From 0fcac2e5d8aa795fd002cfd87295f8afaab88c79 Mon Sep 17 00:00:00 2001 From: Niels Eijer Date: Fri, 5 Jun 2026 15:25:58 +0200 Subject: [PATCH 1/3] Work in progressnotebooks --- Verslag/BEP_Niels_Introductie.ipynb | 133 + .../00_installation_test.ipynb | 3350 ++++++ .../01_wflow_rhine_technical test.ipynb | 4124 ++++++++ .../02_inspect_wflow_forcing.ipynb | 300 + .../03_DataLobithverwerking.ipynb | 603 ++ .../01_Lobith_data/07_GRDC_Data.ipynb | 106 + .../04_wflow_model_output_Lobith.ipynb | 2915 ++++++ .../05_model20052010.ipynb | 1656 +++ .../010_Kalibrate1000_hetluktniet.ipynb | 9232 +++++++++++++++++ .../011_Kalibratie+biascor_longrun.ipynb | 1710 +++ .../012_KalibratieTempEvapPrecip.ipynb | 4400 ++++++++ .../013_Kalibratievervolgen.ipynb | 1971 ++++ .../06_kalibratie en validatie.ipynb | 8026 ++++++++++++++ .../08_Kalibreren_GRDC_Data.ipynb | 4901 +++++++++ .../09_nieuwe kalibratie.ipynb | 3129 ++++++ .../014_Parametergevoeligheid.ipynb | 5054 +++++++++ .../015_pmgevoeligheid2 | 4952 +++++++++ .../016_Calibratienapmgevoeligheid.ipynb | 6103 +++++++++++ 18 files changed, 62665 insertions(+) create mode 100644 Verslag/BEP_Niels_Introductie.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/00_installation_test.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/01_wflow_rhine_technical test.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/02_inspect_wflow_forcing.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/01_Lobith_data/03_DataLobithverwerking.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/01_Lobith_data/07_GRDC_Data.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/02_eerste_model_runs/04_wflow_model_output_Lobith.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/02_eerste_model_runs/05_model20052010.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/010_Kalibrate1000_hetluktniet.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/011_Kalibratie+biascor_longrun.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/012_KalibratieTempEvapPrecip.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/013_Kalibratievervolgen.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/06_kalibratie en validatie.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/08_Kalibreren_GRDC_Data.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/09_nieuwe kalibratie.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/014_Parametergevoeligheid.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/015_pmgevoeligheid2 create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/016_Calibratienapmgevoeligheid.ipynb diff --git a/Verslag/BEP_Niels_Introductie.ipynb b/Verslag/BEP_Niels_Introductie.ipynb new file mode 100644 index 00000000..207c7272 --- /dev/null +++ b/Verslag/BEP_Niels_Introductie.ipynb @@ -0,0 +1,133 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "94c0051d", + "metadata": {}, + "source": [ + "# 1 Introductie\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "8860a6eb", + "metadata": {}, + "source": [ + "## 1.1 Aanleiding van het onderzoek\n", + "\n", + "Klimaatverandering verandert het afvoerregime van rivieren. Dit gebeurt onder andere door hydrologische veranderingen in neerslag, temperatuur, verdamping, sneeuwopslag en de bijdrage van gletsjers. Voor de Rijn is dit belangrijk, omdat de afvoer bij Lobith de bovenstroomse hydrologische randvoorwaarde vormt voor de Nederlandse Rijntakken. Wanneer lage afvoercondities bij Lobith veranderen, kan dit dus ook gevolgen hebben voor de waterbeschikbaarheid op de Waal, de Nederrijn-Lek en de IJssel. Recente klimaatscenario's zoals de KNMI'23-afvoerscenario's, worden daarom gebruikt om te onderzoeken hoe het Rijnsysteem reageert op veranderende meteorologische omstandigheden en wat dat kan betekenen voor waterbeheer, scheepvaart en zoetwatervoorziening \\parencite{Buitink2023}.\n", + "\n", + "Binnen dit systeem is de IJssel een relatief kwetsbare tak \\parencite{Rijkswaterstaat2021}. De rivier ontvangt slechts een klein aandeel van de totale afvoer bij Lobith, maar vervult een belangrijke functie binnen de regionale scheepvaart. Ook is de IJssel van uiterst belang voor de zoetwatertoevoer naar het IJsselmeer. Tijdens perioden met lage afvoer dalen de waterstanden en neemt de beschikbare vaardiepte af. Schepen kunnen dan minder diep laden, of zelfs vastlopen. Dit zorgt ervoor dat de betrouwbaarheid en de capaciteit van de vaarweg onder druk kan komen te staan. Daarmee vormt de IJssel een geschikte casus om te onderzoeken hoe klimaatgedreven veranderingen in lage afvoeren kunnen doorwerken naar een concreet civieltechnisch probleem: de bevaarbaarheid van een rivier.\n" + ] + }, + { + "cell_type": "markdown", + "id": "19376821", + "metadata": {}, + "source": [ + "## 1.2 Relevantie van het onderzoek\n", + "\n", + "De maatschappelijke relevantie van dit onderzoek ligt in de kwetsbaarheid van de IJssel als vaarweg onder lage afvoercondities. Voor het hoofvaarwegennet is het van belang dat scheepvaart vlot, veilig en betrouwbaar kan plaatsvinden \\parencite{Rijkswaterstaat2021}. Klimaatverandering, droogtes en bodemerosie kunnen leiden tot knelpunten in het beschikbare vaarwaterprofiel. Hierdoor kan scheepvaart vaker te maken krijgen met diepgangbeperkingen \\parencite{Rijkswaterstaat2021}. Voor de IJssel is deze problematiek bijzonder relevant, omdat deze rivier door Rijkswaterstaat wordt beschreven als kwetsbaar voor onvoldoende diepte bij lage rivierafvoeren \\parencite{Rijkswaterstaat2021}.\n", + "\n", + "Daarnaast is het onderzoek inhoudelijk relevant, omdat bestaande studies vooral inzicht geven in veranderingen in afvoer, afvoerverdeling en morfologische ontwikkeling van de Rijndelta, terwijl de vertaling naar concrete gevolgen voor de bevaarbaarheid van de IJssel nog beperkt is uitgewerkt (\\cite{Buitink2023}; \\cite{Chowdhury2023}; \\cite{Chowdhury2026}). De IJssel zal volgens de verwachtingen in de toekomst relatief minder afvoer verwachten \\parencite{Chowdhury2026}. Dit onderzoek koppelt dergelijke hydrologische veranderingen aan een praktische indicator voor de scheepvaart en de klimaatverandering bovenstrooms van Lobith.\n" + ] + }, + { + "cell_type": "markdown", + "id": "c78086a6", + "metadata": {}, + "source": [ + "## 1.3 Probleemstelling\n", + "\n", + "Eerdere studies hebben klimaatverandering in het stroomgebied van de Rijn vertaald naar toekomstige afvoerreeksen bij Lobith \\parencite{Buitink2023}. Daarnaast laten andere onderzoeken zien dat klimaatverandering de afvoerverdeling binnen de Rijndelta kan beïnvloeden, waarbij de IJssel onder lage afvoercondities relatief minder afvoer kan ontvangen \\parencite{Chowdhury2026}. Tegelijkertijd is bekend dat de IJssel gevoelig is voor lage afvoeren: klimaatverandering, droogte en bodemerosie kunnen volgens Rijkswaterstaat leiden tot knelpunten in het vaarwegprofiel en vaker tot diepgangbeperkingen\\parencite{Rijkswaterstaat2021}.\n", + "\n", + "Wat nog beperkt is uitgewerkt, is hoe deze toekomstige lage afvoer kan worden vertaald naar een concrete maat voor de bevaarbaarheid op de IJssel. Dit onderzoek gebruikt daarom een vereenvoudigde, reproduceerbare modelaanpak om de frequentie en duur van perioden waarin de bevaarbaarheid onder druk staat kwantitatief inzichtelijk te maken. Ook zal er gekeken worden naar hoe een relatief eenvoudig model zoals dit in de buurt komt van eerdere studies. Aan de hand van eenvoudigere modellen kunnen eenvoudiger en sneller meerdere toekomstscenario's doorgerekend worden.\n" + ] + }, + { + "cell_type": "markdown", + "id": "c6b09635", + "metadata": {}, + "source": [ + "## 1.4 Doelstelling\n", + "Het doel van dit onderzoek is om te bepalen in welke mate toekomstige lage-afvoercondities als gevolg van klimaatverandering leiden tot een toename in de frequentie en duur van bevaarbaarheidsproblemen op de IJssel, uitgedrukt in het aantal dagen met onvoldoende waterdiepte. Hiervoor worden met een vereenvoudigde, reproduceerbare modelaanpak toekomstige afvoercondities geanalyseerd en vertaald naar indicatoren voor bevaarbaarheidsproblemen. De nadruk ligt daarbij op de frequentie en duur van perioden waarin de bevaarbaarheid van de IJssel onder druk staat.\n" + ] + }, + { + "cell_type": "markdown", + "id": "60456501", + "metadata": {}, + "source": [ + "## 1.5 Scope\n", + "Het onderzoek richt zich op de IJssel als vaarweg binnen de Rijndelta en focust op lage-afvoercondities. De nadruk ligt op bevaarbaarheid in termen van beschikbare waterdiepte. Andere mogelijke gevolgen van lage afvoer, zoals economische schade, ecologische effecten of bredere waterkwaliteitsvraagstukken, vallen buiten de directe scope van dit onderzoek. Voor de hydrologische analyse wordt gebruikgemaakt van eWaterCycle als modelmatige basis voor het simuleren of analyseren van afvoercondities onder verschillende klimaatscenario’s. Hiervoor is vooral de klimaatverandering die zich voordoet bovenstrooms van Lobith relevant.\n" + ] + }, + { + "cell_type": "markdown", + "id": "93438e86", + "metadata": {}, + "source": [ + "## 1.6 Onderzoeksvraag en deelvragen\n", + "### 1.6.1 Onderzoeksvraag\n", + "\n", + "In welke mate beïnvloedt klimaatverandering de frequentie en duur van perioden met onvoldoende vaardiepte op de IJssel, op basis van klimaatgedreven veranderingen in de lage afvoer, uitgedrukt in dagen beperking per jaar voor verschillende klimaatscenario's?\n", + "\n", + "\n", + "### 1.6.2 Deelvragen\n", + "\n", + "1. Hoe veranderen lage afvoercondities bij Lobith onder toekomstige klimaatverandering?\n", + "\n", + "2. Hoe kunnen deze lage afvoercondities gelinkt worden aan bevaarbaarheid op de IJssel?\n", + "\n", + "3. Hoe verandert de frequentie van perioden waarin de bevaarbaarheid van de Ijssel onder druk staat onder toekomstige klimaatscenario's?\n", + "\n", + "4. Hoe verandert de duur van aaneengesloten perioden waarin de bevaarbaarheid van de Ijssel onder druk staat onder toekomstige klimaatscenario's?\n" + ] + }, + { + "cell_type": "markdown", + "id": "688a02e8", + "metadata": {}, + "source": [ + "## 1.7 Leeswijzer\n", + "\n", + "Dit rapport is als volgt opgebouwd. Na deze introductie wordt in hoofdstuk 2 de systeem en literatuurachtergrond behandeld. Hierin wordt in detail de Nederlandse Rijndelta beschreven als gereguleerd systeem, met aandacht voor de Pannerdense kop, de IJsselkop en de historische ontwikkelingen van de afvoerverdeling. Vervolgens wordt er ingegaan op de invloed van klimaatverandering op lage afvoeren en de gevolgen daarvan op de bevaarbaarheid van de IJssel.\n", + "\n", + "Hoofdstuk 3 beschrijft hoe het onderzoek uitgevoerd zal worden. Hier wordt het gebruik van eWaterCycle toegelicht en wordt in grote lijnen het model wflow uitgelegd. Ook worden de gebruikte klimaatscenario's beschreven en zal de het gebruik van de afvoerverdeling beschreven worden.\n", + "\n", + "In hoofdstuk 4 worden de resultaten gepresenteerd. Eerst moet er beoordeeld worden hoe goed het wflow model overeenkomt met de waarnemingen bij Lobith. Daarna wordt onderzocht hoe lage afvoercondities veranderen aan de hand van de verschillende klimaatscenario's en wat dit betekent voor het aantal kritieke laagwaterdagen en de duur hiervan.\n", + "\n", + "In hoofdstuk 5 zullen de resultaten worden bediscussieerd. Hier zal de betekenis en de betrouwbaarheid bekeken worden. De uitkomsten worden geïnterpreteerd in relatie met de bevaarbaarheid op de IJssel. Ook zal er een vergelijking worden gelegd met de bestaande literatuur. \n", + "\n", + "Tot slot worden in hoofdstuk 6 de deelvragen en de hoofdvraag beantwoord. Aan de hand van dat antwoord zal een conclusie worden geformuleerd en worden er aanbevelingen gedaan voor eventuele vervolgonderzoeken.\n" + ] + } + ], + "metadata": { + "jupyter_book": { + "created": "2026-06-01T12:59:08", + "format": "webbook_introductie_voorbeeld" + }, + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/00_installation_test.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/00_installation_test.ipynb new file mode 100644 index 00000000..9f20d7c0 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/00_installation_test.ipynb @@ -0,0 +1,3350 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "12eaf9a1-3116-423b-97c3-002a497a6a26", + "metadata": {}, + "outputs": [], + "source": [ + "# General python\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from rich import print" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3c491569-51ea-4c8a-b18b-09b336be1a41", + "metadata": {}, + "outputs": [], + "source": [ + "# eWaterCycle packages\n", + "import ewatercycle\n", + "from ewatercycle.base.forcing import GenericLumpedForcing" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "e869fe69-04b0-47cd-863c-641726183d46", + "metadata": {}, + "outputs": [], + "source": [ + "import ewatercycle.forcing\n", + "import ewatercycle.observation.grdc\n", + "import ewatercycle.analysis\n", + "from pathlib import Path\n", + "from cartopy.io import shapereader\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from rich import print\n", + "import shutil" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "f30e8703-34b5-4905-aad7-522ffd1164d6", + "metadata": {}, + "outputs": [], + "source": [ + "import ewatercycle.models" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c571e73e-3387-4b65-9084-bb7ea4034b67", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
KeysView(ModelSources[\n",
+       "    \"HBV\",\n",
+       "    \"HBVLocal\",\n",
+       "    \"Hype\",\n",
+       "    \"LeakyBucket\",\n",
+       "    \"Lisflood\",\n",
+       "    \"MarrmotM01\",\n",
+       "    \"MarrmotM14\",\n",
+       "    \"PCRGlobWB\",\n",
+       "    \"Wflow\",\n",
+       "    \"WflowJl\"\n",
+       "])\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;35mKeysView\u001b[0m\u001b[1m(\u001b[0mModelSources\u001b[1m[\u001b[0m\n", + " \u001b[32m\"HBV\"\u001b[0m,\n", + " \u001b[32m\"HBVLocal\"\u001b[0m,\n", + " \u001b[32m\"Hype\"\u001b[0m,\n", + " \u001b[32m\"LeakyBucket\"\u001b[0m,\n", + " \u001b[32m\"Lisflood\"\u001b[0m,\n", + " \u001b[32m\"MarrmotM01\"\u001b[0m,\n", + " \u001b[32m\"MarrmotM14\"\u001b[0m,\n", + " \u001b[32m\"PCRGlobWB\"\u001b[0m,\n", + " \u001b[32m\"Wflow\"\u001b[0m,\n", + " \u001b[32m\"WflowJl\"\u001b[0m\n", + "\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(ewatercycle.models.sources.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "51cb9be0-9f80-4846-8d8e-ba079fdc4ef9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
dict_keys(['wflow_rhine_sbm_nc', 'wflow_Rhine_ERA5-calibrated', 'wflow_Great-Kei_ERA5-calibrated', \n",
+       "'wflow_Doring_ERA5-calibrated', 'wflow_Merrimack_ERA5-calibrated', 'wflow_Meuse_ERA5-calibrated', \n",
+       "'wflow_rhine_ERA_Interim-calibrated', 'wflow_Savannah_ERA-Interim-calibrated', \n",
+       "'wflow_Great-Kei_ERA_Interim-calibrated', 'wflow_Merrimack_ERA_Interim-calibrated', \n",
+       "'wflow_Meuse_ERA_Interim-calibrated', 'wflow_merrimack_techpaper'])\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;35mdict_keys\u001b[0m\u001b[1m(\u001b[0m\u001b[1m[\u001b[0m\u001b[32m'wflow_rhine_sbm_nc'\u001b[0m, \u001b[32m'wflow_Rhine_ERA5-calibrated'\u001b[0m, \u001b[32m'wflow_Great-Kei_ERA5-calibrated'\u001b[0m, \n", + "\u001b[32m'wflow_Doring_ERA5-calibrated'\u001b[0m, \u001b[32m'wflow_Merrimack_ERA5-calibrated'\u001b[0m, \u001b[32m'wflow_Meuse_ERA5-calibrated'\u001b[0m, \n", + "\u001b[32m'wflow_rhine_ERA_Interim-calibrated'\u001b[0m, \u001b[32m'wflow_Savannah_ERA-Interim-calibrated'\u001b[0m, \n", + "\u001b[32m'wflow_Great-Kei_ERA_Interim-calibrated'\u001b[0m, \u001b[32m'wflow_Merrimack_ERA_Interim-calibrated'\u001b[0m, \n", + "\u001b[32m'wflow_Meuse_ERA_Interim-calibrated'\u001b[0m, \u001b[32m'wflow_merrimack_techpaper'\u001b[0m\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "\n", + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "print(parameter_sets.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "8a5c2a8b-608b-4b59-a75b-d987b998b452", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
ParameterSet(\n",
+       "    name='wflow_rhine_sbm_nc',\n",
+       "    directory=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc'),\n",
+       "    config=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'),\n",
+       "    doi='N/A',\n",
+       "    target_model='wflow',\n",
+       "    supported_model_versions={'2020.1.2', '2020.1.1', '2020.1.3'},\n",
+       "    downloader=None\n",
+       ")\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;35mParameterSet\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mname\u001b[0m=\u001b[32m'wflow_rhine_sbm_nc'\u001b[0m,\n", + " \u001b[33mdirectory\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mconfig\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mdoi\u001b[0m=\u001b[32m'N/A'\u001b[0m,\n", + " \u001b[33mtarget_model\u001b[0m=\u001b[32m'wflow'\u001b[0m,\n", + " \u001b[33msupported_model_versions\u001b[0m=\u001b[1m{\u001b[0m\u001b[32m'2020.1.2'\u001b[0m, \u001b[32m'2020.1.1'\u001b[0m, \u001b[32m'2020.1.3'\u001b[0m\u001b[1m}\u001b[0m,\n", + " \u001b[33mdownloader\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + "\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "print(parameter_set)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "62bd8619-fcf0-4ab6-8988-d7119b95ff51", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc\n",
+       "
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/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mwflow_sbm_NC.ini\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(parameter_set.directory)\n", + "print(parameter_set.config)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "9c24577b-401a-4f70-84ec-d1b4cf661b64", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
False\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[3;91mFalse\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "directory = Path(\"/data/shared/parameter-sets/wflow_rhine_sbm_nc\")\n", + "config = Path(\"wflow_sbm_NC\")\n", + "\n", + "config_file = directory / config\n", + "\n", + "print(config_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "24bfd77c-abeb-4895-9087-28bc01443765", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
<class 'pathlib.PosixPath'>\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m<\u001b[0m\u001b[1;95mclass\u001b[0m\u001b[39m \u001b[0m\u001b[32m'pathlib.PosixPath'\u001b[0m\u001b[1m>\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
<class 'pathlib.PosixPath'>\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m<\u001b[0m\u001b[1;95mclass\u001b[0m\u001b[39m \u001b[0m\u001b[32m'pathlib.PosixPath'\u001b[0m\u001b[1m>\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(type(parameter_set.directory))\n", + "print(type(parameter_set.config))" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "8087bff8-b937-4242-a37e-0dc767896cf8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/inmaps.nc\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95minmaps.nc\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/instates.nc\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95minstates.nc\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mintbl\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/intss\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mintss\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mstaticmaps\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps.nc\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mstaticmaps.nc\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mwflow_sbm_NC.ini\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC2.ini\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mwflow_sbm_NC2.ini\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "directory = Path(parameter_set.directory)\n", + "\n", + "for item in directory.iterdir():\n", + " print(item)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "90f4169d-bca7-4db5-b7dd-502e2fff6a02", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mwflow_sbm_NC.ini\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
True\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[3;92mTrue\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "directory = Path(parameter_set.directory)\n", + "\n", + "config_file = directory / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(config_file)\n", + "print(config_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "7d914915-47d8-4c5c-96b8-9c29e6a6dfff", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# Define the forcings needed for the model here\n",
+       "
\n" + ], + "text/plain": [ + "# Define the forcings needed for the model here\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# the filename is either the name of the pcraster map-stack or the name of the \n",
+       "
\n" + ], + "text/plain": [ + "# the filename is either the name of the pcraster map-stack or the name of the \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# variable in the netcdf input file\n",
+       "
\n" + ], + "text/plain": [ + "# variable in the netcdf input file\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Precipitation = /inmaps/P\n",
+       "
\n" + ], + "text/plain": [ + "Precipitation = \u001b[35m/inmaps/\u001b[0m\u001b[95mP\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
EvapoTranspiration = /inmaps/PET\n",
+       "
\n" + ], + "text/plain": [ + "EvapoTranspiration = \u001b[35m/inmaps/\u001b[0m\u001b[95mPET\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Temperature = /inmaps/TEMP\n",
+       "
\n" + ], + "text/plain": [ + "Temperature = \u001b[35m/inmaps/\u001b[0m\u001b[95mTEMP\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# this is optional inflow (positive) or outflow (negative) of the kin-wave reservoir\n",
+       "
\n" + ], + "text/plain": [ + "# this is optional inflow \u001b[1m(\u001b[0mpositive\u001b[1m)\u001b[0m or outflow \u001b[1m(\u001b[0mnegative\u001b[1m)\u001b[0m of the kin-wave reservoir\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Inflow = /inmaps/IF \n",
+       "
\n" + ], + "text/plain": [ + "Inflow = \u001b[35m/inmaps/\u001b[0m\u001b[95mIF\u001b[0m \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# Format:\n",
+       "
\n" + ], + "text/plain": [ + "# Format:\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# name=stack,type,default\n",
+       "
\n" + ], + "text/plain": [ + "# \u001b[33mname\u001b[0m=\u001b[35mstack\u001b[0m,type,default\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# example:\n",
+       "
\n" + ], + "text/plain": [ + "# example:\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# RootingDepth=monthlyclim/ROOT,monthyclim,100,1\n",
+       "
\n" + ], + "text/plain": [ + "# \u001b[33mRootingDepth\u001b[0m=\u001b[35mmonthlyclim\u001b[0m/ROOT,monthyclim,\u001b[1;36m100\u001b[0m,\u001b[1;36m1\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - name - Name of the parameter (internal variable)\n",
+       "
\n" + ], + "text/plain": [ + "# - name - Name of the parameter \u001b[1m(\u001b[0minternal variable\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - stack - Name of the mapstack (representation on disk or in mem) relative to case\n",
+       "
\n" + ], + "text/plain": [ + "# - stack - Name of the mapstack \u001b[1m(\u001b[0mrepresentation on disk or in mem\u001b[1m)\u001b[0m relative to case\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - type - Type of parameter (default = static)\n",
+       "
\n" + ], + "text/plain": [ + "# - type - Type of parameter \u001b[1m(\u001b[0mdefault = static\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - default - Default value if map/tbl is not present\n",
+       "
\n" + ], + "text/plain": [ + "# - default - Default value if map/tbl is not present\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
#Possible types are::\n",
+       "
\n" + ], + "text/plain": [ + "#Possible types are::\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - staticmap: Read at startup from map \n",
+       "
\n" + ], + "text/plain": [ + "# - staticmap: Read at startup from map \n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - statictbl: Read at startup from tbl\n",
+       "
\n" + ], + "text/plain": [ + "# - statictbl: Read at startup from tbl\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - timeseries: read map for each timestep\n",
+       "
\n" + ], + "text/plain": [ + "# - timeseries: read map for each timestep\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - monthlyclim: read a map corresponding to the current month (12 maps in total)\n",
+       "
\n" + ], + "text/plain": [ + "# - monthlyclim: read a map corresponding to the current month \u001b[1m(\u001b[0m\u001b[1;36m12\u001b[0m maps in total\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - dailyclim: read a map corresponding to the current day of the year\n",
+       "
\n" + ], + "text/plain": [ + "# - dailyclim: read a map corresponding to the current day of the year\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# - hourlyclim: read a map corresponding to the current hour of the day (24 in total) (not implemented yet)\n",
+       "
\n" + ], + "text/plain": [ + "# - hourlyclim: read a map corresponding to the current hour of the day \u001b[1m(\u001b[0m\u001b[1;36m24\u001b[0m in total\u001b[1m)\u001b[0m \u001b[1m(\u001b[0mnot implemented yet\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
#RootingDepth=monthlyclim/ROOT,monthlyclim,75,1\n",
+       "
\n" + ], + "text/plain": [ + "#\u001b[33mRootingDepth\u001b[0m=\u001b[35mmonthlyclim\u001b[0m/ROOT,monthlyclim,\u001b[1;36m75\u001b[0m,\u001b[1;36m1\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# either a runinfo file or a start and end-time are required\n",
+       "
\n" + ], + "text/plain": [ + "# either a runinfo file or a start and end-time are required\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
#runinfo=runinfo.xml\n",
+       "
\n" + ], + "text/plain": [ + "#\u001b[33mruninfo\u001b[0m=\u001b[35mruninfo\u001b[0m.xml\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
starttime=1991-02-01 00:00:00\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[33mstarttime\u001b[0m=\u001b[1;36m1991\u001b[0m-\u001b[1;36m02\u001b[0m-\u001b[1;36m01\u001b[0m \u001b[1;92m00:00:00\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
endtime=1991-03-01 00:00:00\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[33mendtime\u001b[0m=\u001b[1;36m1991\u001b[0m-\u001b[1;36m03\u001b[0m-\u001b[1;36m01\u001b[0m \u001b[1;92m00:00:00\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# required, base timestep of the model\n",
+       "
\n" + ], + "text/plain": [ + "# required, base timestep of the model\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "with open(config_file, \"r\") as f:\n", + " lines = f.readlines()\n", + "\n", + "for line in lines[:40]:\n", + " print(line, end=\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "c9a58641-b19c-4212-bffc-e95799b364e4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
<class 'ewatercycle_wflow.model.Wflow'>\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m<\u001b[0m\u001b[1;95mclass\u001b[0m\u001b[39m \u001b[0m\u001b[32m'ewatercycle_wflow.model.Wflow'\u001b[0m\u001b[1m>\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ewatercycle.models import Wflow\n", + "\n", + "model = Wflow\n", + "print(model)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "89709819-e583-4d37-ad54-b29b7aeaa053", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "data": { + "text/html": [ + "
Wflow(\n",
+       "    parameter_set=ParameterSet(\n",
+       "        name='wflow_rhine_sbm_nc',\n",
+       "        directory=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc'),\n",
+       "        config=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'),\n",
+       "        doi='N/A',\n",
+       "        target_model='wflow',\n",
+       "        supported_model_versions={'2020.1.2', '2020.1.1', '2020.1.3'},\n",
+       "        downloader=None\n",
+       "    ),\n",
+       "    forcing=None\n",
+       ")\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;35mWflow\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mparameter_set\u001b[0m=\u001b[1;35mParameterSet\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mname\u001b[0m=\u001b[32m'wflow_rhine_sbm_nc'\u001b[0m,\n", + " \u001b[33mdirectory\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mconfig\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mdoi\u001b[0m=\u001b[32m'N/A'\u001b[0m,\n", + " \u001b[33mtarget_model\u001b[0m=\u001b[32m'wflow'\u001b[0m,\n", + " \u001b[33msupported_model_versions\u001b[0m=\u001b[1m{\u001b[0m\u001b[32m'2020.1.2'\u001b[0m, \u001b[32m'2020.1.1'\u001b[0m, \u001b[32m'2020.1.3'\u001b[0m\u001b[1m}\u001b[0m,\n", + " \u001b[33mdownloader\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + " \u001b[1m)\u001b[0m,\n", + " \u001b[33mforcing\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + "\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ewatercycle.models import Wflow\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set\n", + ")\n", + "\n", + "print(model)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "bac878aa-ab2f-47d4-b8fc-0c329ff4bf0e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/\u001b[0m\u001b[95mwflow_sbm_NC.ini\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
True\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[3;92mTrue\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "directory = Path(parameter_set.directory)\n", + "config_file = directory / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(config_file)\n", + "print(config_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "b93fe07d-76d0-4cba-994e-513751e236c4", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "data": { + "text/html": [ + "
Wflow(\n",
+       "    parameter_set=ParameterSet(\n",
+       "        name='wflow_rhine_sbm_nc',\n",
+       "        directory=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc'),\n",
+       "        config=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'),\n",
+       "        doi='N/A',\n",
+       "        target_model='wflow',\n",
+       "        supported_model_versions={'2020.1.2', '2020.1.1', '2020.1.3'},\n",
+       "        downloader=None\n",
+       "    ),\n",
+       "    forcing=None\n",
+       ")\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;35mWflow\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mparameter_set\u001b[0m=\u001b[1;35mParameterSet\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mname\u001b[0m=\u001b[32m'wflow_rhine_sbm_nc'\u001b[0m,\n", + " \u001b[33mdirectory\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mconfig\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mdoi\u001b[0m=\u001b[32m'N/A'\u001b[0m,\n", + " \u001b[33mtarget_model\u001b[0m=\u001b[32m'wflow'\u001b[0m,\n", + " \u001b[33msupported_model_versions\u001b[0m=\u001b[1m{\u001b[0m\u001b[32m'2020.1.2'\u001b[0m, \u001b[32m'2020.1.1'\u001b[0m, \u001b[32m'2020.1.3'\u001b[0m\u001b[1m}\u001b[0m,\n", + " \u001b[33mdownloader\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + " \u001b[1m)\u001b[0m,\n", + " \u001b[33mforcing\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + "\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ewatercycle.models import Wflow\n", + "\n", + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "print(model)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "a888f090-b1bf-4a81-9760-332b96d77855", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
<class 'ewatercycle_wflow.model.Wflow'>\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m<\u001b[0m\u001b[1;95mclass\u001b[0m\u001b[39m \u001b[0m\u001b[32m'ewatercycle_wflow.model.Wflow'\u001b[0m\u001b[1m>\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(Wflow)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "c8923400-ede5-4192-9fc7-c1999ec2fb28", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
KeysView(ForcingSources[\n",
+       "    \"CaravanForcing\",\n",
+       "    \"DistributedMakkinkForcing\",\n",
+       "    \"DistributedUserForcing\",\n",
+       "    \"GenericDistributedForcing\",\n",
+       "    \"GenericLumpedForcing\",\n",
+       "    \"HypeForcing\",\n",
+       "    \"LisfloodForcing\",\n",
+       "    \"LumpedMakkinkForcing\",\n",
+       "    \"LumpedUserForcing\",\n",
+       "    \"MarrmotForcing\",\n",
+       "    \"PCRGlobWBForcing\",\n",
+       "    \"WflowForcing\",\n",
+       "    \"WflowJlForcing\"\n",
+       "])\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;35mKeysView\u001b[0m\u001b[1m(\u001b[0mForcingSources\u001b[1m[\u001b[0m\n", + " \u001b[32m\"CaravanForcing\"\u001b[0m,\n", + " \u001b[32m\"DistributedMakkinkForcing\"\u001b[0m,\n", + " \u001b[32m\"DistributedUserForcing\"\u001b[0m,\n", + " \u001b[32m\"GenericDistributedForcing\"\u001b[0m,\n", + " \u001b[32m\"GenericLumpedForcing\"\u001b[0m,\n", + " \u001b[32m\"HypeForcing\"\u001b[0m,\n", + " \u001b[32m\"LisfloodForcing\"\u001b[0m,\n", + " \u001b[32m\"LumpedMakkinkForcing\"\u001b[0m,\n", + " \u001b[32m\"LumpedUserForcing\"\u001b[0m,\n", + " \u001b[32m\"MarrmotForcing\"\u001b[0m,\n", + " \u001b[32m\"PCRGlobWBForcing\"\u001b[0m,\n", + " \u001b[32m\"WflowForcing\"\u001b[0m,\n", + " \u001b[32m\"WflowJlForcing\"\u001b[0m\n", + "\u001b[1m]\u001b[0m\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ewatercycle.forcing import sources\n", + "\n", + "print(sources.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "70f86be5-73a2-4583-8ad2-9a93640d6af4", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "data": { + "text/html": [ + "
Wflow(\n",
+       "    parameter_set=ParameterSet(\n",
+       "        name='wflow_rhine_sbm_nc',\n",
+       "        directory=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc'),\n",
+       "        config=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'),\n",
+       "        doi='N/A',\n",
+       "        target_model='wflow',\n",
+       "        supported_model_versions={'2020.1.2', '2020.1.1', '2020.1.3'},\n",
+       "        downloader=None\n",
+       "    ),\n",
+       "    forcing=None\n",
+       ")\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;35mWflow\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mparameter_set\u001b[0m=\u001b[1;35mParameterSet\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mname\u001b[0m=\u001b[32m'wflow_rhine_sbm_nc'\u001b[0m,\n", + " \u001b[33mdirectory\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mconfig\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mdoi\u001b[0m=\u001b[32m'N/A'\u001b[0m,\n", + " \u001b[33mtarget_model\u001b[0m=\u001b[32m'wflow'\u001b[0m,\n", + " \u001b[33msupported_model_versions\u001b[0m=\u001b[1m{\u001b[0m\u001b[32m'2020.1.2'\u001b[0m, \u001b[32m'2020.1.1'\u001b[0m, \u001b[32m'2020.1.3'\u001b[0m\u001b[1m}\u001b[0m,\n", + " \u001b[33mdownloader\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + " \u001b[1m)\u001b[0m,\n", + " \u001b[33mforcing\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + "\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from ewatercycle.models import Wflow\n", + "\n", + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "print(model)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "06c5f046-2ca7-45fe-9f44-82dab5eb6204", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
/home/niels/BEP-Niels/wflow_20260513_101120/wflow_ewatercycle.ini\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/home/niels/BEP-Niels/wflow_20260513_101120/\u001b[0m\u001b[95mwflow_ewatercycle.ini\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/home/niels/BEP-Niels/wflow_20260513_101120\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/home/niels/BEP-Niels/\u001b[0m\u001b[95mwflow_20260513_101120\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cfg_file, cfg_dir = model.setup()\n", + "\n", + "print(cfg_file)\n", + "print(cfg_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "819b6295-070a-4db9-860c-f2e51dcdf5bd", + "metadata": {}, + "outputs": [], + "source": [ + "model.initialize(cfg_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "673567aa-8cc3-4752-a8be-57471ef84d7a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Start time: 665366400.0\n",
+       "
\n" + ], + "text/plain": [ + "Start time: \u001b[1;36m665366400.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
End time: 667785600.0\n",
+       "
\n" + ], + "text/plain": [ + "End time: \u001b[1;36m667785600.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Current time: 665280000.0\n",
+       "
\n" + ], + "text/plain": [ + "Current time: \u001b[1;36m665280000.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Time step: 86400.0\n",
+       "
\n" + ], + "text/plain": [ + "Time step: \u001b[1;36m86400.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Current time:\", model.time)\n", + "print(\"Time step:\", model.time_step)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "dc79132e-9b97-4ca8-90cd-1c37d56d4c47", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Input variables:\n",
+       "
\n" + ], + "text/plain": [ + "Input variables:\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
('RiverRunoff',)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m(\u001b[0m\u001b[32m'RiverRunoff'\u001b[0m,\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Output variables:\n",
+       "
\n" + ], + "text/plain": [ + "Output variables:\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
('RiverRunoff',)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m(\u001b[0m\u001b[32m'RiverRunoff'\u001b[0m,\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(\"Input variables:\")\n", + "print(model.input_var_names)\n", + "\n", + "print(\"Output variables:\")\n", + "print(model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "70f304b1-435f-498b-b828-d53f0a00cf8a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Current time: 665366400.0\n",
+       "
\n" + ], + "text/plain": [ + "Current time: \u001b[1;36m665366400.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "model.update()\n", + "\n", + "print(\"Current time:\", model.time)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "feb1e7aa-38a1-49ba-87a6-a489d07fdec6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
1991-02-01 00:00:00\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;36m1991\u001b[0m-\u001b[1;36m02\u001b[0m-\u001b[1;36m01\u001b[0m \u001b[1;92m00:00:00\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import pandas as pd\n", + "\n", + "datum = pd.to_datetime(model.time, unit=\"s\")\n", + "print(datum)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "0fdc99aa-db50-456a-9c36-34158ebf72b8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
('RiverRunoff',)\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m(\u001b[0m\u001b[32m'RiverRunoff'\u001b[0m,\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "61bbcab8-8696-4d98-8678-1af9cd0b2d14", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
[0. 0. 0. ... 0. 0. 0.]\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m[\u001b[0m\u001b[1;36m0\u001b[0m. \u001b[1;36m0\u001b[0m. \u001b[1;36m0\u001b[0m. \u001b[33m...\u001b[0m \u001b[1;36m0\u001b[0m. \u001b[1;36m0\u001b[0m. \u001b[1;36m0\u001b[0m.\u001b[1m]\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "output = model.get_value(\"RiverRunoff\")\n", + "print(output)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "c1110968-db9d-46ed-a49a-857ebb4cbfd2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
# outputformat for the *dynamic* mapstacks (not the states and summary maps)\n",
+       "
\n" + ], + "text/plain": [ + "# outputformat for the *dynamic* mapstacks \u001b[1m(\u001b[0mnot the states and summary maps\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# netcdfoutput requires also outputformat = 1 (default) and additionally the name of the file\n",
+       "
\n" + ], + "text/plain": [ + "# netcdfoutput requires also outputformat = \u001b[1;36m1\u001b[0m \u001b[1m(\u001b[0mdefault\u001b[1m)\u001b[0m and additionally the name of the file\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
netcdfoutput = outmaps.nc\n",
+       "
\n" + ], + "text/plain": [ + "netcdfoutput = outmaps.nc\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
#netcdfstatesoutput = states.nc\n",
+       "
\n" + ], + "text/plain": [ + "#netcdfstatesoutput = states.nc\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
#netcdfstaticoutput = outsum.nc\n",
+       "
\n" + ], + "text/plain": [ + "#netcdfstaticoutput = outsum.nc\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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+       "
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+       "
\n" + ], + "text/plain": [ + "\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
self.Transfer=tra_lu.csv\n",
+       "
\n" + ], + "text/plain": [ + "self.\u001b[33mTransfer\u001b[0m=\u001b[35mtra_lu\u001b[0m.csv\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# gauge output\n",
+       "
\n" + ], + "text/plain": [ + "# gauge output\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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+       "
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samplemap=staticmaps/wflow_gauges.map\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[33msamplemap\u001b[0m=\u001b[35mstaticmaps\u001b[0m/wflow_gauges.map\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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+       "
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samplemap=staticmaps/wflow_gauges.map\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[33msamplemap\u001b[0m=\u001b[35mstaticmaps\u001b[0m/wflow_gauges.map\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# Save and sample these at gauge locations\n",
+       "
\n" + ], + "text/plain": [ + "# Save and sample these at gauge locations\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "config_file = parameter_set.config\n", + "\n", + "with open(config_file, \"r\") as f:\n", + " lines = f.readlines()\n", + "\n", + "for line in lines:\n", + " if \"output\" in line.lower() or \"gauge\" in line.lower() or \"station\" in line.lower() or \"csv\" in line.lower():\n", + " print(line, end=\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "038a9593-7701-4d8e-bc5e-1b47f9219340", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
CanopyGapFraction.tbl\n",
+       "
\n" + ], + "text/plain": [ + "CanopyGapFraction.tbl\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Cfmax.tbl\n",
+       "
\n" + ], + "text/plain": [ + "Cfmax.tbl\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
EoverR.tbl\n",
+       "
\n" + ], + "text/plain": [ + "EoverR.tbl\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
FirstZoneCapacity.tbl\n",
+       "
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FirstZoneKsatVer.tbl\n",
+       "
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FirstZoneMinCapacity.tbl\n",
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cf_soil.tbl\n",
+       "
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thetaR.tbl\n",
+       "
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thetaS.tbl\n",
+       "
\n" + ], + "text/plain": [ + "thetaS.tbl\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "intbl_dir = Path(parameter_set.directory) / \"intbl\"\n", + "\n", + "for item in intbl_dir.iterdir():\n", + " print(item.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "6463fc6c-0c5e-4843-bbb5-a049eba202a3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "
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# either a runinfo file or a start and end-time are required\n",
+       "
\n" + ], + "text/plain": [ + "# either a runinfo file or a start and end-time are required\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
#runinfo=runinfo.xml\n",
+       "
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# outputformat for the *dynamic* mapstacks (not the states and summary maps)\n",
+       "
\n" + ], + "text/plain": [ + "# outputformat for the *dynamic* mapstacks \u001b[1m(\u001b[0mnot the states and summary maps\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
# netcdfoutput requires also outputformat = 1 (default) and additionally the name of the file\n",
+       "
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netcdfoutput = outmaps.nc\n",
+       "
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#netcdfstatesoutput = states.nc\n",
+       "
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#netcdfstaticoutput = outsum.nc\n",
+       "
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+       "
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self.RiverRunoff=run\n",
+       "
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+       "
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self.Transfer=tra_lu.csv\n",
+       "
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# gauge output\n",
+       "
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+       "
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samplemap=staticmaps/wflow_gauges.map\n",
+       "
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self.RiverRunoff=run.tss\n",
+       "
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self.WaterLevelR=lev.tss\n",
+       "
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+       "
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samplemap=staticmaps/wflow_gauges.map\n",
+       "
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self.ActLeakage=lek.tss\n",
+       "
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# Save and sample these at gauge locations\n",
+       "
\n" + ], + "text/plain": [ + "# Save and sample these at gauge locations\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "config_file = parameter_set.config\n", + "\n", + "with open(config_file, \"r\") as f:\n", + " lines = f.readlines()\n", + "\n", + "for line in lines:\n", + " line_lower = line.lower()\n", + " if (\n", + " \"output\" in line_lower\n", + " or \"gauge\" in line_lower\n", + " or \"station\" in line_lower\n", + " or \"csv\" in line_lower\n", + " or \"tss\" in line_lower\n", + " or \"run\" in line_lower\n", + " ):\n", + " print(line, end=\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "0de0f3fe-092c-427b-826e-d897c942d0c5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/intss\n",
+       "
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/data/shared/parameter-sets/wflow_rhine_sbm_nc/intss/Lobith.tss\n",
+       "
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/data/shared/parameter-sets/wflow_rhine_sbm_nc/intss/Lobith1200.tss\n",
+       "
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/data/shared/parameter-sets/wflow_rhine_sbm_nc/intss/Lobith3600.tss\n",
+       "
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/data/shared/parameter-sets/wflow_rhine_sbm_nc/intss/Lobith600.tss\n",
+       "
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/data/shared/parameter-sets/wflow_rhine_sbm_nc/intss/update.tss\n",
+       "
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/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/gauges.col\n",
+       "
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/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/gauges.map\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/\u001b[0m\u001b[95mgauges.map\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_gauges.map\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/\u001b[0m\u001b[95mwflow_gauges.map\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_outlet.map\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/\u001b[0m\u001b[95mwflow_outlet.map\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "directory = Path(parameter_set.directory)\n", + "\n", + "for file in directory.rglob(\"*\"):\n", + " name = file.name.lower()\n", + " if (\n", + " \"gauge\" in name\n", + " or \"station\" in name\n", + " or \"outlet\" in name\n", + " or \"lobith\" in name\n", + " or \"tss\" in name\n", + " or \"csv\" in name\n", + " ):\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "8e139df4-e9a8-4b99-9b50-f08067308198", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
<xarray.Dataset> Size: 3MB\n",
+       "Dimensions:                     (time: 1, lat: 169, lon: 187)\n",
+       "Coordinates:\n",
+       "  * time                        (time) datetime64[ns] 8B 2014-05-25\n",
+       "  * lat                         (lat) float32 676B 52.05 52.02 ... 45.93 45.89\n",
+       "  * lon                         (lon) float32 748B 5.227 5.264 ... 12.01 12.05\n",
+       "Data variables: (12/23)\n",
+       "    crs                         |S1 1B ...\n",
+       "    wflow_bankfulldepth.map     (time, lat, lon) float32 126kB ...\n",
+       "    wflow_catchment.map         (time, lat, lon) float32 126kB ...\n",
+       "    wflow_dem.map               (time, lat, lon) float32 126kB ...\n",
+       "    wflow_dem10.map             (time, lat, lon) float32 126kB ...\n",
+       "    wflow_dem25.map             (time, lat, lon) float32 126kB ...\n",
+       "    ...                          ...\n",
+       "    wflow_riverburnin.map       (time, lat, lon) float32 126kB ...\n",
+       "    wflow_riverdem.map          (time, lat, lon) float32 126kB ...\n",
+       "    wflow_riverlength_fact.map  (time, lat, lon) float32 126kB ...\n",
+       "    wflow_soil.map              (time, lat, lon) float32 126kB ...\n",
+       "    wflow_streamorder.map       (time, lat, lon) float32 126kB ...\n",
+       "    wflow_subcatch.map          (time, lat, lon) float32 126kB ...\n",
+       "Attributes:\n",
+       "    title:        wflow input mapstack\n",
+       "    Conventions:  CF-1.4\n",
+       "    source:       pcr2netcdf\n",
+       "    references:   http://wflow.googlecode.com\n",
+       "    institution:  Deltares\n",
+       "    history:      Thu Nov 12 19:25:55 2015\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m<\u001b[0m\u001b[1;95mxarray.Dataset\u001b[0m\u001b[1m>\u001b[0m Size: 3MB\n", + "Dimensions: \u001b[1m(\u001b[0mtime: \u001b[1;36m1\u001b[0m, lat: \u001b[1;36m169\u001b[0m, lon: \u001b[1;36m187\u001b[0m\u001b[1m)\u001b[0m\n", + "Coordinates:\n", + " * time \u001b[1m(\u001b[0mtime\u001b[1m)\u001b[0m datetime64\u001b[1m[\u001b[0mns\u001b[1m]\u001b[0m 8B \u001b[1;36m2014\u001b[0m-\u001b[1;36m05\u001b[0m-\u001b[1;36m25\u001b[0m\n", + " * lat \u001b[1m(\u001b[0mlat\u001b[1m)\u001b[0m float32 676B \u001b[1;36m52.05\u001b[0m \u001b[1;36m52.02\u001b[0m \u001b[33m...\u001b[0m \u001b[1;36m45.93\u001b[0m \u001b[1;36m45.89\u001b[0m\n", + " * lon \u001b[1m(\u001b[0mlon\u001b[1m)\u001b[0m float32 748B \u001b[1;36m5.227\u001b[0m \u001b[1;36m5.264\u001b[0m \u001b[33m...\u001b[0m \u001b[1;36m12.01\u001b[0m \u001b[1;36m12.05\u001b[0m\n", + "Data variables: \u001b[1m(\u001b[0m\u001b[1;36m12\u001b[0m/\u001b[1;36m23\u001b[0m\u001b[1m)\u001b[0m\n", + " crs |S1 1B \u001b[33m...\u001b[0m\n", + " wflow_bankfulldepth.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_catchment.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_dem.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_dem10.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_dem25.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " \u001b[33m...\u001b[0m \u001b[33m...\u001b[0m\n", + " wflow_riverburnin.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_riverdem.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_riverlength_fact.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_soil.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_streamorder.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_subcatch.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + "Attributes:\n", + " title: wflow input mapstack\n", + " Conventions: CF-\u001b[1;36m1.4\u001b[0m\n", + " source: pcr2netcdf\n", + " references: \u001b[4;94mhttp://wflow.googlecode.com\u001b[0m\n", + " institution: Deltares\n", + " history: Thu Nov \u001b[1;36m12\u001b[0m \u001b[1;92m19:25:55\u001b[0m \u001b[1;36m2015\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import xarray as xr\n", + "from pathlib import Path\n", + "\n", + "staticmaps_file = Path(parameter_set.directory) / \"staticmaps.nc\"\n", + "\n", + "ds = xr.open_dataset(staticmaps_file)\n", + "\n", + "print(ds)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "0d550e97-19c5-4c61-a219-9b37b73c2c13", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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6.1071634\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;36m6.1071634\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lat_lobith = 51.86\n", + "lon_lobith = 6.12\n", + "\n", + "nearest = ds.sel(lat=lat_lobith, lon=lon_lobith, method=\"nearest\")\n", + "\n", + "print(nearest.lat.values)\n", + "print(nearest.lon.values)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "d6879430-7618-4cf6-8d16-61440aa5be98", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
crs\n",
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wflow_bankfulldepth.map\n",
+       "
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wflow_catchment.map\n",
+       "
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wflow_dem.map\n",
+       "
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wflow_dem10.map\n",
+       "
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wflow_dem25.map\n",
+       "
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wflow_dem33.map\n",
+       "
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wflow_dem66.map\n",
+       "
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wflow_dem75.map\n",
+       "
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wflow_dem90.map\n",
+       "
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wflow_demmax.map\n",
+       "
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wflow_demmin.map\n",
+       "
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wflow_gauges.map\n",
+       "
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wflow_landuse.map\n",
+       "
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wflow_ldd.map\n",
+       "
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wflow_outlet.map\n",
+       "
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wflow_river.map\n",
+       "
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wflow_riverburnin.map\n",
+       "
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wflow_riverdem.map\n",
+       "
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wflow_riverlength_fact.map\n",
+       "
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wflow_soil.map\n",
+       "
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wflow_streamorder.map\n",
+       "
\n" + ], + "text/plain": [ + "wflow_streamorder.map\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
wflow_subcatch.map\n",
+       "
\n" + ], + "text/plain": [ + "wflow_subcatch.map\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for var in ds.data_vars:\n", + " print(var)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "8cfeef4c-5cca-42d5-97f4-29332d14c6bd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
lat: 51.870934\n",
+       "
\n" + ], + "text/plain": [ + "lat: \u001b[1;36m51.870934\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon: 6.1071634\n",
+       "
\n" + ], + "text/plain": [ + "lon: \u001b[1;36m6.1071634\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
catchment: [1.]\n",
+       "
\n" + ], + "text/plain": [ + "catchment: \u001b[1m[\u001b[0m\u001b[1;36m1\u001b[0m.\u001b[1m]\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
river: [nan]\n",
+       "
\n" + ], + "text/plain": [ + "river: \u001b[1m[\u001b[0mnan\u001b[1m]\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
streamorder: [1.]\n",
+       "
\n" + ], + "text/plain": [ + "streamorder: \u001b[1m[\u001b[0m\u001b[1;36m1\u001b[0m.\u001b[1m]\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
subcatch: [6.]\n",
+       "
\n" + ], + "text/plain": [ + "subcatch: \u001b[1m[\u001b[0m\u001b[1;36m6\u001b[0m.\u001b[1m]\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lat_model = nearest.lat.values\n", + "lon_model = nearest.lon.values\n", + "\n", + "print(\"lat:\", lat_model)\n", + "print(\"lon:\", lon_model)\n", + "\n", + "print(\"catchment:\", ds[\"wflow_catchment.map\"].sel(lat=lat_model, lon=lon_model).values)\n", + "print(\"river:\", ds[\"wflow_river.map\"].sel(lat=lat_model, lon=lon_model).values)\n", + "print(\"streamorder:\", ds[\"wflow_streamorder.map\"].sel(lat=lat_model, lon=lon_model).values)\n", + "print(\"subcatch:\", ds[\"wflow_subcatch.map\"].sel(lat=lat_model, lon=lon_model).values)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "fc42480b-733f-459f-921d-7069fc08eef7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
RiverRunoff\n",
+       "
\n" + ], + "text/plain": [ + "RiverRunoff\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for var in model.output_var_names:\n", + " print(var)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "0dc26bdb-cef7-4b51-9b9c-7b3e3e482c85", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+       "
\n" + ], + "text/plain": [ + "__class_vars__\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
get_latlon_grid\n",
+       "
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input_var_names\n",
+       "
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output_var_names\n",
+       "
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time_units\n",
+       "
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var_units\n",
+       "
\n" + ], + "text/plain": [ + "var_units\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for item in dir(model):\n", + " if \"var\" in item.lower() or \"unit\" in item.lower() or \"grid\" in item.lower():\n", + " print(item)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "a5c02dc5-54cd-429c-a1a8-a8dd7e69b2ae", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
type: <class 'numpy.ndarray'>\n",
+       "
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shape:\n",
+       "(31603,)\n",
+       "
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min: 0.0\n",
+       "
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max: 0.051194504\n",
+       "
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mean: 5.4860204e-05\n",
+       "
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non-zero: 1393\n",
+       "
\n" + ], + "text/plain": [ + "non-zero: \u001b[1;36m1393\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "\n", + "output = model.get_value(\"RiverRunoff\")\n", + "\n", + "print(\"type:\", type(output))\n", + "print(\"shape:\", output.shape)\n", + "print(\"min:\", np.min(output))\n", + "print(\"max:\", np.max(output))\n", + "print(\"mean:\", np.mean(output))\n", + "print(\"non-zero:\", np.count_nonzero(output))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "320e988f-45de-4dad-a09a-024d89be6351", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/01_wflow_rhine_technical test.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/01_wflow_rhine_technical test.ipynb new file mode 100644 index 00000000..1fff8d43 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/01_wflow_rhine_technical test.ipynb @@ -0,0 +1,4124 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5029a39a-2e46-4c78-8a4f-9e2c5e32e74e", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/esmvalcore/experimental/_warnings.py:13: UserWarning: \n", + " Thank you for trying out the new ESMValCore API.\n", + " Note that this API is experimental and may be subject to change.\n", + " More info: https://github.com/ESMValGroup/ESMValCore/issues/498\n" + ] + } + ], + "source": [ + "import ewatercycle.forcing\n", + "import ewatercycle.observation.grdc\n", + "import ewatercycle.analysis\n", + "from pathlib import Path\n", + "from cartopy.io import shapereader\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from rich import print\n", + "import shutil" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c4ec9482-f6de-491b-9d30-2860d77b6339", + "metadata": {}, + "outputs": [], + "source": [ + "own_region = \"Rhine\"\n", + "\n", + "path = Path.cwd()\n", + "forcing_path = path / \"Rhine\"\n", + "shapeFile = forcing_path / f\"{own_region}.shp\"\n", + "\n", + "savelocation = forcing_path / f\"{own_region}Forcing\"" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f9ecc5eb-1a61-4cf1-9c20-a0d99dabefa8", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "from pathlib import Path\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import xarray as xr\n", + "\n", + "import ewatercycle\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3a2b5335-093d-45d8-8fc9-8838ad618b92", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
dict_keys(['wflow_rhine_sbm_nc', 'wflow_Rhine_ERA5-calibrated', 'wflow_Great-Kei_ERA5-calibrated', \n",
+       "'wflow_Doring_ERA5-calibrated', 'wflow_Merrimack_ERA5-calibrated', 'wflow_Meuse_ERA5-calibrated', \n",
+       "'wflow_rhine_ERA_Interim-calibrated', 'wflow_Savannah_ERA-Interim-calibrated', \n",
+       "'wflow_Great-Kei_ERA_Interim-calibrated', 'wflow_Merrimack_ERA_Interim-calibrated', \n",
+       "'wflow_Meuse_ERA_Interim-calibrated', 'wflow_merrimack_techpaper'])\n",
+       "
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ParameterSet(\n",
+       "    name='wflow_rhine_sbm_nc',\n",
+       "    directory=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc'),\n",
+       "    config=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'),\n",
+       "    doi='N/A',\n",
+       "    target_model='wflow',\n",
+       "    supported_model_versions={'2020.1.3', '2020.1.1', '2020.1.2'},\n",
+       "    downloader=None\n",
+       ")\n",
+       "
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+       "
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+       "
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+       "
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True\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[3;92mTrue\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(parameter_set.config)\n", + "print(parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d1526ccb-4624-4fe9-8692-1d11fb9fe847", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "data": { + "text/html": [ + "
Wflow(\n",
+       "    parameter_set=ParameterSet(\n",
+       "        name='wflow_rhine_sbm_nc',\n",
+       "        directory=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc'),\n",
+       "        config=PosixPath('/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'),\n",
+       "        doi='N/A',\n",
+       "        target_model='wflow',\n",
+       "        supported_model_versions={'2020.1.3', '2020.1.1', '2020.1.2'},\n",
+       "        downloader=None\n",
+       "    ),\n",
+       "    forcing=None\n",
+       ")\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1;35mWflow\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mparameter_set\u001b[0m=\u001b[1;35mParameterSet\u001b[0m\u001b[1m(\u001b[0m\n", + " \u001b[33mname\u001b[0m=\u001b[32m'wflow_rhine_sbm_nc'\u001b[0m,\n", + " \u001b[33mdirectory\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mconfig\u001b[0m=\u001b[1;35mPosixPath\u001b[0m\u001b[1m(\u001b[0m\u001b[32m'/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini'\u001b[0m\u001b[1m)\u001b[0m,\n", + " \u001b[33mdoi\u001b[0m=\u001b[32m'N/A'\u001b[0m,\n", + " \u001b[33mtarget_model\u001b[0m=\u001b[32m'wflow'\u001b[0m,\n", + " \u001b[33msupported_model_versions\u001b[0m=\u001b[1m{\u001b[0m\u001b[32m'2020.1.3'\u001b[0m, \u001b[32m'2020.1.1'\u001b[0m, \u001b[32m'2020.1.2'\u001b[0m\u001b[1m}\u001b[0m,\n", + " \u001b[33mdownloader\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + " \u001b[1m)\u001b[0m,\n", + " \u001b[33mforcing\u001b[0m=\u001b[3;35mNone\u001b[0m\n", + "\u001b[1m)\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "print(model)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "f338d80c-0740-4a3a-ba01-321b9b5d43e3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/wflow_ewatercycle.ini\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/\u001b[0m\u001b[95mwflow_ewatercycle.ini\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[35m/home/niels/BEP-Niels/Troepnotebooks/\u001b[0m\u001b[95mwflow_20260513_124812\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "config_file, config_dir = model.setup()\n", + "\n", + "print(config_file)\n", + "print(config_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "fc623863-02ef-4cc0-8a8d-6b65f25b6a59", + "metadata": {}, + "outputs": [], + "source": [ + "model.initialize(config_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "0556ef05-cb3b-4d7c-8758-6b443054a6ce", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Start time: 665366400.0\n",
+       "
\n" + ], + "text/plain": [ + "Start time: \u001b[1;36m665366400.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
End time: 667785600.0\n",
+       "
\n" + ], + "text/plain": [ + "End time: \u001b[1;36m667785600.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Current time: 665280000.0\n",
+       "
\n" + ], + "text/plain": [ + "Current time: \u001b[1;36m665280000.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Current time:\", model.time)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "c00ca100-e67f-435d-9def-7d7053619044", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
<xarray.Dataset> Size: 3MB\n",
+       "Dimensions:                     (time: 1, lat: 169, lon: 187)\n",
+       "Coordinates:\n",
+       "  * time                        (time) datetime64[ns] 8B 2014-05-25\n",
+       "  * lat                         (lat) float32 676B 52.05 52.02 ... 45.93 45.89\n",
+       "  * lon                         (lon) float32 748B 5.227 5.264 ... 12.01 12.05\n",
+       "Data variables: (12/23)\n",
+       "    crs                         |S1 1B ...\n",
+       "    wflow_bankfulldepth.map     (time, lat, lon) float32 126kB ...\n",
+       "    wflow_catchment.map         (time, lat, lon) float32 126kB ...\n",
+       "    wflow_dem.map               (time, lat, lon) float32 126kB ...\n",
+       "    wflow_dem10.map             (time, lat, lon) float32 126kB ...\n",
+       "    wflow_dem25.map             (time, lat, lon) float32 126kB ...\n",
+       "    ...                          ...\n",
+       "    wflow_riverburnin.map       (time, lat, lon) float32 126kB ...\n",
+       "    wflow_riverdem.map          (time, lat, lon) float32 126kB ...\n",
+       "    wflow_riverlength_fact.map  (time, lat, lon) float32 126kB ...\n",
+       "    wflow_soil.map              (time, lat, lon) float32 126kB ...\n",
+       "    wflow_streamorder.map       (time, lat, lon) float32 126kB ...\n",
+       "    wflow_subcatch.map          (time, lat, lon) float32 126kB ...\n",
+       "Attributes:\n",
+       "    title:        wflow input mapstack\n",
+       "    Conventions:  CF-1.4\n",
+       "    source:       pcr2netcdf\n",
+       "    references:   http://wflow.googlecode.com\n",
+       "    institution:  Deltares\n",
+       "    history:      Thu Nov 12 19:25:55 2015\n",
+       "
\n" + ], + "text/plain": [ + "\u001b[1m<\u001b[0m\u001b[1;95mxarray.Dataset\u001b[0m\u001b[1m>\u001b[0m Size: 3MB\n", + "Dimensions: \u001b[1m(\u001b[0mtime: \u001b[1;36m1\u001b[0m, lat: \u001b[1;36m169\u001b[0m, lon: \u001b[1;36m187\u001b[0m\u001b[1m)\u001b[0m\n", + "Coordinates:\n", + " * time \u001b[1m(\u001b[0mtime\u001b[1m)\u001b[0m datetime64\u001b[1m[\u001b[0mns\u001b[1m]\u001b[0m 8B \u001b[1;36m2014\u001b[0m-\u001b[1;36m05\u001b[0m-\u001b[1;36m25\u001b[0m\n", + " * lat \u001b[1m(\u001b[0mlat\u001b[1m)\u001b[0m float32 676B \u001b[1;36m52.05\u001b[0m \u001b[1;36m52.02\u001b[0m \u001b[33m...\u001b[0m \u001b[1;36m45.93\u001b[0m \u001b[1;36m45.89\u001b[0m\n", + " * lon \u001b[1m(\u001b[0mlon\u001b[1m)\u001b[0m float32 748B \u001b[1;36m5.227\u001b[0m \u001b[1;36m5.264\u001b[0m \u001b[33m...\u001b[0m \u001b[1;36m12.01\u001b[0m \u001b[1;36m12.05\u001b[0m\n", + "Data variables: \u001b[1m(\u001b[0m\u001b[1;36m12\u001b[0m/\u001b[1;36m23\u001b[0m\u001b[1m)\u001b[0m\n", + " crs |S1 1B \u001b[33m...\u001b[0m\n", + " wflow_bankfulldepth.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_catchment.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_dem.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_dem10.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_dem25.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " \u001b[33m...\u001b[0m \u001b[33m...\u001b[0m\n", + " wflow_riverburnin.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_riverdem.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_riverlength_fact.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_soil.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_streamorder.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + " wflow_subcatch.map \u001b[1m(\u001b[0mtime, lat, lon\u001b[1m)\u001b[0m float32 126kB \u001b[33m...\u001b[0m\n", + "Attributes:\n", + " title: wflow input mapstack\n", + " Conventions: CF-\u001b[1;36m1.4\u001b[0m\n", + " source: pcr2netcdf\n", + " references: \u001b[4;94mhttp://wflow.googlecode.com\u001b[0m\n", + " institution: Deltares\n", + " history: Thu Nov \u001b[1;36m12\u001b[0m \u001b[1;92m19:25:55\u001b[0m \u001b[1;36m2015\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "staticmaps_file = Path(parameter_set.directory) / \"staticmaps.nc\"\n", + "\n", + "ds = xr.open_dataset(staticmaps_file)\n", + "\n", + "print(ds)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "075e1e84-bc8e-4197-9ffc-b1b52513d8be", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
crs\n",
+       "
\n" + ], + "text/plain": [ + "crs\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
wflow_bankfulldepth.map\n",
+       "
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wflow_catchment.map\n",
+       "
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wflow_dem.map\n",
+       "
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wflow_dem10.map\n",
+       "
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wflow_dem25.map\n",
+       "
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wflow_dem33.map\n",
+       "
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wflow_dem66.map\n",
+       "
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wflow_dem75.map\n",
+       "
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wflow_dem90.map\n",
+       "
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wflow_demmax.map\n",
+       "
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wflow_demmin.map\n",
+       "
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wflow_gauges.map\n",
+       "
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wflow_landuse.map\n",
+       "
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wflow_ldd.map\n",
+       "
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wflow_outlet.map\n",
+       "
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wflow_river.map\n",
+       "
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wflow_riverburnin.map\n",
+       "
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wflow_riverdem.map\n",
+       "
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wflow_riverlength_fact.map\n",
+       "
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wflow_soil.map\n",
+       "
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wflow_streamorder.map\n",
+       "
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wflow_subcatch.map\n",
+       "
\n" + ], + "text/plain": [ + "wflow_subcatch.map\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "for var in ds.data_vars:\n", + " print(var)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "28b24331-c86c-4609-b4fd-e9b941fbe4a3", + "metadata": {}, + "outputs": [], + "source": [ + "lat_lobith = 51.86\n", + "lon_lobith = 6.12" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ff68dc50-18e1-4672-a99a-43c0675742c6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Dichtstbijzijnde modelcel:\n",
+       "
\n" + ], + "text/plain": [ + "Dichtstbijzijnde modelcel:\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat: 51.870933532714844\n",
+       "
\n" + ], + "text/plain": [ + "lat: \u001b[1;36m51.870933532714844\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon: 6.107163429260254\n",
+       "
\n" + ], + "text/plain": [ + "lon: \u001b[1;36m6.107163429260254\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "nearest = ds.sel(lat=lat_lobith, lon=lon_lobith, method=\"nearest\")\n", + "\n", + "lat_model = float(nearest.lat.values)\n", + "lon_model = float(nearest.lon.values)\n", + "\n", + "print(\"Dichtstbijzijnde modelcel:\")\n", + "print(\"lat:\", lat_model)\n", + "print(\"lon:\", lon_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "0a328b6d-75d1-4b08-916e-f2ab2059eb08", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
lat_index: 5\n",
+       "
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lon_index: 24\n",
+       "
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index_lobith: 959\n",
+       "
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catchment: 1.0\n",
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river: nan\n",
+       "
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streamorder: 1.0\n",
+       "
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subcatch: 6.0\n",
+       "
\n" + ], + "text/plain": [ + "subcatch: \u001b[1;36m6.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(\"catchment:\", ds[\"wflow_catchment.map\"].isel(time=0, lat=lat_index, lon=lon_index).values)\n", + "print(\"river:\", ds[\"wflow_river.map\"].isel(time=0, lat=lat_index, lon=lon_index).values)\n", + "print(\"streamorder:\", ds[\"wflow_streamorder.map\"].isel(time=0, lat=lat_index, lon=lon_index).values)\n", + "print(\"subcatch:\", ds[\"wflow_subcatch.map\"].isel(time=0, lat=lat_index, lon=lon_index).values)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "634db433-ef63-4626-9f34-edadb1c5b6c4", + "metadata": {}, + "outputs": [], + "source": [ + "Q_lobith = []\n", + "time = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " river_runoff = model.get_value(\"RiverRunoff\")\n", + " value_lobith = river_runoff[index_lobith]\n", + " \n", + " Q_lobith.append(value_lobith)\n", + " time.append(pd.to_datetime(model.time, unit=\"s\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "5dc0c4f9-2033-425d-a62e-d980fdc018cf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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RiverRunoff near Lobith
1991-02-010.0
1991-02-020.0
1991-02-030.0
1991-02-040.0
1991-02-050.0
\n", + "
" + ], + "text/plain": [ + " RiverRunoff near Lobith\n", + "1991-02-01 0.0\n", + "1991-02-02 0.0\n", + "1991-02-03 0.0\n", + "1991-02-04 0.0\n", + "1991-02-05 0.0" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.DataFrame(\n", + " data=Q_lobith,\n", + " columns=[\"RiverRunoff near Lobith\"],\n", + " index=time\n", + ")\n", + "\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "b8186496-862b-4d63-a2d2-534aec754e6a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Dichtstbijzijnde riviercel bij Lobith:\n",
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\n" + ], + "text/plain": [ + "Dichtstbijzijnde riviercel bij Lobith:\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat_index_river: 6\n",
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\n" + ], + "text/plain": [ + "lat_index_river: \u001b[1;36m6\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon_index_river: 24\n",
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\n" + ], + "text/plain": [ + "lon_index_river: \u001b[1;36m24\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat: 51.834267\n",
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\n" + ], + "text/plain": [ + "lat: \u001b[1;36m51.834267\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon: 6.1071634\n",
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afstand: 0.028757794\n",
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\n" + ], + "text/plain": [ + "afstand: \u001b[1;36m0.028757794\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import numpy as np\n", + "\n", + "lat_lobith = 51.86\n", + "lon_lobith = 6.12\n", + "\n", + "river = ds[\"wflow_river.map\"].isel(time=0)\n", + "\n", + "# Cellen waar wflow_river.map niet NaN is, behandelen we als riviercellen\n", + "river_mask = ~np.isnan(river.values)\n", + "\n", + "lat_values = ds.lat.values\n", + "lon_values = ds.lon.values\n", + "\n", + "# Maak 2D arrays met lat/lon voor elke gridcel\n", + "lon_grid, lat_grid = np.meshgrid(lon_values, lat_values)\n", + "\n", + "# Afstand tot Lobith berekenen\n", + "distance = np.sqrt((lat_grid - lat_lobith)**2 + (lon_grid - lon_lobith)**2)\n", + "\n", + "# Niet-riviercellen uitsluiten\n", + "distance[~river_mask] = np.inf\n", + "\n", + "# Dichtstbijzijnde riviercel zoeken\n", + "lat_index_river, lon_index_river = np.unravel_index(\n", + " np.argmin(distance),\n", + " distance.shape\n", + ")\n", + "\n", + "print(\"Dichtstbijzijnde riviercel bij Lobith:\")\n", + "print(\"lat_index_river:\", lat_index_river)\n", + "print(\"lon_index_river:\", lon_index_river)\n", + "print(\"lat:\", ds.lat.values[lat_index_river])\n", + "print(\"lon:\", ds.lon.values[lon_index_river])\n", + "print(\"afstand:\", distance[lat_index_river, lon_index_river])" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "bdd606af-eddc-46a1-a41d-2ef7424f5b51", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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length output: 31603\n",
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nlat * nlon: 31603\n",
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catchment: 1.0\n",
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river: 9.0\n",
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streamorder: 1.0\n",
+       "
\n" + ], + "text/plain": [ + "streamorder: \u001b[1;36m1.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
subcatch: 6.0\n",
+       "
\n" + ], + "text/plain": [ + "subcatch: \u001b[1;36m6.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "print(\"catchment:\", ds[\"wflow_catchment.map\"].isel(time=0, lat=lat_index_river, lon=lon_index_river).values)\n", + "print(\"river:\", ds[\"wflow_river.map\"].isel(time=0, lat=lat_index_river, lon=lon_index_river).values)\n", + "print(\"streamorder:\", ds[\"wflow_streamorder.map\"].isel(time=0, lat=lat_index_river, lon=lon_index_river).values)\n", + "print(\"subcatch:\", ds[\"wflow_subcatch.map\"].isel(time=0, lat=lat_index_river, lon=lon_index_river).values)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "0b981732-eb53-460a-b052-07efed35f5b7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Methode 1 bij Lobith-riviercel: 0.0\n",
+       "
\n" + ], + "text/plain": [ + "Methode \u001b[1;36m1\u001b[0m bij Lobith-riviercel: \u001b[1;36m0.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Methode 2 bij Lobith-riviercel: 0.0\n",
+       "
\n" + ], + "text/plain": [ + "Methode \u001b[1;36m2\u001b[0m bij Lobith-riviercel: \u001b[1;36m0.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Max methode 1: 1100.7877\n",
+       "
\n" + ], + "text/plain": [ + "Max methode \u001b[1;36m1\u001b[0m: \u001b[1;36m1100.7877\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
Max methode 2: 1100.7877\n",
+       "
\n" + ], + "text/plain": [ + "Max methode \u001b[1;36m2\u001b[0m: \u001b[1;36m1100.7877\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "river_runoff = model.get_value(\"RiverRunoff\")\n", + "\n", + "nlat = len(ds.lat)\n", + "nlon = len(ds.lon)\n", + "\n", + "runoff_grid_1 = river_runoff.reshape((nlat, nlon))\n", + "runoff_grid_2 = river_runoff.reshape((nlon, nlat)).T\n", + "\n", + "print(\"Methode 1 bij Lobith-riviercel:\", runoff_grid_1[lat_index_river, lon_index_river])\n", + "print(\"Methode 2 bij Lobith-riviercel:\", runoff_grid_2[lat_index_river, lon_index_river])\n", + "\n", + "print(\"Max methode 1:\", np.nanmax(runoff_grid_1))\n", + "print(\"Max methode 2:\", np.nanmax(runoff_grid_2))" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "f5387108-2d4e-48d6-9c95-be056237d72b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Max waarde: 1100.7877\n",
+       "
\n" + ], + "text/plain": [ + "Max waarde: \u001b[1;36m1100.7877\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat_index: 164\n",
+       "
\n" + ], + "text/plain": [ + "lat_index: \u001b[1;36m164\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon_index: 11\n",
+       "
\n" + ], + "text/plain": [ + "lon_index: \u001b[1;36m11\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat: 46.04093\n",
+       "
\n" + ], + "text/plain": [ + "lat: \u001b[1;36m46.04093\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon: 5.6304965\n",
+       "
\n" + ], + "text/plain": [ + "lon: \u001b[1;36m5.6304965\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
catchment: 0.0\n",
+       "
\n" + ], + "text/plain": [ + "catchment: \u001b[1;36m0.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
river: nan\n",
+       "
\n" + ], + "text/plain": [ + "river: nan\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
streamorder: 1.0\n",
+       "
\n" + ], + "text/plain": [ + "streamorder: \u001b[1;36m1.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
subcatch: nan\n",
+       "
\n" + ], + "text/plain": [ + "subcatch: nan\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "runoff_grid = river_runoff.reshape((nlat, nlon))\n", + "\n", + "max_index = np.unravel_index(np.nanargmax(runoff_grid), runoff_grid.shape)\n", + "\n", + "print(\"Max waarde:\", runoff_grid[max_index])\n", + "print(\"lat_index:\", max_index[0])\n", + "print(\"lon_index:\", max_index[1])\n", + "print(\"lat:\", ds.lat.values[max_index[0]])\n", + "print(\"lon:\", ds.lon.values[max_index[1]])\n", + "\n", + "print(\"catchment:\", ds[\"wflow_catchment.map\"].isel(time=0, lat=max_index[0], lon=max_index[1]).values)\n", + "print(\"river:\", ds[\"wflow_river.map\"].isel(time=0, lat=max_index[0], lon=max_index[1]).values)\n", + "print(\"streamorder:\", ds[\"wflow_streamorder.map\"].isel(time=0, lat=max_index[0], lon=max_index[1]).values)\n", + "print(\"subcatch:\", ds[\"wflow_subcatch.map\"].isel(time=0, lat=max_index[0], lon=max_index[1]).values)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "b88d7a55-cfab-4d82-a019-7c53ddbc7613", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Dichtstbijzijnde cel met RiverRunoff > 0:\n",
+       "
\n" + ], + "text/plain": [ + "Dichtstbijzijnde cel met RiverRunoff > \u001b[1;36m0\u001b[0m:\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat_index: 28\n",
+       "
\n" + ], + "text/plain": [ + "lat_index: \u001b[1;36m28\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon_index: 47\n",
+       "
\n" + ], + "text/plain": [ + "lon_index: \u001b[1;36m47\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat: 51.0276\n",
+       "
\n" + ], + "text/plain": [ + "lat: \u001b[1;36m51.0276\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon: 6.9504967\n",
+       "
\n" + ], + "text/plain": [ + "lon: \u001b[1;36m6.9504967\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
afstand: 1.1758473\n",
+       "
\n" + ], + "text/plain": [ + "afstand: \u001b[1;36m1.1758473\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
RiverRunoff: 2.0854256\n",
+       "
\n" + ], + "text/plain": [ + "RiverRunoff: \u001b[1;36m2.0854256\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
catchment: 1.0\n",
+       "
\n" + ], + "text/plain": [ + "catchment: \u001b[1;36m1.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
river: 9.0\n",
+       "
\n" + ], + "text/plain": [ + "river: \u001b[1;36m9.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
streamorder: 1.0\n",
+       "
\n" + ], + "text/plain": [ + "streamorder: \u001b[1;36m1.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
subcatch: 6.0\n",
+       "
\n" + ], + "text/plain": [ + "subcatch: \u001b[1;36m6.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lat_lobith = 51.86\n", + "lon_lobith = 6.12\n", + "\n", + "# Alleen cellen gebruiken waar RiverRunoff groter is dan 0\n", + "runoff_mask = runoff_grid > 0\n", + "\n", + "lon_grid, lat_grid = np.meshgrid(ds.lon.values, ds.lat.values)\n", + "\n", + "distance = np.sqrt((lat_grid - lat_lobith)**2 + (lon_grid - lon_lobith)**2)\n", + "\n", + "# Cellen zonder afvoer uitsluiten\n", + "distance[~runoff_mask] = np.inf\n", + "\n", + "lat_index_q, lon_index_q = np.unravel_index(\n", + " np.argmin(distance),\n", + " distance.shape\n", + ")\n", + "\n", + "print(\"Dichtstbijzijnde cel met RiverRunoff > 0:\")\n", + "print(\"lat_index:\", lat_index_q)\n", + "print(\"lon_index:\", lon_index_q)\n", + "print(\"lat:\", ds.lat.values[lat_index_q])\n", + "print(\"lon:\", ds.lon.values[lon_index_q])\n", + "print(\"afstand:\", distance[lat_index_q, lon_index_q])\n", + "print(\"RiverRunoff:\", runoff_grid[lat_index_q, lon_index_q])\n", + "\n", + "print(\"catchment:\", ds[\"wflow_catchment.map\"].isel(time=0, lat=lat_index_q, lon=lon_index_q).values)\n", + "print(\"river:\", ds[\"wflow_river.map\"].isel(time=0, lat=lat_index_q, lon=lon_index_q).values)\n", + "print(\"streamorder:\", ds[\"wflow_streamorder.map\"].isel(time=0, lat=lat_index_q, lon=lon_index_q).values)\n", + "print(\"subcatch:\", ds[\"wflow_subcatch.map\"].isel(time=0, lat=lat_index_q, lon=lon_index_q).values)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "90e16cec-fc9c-460c-9fc7-ed4f86eaea57", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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subcatch: 6.0\n",
+       "
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+       "
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+       "--- base ---\n",
+       "
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+       "--- flip_lat ---\n",
+       "
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river: 9.0\n",
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streamorder: 1.0\n",
+       "
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subcatch: 6.0\n",
+       "
\n" + ], + "text/plain": [ + "subcatch: \u001b[1;36m6.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
\n",
+       "--- flip_lon ---\n",
+       "
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max waarde: 1100.7877\n",
+       "
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lat: 46.04093\n",
+       "
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lon: 11.64383\n",
+       "
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catchment: 0.0\n",
+       "
\n" + ], + "text/plain": [ + "catchment: \u001b[1;36m0.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
river: nan\n",
+       "
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streamorder: 1.0\n",
+       "
\n" + ], + "text/plain": [ + "streamorder: \u001b[1;36m1.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
subcatch: nan\n",
+       "
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\n",
+       "--- flip_lat_lon ---\n",
+       "
\n" + ], + "text/plain": [ + "\n", + "--- flip_lat_lon ---\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
max waarde: 1100.7877\n",
+       "
\n" + ], + "text/plain": [ + "max waarde: \u001b[1;36m1100.7877\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat: 51.9076\n",
+       "
\n" + ], + "text/plain": [ + "lat: \u001b[1;36m51.9076\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon: 11.64383\n",
+       "
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catchment: 0.0\n",
+       "
\n" + ], + "text/plain": [ + "catchment: \u001b[1;36m0.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
river: nan\n",
+       "
\n" + ], + "text/plain": [ + "river: nan\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
streamorder: 4.0\n",
+       "
\n" + ], + "text/plain": [ + "streamorder: \u001b[1;36m4.0\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
subcatch: nan\n",
+       "
\n" + ], + "text/plain": [ + "subcatch: nan\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "river_runoff = model.get_value(\"RiverRunoff\")\n", + "\n", + "nlat = len(ds.lat)\n", + "nlon = len(ds.lon)\n", + "\n", + "grid_base = river_runoff.reshape((nlat, nlon))\n", + "\n", + "grids = {\n", + " \"base\": grid_base,\n", + " \"flip_lat\": grid_base[::-1, :],\n", + " \"flip_lon\": grid_base[:, ::-1],\n", + " \"flip_lat_lon\": grid_base[::-1, ::-1],\n", + "}\n", + "\n", + "for name, grid in grids.items():\n", + " max_index = np.unravel_index(np.nanargmax(grid), grid.shape)\n", + " \n", + " lat_i = max_index[0]\n", + " lon_i = max_index[1]\n", + " \n", + " print(\"\\n---\", name, \"---\")\n", + " print(\"max waarde:\", grid[lat_i, lon_i])\n", + " print(\"lat:\", ds.lat.values[lat_i])\n", + " print(\"lon:\", ds.lon.values[lon_i])\n", + " print(\"catchment:\", ds[\"wflow_catchment.map\"].isel(time=0, lat=lat_i, lon=lon_i).values)\n", + " print(\"river:\", ds[\"wflow_river.map\"].isel(time=0, lat=lat_i, lon=lon_i).values)\n", + " print(\"streamorder:\", ds[\"wflow_streamorder.map\"].isel(time=0, lat=lat_i, lon=lon_i).values)\n", + " print(\"subcatch:\", ds[\"wflow_subcatch.map\"].isel(time=0, lat=lat_i, lon=lon_i).values)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "7427cb37-9b20-475d-a81a-40239f0a5f88", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(8, 6))\n", + "plt.pcolormesh(ds.lon.values, ds.lat.values, grid_base[::-1, :])\n", + "plt.colorbar(label=\"RiverRunoff\")\n", + "plt.scatter(6.12, 51.86, color=\"red\", label=\"Lobith\")\n", + "plt.legend()\n", + "plt.title(\"RiverRunoff - test met flip_lat\")\n", + "plt.xlabel(\"longitude\")\n", + "plt.ylabel(\"latitude\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "dd138992-364c-4076-9001-7460b63b45db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
Gekozen cel nabij Lobith:\n",
+       "
\n" + ], + "text/plain": [ + "Gekozen cel nabij Lobith:\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat_index: 28\n",
+       "
\n" + ], + "text/plain": [ + "lat_index: \u001b[1;36m28\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon_index: 47\n",
+       "
\n" + ], + "text/plain": [ + "lon_index: \u001b[1;36m47\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lat: 51.0276\n",
+       "
\n" + ], + "text/plain": [ + "lat: \u001b[1;36m51.0276\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
lon: 6.9504967\n",
+       "
\n" + ], + "text/plain": [ + "lon: \u001b[1;36m6.9504967\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
afstand: 1.1758473\n",
+       "
\n" + ], + "text/plain": [ + "afstand: \u001b[1;36m1.1758473\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
RiverRunoff: 2.0854256\n",
+       "
\n" + ], + "text/plain": [ + "RiverRunoff: \u001b[1;36m2.0854256\u001b[0m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lat_lobith = 51.86\n", + "lon_lobith = 6.12\n", + "\n", + "lon_grid, lat_grid = np.meshgrid(ds.lon.values, ds.lat.values)\n", + "\n", + "distance = np.sqrt((lat_grid - lat_lobith)**2 + (lon_grid - lon_lobith)**2)\n", + "\n", + "# Alleen cellen gebruiken met afvoer\n", + "mask = runoff_grid > 0\n", + "\n", + "distance[~mask] = np.inf\n", + "\n", + "lat_index_lobith, lon_index_lobith = np.unravel_index(\n", + " np.argmin(distance),\n", + " distance.shape\n", + ")\n", + "\n", + "print(\"Gekozen cel nabij Lobith:\")\n", + "print(\"lat_index:\", lat_index_lobith)\n", + "print(\"lon_index:\", lon_index_lobith)\n", + "print(\"lat:\", ds.lat.values[lat_index_lobith])\n", + "print(\"lon:\", ds.lon.values[lon_index_lobith])\n", + "print(\"afstand:\", distance[lat_index_lobith, lon_index_lobith])\n", + "print(\"RiverRunoff:\", runoff_grid[lat_index_lobith, lon_index_lobith])" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "ec2009c1-9c40-4aef-b4d4-8570623f2a45", + "metadata": {}, + "outputs": [], + "source": [ + "Q_lobith_like = []\n", + "time = []\n", + "\n", + "for i in range(100):\n", + " model.update()\n", + " \n", + " river_runoff = model.get_value(\"RiverRunoff\")\n", + " runoff_grid = river_runoff.reshape((nlat, nlon))[::-1, :]\n", + " \n", + " value = runoff_grid[lat_index_lobith, lon_index_lobith]\n", + " \n", + " Q_lobith_like.append(value)\n", + " time.append(pd.to_datetime(model.time, unit=\"s\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "dc160f88-e4f8-466e-ac98-de0963bc1ee7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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RiverRunoff near Lobith
1991-05-011067.378784
1991-05-021047.398926
1991-05-031009.313904
1991-05-04955.178284
1991-05-05889.817871
\n", + "
" + ], + "text/plain": [ + " RiverRunoff near Lobith\n", + "1991-05-01 1067.378784\n", + "1991-05-02 1047.398926\n", + "1991-05-03 1009.313904\n", + "1991-05-04 955.178284\n", + "1991-05-05 889.817871" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.DataFrame(\n", + " data=Q_lobith_like,\n", + " index=time,\n", + " columns=[\"RiverRunoff near Lobith\"]\n", + ")\n", + "\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "cedbb312-83e1-4388-af7f-8965e2d219fd", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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progress/00_setup_and_test/02_inspect_wflow_forcing.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/02_inspect_wflow_forcing.ipynb new file mode 100644 index 00000000..92fc1ad2 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/00_setup_and_test/02_inspect_wflow_forcing.ipynb @@ -0,0 +1,300 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "f77662e5-4436-4ec8-a09d-aea86e096161", + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "import xarray as xr\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from ewatercycle.parameter_sets import available_parameter_sets" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "de65aa2e-1e4e-4613-941c-55f86b037bce", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Size: 138MB\n", + "Dimensions: (time: 365, lat: 169, lon: 187)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 3kB 1991-01-01 1991-01-02 ... 1991-12-31\n", + " * lat (lat) float32 676B 52.05 52.02 51.98 51.94 ... 45.97 45.93 45.89\n", + " * lon (lon) float32 748B 5.227 5.264 5.3 5.337 ... 11.97 12.01 12.05\n", + "Data variables:\n", + " projection |S1 1B ...\n", + " P (time, lat, lon) float32 46MB ...\n", + " PET (time, lat, lon) float32 46MB ...\n", + " TEMP (time, lat, lon) float32 46MB ...\n", + "Attributes:\n", + " title: wflow input mapstack\n", + " Conventions: CF-1.4\n", + " source: pcr2netcdf\n", + " references: http://wflow.googlecode.com\n", + " institution: Deltares\n", + " history: Sun Jun 15 20:08:53 2014\n", + "projection\n", + "P\n", + "PET\n", + "TEMP\n", + "start: 1991-01-01T00:00:00.000000000\n", + "end: 1991-12-31T00:00:00.000000000\n", + "number of timesteps: 365\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "forcing_file = Path(parameter_set.directory) / \"inmaps.nc\"\n", + "\n", + "forcing_ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(forcing_ds)\n", + "\n", + "for var in forcing_ds.data_vars:\n", + " print(var)\n", + "\n", + "print(\"start:\", forcing_ds.time.min().values)\n", + "print(\"end:\", forcing_ds.time.max().values)\n", + "print(\"number of timesteps:\", len(forcing_ds.time))" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "6070dfa9-f2c2-4279-a7cd-401b3e358a8a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "KeysView(ForcingSources[\n", + " \"CaravanForcing\",\n", + " \"DistributedMakkinkForcing\",\n", + " \"DistributedUserForcing\",\n", + " \"GenericDistributedForcing\",\n", + " \"GenericLumpedForcing\",\n", + " \"HypeForcing\",\n", + " \"LisfloodForcing\",\n", + " \"LumpedMakkinkForcing\",\n", + " \"LumpedUserForcing\",\n", + " \"MarrmotForcing\",\n", + " \"PCRGlobWBForcing\",\n", + " \"WflowForcing\",\n", + " \"WflowJlForcing\"\n", + "])\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/esmvalcore/experimental/_warnings.py:13: UserWarning: \n", + " Thank you for trying out the new ESMValCore API.\n", + " Note that this API is experimental and may be subject to change.\n", + " More info: https://github.com/ESMValGroup/ESMValCore/issues/498\n" + ] + } + ], + "source": [ + "from ewatercycle.forcing import sources\n", + "\n", + "print(sources.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "09349eae-dc98-4c3a-b5e5-5ba32e003039", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Help on method generate in module ewatercycle_wflow.forcing:\n", + "\n", + "generate(dataset: str | ewatercycle.esmvaltool.schema.Dataset | dict, start_time: str, end_time: str, shape: str, dem_file: str, directory: Optional[str] = None, extract_region: Optional[Dict[str, float]] = None) -> 'WflowForcing' class method of ewatercycle_wflow.forcing.WflowForcing\n", + " Generate forcings for a model.\n", + "\n", + " The forcing is generated with help of\n", + " `ESMValTool `_.\n", + "\n", + " Args:\n", + " dataset: Dataset to get forcing data from.\n", + " When string is given a predefined dataset is looked up in\n", + " :py:const:`ewatercycle.esmvaltool.datasets.DATASETS`.\n", + " When dict given it is passed to\n", + " :py:class:`ewatercycle.esmvaltool.models.Dataset` constructor.\n", + " start_time: Start time of forcing in UTC and ISO format string e.g.\n", + " 'YYYY-MM-DDTHH:MM:SSZ'.\n", + " end_time: nd time of forcing in UTC and ISO format string e.g.\n", + " 'YYYY-MM-DDTHH:MM:SSZ'.\n", + " shape: Path to a shape file. Used for spatial selection.\n", + " directory: Directory in which forcing should be written.\n", + " If not given will create timestamped directory.\n", + " dem_file: Name of the dem_file to use.\n", + " extract_region: Region specification, dictionary must\n", + " contain `start_longitude`, `end_longitude`, `start_latitude`,\n", + " `end_latitude`\n", + "\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "help(WflowForcing.generate)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "be525ad8-d6c2-4a24-9337-68fdfd95654c", + "metadata": {}, + "outputs": [], + "source": [ + "extract_region = {\n", + " \"start_longitude\": 5.2,\n", + " \"end_longitude\": 12.1,\n", + " \"start_latitude\": 45.8,\n", + " \"end_latitude\": 52.1,\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "7789b34c-90fd-422a-bd17-6aec0fd3d747", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_keys(['ERA5', 'ERA-Interim'])\n" + ] + } + ], + "source": [ + "from ewatercycle.esmvaltool.datasets import DATASETS\n", + "\n", + "print(DATASETS.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "19dd2502-0db7-4338-ab88-674804efc160", + "metadata": {}, + "outputs": [], + "source": [ + "start_time = \"1991-01-01T00:00:00Z\"\n", + "end_time = \"1991-02-01T00:00:00Z\"" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "09ee0c34-0066-42a1-9ea5-597b9330510c", + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'parameter_set' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[1], line 3\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;21;01mpathlib\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m Path\n\u001b[0;32m----> 3\u001b[0m base_dir \u001b[38;5;241m=\u001b[39m Path(\u001b[43mparameter_set\u001b[49m\u001b[38;5;241m.\u001b[39mdirectory)\n\u001b[1;32m 5\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m file \u001b[38;5;129;01min\u001b[39;00m base_dir\u001b[38;5;241m.\u001b[39mrglob(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m*\u001b[39m\u001b[38;5;124m\"\u001b[39m):\n\u001b[1;32m 6\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m file\u001b[38;5;241m.\u001b[39msuffix\u001b[38;5;241m.\u001b[39mlower() \u001b[38;5;129;01min\u001b[39;00m [\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m.shp\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m.geojson\u001b[39m\u001b[38;5;124m\"\u001b[39m, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m.gpkg\u001b[39m\u001b[38;5;124m\"\u001b[39m]:\n", + "\u001b[0;31mNameError\u001b[0m: name 'parameter_set' is not defined" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "base_dir = Path(parameter_set.directory)\n", + "\n", + "for file in base_dir.rglob(\"*\"):\n", + " if file.suffix.lower() in [\".shp\", \".geojson\", \".gpkg\"]:\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7d18957e-378f-4bb0-a017-64f85043b3af", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "923864eb-04e0-4afb-aa97-84d5c85149d3", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ddfbb21f-a0af-4e89-8925-e946972da3c6", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "54bb8d81-98db-4267-ada4-73da3aa03995", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cf796936-eefa-412a-955b-2afce0935c67", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/01_Lobith_data/03_DataLobithverwerking.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/01_Lobith_data/03_DataLobithverwerking.ipynb new file mode 100644 index 00000000..64b61919 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/01_Lobith_data/03_DataLobithverwerking.ipynb @@ -0,0 +1,603 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "68f9a6a6-ed14-4139-8941-5c5061a8ead1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Huidige map:/home/niels/BEP-Niels/Data Lobith)\n" + ] + } + ], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "62036887-e052-473a-9932-84c3375bc817", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a2c13576-d4fe-4ec4-9ae7-d4ab5cfea54d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bestaat deze map? True\n", + "Pad: /home/niels/BEP-Niels/Data Lobith\n" + ] + } + ], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "88b65ccb-78f6-4835-9657-340a83611569", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal Excelbestanden: 22\n", + "Data Lobith 1950-1953.xlsx\n", + "Data Lobith 1953-1956.xlsx\n", + "Data Lobith 1956-1959.xlsx\n", + "Data Lobith 1959-1962.xlsx\n", + "Data Lobith 1962-1965.xlsx\n", + "Data Lobith 1965-1968.xlsx\n", + "Data Lobith 1968-1971.xlsx\n", + "Data Lobith 1971-1974.xlsx\n", + "Data Lobith 1974-1977.xlsx\n", + "Data Lobith 1976-1979.xlsx\n", + "Data Lobith 1979-1982.xlsx\n", + "Data Lobith 1981-1984.xlsx\n", + "Data Lobith 1984-1987.xlsx\n", + "Data Lobith 1987-1990.xlsx\n", + "Data Lobith 1996-1997.xlsx\n", + "Data Lobith 1997-2000.xlsx\n", + "Data Lobith 2000-2003.xlsx\n", + "Data Lobith 2003-2006.xlsx\n", + "Data Lobith 2005-2008.xlsx\n", + "Data Lobith 2008-2011.xlsx\n", + "Data Lobith 2011-2014.xlsx\n", + "Data Lobith 2014-2017.xlsx\n" + ] + } + ], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ca1edc20-0b6c-48de-a8f7-3d5fd300c295", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "4c8929f0-dcac-4e6b-a8dc-71fbffdeac33", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal bestanden gevonden: 22\n", + "Inlezen: Data Lobith 1950-1953.xlsx\n", + "Inlezen: Data Lobith 1953-1956.xlsx\n", + "Inlezen: Data Lobith 1956-1959.xlsx\n", + "Inlezen: Data Lobith 1959-1962.xlsx\n", + "Inlezen: Data Lobith 1962-1965.xlsx\n", + "Inlezen: Data Lobith 1965-1968.xlsx\n", + "Inlezen: Data Lobith 1968-1971.xlsx\n", + "Inlezen: Data Lobith 1971-1974.xlsx\n", + "Inlezen: Data Lobith 1974-1977.xlsx\n", + "Inlezen: Data Lobith 1976-1979.xlsx\n", + "Inlezen: Data Lobith 1979-1982.xlsx\n", + "Inlezen: Data Lobith 1981-1984.xlsx\n", + "Inlezen: Data Lobith 1984-1987.xlsx\n", + "Inlezen: Data Lobith 1987-1990.xlsx\n", + "Inlezen: Data Lobith 1996-1997.xlsx\n", + "Inlezen: Data Lobith 1997-2000.xlsx\n", + "Inlezen: Data Lobith 2000-2003.xlsx\n", + "Inlezen: Data Lobith 2003-2006.xlsx\n", + "Inlezen: Data Lobith 2005-2008.xlsx\n", + "Inlezen: Data Lobith 2008-2011.xlsx\n", + "Inlezen: Data Lobith 2011-2014.xlsx\n", + "Inlezen: Data Lobith 2014-2017.xlsx\n", + "\n", + "Klaar.\n", + "Opgeslagen als: /home/niels/BEP-Niels/Data Lobith/Lobith_afvoer_datetime_clean.xlsx\n", + "Aantal regels: 366665\n", + " datetime Q_m3s\n", + "0 1950-01-01 08:00:00 1425.0\n", + "1 1950-01-02 08:00:00 1360.0\n", + "2 1950-01-03 08:00:00 1330.0\n", + "3 1950-01-04 08:00:00 1320.0\n", + "4 1950-01-05 08:00:00 1330.0\n", + " datetime Q_m3s\n", + "376599 2017-01-01 23:20:00 9.974200e+02\n", + "376601 2017-01-01 23:30:00 9.974200e+02\n", + "376603 2017-01-01 23:40:00 9.838300e+02\n", + "376605 2017-01-01 23:50:00 9.934600e+02\n", + "376607 2017-01-02 00:00:00 9.999990e+42\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "from pathlib import Path\n", + "\n", + "# Map met je Excelbestanden\n", + "data_map = Path(\"/home/niels/BEP-Niels/Data Lobith\")\n", + "\n", + "# Outputbestand\n", + "output_file = data_map / \"Lobith_afvoer_datetime_clean.xlsx\"\n", + "\n", + "# Alle Excelbestanden zoeken\n", + "excel_files = sorted([\n", + " file for file in data_map.glob(\"*.xls*\")\n", + " if not file.name.startswith(\"~$\")\n", + " and \"clean\" not in file.name\n", + " and \"dagwaarden\" not in file.name\n", + "])\n", + "\n", + "print(\"Aantal bestanden gevonden:\", len(excel_files))\n", + "\n", + "all_data = []\n", + "\n", + "for file in excel_files:\n", + " print(\"Inlezen:\", file.name)\n", + "\n", + " df = pd.read_excel(file)\n", + "\n", + " # Alleen relevante kolommen behouden\n", + " df = df[[\n", + " \"WAARNEMINGDATUM\",\n", + " \"WAARNEMINGTIJD\",\n", + " \"NUMERIEKEWAARDE\"\n", + " ]].copy()\n", + "\n", + " # Datum omzetten\n", + " df[\"WAARNEMINGDATUM\"] = pd.to_datetime(\n", + " df[\"WAARNEMINGDATUM\"],\n", + " errors=\"coerce\"\n", + " )\n", + "\n", + " # Datum en tijd samenvoegen\n", + " df[\"datetime\"] = pd.to_datetime(\n", + " df[\"WAARNEMINGDATUM\"].dt.strftime(\"%Y-%m-%d\") + \" \" + df[\"WAARNEMINGTIJD\"].astype(str),\n", + " errors=\"coerce\"\n", + " )\n", + "\n", + " # Afvoerwaarde numeriek maken\n", + " df[\"Q_m3s\"] = pd.to_numeric(\n", + " df[\"NUMERIEKEWAARDE\"],\n", + " errors=\"coerce\"\n", + " )\n", + "\n", + " # Alleen gewenste kolommen overhouden\n", + " df = df[[\"datetime\", \"Q_m3s\"]]\n", + "\n", + " # Foutieve of lege regels verwijderen\n", + " df = df.dropna(subset=[\"datetime\", \"Q_m3s\"])\n", + "\n", + " all_data.append(df)\n", + "\n", + "# Alles samenvoegen\n", + "data_clean = pd.concat(all_data, ignore_index=True)\n", + "\n", + "# Sorteren op datum/tijd\n", + "data_clean = data_clean.sort_values(\"datetime\")\n", + "\n", + "# Dubbele tijdstappen verwijderen vanwege overlappende bestanden\n", + "data_clean = data_clean.drop_duplicates(subset=[\"datetime\"], keep=\"first\")\n", + "\n", + "# Exporteren\n", + "data_clean.to_excel(output_file, index=False)\n", + "\n", + "print(\"\\nKlaar.\")\n", + "print(\"Opgeslagen als:\", output_file)\n", + "print(\"Aantal regels:\", len(data_clean))\n", + "\n", + "print(data_clean.head())\n", + "print(data_clean.tail())" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "4b01bda4-1f19-4cff-a118-8e84b2ba2513", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Klaar.\n", + "Opgeslagen als: /home/niels/BEP-Niels/Data Lobith/Lobith_daggemiddelden.xlsx\n", + "Aantal dagen: 21621\n", + " date Q_mean_m3s\n", + "0 1950-01-01 1425.0\n", + "1 1950-01-02 1360.0\n", + "2 1950-01-03 1330.0\n", + "3 1950-01-04 1320.0\n", + "4 1950-01-05 1330.0\n", + " date Q_mean_m3s\n", + "24469 2016-12-29 1.031420e+03\n", + "24470 2016-12-30 1.018468e+03\n", + "24471 2016-12-31 1.013862e+03\n", + "24472 2017-01-01 9.888300e+02\n", + "24473 2017-01-02 9.999990e+42\n" + ] + } + ], + "source": [ + "# Zorg dat datetime echt als datetime wordt herkend\n", + "data_clean[\"datetime\"] = pd.to_datetime(data_clean[\"datetime\"], errors=\"coerce\")\n", + "\n", + "# Sorteer op tijd\n", + "data_clean = data_clean.sort_values(\"datetime\")\n", + "\n", + "# Daggemiddelde bepalen\n", + "daggemiddelden = (\n", + " data_clean\n", + " .set_index(\"datetime\")\n", + " .resample(\"D\")[\"Q_m3s\"]\n", + " .mean()\n", + " .reset_index()\n", + ")\n", + "\n", + "# Kolommen netjes hernoemen\n", + "daggemiddelden = daggemiddelden.rename(columns={\n", + " \"datetime\": \"date\",\n", + " \"Q_m3s\": \"Q_mean_m3s\"\n", + "})\n", + "\n", + "# Alleen de datum behouden, zonder tijdstip 00:00:00\n", + "daggemiddelden[\"date\"] = daggemiddelden[\"date\"].dt.date\n", + "\n", + "# Eventuele dagen zonder waarde verwijderen\n", + "daggemiddelden = daggemiddelden.dropna(subset=[\"Q_mean_m3s\"])\n", + "\n", + "# Exporteren\n", + "output_daggemiddelden = data_map / \"Lobith_daggemiddelden.xlsx\"\n", + "daggemiddelden.to_excel(output_daggemiddelden, index=False)\n", + "\n", + "print(\"Klaar.\")\n", + "print(\"Opgeslagen als:\", output_daggemiddelden)\n", + "print(\"Aantal dagen:\", len(daggemiddelden))\n", + "\n", + "print(daggemiddelden.head())\n", + "print(daggemiddelden.tail())" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "41e309bc-279f-4e72-8586-f10f99747320", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "# Zorg dat date als datetime wordt herkend\n", + "daggemiddelden[\"date\"] = pd.to_datetime(daggemiddelden[\"date\"], errors=\"coerce\")\n", + "\n", + "# Sorteer op datum\n", + "daggemiddelden = daggemiddelden.sort_values(\"date\")\n", + "\n", + "# Plot daggemiddelde afvoer tegen tijd\n", + "plt.figure(figsize=(14, 6))\n", + "plt.plot(daggemiddelden[\"date\"], daggemiddelden[\"Q_mean_m3s\"], linewidth=0.8)\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Daggemiddelde afvoer bij Lobith [m³/s]\")\n", + "plt.title(\"Daggemiddelde afvoer van de Rijn bij Lobith\")\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "1d558fc5-f399-4ca8-875d-44350a75158b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "count 3.666650e+05\n", + "mean 1.802734e+41\n", + "std 1.330503e+42\n", + "min 6.650000e+02\n", + "25% 1.545430e+03\n", + "50% 1.998260e+03\n", + "75% 2.676550e+03\n", + "max 9.999990e+42\n", + "Name: Q_m3s, dtype: float64\n", + "\n", + "Grootste 20 waarden:\n", + " datetime Q_m3s\n", + "376607 2017-01-02 00:00:00 9.999990e+42\n", + "256103 2014-09-19 04:00:00 9.999990e+42\n", + "255998 2014-09-18 10:30:00 9.999990e+42\n", + "256012 2014-09-18 12:50:00 9.999990e+42\n", + "256035 2014-09-18 16:40:00 9.999990e+42\n", + "256040 2014-09-18 17:30:00 9.999990e+42\n", + "256053 2014-09-18 19:40:00 9.999990e+42\n", + "256070 2014-09-18 22:30:00 9.999990e+42\n", + "256071 2014-09-18 22:40:00 9.999990e+42\n", + "256073 2014-09-18 23:00:00 9.999990e+42\n", + "256077 2014-09-18 23:40:00 9.999990e+42\n", + "256114 2014-09-19 05:50:00 9.999990e+42\n", + "255982 2014-09-18 07:50:00 9.999990e+42\n", + "256122 2014-09-19 07:10:00 9.999990e+42\n", + "256136 2014-09-19 09:30:00 9.999990e+42\n", + "256162 2014-09-19 13:50:00 9.999990e+42\n", + "256176 2014-09-19 16:10:00 9.999990e+42\n", + "256178 2014-09-19 16:30:00 9.999990e+42\n", + "256186 2014-09-19 17:50:00 9.999990e+42\n", + "256217 2014-09-19 23:00:00 9.999990e+42\n" + ] + } + ], + "source": [ + "# Controleer de grootste waarden\n", + "print(data_clean[\"Q_m3s\"].describe())\n", + "\n", + "print(\"\\nGrootste 20 waarden:\")\n", + "print(\n", + " data_clean\n", + " .sort_values(\"Q_m3s\", ascending=False)\n", + " .head(20)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "36426ee6-8cbb-42e8-8c79-3e7ddb90ba0f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal waarden vóór filtering: 366665\n", + "Aantal waarden na filtering: 360055\n", + "Aantal verwijderde waarden: 6610\n" + ] + } + ], + "source": [ + "# Alleen fysisch realistische afvoerwaarden behouden\n", + "data_clean_filtered = data_clean[\n", + " (data_clean[\"Q_m3s\"] > 0) &\n", + " (data_clean[\"Q_m3s\"] < 20000)\n", + "].copy()\n", + "\n", + "print(\"Aantal waarden vóór filtering:\", len(data_clean))\n", + "print(\"Aantal waarden na filtering:\", len(data_clean_filtered))\n", + "print(\"Aantal verwijderde waarden:\", len(data_clean) - len(data_clean_filtered))" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "8c2ec530-3b5c-4c0d-a386-59b77f191677", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " date Q_mean_m3s Q_min_m3s Q_max_m3s n_measurements\n", + "0 1950-01-01 1425.0 1425.0 1425.0 1\n", + "1 1950-01-02 1360.0 1360.0 1360.0 1\n", + "2 1950-01-03 1330.0 1330.0 1330.0 1\n", + "3 1950-01-04 1320.0 1320.0 1320.0 1\n", + "4 1950-01-05 1330.0 1330.0 1330.0 1\n", + " date Q_mean_m3s Q_min_m3s Q_max_m3s n_measurements\n", + "24468 2016-12-28 1039.407639 1022.56 1058.83 144\n", + "24469 2016-12-29 1031.420139 1010.61 1054.82 144\n", + "24470 2016-12-30 1018.467569 1002.67 1039.56 144\n", + "24471 2016-12-31 1013.862083 994.77 1034.80 144\n", + "24472 2017-01-01 988.830000 949.49 1010.93 144\n" + ] + } + ], + "source": [ + "daggemiddelden = (\n", + " data_clean_filtered\n", + " .set_index(\"datetime\")\n", + " .resample(\"D\")[\"Q_m3s\"]\n", + " .agg(\n", + " Q_mean_m3s=\"mean\",\n", + " Q_min_m3s=\"min\",\n", + " Q_max_m3s=\"max\",\n", + " n_measurements=\"count\"\n", + " )\n", + " .reset_index()\n", + ")\n", + "\n", + "daggemiddelden = daggemiddelden.rename(columns={\"datetime\": \"date\"})\n", + "daggemiddelden = daggemiddelden.dropna(subset=[\"Q_mean_m3s\"])\n", + "\n", + "print(daggemiddelden.head())\n", + "print(daggemiddelden.tail())" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "8508ff21-48ff-42eb-94e3-aff7f6d3e3f0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "plt.figure(figsize=(14, 6))\n", + "plt.plot(daggemiddelden[\"date\"], daggemiddelden[\"Q_mean_m3s\"], linewidth=0.5)\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Daggemiddelde afvoer bij Lobith [m³/s]\")\n", + "plt.title(\"Daggemiddelde afvoer van de Rijn bij Lobith\")\n", + "plt.grid(True)\n", + "plt.axhline(1020, color='r', linewidth=0.5)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "5c8eb58f-957c-4490-b576-aeda8a3bbbf1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen in selectie: 4005\n", + " date Q_mean_m3s Q_min_m3s Q_max_m3s n_measurements\n", + "18262 2000-01-01 6229.970833 5984.8 6426.0 24\n", + "18263 2000-01-02 5621.308333 5279.8 5971.9 24\n", + "18264 2000-01-03 4954.066667 4682.4 5256.4 24\n", + "18265 2000-01-04 4429.220833 4253.8 4660.0 24\n", + "18266 2000-01-05 4094.550000 3959.8 4234.2 24\n", + " date Q_mean_m3s Q_min_m3s Q_max_m3s n_measurements\n", + "22275 2010-12-27 4903.125000 4705.0 4983.0 24\n", + "22276 2010-12-28 4409.291667 4129.0 4683.0 24\n", + "22277 2010-12-29 3877.833333 3642.0 4109.0 24\n", + "22278 2010-12-30 3443.833333 3285.0 3624.0 24\n", + "22279 2010-12-31 3149.083333 3020.0 3285.0 24\n" + ] + } + ], + "source": [ + "# Zorg dat de datumkolom als datetime wordt herkend\n", + "daggemiddelden[\"date\"] = pd.to_datetime(daggemiddelden[\"date\"], errors=\"coerce\")\n", + "\n", + "# Selecteer de periode 2000 t/m 2010\n", + "periode_2000_2010 = daggemiddelden[\n", + " (daggemiddelden[\"date\"] >= \"2000-01-01\") &\n", + " (daggemiddelden[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "# Plot\n", + "plt.figure(figsize=(14, 6))\n", + "plt.plot(\n", + " periode_2000_2010[\"date\"],\n", + " periode_2000_2010[\"Q_mean_m3s\"],\n", + " linewidth=0.8\n", + ")\n", + "\n", + "\n", + "\n", + "\n", + "# Eventuele grenswaarde voor bevaarbaarheid/laagwater\n", + "plt.axhline(1020, color=\"r\", linewidth=0.8, linestyle=\"--\", label=\"Grenswaarde 1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Daggemiddelde afvoer bij Lobith [m³/s]\")\n", + "plt.title(\"Daggemiddelde afvoer van de Rijn bij Lobith, 2000–2010\")\n", + "plt.grid(True)\n", + "plt.legend()\n", + "\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "print(\"Aantal dagen in selectie:\", len(periode_2000_2010))\n", + "print(periode_2000_2010.head())\n", + "print(periode_2000_2010.tail())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9d45a5a0-fefe-4bb4-80f0-f6a4b8496879", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ffddc8af-ecdd-4a10-8a18-20b583ca89f6", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/01_Lobith_data/07_GRDC_Data.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/01_Lobith_data/07_GRDC_Data.ipynb new file mode 100644 index 00000000..c786c57f --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/01_Lobith_data/07_GRDC_Data.ipynb @@ -0,0 +1,106 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "47e7853b-5056-4af9-9104-83f0d86bd797", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from io import StringIO\n", + "from pathlib import Path\n", + "\n", + "bestand = Path(\"/home/niels/BEP-Niels/Data Lobith/data grdc/6435060_Q_Day.Cmd.txt\")\n", + "\n", + "df = pd.read_csv(\n", + " bestand,\n", + " sep=\";\",\n", + " comment=\"#\",\n", + " skipinitialspace=True,\n", + " na_values=-999.000,\n", + " encoding=\"latin1\"\n", + ")\n", + "\n", + "df.columns = df.columns.str.strip()\n", + "\n", + "df = df.rename(columns={\"YYYY-MM-DD\": \"date\", \"Value\": \"Q_m3s\"})\n", + "\n", + "df[\"date\"] = pd.to_datetime(df[\"date\"])\n", + "df[\"Q_m3s\"] = pd.to_numeric(df[\"Q_m3s\"])\n", + "\n", + "df = df.dropna(subset=[\"Q_m3s\"])\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f2465a86-fcbe-49fc-9661-2b2bfef1926f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(12, 5))\n", + "\n", + "plt.plot(df[\"date\"], df[\"Q_m3s\"], linewidth=0.4, label='Meetdata')\n", + "plt.axhline(1020, label='Laagwatergrens 1020 m3/s', color='r')\n", + "\n", + "plt.xlabel(\"Jaar\")\n", + "plt.ylabel(\"Discharge Q [m^3/s]\")\n", + "plt.title(\"Gemeten dagelijkse afvoer bij Lobith\")\n", + "plt.legend()\n", + "plt.grid()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1fb5a0f2-e16b-48bf-9283-468dec9c73c9", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4b4327e7-425b-4630-804a-4e87eda024a0", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/02_eerste_model_runs/04_wflow_model_output_Lobith.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/02_eerste_model_runs/04_wflow_model_output_Lobith.ipynb new file mode 100644 index 00000000..8a2e2360 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/02_eerste_model_runs/04_wflow_model_output_Lobith.ipynb @@ -0,0 +1,2915 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "9b0bd044-78cb-4077-8703-6078929f51c2", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "from pathlib import Path\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "322213d2-e0e0-4b3b-b6a7-12a8af695b15", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_keys(['wflow_rhine_sbm_nc', 'wflow_Rhine_ERA5-calibrated', 'wflow_Great-Kei_ERA5-calibrated', 'wflow_Doring_ERA5-calibrated', 'wflow_Merrimack_ERA5-calibrated', 'wflow_Meuse_ERA5-calibrated', 'wflow_rhine_ERA_Interim-calibrated', 'wflow_Savannah_ERA-Interim-calibrated', 'wflow_Great-Kei_ERA_Interim-calibrated', 'wflow_Merrimack_ERA_Interim-calibrated', 'wflow_Meuse_ERA_Interim-calibrated', 'wflow_merrimack_techpaper'])\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model='wflow')\n", + "\n", + "print(parameter_sets.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "4b0719e0-aaa7-4407-808b-8638ef49667b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set\n", + "-------------\n", + "name=wflow_rhine_sbm_nc\n", + "directory=/data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "config=/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n", + "doi=N/A\n", + "target_model=wflow\n", + "supported_model_versions={'2020.1.3', '2020.1.1', '2020.1.2'}\n", + "downloader=None\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n" + ] + } + ], + "source": [ + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "print(parameter_set)\n", + "print(parameter_set.directory)\n", + "print(parameter_set.config)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "cff9ac8c-5ace-4b8e-9241-482451004b90", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n", + "True\n" + ] + } + ], + "source": [ + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(parameter_set.config)\n", + "print(parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "4fbf3625-c677-43b8-ab7c-d43c5bed930e", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config file: /home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/wflow_ewatercycle.ini\n", + "Config directory: /home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350\n" + ] + } + ], + "source": [ + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "\n", + "print(\"Config file:\", cfg_file)\n", + "print(\"Config directory:\", cfg_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "21a9dc10-4f50-4992-b63a-c8283b27304b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start time: 665366400.0\n", + "End time: 667785600.0\n", + "Current time: 665280000.0\n", + "Output variables: ('RiverRunoff',)\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Current time:\", model.time)\n", + "print(\"Output variables:\", model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "bfd2b6ed-1926-48fe-8b30-2fb527c1fc84", + "metadata": {}, + "outputs": [], + "source": [ + "lat_lobith = 51.86\n", + "lon_lobith = 6.05" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "4c471c47-75ac-4143-9283-0274b0f43a72", + "metadata": {}, + "outputs": [], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "220393df-b5ec-4110-8ca1-e9a967c4c11d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start time: 665366400.0\n", + "End time: 667785600.0\n", + "Current time: 665280000.0\n", + "Output variables: ('RiverRunoff',)\n" + ] + } + ], + "source": [ + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Current time:\", model.time)\n", + "print(\"Output variables:\", model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "9907e1b5-8b56-41b6-b8be-f3262dd929e2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gebruikte modelcoördinaat voor Lobith:\n", + "Latitude: 51.86\n", + "Longitude: 6.05\n" + ] + } + ], + "source": [ + "lat_lobith_model = 51.86\n", + "lon_lobith_model = 6.05\n", + "\n", + "print(\"Gebruikte modelcoördinaat voor Lobith:\")\n", + "print(\"Latitude:\", lat_lobith_model)\n", + "print(\"Longitude:\", lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "6ef69120-993d-4fc9-9420-3cb31cd2d6df", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Datum/tijd: 1991-02-01 00:00:00\n", + "Afvoer bij Lobith-modelcel: 1.4530468e-09 m³/s\n" + ] + } + ], + "source": [ + "model.update()\n", + "\n", + "q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + ")[0]\n", + "\n", + "print(\"Datum/tijd:\", model.time_as_datetime)\n", + "print(\"Afvoer bij Lobith-modelcel:\", q_lobith, \"m³/s\")" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "2e1ef7b0-86c6-47ed-8e33-50ae118e8277", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Lobith origineel 51.86 6.12 0.0\n", + "iets west 51.86 6.05 1.4530468e-09\n", + "iets oost 51.86 6.2 0.0\n", + "iets noord 51.9 6.12 0.0\n", + "iets zuid 51.8 6.12 0.0\n", + "Emmerich 51.83 6.24 2.0268253e-08\n" + ] + } + ], + "source": [ + "test_points = [\n", + " (\"Lobith origineel\", 51.86, 6.12),\n", + " (\"iets west\", 51.86, 6.05),\n", + " (\"iets oost\", 51.86, 6.20),\n", + " (\"iets noord\", 51.90, 6.12),\n", + " (\"iets zuid\", 51.80, 6.12),\n", + " (\"Emmerich\", 51.83, 6.24),\n", + "]\n", + "\n", + "for name, lat, lon in test_points:\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat],\n", + " lon=[lon]\n", + " )[0]\n", + " \n", + " print(name, lat, lon, q)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "b3ac149e-4939-4b31-8186-72ddb44d4906", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " lat lon Q_model_m3s\n", + "99 51.71 6.39 1.542651e-06\n", + "249 51.74 6.39 1.542651e-06\n", + "149 51.72 6.39 1.542651e-06\n", + "199 51.73 6.39 1.542651e-06\n", + "655 51.83 5.95 5.075920e-07\n", + "756 51.85 5.96 5.075920e-07\n", + "607 51.82 5.97 5.075920e-07\n", + "606 51.82 5.96 5.075920e-07\n", + "605 51.82 5.95 5.075920e-07\n", + "705 51.84 5.95 5.075920e-07\n", + "706 51.84 5.96 5.075920e-07\n", + "707 51.84 5.97 5.075920e-07\n", + "757 51.85 5.97 5.075920e-07\n", + "755 51.85 5.95 5.075920e-07\n", + "656 51.83 5.96 5.075920e-07\n", + "657 51.83 5.97 5.075920e-07\n", + "803 51.86 5.93 2.931287e-07\n", + "801 51.86 5.91 2.931287e-07\n", + "854 51.87 5.94 2.931287e-07\n", + "853 51.87 5.93 2.931287e-07" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lat_values = np.arange(51.70, 52.00, 0.01)\n", + "lon_values = np.arange(5.90, 6.40, 0.01)\n", + "\n", + "results = []\n", + "\n", + "for lat in lat_values:\n", + " for lon in lon_values:\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat],\n", + " lon=[lon]\n", + " )[0]\n", + " \n", + " results.append([lat, lon, float(q)])\n", + "\n", + "near_lobith = pd.DataFrame(\n", + " results,\n", + " columns=[\"lat\", \"lon\", \"Q_model_m3s\"]\n", + ")\n", + "\n", + "near_lobith.sort_values(\"Q_model_m3s\", ascending=False).head(20)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "c648bd64-a005-41b3-9fe3-3b8a557a322f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config file: /home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/wflow_ewatercycle.ini\n", + "Config directory: /home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758\n", + "Start time: 665366400.0\n", + "End time: 667785600.0\n", + "Current time before update: 665280000.0\n", + "Current time after update: 1991-02-01 00:00:00\n", + "Lobith origineel 51.86 6.12 0.0\n", + "iets west 51.86 6.05 1.4530468e-09\n", + "iets oost 51.86 6.2 0.0\n", + "iets noord 51.9 6.12 0.0\n", + "iets zuid 51.8 6.12 0.0\n", + "Emmerich 51.83 6.24 2.0268253e-08\n", + "Grid minimum: 0.0\n", + "Grid maximum: 0.051194504\n", + "Grid mean: 5.4860204e-05\n", + "Aantal niet-nul cellen: 1393\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Config file:\", cfg_file)\n", + "print(\"Config directory:\", cfg_dir)\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Current time before update:\", model.time)\n", + "\n", + "model.update()\n", + "\n", + "print(\"Current time after update:\", model.time_as_datetime)\n", + "\n", + "test_points = [\n", + " (\"Lobith origineel\", 51.86, 6.12),\n", + " (\"iets west\", 51.86, 6.05),\n", + " (\"iets oost\", 51.86, 6.20),\n", + " (\"iets noord\", 51.90, 6.12),\n", + " (\"iets zuid\", 51.80, 6.12),\n", + " (\"Emmerich\", 51.83, 6.24),\n", + "]\n", + "\n", + "for name, lat, lon in test_points:\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat],\n", + " lon=[lon]\n", + " )[0]\n", + " \n", + " print(name, lat, lon, q)\n", + "\n", + "runoff_grid = model.get_value(\"RiverRunoff\")\n", + "\n", + "print(\"Grid minimum:\", np.nanmin(runoff_grid))\n", + "print(\"Grid maximum:\", np.nanmax(runoff_grid))\n", + "print(\"Grid mean:\", np.nanmean(runoff_grid))\n", + "print(\"Aantal niet-nul cellen:\", np.count_nonzero(runoff_grid))" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "9fd75cd8-8bee-492b-8979-2a653b4ca030", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Dag: 1\n", + "Tijd: 1991-02-01 00:00:00\n", + "Grid max: 0.051194504\n", + "Lobith origineel 0.0\n", + "iets west 1.4530468e-09\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 2.0268253e-08\n", + "\n", + "Dag: 2\n", + "Tijd: 1991-02-02 00:00:00\n", + "Grid max: 0.10605591\n", + "Lobith origineel 0.0\n", + "iets west 0.0030140437\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0002763821\n", + "\n", + "Dag: 3\n", + "Tijd: 1991-02-03 00:00:00\n", + "Grid max: 0.21594489\n", + "Lobith origineel 0.0\n", + "iets west 0.0031291898\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.00027773692\n", + "\n", + "Dag: 4\n", + "Tijd: 1991-02-04 00:00:00\n", + "Grid max: 0.29610422\n", + "Lobith origineel 0.0\n", + "iets west 0.014018101\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0009906616\n", + "\n", + "Dag: 5\n", + "Tijd: 1991-02-05 00:00:00\n", + "Grid max: 0.29171675\n", + "Lobith origineel 0.0\n", + "iets west 0.011991496\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.00064370444\n", + "\n", + "Dag: 6\n", + "Tijd: 1991-02-06 00:00:00\n", + "Grid max: 0.28524807\n", + "Lobith origineel 0.0\n", + "iets west 0.009143784\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0003428993\n", + "\n", + "Dag: 7\n", + "Tijd: 1991-02-07 00:00:00\n", + "Grid max: 0.28709027\n", + "Lobith origineel 0.0\n", + "iets west 0.007079106\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.00016913054\n", + "\n", + "Dag: 8\n", + "Tijd: 1991-02-08 00:00:00\n", + "Grid max: 0.27829093\n", + "Lobith origineel 0.0\n", + "iets west 0.013822043\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.00039137478\n", + "\n", + "Dag: 9\n", + "Tijd: 1991-02-09 00:00:00\n", + "Grid max: 0.33502254\n", + "Lobith origineel 0.0\n", + "iets west 0.019545602\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0006369613\n", + "\n", + "Dag: 10\n", + "Tijd: 1991-02-10 00:00:00\n", + "Grid max: 0.3245149\n", + "Lobith origineel 0.0\n", + "iets west 0.01790694\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.00041241894\n", + "\n", + "Dag: 11\n", + "Tijd: 1991-02-11 00:00:00\n", + "Grid max: 0.6294481\n", + "Lobith origineel 0.0\n", + "iets west 0.044018567\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0013805974\n", + "\n", + "Dag: 12\n", + "Tijd: 1991-02-12 00:00:00\n", + "Grid max: 0.83781123\n", + "Lobith origineel 0.0\n", + "iets west 0.090616785\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0027829995\n", + "\n", + "Dag: 13\n", + "Tijd: 1991-02-13 00:00:00\n", + "Grid max: 9.37165\n", + "Lobith origineel 0.0\n", + "iets west 0.13466795\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0033346529\n", + "\n", + "Dag: 14\n", + "Tijd: 1991-02-14 00:00:00\n", + "Grid max: 503.18805\n", + "Lobith origineel 0.0\n", + "iets west 0.2370542\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0053022676\n", + "\n", + "Dag: 15\n", + "Tijd: 1991-02-15 00:00:00\n", + "Grid max: 4282.848\n", + "Lobith origineel 0.0\n", + "iets west 0.3192034\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0053228457\n", + "\n", + "Dag: 16\n", + "Tijd: 1991-02-16 00:00:00\n", + "Grid max: 6696.0063\n", + "Lobith origineel 0.0\n", + "iets west 0.4365968\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0061804713\n", + "\n", + "Dag: 17\n", + "Tijd: 1991-02-17 00:00:00\n", + "Grid max: 6576.604\n", + "Lobith origineel 0.0\n", + "iets west 0.44999593\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0041174493\n", + "\n", + "Dag: 18\n", + "Tijd: 1991-02-18 00:00:00\n", + "Grid max: 6205.4844\n", + "Lobith origineel 0.0\n", + "iets west 0.5148423\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.003891618\n", + "\n", + "Dag: 19\n", + "Tijd: 1991-02-19 00:00:00\n", + "Grid max: 5659.7603\n", + "Lobith origineel 0.0\n", + "iets west 170.79553\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0037832265\n", + "\n", + "Dag: 20\n", + "Tijd: 1991-02-20 00:00:00\n", + "Grid max: 5394.4487\n", + "Lobith origineel 0.0\n", + "iets west 1517.843\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.002567168\n", + "\n", + "Dag: 21\n", + "Tijd: 1991-02-21 00:00:00\n", + "Grid max: 4995.666\n", + "Lobith origineel 0.0\n", + "iets west 3284.9185\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0015749346\n", + "\n", + "Dag: 22\n", + "Tijd: 1991-02-22 00:00:00\n", + "Grid max: 4630.3325\n", + "Lobith origineel 0.0\n", + "iets west 4224.688\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0011738965\n", + "\n", + "Dag: 23\n", + "Tijd: 1991-02-23 00:00:00\n", + "Grid max: 4330.3823\n", + "Lobith origineel 0.0\n", + "iets west 4322.855\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.00074522744\n", + "\n", + "Dag: 24\n", + "Tijd: 1991-02-24 00:00:00\n", + "Grid max: 4065.888\n", + "Lobith origineel 0.0\n", + "iets west 3970.1746\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.00047521276\n", + "\n", + "Dag: 25\n", + "Tijd: 1991-02-25 00:00:00\n", + "Grid max: 3658.2131\n", + "Lobith origineel 0.0\n", + "iets west 3461.5557\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.00021278678\n", + "\n", + "Dag: 26\n", + "Tijd: 1991-02-26 00:00:00\n", + "Grid max: 3177.4822\n", + "Lobith origineel 0.0\n", + "iets west 2950.7847\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0007066234\n", + "\n", + "Dag: 27\n", + "Tijd: 1991-02-27 00:00:00\n", + "Grid max: 2728.08\n", + "Lobith origineel 0.0\n", + "iets west 2505.878\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0037149962\n", + "\n", + "Dag: 28\n", + "Tijd: 1991-02-28 00:00:00\n", + "Grid max: 2358.6514\n", + "Lobith origineel 0.0\n", + "iets west 2173.0178\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.0036775523\n", + "\n", + "Dag: 29\n", + "Tijd: 1991-03-01 00:00:00\n", + "Grid max: 4855.0903\n", + "Lobith origineel 0.0\n", + "iets west 2138.211\n", + "iets oost 0.0\n", + "iets noord 0.0\n", + "iets zuid 0.0\n", + "Emmerich 0.1296262\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "model.initialize(cfg_file)\n", + "\n", + "test_points = [\n", + " (\"Lobith origineel\", 51.86, 6.12),\n", + " (\"iets west\", 51.86, 6.05),\n", + " (\"iets oost\", 51.86, 6.20),\n", + " (\"iets noord\", 51.90, 6.12),\n", + " (\"iets zuid\", 51.80, 6.12),\n", + " (\"Emmerich\", 51.83, 6.24),\n", + "]\n", + "\n", + "for i in range(35):\n", + " if model.time >= model.end_time:\n", + " break\n", + " \n", + " model.update()\n", + " \n", + " runoff_grid = model.get_value(\"RiverRunoff\")\n", + " \n", + " print(\"\\nDag:\", i + 1)\n", + " print(\"Tijd:\", model.time_as_datetime)\n", + " print(\"Grid max:\", np.nanmax(runoff_grid))\n", + " \n", + " for name, lat, lon in test_points:\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat],\n", + " lon=[lon]\n", + " )[0]\n", + " \n", + " print(name, q)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "3803fa4f-1f19-4f57-93d2-09457604b60a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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latlonQ_model_m3s
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" + ], + "text/plain": [ + " lat lon Q_model_m3s\n", + "3002 51.90 5.72 2191.815430\n", + "3100 51.91 5.70 2191.815430\n", + "2900 51.89 5.70 2191.815430\n", + "2901 51.89 5.71 2191.815430\n", + "2902 51.89 5.72 2191.815430\n", + "3202 51.92 5.72 2191.815430\n", + "3201 51.92 5.71 2191.815430\n", + "3200 51.92 5.70 2191.815430\n", + "3001 51.90 5.71 2191.815430\n", + "3102 51.91 5.72 2191.815430\n", + "3101 51.91 5.71 2191.815430\n", + "3000 51.90 5.70 2191.815430\n", + "389 51.63 6.59 2188.354736\n", + "190 51.61 6.60 2188.354736\n", + "390 51.63 6.60 2188.354736\n", + "388 51.63 6.58 2188.354736\n", + "387 51.63 6.57 2188.354736\n", + "89 51.60 6.59 2188.354736\n", + "187 51.61 6.57 2188.354736\n", + "188 51.61 6.58 2188.354736" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lat_values = np.arange(51.60, 52.10, 0.01)\n", + "lon_values = np.arange(5.70, 6.70, 0.01)\n", + "\n", + "results = []\n", + "\n", + "for lat in lat_values:\n", + " for lon in lon_values:\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat],\n", + " lon=[lon]\n", + " )[0]\n", + " \n", + " results.append([lat, lon, float(q)])\n", + "\n", + "near_lobith = pd.DataFrame(\n", + " results,\n", + " columns=[\"lat\", \"lon\", \"Q_model_m3s\"]\n", + ")\n", + "\n", + "near_lobith.sort_values(\"Q_model_m3s\", ascending=False).head(20)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "1dcc2809-0a52-44bd-82c1-cdc71ab077d4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Beste modelcel rond Lobith:\n", + "Latitude: 51.89999999999994\n", + "Longitude: 5.72\n", + "Afvoer: 2191.8154296875 m³/s\n" + ] + } + ], + "source": [ + "best_point = near_lobith.sort_values(\"Q_model_m3s\", ascending=False).iloc[0]\n", + "\n", + "lat_lobith_model = best_point[\"lat\"]\n", + "lon_lobith_model = best_point[\"lon\"]\n", + "\n", + "print(\"Beste modelcel rond Lobith:\")\n", + "print(\"Latitude:\", lat_lobith_model)\n", + "print(\"Longitude:\", lon_lobith_model)\n", + "print(\"Afvoer:\", best_point[\"Q_model_m3s\"], \"m³/s\")" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "73421652-4b3a-425f-a318-8f3014932937", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01991-02-014.195876e-08
11991-02-021.767313e-03
21991-02-031.837913e-03
31991-02-041.366903e-02
41991-02-051.144263e-02
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" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1991-02-01 4.195876e-08\n", + "1 1991-02-02 1.767313e-03\n", + "2 1991-02-03 1.837913e-03\n", + "3 1991-02-04 1.366903e-02\n", + "4 1991-02-05 1.144263e-02" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "model.initialize(cfg_file)\n", + "\n", + "Q_model = []\n", + "time_model = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " Q_model.append(float(q_lobith))\n", + " time_model.append(model.time_as_datetime)\n", + "\n", + "model_output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model),\n", + " \"Q_model_m3s\": Q_model\n", + "})\n", + "\n", + "model_output.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "7efbc3e0-cc25-48ea-8f52-dbf38338c30a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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wzI4E4DpR2gIAAAAA4CC+jUvRoNYhZseAify8XLViSg9tPpKiN7YcNzsOgOvkYnYAAAAAAABw405eyNaZ1Fzd1CLI7CgwWX1/T62Y0l2/fztKgd6u8jI7EIBKY6UtAAAAAAAOYHNcino2DVAdd9ZnQWod6qt3JnTVX/51RIfT2C4DsDeUtgAAAAAAOIAtcSka1DrY7BiwIX2aBenZO9pp5TEnnTifbXYcAJVAaQsAAAAAgJ3LyivUrpMXKW1Rzm0dw9Q3xNDDH8cqK6/Q7DgAKojSFgAAAAAAO7f92AVFBHorItDb7CiwQaMalSjMz0Nz/rFfJSWG2XEAVAClLQAAAAAAdu7buBQNZpUtrsLJIr06toMO/Zypt7adMDsOgAqgtAUAAAAAwI6VlBjsZ4trquvlpncmdNUbW45rS3yK2XEAXAOlLQAAAAAAdmz/mXQVFpeoa0Rds6PAxrUL99OiMR30x09idPoiFyYDbBmlLQAAAAAAdmxzXIoGtAqWizN/xce13d65vu7q2lAzPtqnnIIis+MAuAp+ogMAAAAAYMc2szUCKmneyNby83TV3LU/yjC4MBlgiyhtAQAAAACwU0kZeYpLylL/lvXMjgI74urspDfGd9G+02l69/ufzI4D4AoobQEAAAAAsFOb41LUpZG/6nq7mR0Fdiaojrvevq+rXt14TNuPXTA7DoBfobQFAAAAAMBObY5L1qDWIWbHgJ3q1NBfC29vp0c/iVZiao7ZcQBchtIWAAAAAAA7lFdYrO3HL2hwG/azxfUb262hbu0YpgdX7VNeYbHZcQD8F6UtAAAAAAB2KOrERQXVcVeL4DpmR4Gde2ZUO3m4OuupLw5wYTLARlDaAgAAAABgh76NS9bg1sGyWCxmR4Gdc3Nx0lvju2j78QtaueOU2XEAiNIWAAAAAAC7YxiGtsSd18DWbI2AqhHs66G37uuiF9bFa9dPF82OA9R6lLYAAAAAANiZ+OQspWYXqFfTQLOjwIF0jQjQ07e20SMfR+tcRq7ZcYBajdIWAAAAAAA78+2RFN3UIkgers5mR4GDGd+zkQa3DtGDq6KVX8SFyQCzUNoCAAAAAGBnNselaDBbI6AaWCwWLby9nWQYmv/PQ2bHAWotSlsAAAAAAOxIanaBYhPT2c8W1cbD1Vlv3ddVGw8n6+NdCWbHAWolSlsAAAAAAOzI1vgUtQ3zVYivh9lR4MDC/T31xvgu+uu/Dmvf6TSz4wC1DqUtAAAAAAB25Nu4FA1ilS1qQK+mgXpieCs9tGqfUjLzzI4D1CqUtgAAAAAA2InC4hJ9d/Q8pS1qzOS+jdW3eZAeXh2tgqISs+MAtQalLQAAAAAAdmLvqTS5uzirQ30/s6OglrBYLHruzg7KKSjW3/592Ow4QK1BaQsAAAAAgJ3YHJesQa3rycnJYnYU1CKebs56Z0JX/d/+n/WPvYlmxwFqBUpbAAAAAADsxC/72YaYHQO1UMMAL71+bxc9889D+vFMutlxAIdHaQsAAAAAgB04eSFbZ1JzdVOLILOjoJa6qUWQZg1poQc/2qcLl/LNjgM4NEpbAAAAAADswOa4FPVsGqA67i5mR0EtNr1fU0VG1NUfPo5WUTEXJgOqC6UtAAAAAAB2YHNcsga3DjY7Bmo5i8WiF3/XUWnZhXr+mziz4wAOi9IWAAAAAAAbl5VXqN0nU9nPFjbB291F70zoqs/2JuqfsWfNjgM4JEpbAAAAAABs3PZjFxQR6K1GgV5mRwEkSY2DvLX0nkjN++KADv+caXYcwOFQ2gIAAAAAYOO+jUthawTYnIGtg/VQ/2aasWqv0nMKzI4DOBRKWwAAAAAAbFhJiaEtcSkaRGkLG/TIwOZqHeqrRz+JUXGJYXYcwGFQ2gIAAAAAYMP2n0lXYXGJukbUNTsKUI6Tk0WLx3bS2fRcvbwh3uw4gMOgtAUAAAAAwIZtjkvRgFbBcnHmr/CwTT4ervr7hG5aFXVa/zlwzuw4gEPgJz4AAAAAADbs2yNsjQDb1zy4jl4e20lz1/6oo8lZZscB7B6lLQAAAAAANiopI0/xyVnq37Ke2VGAaxreLlST+zbWjI/2KSO30Ow4gF2jtAUAAAAAwEZtjktRl0b+quvtZnYUoEJmDWmpxoFemv1prEq4MBlw3ShtAQAAAACwUZvjkjWodYjZMYAKc3ayaMndkTp+/pKWfnvM7DiA3aK0BQAAAADABuUVFmv78Qsa3Ib9bGFf/Lx+uTDZ8u9/0sbDyWbHAewSpS0AAAAAADYo6sRFBdVxV4vgOmZHASqtVaiPXriro2Z/FqsT5y+ZHQewO5S2AAAAAADYoG/jkjW4dbAsFovZUYDrMqpjuMb1aKQZH+3Tpfwis+MAdoXSFgAAAAAAG2MYhjYfSdHA1myNAPv2xPBWCvX10JzP9sswuDAZUFGUtgAAAAAA2Jj45Cyl5RSqV9NAs6MAN8TF2UnL7o3UgbMZenPrCbPjAHaD0hYAAAAAABvz7ZEU3dQiSB6uzmZHAW5YXW83vTOhq97Yclxb41PMjgPYBUpbAAAAAABszOa4FA1mawQ4kPb1/fTsne31xzWxOn0x2+w4gM2jtAUAAAAAwIakZhcoNjGd/WzhcO6MbKAxXeprxkf7lFPAhcmA30JpCwAAAACADdkan6K2Yb4K8fUwOwpQ5Z4a2UZ+nq568vMDXJgM+A2UtgAAAAAA2JBv41I0iFW2cFCuzk56fVwX7TmZquXfnzQ7DmCzKG0BAAAAALARhcUl+i7+PKUtHFo9H3e9PaGrFm88qh3HL5gdB7BJlLYAAAAAANiIvafS5O7qrA71/cyOAlSrzg39tWB0Wz3ycbTOpOWYHQewOZS2AAAAAADYiM1xyRrUup6cnCxmRwGq3d3dG2lkhzA9uGqf8gqLzY4D2BRKWwAAAAAAbMQv+9mGmB0DqDHzb2snN2cnPfUlFyYDLkdpCwAAAACADTh5IVtnUnN1U4sgs6MANcbNxUlv3ddV3x+7oA+jTpsdB7AZlLYAAAAAANiAzXEp6tk0QHXcXcyOAtSoEF8PvTW+i57/Jk4/cGEyQBKlLQAAAAAANmFzXLIGtw42OwZgim6NA/TXO9rrwVX7FJ+UZXYcwHSUtgAAAAAAmCwrr1C7T6ayny1qtbu6NtCUvk00ZcUepWTmmR0HMBWlLQAAAAAAJtt+7IIiAr3VKNDL7CiAqWYNaaGeTQI0ZeUeZecXmR0HMA2lLQAAAAAAJvs2LoWtEQBJFotFz/+uo3zcXTXzkxgVlxhmRwJMQWkLAAAAAICJSkoMbYlL0SBKW0CS5ObipLfv66rTqTla+PUhGQbFLWofSlsAAAAAAEy0/0y6CotL1DWirtlRAJvh5+WqDyZ1138OnNN720+aHQeocZS2AAAAAACYaHNciga0CpaLM39FBy7XMMBL703srlc3HtW6g+fMjgPUKH4jAAAAAABgom+PpGhwG7ZGAK6kU0N/vXp3Z83+bL9iEtLMjgPUGFNL27feeksdO3aUr6+vfH191bt3b33zzTfW+w3D0IIFCxQeHi5PT08NGDBAhw4dKvMc+fn5evTRRxUUFCRvb2+NHj1aZ86cKTMmLS1NEyZMkJ+fn/z8/DRhwgSlp6fXxCkCAAAAAHBVSRl5ik/OUv+W9cyOAtisYe1C9cTwVnpg5V4lXMwxOw5QI0wtbRs0aKDnn39ee/fu1d69ezVo0CDdfvvt1mL2xRdf1OLFi/X6669rz549Cg0N1dChQ5WVlWV9jlmzZunLL7/UmjVrtH37dl26dEmjRo1ScXGxdcy4ceMUGxurdevWad26dYqNjdWECRNq/HwBAAAAALjc5rgUdWnkL38vN7OjADZtct8mGt05XJNW7FZ6ToHZcYBqZ2ppe9ttt2nkyJFq2bKlWrZsqWeffVZ16tTRzp07ZRiGlixZoqefflpjxoxR+/bttXLlSuXk5Ojjjz+WJGVkZOi9997TK6+8oiFDhigyMlKrVq3SgQMHtGnTJknSkSNHtG7dOi1fvly9e/dW79699e677+pf//qX4uPjzTx9AAAAAEAttzkuWYNah5gdA7ALf761rZrVq6PpH+1TflHxtR8A2DGb2dO2uLhYa9asUXZ2tnr37q2TJ08qKSlJw4YNs45xd3dX//79tWPHDknSvn37VFhYWGZMeHi42rdvbx0TFRUlPz8/9ezZ0zqmV69e8vPzs44BAAAAAKCm5RUWa/vxC+xnC1SQs5NFS+/prPzCYs1d+6MMwzA7ElBtXMwOcODAAfXu3Vt5eXmqU6eOvvzyS7Vt29ZaqIaElP0Xx5CQEJ0+fVqSlJSUJDc3N9WtW7fcmKSkJOuY4ODyvwCDg4OtY64kPz9f+fn51tuZmZmSpMLCQhUWFl7HmdqP0vNz9POEfWOewtYxR2EPmKewdcxR2IMbmaffHz2vIG83Na7rzjxHtXG0n6WuFunt8Z31+3d26eX1cZo1uLnZkVAFHG2e/paKnqPppW2rVq0UGxur9PR0ff7555o4caK2bdtmvd9isZQZbxhGuWO/9usxVxp/redZtGiRFi5cWO74hg0b5OXl9Zuv7yg2btxodgTgmpinsHXMUdgD5ilsHXMU9uB65ulnPzmpiYfKXJAbqC6O9rN0QoS05PsTSk08pl7BrLh1FI42T68kJ6diF9MzvbR1c3NT8+a//KtIt27dtGfPHi1dulRPPvmkpF9WyoaFhVnHp6SkWFffhoaGqqCgQGlpaWVW26akpKhPnz7WMcnJyeVe9/z58+VW8V5u3rx5mj17tvV2ZmamGjZsqGHDhsnX1/cGztj2FRYWauPGjRo6dKhcXV3NjgNcEfMUto45CnvAPIWtY47CHlzvPDUMQ8+/8r2evb2tbm4RVI0JUds58s/Stl1SNX1VtIbfHKm+zQLNjoMb4Mjz9NdKP81/LaaXtr9mGIby8/PVpEkThYaGauPGjYqMjJQkFRQUaNu2bXrhhRckSV27dpWrq6s2btyosWPHSpLOnTungwcP6sUXX5Qk9e7dWxkZGdq9e7d69OghSdq1a5cyMjKsxe6VuLu7y93dvdxxV1dXh588pWrTucJ+MU9h65ijsAfMU9g65ijsQWXnaVxSptJzCtWnRbBcXZ2rMRnwC0f8WXpzqxA9e2cHPbpmv9Y+2EetQn3MjoQb5Ijz9Ncqen6mlrZPPfWUbrnlFjVs2FBZWVlas2aNtm7dqnXr1slisWjWrFl67rnn1KJFC7Vo0ULPPfecvLy8NG7cOEmSn5+fpk6dqscff1yBgYEKCAjQnDlz1KFDBw0ZMkSS1KZNG40YMULTpk3TO++8I0maPn26Ro0apVatWpl27gAAAACA2uvbIym6qUWQPChsgRsypksDJabmavIHu/XlI30V4uthdiSgSpha2iYnJ2vChAk6d+6c/Pz81LFjR61bt05Dhw6VJM2dO1e5ubl6+OGHlZaWpp49e2rDhg3y8fnfv5y8+uqrcnFx0dixY5Wbm6vBgwdrxYoVcnb+3y++1atXa+bMmRo2bJgkafTo0Xr99ddr9mQBAAAAAPivzXEp+n3XBmbHABzCzMHNlZCao6kr9+jT6b3l7W5zHywHKs3UWfzee+/95v0Wi0ULFizQggULrjrGw8NDy5Yt07Jly646JiAgQKtWrbremAAAAAAAVJnU7ALFJqbrzfFdzI4COASLxaJFYzpo0ge79egnMfr7hK5ycXYyOxZwQ5jBAAAAAADUoK3xKWob5svHuIEq5ObipLfu66rE1Bwt/PqwDMMwOxJwQyhtAQAAAACoQd/GpWhQ62CzYwAOx8/TVR9M7q51h5L03vaTZscBbgilLQAAAAAANaSwuETfxZ+ntAWqSYO6XnpvYje9uvGovjlwzuw4wHWjtAUAAAAAoIbsPZUmd1dndajvZ3YUwGF1bOCvpfdE6vF/7Fd0QprZcYDrQmkLAAAAAEAN2RyXrEGt68nJyWJ2FMChDWkbornDW2nayr06fTHb7DhApVHaAgAAAABQQ37ZzzbE7BhArTCpbxPd3rm+Jn+wR+k5BWbHASqF0hYAAAAAgBpw8kK2zqTm6qYWQWZHAWqNp29to+bBdTT9w33KLyo2Ow5QYZS2AAAAAADUgM1xKerZNEB13F3MjgLUGs5OFi29J1L5RcV64h8/qqTEMDsSUCGUtgAAAAAA1IDNccka3DrY7BhArePp5qzlE7srOiFNizceNTsOUCGUtgAAAAAAVLOsvELtPpnKfraASer5uGvF5O76MOqUPt2TYHYc4JoobQEAAAAAqGbbj11QRKC3GgV6mR0FqLWaB/vonQndtOD/Duu7o+fNjgP8JkpbAAAAAACq2bdxKWyNANiA3s0C9dyY9npkdbTikjLNjgNcFaUtAAAAAADVqKTE0Ja4FA2itAVswp2RDTStX1NN/mCPkjPzzI4DXBGlLQAAAAAA1Wj/mXQVFpeoa0Rds6MA+K9HBzVX3+ZBmvzBHl3KLzI7DlAOpS0AAAAAANVoc1yKBrQKloszfwUHbIXFYtFzd3ZQXW9XPfpxtIqKS8yOBJTBbwwAAAAAAKrRt0dSNLgNWyMAtsbNxUlvju+qs+m5mv9/h2QYhtmRACtKWwAAAAAAqsm5jFzFJ2epf8t6ZkcBcAV+nq56f1J3bTicrHe//8nsOIAVpS0AAAAAANVkS9x5dWnkL38vN7OjALiKBnW99P7E7lq66Zj+/eM5s+MAkihtAQAAAACoNpvjkjWodYjZMQBcQ4cGflp6T6SeWLtf+06nmh0HoLQFAAAAAKA65BUWa/vxC+xnC9iJIW1D9KdbWmvah/t06kK22XFQy1HaAgAAAABQDaJOXFRQHXe1CK5jdhQAFXR/78YaE1lfk1fsUVp2gdlxUItR2gIAAAAAUA2+jUvW4NbBslgsZkcBUAlPjWyjViE+mv7RXuUVFpsdB7UUpS0AAAAAAFXMMAxtPpKiQW3YzxawN05OFr16d2cVFht6Yu2PKikxzI6EWojSFgAAAACAKhaXlKW0nEL1bBJgdhQA18HTzVnLJ3ZTbGKaXt4Qb3Yc1EKUtgAAAAAAVLHNcSm6qUWQPFydzY4C4DoF1XHXB5N6aPWuBH2yO8HsOKhlXCoy6LXXXqv0E0+ePFk+Pj6VfhwAAAAAAPZuc1yKft+1gdkxANyg5sF19PcJXTXpgz0K9/dU/5b1zI6EWqJCpe2sWbPUoEEDOTtX7F8IExMTNWrUKEpbAAAAAECtk5pdoNjEdL05vovZUQBUgZ5NA/X87zroD6uj9dmDvdUmzNfsSKgFKlTaStLevXsVHBxcobGUtQAAAACA2mprfIrahvkqxNfD7CgAqsjtnesrMTVHU1bs0ZcP91WoH9/fqF4V2tN2/vz5qlOnToWf9KmnnlJAAJutAwAAAABqn2/jUjSodcUWPQGwH48MbK6bWwRpyoo9upRfZHYcOLgKl7ZeXl4VftJ58+bJ39//ejMBAAAAAGCXCotL9F38eQ1uQ2kLOBqLxaJn7+ygwDpumvT+bmXkFpodCQ6sQqXt5XJzc5WTk2O9ffr0aS1ZskQbNmyo0mAAAAAAANibPadS5e7qrPbhfmZHAVANXJ2d9O793eTn6ap7/r5TKVl5ZkeCg6p0aXv77bfrww8/lCSlp6erZ8+eeuWVV3T77bfrrbfeqvKAAAAAAADYiy1xKRrUup6cnCxmRwFQTTxcnfX2hK5qHeqj378dpcTUnGs/CKikSpe20dHRuvnmmyVJa9euVUhIiE6fPq0PP/xQr732WpUHBAAAAADAXvyyn22I2TEAVDNXZye98vtOGtgqWHe9vUNHk7PMjgQHU+nSNicnRz4+PpKkDRs2aMyYMXJyclKvXr10+vTpKg8IAAAAAIA9OHkhW2dSc3VTiyCzowCoAU5OFs2/ra3u7dFIY9+JUkxCmtmR4EAqXdo2b95cX331lRITE7V+/XoNGzZMkpSSkiJfX98qDwgAAAAAgD3YHJeink0DVMfdxewoAGqIxWLRrCEtNWtwC014b7e2H7tgdiQ4iEqXts8884zmzJmjxo0bq2fPnurdu7ekX1bdRkZGVnlAAAAAAADswea4ZA1uHWx2DAAmmNS3if52R3tN/2ivvjlwzuw4cACV/ue/u+66SzfddJPOnTunTp06WY8PHjxYd955Z5WGAwAAAADAHmTlFWn3yVQturOj2VEAmOSOyPry8XDRo5/EKCO3UPf0aGR2JNixCpe24eHhuv322zV69GgNHjxYoaGhZe7v0aNHlYcDAAAAAMAebD9+QRGB3moU6GV2FAAmGtwmRB9M6q4HPtyr9NxCPdi/mdmRYKcqvD3Cxx9/LC8vL82cOVNBQUH6/e9/r48++kipqanVmQ8AAAAAAJu39egFtkYAIEnq2TRQn0zrpXe/+0nPfxMnwzDMjgQ7VOHSdsCAAXrllVd07NgxRUVFqUuXLnrjjTcUFhamAQMG6NVXX9WJEyeqMysAAAAAADanxJC2Hj2vQZS2AP6rfX0//ePB3vp6/8966ssDKi6huEXlVPpCZJLUrl07zZs3Tzt37lRCQoLGjx+vzZs3q0OHDmrfvr3+/e9/V3VOAAAAAABsUsIlqajYUNeIumZHAWBDmtaro7UP9dbuk6ma+UmM8ouKzY4EO3Jdpe3lQkJCNG3aNH399de6cOGC/vrXv8rd3b0qsgEAAAAAYPMOpTmpX4sguTjf8F+xATiYMD9P/ePBPkpMy9EDK/cqO7/I7EiwExX+jXL06FG9//77SkhI0OzZs3X48OFyY7y8vHTnnXdqyJAhVRoSAAAAAABbdSjNooGt6pkdA4CNCvB208fTeqm4xNB97+1Sek6B2ZFgBypc2s6cOVOPPPKIvvrqK3l6euqBBx6ozlwAAAAAANi8cxl5Opcj9WsRZHYUADasjruL3p/UXfXquOvud3YqOTPP7EiwcRUubYuLi9WuXTvNnDlTzz77bHVmAgAAAADALmw9el6NfSR/L1ezowCwcR6uznpzfBd1aOCnu97eodMXs82OBBtW4dLWx8dHTz31lPW2qyu/kAAAAAAAtdvW+AtqV7fE7BgA7ISLs5Ne/F1HDW8bqrvejtKRc5lmR4KNqnBp+//+3//TmDFjJEn5+fm69957qy0UAAAAAAC2rqi4RDtPpqqNv2F2FAB2xMnJoqdvbaNJfRrr7neitO90qtmRYIMqXNpGRkZa/9vd3V0PPvhgtQQCAAAAAMAexCdnyWKRwrzMTgLA3lgsFj0ysLnmjmit+9/bra3xKWZHgo1xuZ4H7d69W1u3blVKSopKSsp+DGTx4sVVEgwAAAAAAFsWnZCuTvX95GShbAFwfe7rFSE/T1c9tCpaL9zVUaM7hZsdCTai0qXtc889pz//+c9q1aqVQkJCZLFYrPdd/t8AAAAAADiymIQ0dW7oLxVQ2gK4frd1CpePh4seWR2tzNxC3dcrwuxIsAGVLm2XLl2q999/X5MmTaqGOAAAAAAA2IeYhHTNG9FSuSfMTgLA3g1oFayVU3poyoo9ysgt1MMDmrE4spar8J621gc4Oalv377VkQUAAAAAALuQll2gkxey1bmhn9lRADiIbo0D9OmM3vrgh1N69t9HZBhc5LA2q3Rp+9hjj+mNN96ojiwAAAAAANiFmMQ0NQ3yVl0vN7OjAHAgbcJ89flDvbX+cJLmrv1RRcUl134QHFKlt0eYM2eObr31VjVr1kxt27aVq6trmfu/+OKLKgsHAAAAAIAtiklIV+dG/mbHAOCAIgK9tfbBPprw3i49vDpar90bKQ9XZ7NjoYZVeqXto48+qi1btqhly5YKDAyUn59fmT8AAAAAADi66IQ0dWlU1+wYABxUiK+HPpvRW+cv5WvKij26lF9kdiTUsEqvtP3www/1+eef69Zbb62OPAAAAAAA2LTiEkP7EzP01Mg2ZkcB4MD8vdy0ampPPbhqn8a/u1MfTO6hAG+2ZKktKr3SNiAgQM2aNauOLAAAAAAA2LxjKVkqMQy1CvExOwoAB+ft7qLlE7upfl1PjX0nSucycs2OhBpS6dJ2wYIFmj9/vnJycqojDwAAAAAANi0mIV0dG/jJxbnSf6UGgEpzd3HWsnu7qFtEXd31VpR+On/J7EioAZXeHuG1117TiRMnFBISosaNG5e7EFl0dHSVhQMAAAAAwNZEn2Y/WwA1y9nJokVjOuiFdfH6/dtRWjmlh9rX59pSjqzSpe0dd9xRDTEAAAAAALAPMYnpenJEa7NjAKhlLBaL/nRLa/l7uered3dq+f3d1LNpoNmxUE0qXdrOnz+/OnIAAAAAAGDzMnIKdeL8JUU28jc7CoBa6sH+zeTv6arJK/Zo2b2RGtwmxOxIqAZswAMAAAAAQAXFnklXw7peCqrjbnYUALXYPT0a6ZXfd9IfPo7RVzFnzY6DalCh0jYgIEAXLlyo8JM2atRIp0+fvu5QAAAAAADYol/2s/U3OwYA6JYOYXr3/m7681cHteKHk2bHQRWr0PYI6enp+uabb+TnV7ENji9evKji4uIbCgYAAAAAgK2JSUzX4NbBZscAAEnSTS2C9NHUHpq8Yo/Scwv1x8EtZLFYzI6FKlDhPW0nTpxYnTkAAAAAALBpJSWGYhLS9MSwVmZHAQCryEZ19dmM3prw3i6l5xTqmVFt5eREcWvvKlTalpSUVHcOAAAAAABs2k8XLqmwuEStw3zMjgIAZbQM8dHaB/vovvd2KSO3UC/e1VGuzlzKyp7x1QMAAAAAoAKiT6erY31/ihAANqlhgJf+8WBvHTmXqYdW7VNeIVuX2jN+0wAAAAAAUAExiWmK5CJkAGxYsI+HPp3RW+k5hbr//d3KzCs0OxKuE6UtAAAAAAAVEH06XZGN6podAwB+k5+nqz6a2lNebs66bdl2Ld4QrwNnMmQYhtnRUAkVvhAZAAAAAAC1VVZeoY6mZKkLK20B2AFPN2e9e383/efAOW04nKz3392pOu4uGtwmWEPahqh300B5uDqbHRO/oVKlbVFRkVavXq3hw4crNDS0ujIBAAAAAGBT9idmKNzPU8G+HmZHAYAKcXV20u2d6+v2zvVVUFSiXScvatPhZP35y4NKyylQvxb1NKRtiAa1DlaAt5vZcfErlSptXVxc9NBDD+nIkSPVlQcAAAAAAJsTk8B+tgDsl5uLk25uUU83t6inBaMNHTmXpU1HkvVh1Ck9+fmP6tqoroa0DdaQNiFqWq+O2XGh69geoWfPnoqNjVVERER15AEAAAAAwOZEJ6Tp5hb1zI4BADfMYrGobbiv2ob7aubgFkrKyNOmI8nadCRZL68/qgYBnhraJkRD2oaoS6O6cnaymB25Vqp0afvwww9r9uzZSkxMVNeuXeXt7V3m/o4dO1ZZOAAAAAAAzGYYhmIS0zVzcAuzowBAlQv189B9vSJ0X68IZecX6ftj57XxcIqmf7hXFotFg1r/sgL35hZB8nbn8lg1pdLv9N133y1JmjlzpvWYxWKRYRiyWCwqLi6uunQAAAAAAJjs5IVs5RQUq124n9lRAKBaebu7aET7MI1oH6biEkPRCWnadDhZL66L08w1uerbLFBD2oZoSJsQhbDHd7WqdGl78uTJ6sgBAAAAAIBNiklIV/twX7m5OJkdBQBqjLOTRd0bB6h74wDNG9lGJ85f0qbDyfoq5qye+echtQv3tW6j0DrURxYL2yhUpUqXtuxlCwAAAACoTaIT0tSlUV2zYwCAqZrVq6Nm/etoRv9mungpX1viz2vT4WS9te2E6nq5aeh/V+D2aBLAP3JVgevaiOKjjz7S22+/rZMnTyoqKkoRERFasmSJmjRpottvv72qMwIAAAAAYJqYhHQ9MrC52TEAwGYE1nHXXV0b6K6uDZRXWKyoExe18UiyZn8Wq9yCYvVvVU9D24ZoQMtg+Xm5mh3XLlW69n7rrbc0e/ZsjRw5Uunp6dY9bP39/bVkyZKqzgcAAAAAgGmy84sUl5SpLhH+ZkcBAJvk4eqsga2D9dydHbRz3mCtntZTTYO89fa2n9T1bxs17t2den/7SSWm5pgd1a5UeqXtsmXL9O677+qOO+7Q888/bz3erVs3zZkzp0rDAQAAAABgph/PZCjYx0Nhfp5mRwEAm+fkZFHHBv7q2MBfs4e10pm0HH17JEUbDydr0TdH1DSojoa0DdaQNiHq1MBfTk7sg3s113UhssjIyHLH3d3dlZ2dXSWhAAAAAACwBdEJaayyBYDr1KCulyb2aayJfRorM69Q2+LPa9ORZE18f7fcXZ01pM0vBW6PCD+zo9qcSpe2TZo0UWxsbLkLkn3zzTdq27ZtlQUDAAAAAMBsMQnp6tkkwOwYAGD3fD1cdVuncN3WKVyFxSXacypVmw6naMHXh3Q+K18PtzY7oW2pdGn7xBNP6JFHHlFeXp4Mw9Du3bv1ySefaNGiRVq+fHl1ZAQAAAAAoMYZhqGYhDQ9NKCp2VEAwKG4OjupT7Mg9WkWpP83qo2OnE3X4T3fmR3LplS6tJ08ebKKioo0d+5c5eTkaNy4capfv76WLl2qe+65pzoyAgAAAABQ4xJTc5WZV6h24XxsFwCqi8ViUYuQOjrmZHYS21Lp0laSpk2bpmnTpunChQsqKSlRcHBwVecCAAAAAMBU0QlpahvuJw9XZ7OjAABqmesqbSXp/Pnzio+Pl8VikZOTk4KCgqoyFwAAAAAApopJSFOXRv5mxwAA1EKVXnicnZ2tKVOmKCwsTP369dPNN9+ssLAwTZ06VTk5OdWREQAAAACAGhedkK7IRnXNjgEAqIUqXdrOnj1b27Zt09dff6309HSlp6frn//8p7Zt26bHH3+8OjICAAAAAFCjcguKdeRcJittAQCmqPT2CJ9//rnWrl2rAQMGWI+NHDlSnp6eGjt2rN56662qzAcAAAAAQI07cDZDdb3dVN/f0+woAIBaqNIrbXNychQSElLueHBwMNsjAAAAAAAcQvR/97O1WCxmRwEA1EKVLm179+6t+fPnKy8vz3osNzdXCxcuVO/evas0HAAAAAAAZohJSGM/WwCAaSq9PcLSpUs1YsQINWjQQJ06dZLFYlFsbKw8PDy0fv366sgIAAAAAECNMQxD0QnpmnpTU7OjAABqqUqXtu3bt9exY8e0atUqxcXFyTAM3XPPPRo/frw8PdnrBwAAAABg386m5yotu0Ad6vuZHQUAUEtVurTNycmRl5eXpk2bVh15AAAAAAAwVXRCutqE+crTzdnsKACAWqrSe9oGBwfrvvvu0/r161VSUlIdmQAAAAAAMM0v+9n6mx0DAFCLVbq0/fDDD5Wfn68777xT4eHh+uMf/6g9e/ZURzYAAAAAAGpcdEK6unARMgCAiSpd2o4ZM0b/+Mc/lJycrEWLFunIkSPq06ePWrZsqb/85S/VkREAAAAAgBqRV1iswz9nsNIWAGCqSpe2pXx8fDR58mRt2LBB+/fvl7e3txYuXFiV2QAAAAAAqFGHfs6Qr4erGgV4mR0FAFCLXXdpm5eXp88++0x33HGHunTpoosXL2rOnDmVeo5Fixape/fu8vHxUXBwsO644w7Fx8eXGWMYhhYsWKDw8HB5enpqwIABOnToUJkx+fn5evTRRxUUFCRvb2+NHj1aZ86cKTMmLS1NEyZMkJ+fn/z8/DRhwgSlp6df17kDAAAAABxTTEK6Ihv5y2KxmB0FAFCLVbq03bBhgyZOnKiQkBA9+OCDCg4O1vr165WQkKAXXnihUs+1bds2PfLII9q5c6c2btyooqIiDRs2TNnZ2dYxL774ohYvXqzXX39de/bsUWhoqIYOHaqsrCzrmFmzZunLL7/UmjVrtH37dl26dEmjRo1ScXGxdcy4ceMUGxurdevWad26dYqNjdWECRMqe/oAAAAAAAcWnZCmSPazBQCYzKWyD7jjjjt06623auXKlbr11lvl6up63S++bt26Mrc/+OADBQcHa9++ferXr58Mw9CSJUv09NNPa8yYMZKklStXKiQkRB9//LFmzJihjIwMvffee/roo480ZMgQSdKqVavUsGFDbdq0ScOHD9eRI0e0bt067dy5Uz179pQkvfvuu+rdu7fi4+PVqlWr6z4HAAAAAIDjiElI1329IsyOAQCo5SpU2s6ePVt//etf5e3trTVr1uiWW265obL2ajIyMiRJAQEBkqSTJ08qKSlJw4YNs45xd3dX//79tWPHDs2YMUP79u1TYWFhmTHh4eFq3769duzYoeHDhysqKkp+fn7WwlaSevXqJT8/P+3YseOKpW1+fr7y8/OttzMzMyVJhYWFKiwsrNoTtzGl5+fo5wn7xjyFrWOOwh4wT2HrmKOoaecy8pScmae2Id4VnnfMU9g65ijsQW2apxU9xwqVtsuWLdOTTz4pb29v3XnnnTp37pyCg4NvKOCvGYah2bNn66abblL79u0lSUlJSZKkkJCQMmNDQkJ0+vRp6xg3NzfVrVu33JjSxyclJV0xb3BwsHXMry1atOiKF1bbsGGDvLxqx4b0GzduNDsCcE3MU9g65ijsAfMUto45ipoSe9GiME8nbft2Q6UfyzyFrWOOwh7Uhnmak5NToXEVKm0bN26s1157TcOGDZNhGIqKiipXkpbq169fxVNe5g9/+IN+/PFHbd++vdx9v94A3jCMa24K/+sxVxr/W88zb948zZ4923o7MzNTDRs21LBhw+Tr6/ubr23vCgsLtXHjRg0dOrRaVlQDVYF5ClvHHIU9YJ7C1jFHUdP2fxOvfn7FGjmybYUfwzyFrWOOwh7Upnla+mn+a6lQafvSSy/pwQcf1KJFi2SxWHTnnXdecZzFYilz8a+KevTRR/V///d/+u6779SgQQPr8dDQUEm/rJQNCwuzHk9JSbGuvg0NDVVBQYHS0tLKFMkpKSnq06ePdUxycnK51z1//ny5Vbyl3N3d5e7uXu64q6urw0+eUrXpXGG/mKewdcxR2APmKWwdcxQ1Zf/ZTN3bo9F1zTfmKWwdcxT2oDbM04qen1NFBt1xxx1KSkpSZmamDMNQfHy80tLSyv1JTU2tVEjDMPSHP/xBX3zxhTZv3qwmTZqUub9JkyYKDQ0tszS6oKBA27ZtsxayXbt2laura5kx586d08GDB61jevfurYyMDO3evds6ZteuXcrIyLCOAQAAAADUXgVFJTpwNkNdGvmbHQUAgIqttC1Vp04dbdmyRU2aNJGLS6UeekWPPPKIPv74Y/3zn/+Uj4+PdX9ZPz8/eXp6ymKxaNasWXruuefUokULtWjRQs8995y8vLw0btw469ipU6fq8ccfV2BgoAICAjRnzhx16NBBQ4YMkSS1adNGI0aM0LRp0/TOO+9IkqZPn65Ro0Zd8SJkAAAAAIDa5fC5THm5OatJkLfZUQAAqFxpK0n9+/e3/ndubm65K55VZr/Xt956S5I0YMCAMsc/+OADTZo0SZI0d+5c5ebm6uGHH1ZaWpp69uypDRs2yMfHxzr+1VdflYuLi8aOHavc3FwNHjxYK1askLOzs3XM6tWrNXPmTA0bNkySNHr0aL3++usVzgoAAAAAcFzRp9MU2dD/mtdPAQCgJlS6tM3JydHcuXP12Wef6eLFi+Xur8yetoZhXHOMxWLRggULtGDBgquO8fDw0LJly7Rs2bKrjgkICNCqVasqnA0AAAAAUHvEJKYrstGVL7gNAEBNq9Cetpd74okntHnzZr355ptyd3fX8uXLtXDhQoWHh+vDDz+sjowAAAAAAFSr6NNp6kJpCwCwEZVeafv111/rww8/1IABAzRlyhTdfPPNat68uSIiIrR69WqNHz++OnICAAAAAFAtUjLz9HNGrjo19DM7CgAAkq5jpW1qaqqaNGki6Zf9a1NTUyVJN910k7777ruqTQcAAAAAQDWLTkhXy2Af+Xi4mh0FAABJ11HaNm3aVKdOnZIktW3bVp999pmkX1bg+vv7V2U2AAAAAACqXUximiIb+ZsdAwAAq0qXtpMnT9b+/fslSfPmzbPubfvYY4/piSeeqPKAAAAAAABUp5jT6exnCwCwKZXe0/axxx6z/vfAgQMVFxenvXv3qlmzZurUqVOVhgMAAAAAoDoVFpfox7PpevbO9mZHAQDAqtKl7a81atRIjRo1qoosAAAAAADUqLhzWXJ1dlKzenXMjgIAgFWFStvXXnutwk84c+bM6w4DAAAAAEBNiklMU+eG/nJyspgdBQAAqwqVtq+++mqFnsxisVDaAgAAAADsRvTpNPazBQDYnAqVtidPnqzuHAAAAAAA1LiYxHTd2aWB2TEAACjD6XofWFBQoPj4eBUVFVVlHgAAAAAAasSFS/lKSM1R5wb+ZkcBAKCMSpe2OTk5mjp1qry8vNSuXTslJCRI+mUv2+eff77KAwIAAAAAUB1iE9LVrF4d+Xm5mh0FAIAyKl3azps3T/v379fWrVvl4eFhPT5kyBB9+umnVRoOAAAAAIDqEp2QpsiG/mbHAACgnArtaXu5r776Sp9++ql69eoli+V/V9ds27atTpw4UaXhAAAAAACoLjEJ6RrdOdzsGAAAlFPplbbnz59XcHBwuePZ2dllSlwAAAAAAGxVUXGJ9p9JV2Qjf7OjAABQTqVL2+7du+vf//639XZpUfvuu++qd+/eVZcMAAAAAIBqcjT5kpwsFrUI9jE7CgAA5VR6e4RFixZpxIgROnz4sIqKirR06VIdOnRIUVFR2rZtW3VkBAAAAACgSkUnpKlTQz85O/GJUQCA7an0Sts+ffrohx9+UE5Ojpo1a6YNGzYoJCREUVFR6tq1a3VkBAAAAACgSsUkpKtLo7pmxwAA4IoqvdJWkjp06KCVK1dWdRYAAAAAAGpETEKabu3YxuwYAABcUYVK28zMzAo/oa+v73WHAQAAAACguqVlF+inC9mKbMhKWwCAbapQaevv72+94Ni1FBcX31AgAAAAAACqU2xiupoEeauut5vZUQAAuKIKlbZbtmyx/vepU6f0pz/9SZMmTVLv3r0lSVFRUVq5cqUWLVpUPSkBAAAAAKgiMQlpimzkb3YMAACuqkKlbf/+/a3//Ze//EWLFy/Wvffeaz02evRodejQQX//+981ceLEqk8JAAAAAEAViU5I1/D2oWbHAADgqpwq+4CoqCh169at3PFu3bpp9+7dVRIKAAAAAIDqUFxiKDYxXV1YaQsAsGGVLm0bNmyot99+u9zxd955Rw0bNqySUAAAAAAAVIfjKZdUYhhqFeJjdhQAAK6qQtsjXO7VV1/V7373O61fv169evWSJO3cuVMnTpzQ559/XuUBAQAAAACoKjEJaerYwE8uzpVewwQAQI2p9G+pkSNH6tixYxo9erRSU1N18eJF3X777Tp69KhGjhxZHRkBAAAAAKgS0QlpimxU1+wYAAD8pkqvtJWkBg0a6LnnnqvqLAAAAAAAVKuYhHTNHdHa7BgAAPym6ypt09PT9d577+nIkSOyWCxq27atpkyZIj8/v6rOBwAAAABAlcjILdTx85cUyUXIAAA2rtLbI+zdu1fNmjXTq6++qtTUVF24cEGLFy9Ws2bNFB0dXR0ZAQAAAAC4YbGJ6WpY10tBddzNjgIAwG+q9Erbxx57TKNHj9a7774rF5dfHl5UVKQHHnhAs2bN0nfffVflIQEAAAAAuFExCWmssgUA2IVKl7Z79+4tU9hKkouLi+bOnatu3bpVaTgAAAAAAKpKdEK6BrcONjsGAADXVOntEXx9fZWQkFDueGJionx8fKokFAAAAAAAVamkxFAsK20BAHai0qXt3XffralTp+rTTz9VYmKizpw5ozVr1uiBBx7QvffeWx0ZAQAAAAC4IT9duKT8ohK1CfM1OwoAANdU6e0RXn75ZVksFt1///0qKiqSJLm6uuqhhx7S888/X+UBAQAAAAC4UdEJ6erYwE+uzpVeuwQAQI2rdGnr5uampUuXatGiRTpx4oQMw1Dz5s3l5eVVHfkAAAAAALhhMQlp6tKortkxAACokEqXtqW8vLzUoUOHqswCAAAAAEC1iElI16whLcyOAQBAhVS4tJ0yZUqFxr3//vvXHQYAAAAAgKqWlVeo+OQsRbLSFgBgJypc2q5YsUIRERGKjIyUYRjVmQkAAAAAgCrz45kMhft5KsTXw+woAABUSIVL2wcffFBr1qzRTz/9pClTpui+++5TQEBAdWYDAAAAAOCGRZ9OU2Qjf7NjAABQYRW+bOabb76pc+fO6cknn9TXX3+thg0bauzYsVq/fj0rbwEAAAAANismMZ2tEQAAdqXCpa0kubu7695779XGjRt1+PBhtWvXTg8//LAiIiJ06dKl6soIAAAAAMB1MQxDMQlp6sJKWwCAHalUaXs5i8Uii8UiwzBUUlJSlZkAAAAAAKgSpy7mKLugWO3C/cyOAgBAhVWqtM3Pz9cnn3yioUOHqlWrVjpw4IBef/11JSQkqE6dOtWVEQAAAACA6xJ9Ok3tw33l5nLda5YAAKhxFb4Q2cMPP6w1a9aoUaNGmjx5stasWaPAwMDqzAYAAAAAwA2JSUxTF/azBQDYmQqXtm+//bYaNWqkJk2aaNu2bdq2bdsVx33xxRdVFg4AAAAAgBsRfTpdjwxsbnYMAAAqpcKl7f333y+LxVKdWQAAAAAAqDI5BUWKS8pUlwh/s6MAAFApFS5tV6xYUY0xAAAAAACoWvsTMxTs46EwP0+zowAAUCnsxA4AAAAAcEgxiWmssgUA2CVKWwAAAACAQ4o+na7IhlyEDABgfyhtAQAAAAAOxzAMxbLSFgBgpyhtAQAAAAAOJzE1Vxm5hWoX7md2FAAAKo3SFgAAAADgcGIS09Q23E8ers5mRwEAoNIobQEAAAAADif6dJoiG/qbHQMAgOtCaQsAAAAAcDgxienqEsFFyAAA9onSFgAAAADgUPIKi3X450xW2gIA7BalLQAAAADAoRw4m6G63m5qUNfT7CgAAFwXSlsAAAAAgEMp3c/WYrGYHQUAgOtCaQsAAAAAcCgxCexnCwCwb5S2AAAAAACHYRiGohPS2M8WAGDXKG0BAAAAAA7j54w8XcwuUMcG/mZHAQDgulHaAgAAAAAcRvTpNLUJ85Gnm7PZUQAAuG6UtgAAAAAAhxGTkK4ujdjPFgBg3yhtAQAAAAAOIzohTZGN/M2OAQDADaG0BQAAAAA4hPyiYh3+OZOVtgAAu0dpCwAAAABwCAfPZqqOh4saBXiZHQUAgBtCaQsAAAAAcAgxCWnq0shfFovF7CgAANwQSlsAAAAAgEOISUhXJFsjAAAcAKUtAAAAAMAhxHARMgCAg6C0BQAAAADYvaSMPCVl5qlTA3+zowAAcMMobQEAAAAAdi8mIU2tQn3l7e5idhQAAG4YpS0AAAAAwO5FszUCAMCBUNoCAAAAAOxeTEK6unARMgCAg6C0BQAAAADYtYKiEv14NoOVtgAAh0FpCwAAAACwa0fOZcrT1VlNg7zNjgIAQJWgtAUAAAAA2LXS/WwtFovZUQAAqBKUtgAAAAAAu8Z+tgAAR0NpCwAAAACwa9EJaZS2AACHQmkLAAAAALBbKVl5Opueq04N/cyOAgBAlaG0BQAAAADYrZiEdLUM9pGPh6vZUQAAqDKUtgAAAAAAu1V6ETIAABwJpS0AAAAAwG5xETIAgCOitAUAAAAA2KXC4hL9eCadlbYAAIdDaQsAAAAAsEvxSVlydXZSs3p1zI4CAECVorQFAAAAANil6IQ0dW7oLycni9lRAACoUpS2AAAAAAC7xH62AABHRWkLAAAAALBL0Qlp7GcLAHBIlLYAAAAAALtz8VK+ElJzFNmQlbYAAMdDaQsAAAAAsDsxCelqGuQtPy9Xs6MAAFDlKG0BAAAAAHYnJjGN/WwBAA6L0hYAAAAAYHeiT6crktIWAOCgKG0BAAAAAHaluMTQ/jPp6hLhb3YUAACqBaUtAAAAAMCuxCdlycliUYtgH7OjAABQLShtAQAAAAB2JSYxTZ0a+snZyWJ2FAAAqgWlLQAAAADArkSfTldkQ/azBQA4LkpbAAA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latlonQ_model_m3s
300251.905.722191.815430
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" + ], + "text/plain": [ + " lat lon Q_model_m3s\n", + "3002 51.90 5.72 2191.815430\n", + "3100 51.91 5.70 2191.815430\n", + "2900 51.89 5.70 2191.815430\n", + "2901 51.89 5.71 2191.815430\n", + "2902 51.89 5.72 2191.815430\n", + "3202 51.92 5.72 2191.815430\n", + "3201 51.92 5.71 2191.815430\n", + "3200 51.92 5.70 2191.815430\n", + "3001 51.90 5.71 2191.815430\n", + "3102 51.91 5.72 2191.815430\n", + "3101 51.91 5.71 2191.815430\n", + "3000 51.90 5.70 2191.815430\n", + "389 51.63 6.59 2188.354736\n", + "190 51.61 6.60 2188.354736\n", + "390 51.63 6.60 2188.354736\n", + "388 51.63 6.58 2188.354736\n", + "387 51.63 6.57 2188.354736\n", + "89 51.60 6.59 2188.354736\n", + "187 51.61 6.57 2188.354736\n", + "188 51.61 6.58 2188.354736" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "near_lobith.sort_values(\"Q_model_m3s\", ascending=False).head(20)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "13377791-8d52-41f3-bcfe-fd32654bcc90", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gekozen Lobith-modelcel:\n", + "Latitude: 51.9\n", + "Longitude: 5.72\n" + ] + } + ], + "source": [ + "lat_lobith_model = 51.90\n", + "lon_lobith_model = 5.72\n", + "\n", + "print(\"Gekozen Lobith-modelcel:\")\n", + "print(\"Latitude:\", lat_lobith_model)\n", + "print(\"Longitude:\", lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "b47d520e-725a-48f4-97c1-65956ec825b0", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01991-02-014.195876e-08
11991-02-021.767313e-03
21991-02-031.837913e-03
31991-02-041.366903e-02
41991-02-051.144263e-02
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" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1991-02-01 4.195876e-08\n", + "1 1991-02-02 1.767313e-03\n", + "2 1991-02-03 1.837913e-03\n", + "3 1991-02-04 1.366903e-02\n", + "4 1991-02-05 1.144263e-02" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(parameter_set=parameter_set)\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "model.initialize(cfg_file)\n", + "\n", + "Q_model = []\n", + "time_model = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " Q_model.append(float(q_lobith))\n", + " time_model.append(model.time_as_datetime)\n", + "\n", + "model_output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model),\n", + " \"Q_model_m3s\": Q_model\n", + "})\n", + "\n", + "model_output.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "726b574f-9de1-4e68-95e0-185989066723", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " model_output[\"date\"],\n", + " model_output[\"Q_model_m3s\"],\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Modelafvoer [m³/s]\")\n", + "plt.title(\"Wflow modeloutput bij gekozen Lobith-modelcel\")\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "5717ebe8-53bb-4ece-97a7-04c81c3df84c", + "metadata": {}, + "outputs": [], + "source": [ + "model_output_clean = model_output[model_output[\"date\"] >= \"1991-02-15\"].copy()" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "386ad626-190c-45ff-b5c6-6cf5c27fd6a7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " model_output_clean[\"date\"],\n", + " model_output_clean[\"Q_model_m3s\"],\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Modelafvoer [m³/s]\")\n", + "plt.title(\"Wflow modeloutput bij Lobith-modelcel zonder spin-up periode\")\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "401ed55c-213b-4446-a3da-d5d03179567a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01991-02-150.247491
11991-02-160.336610
21991-02-170.363614
31991-02-180.442735
41991-02-1916.409237
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" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1991-02-15 0.247491\n", + "1 1991-02-16 0.336610\n", + "2 1991-02-17 0.363614\n", + "3 1991-02-18 0.442735\n", + "4 1991-02-19 16.409237" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_daily = (\n", + " model_output_clean\n", + " .set_index(\"date\")\n", + " .resample(\"D\")[\"Q_model_m3s\"]\n", + " .mean()\n", + " .reset_index()\n", + ")\n", + "\n", + "model_daily.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "4c5d8c95-ea61-4866-b3aa-510489f9a563", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start forcing: 1991-01-01T00:00:00.000000000\n", + "End forcing: 1991-12-31T00:00:00.000000000\n", + "Aantal tijdstappen: 365\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "import xarray as xr\n", + "\n", + "forcing_file = Path(parameter_set.directory) / \"inmaps.nc\"\n", + "\n", + "forcing_ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(\"Start forcing:\", forcing_ds.time.min().values)\n", + "print(\"End forcing:\", forcing_ds.time.max().values)\n", + "print(\"Aantal tijdstappen:\", len(forcing_ds.time))" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "cf572063-264e-4b3a-8a5c-9ab246182b88", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "log_file = Path(\"/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/run/diagnostic/script/log.txt\")\n", + "\n", + "print(log_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "a35f2840-dc9b-4189-9f72-cdcd24cd363f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "995\n", + " type: reanaly\n", + " units: W m-2\n", + " variable_group: rsds\n", + " version: 1\n", + " ? /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/rsdt/OBS6_ERA5_reanaly_1_CFday_rsdt_1990-1995.nc\n", + " : alias: ERA5\n", + " dataset: ERA5\n", + " diagnostic: diagnostic\n", + " end_year: 1995\n", + " filename: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/rsdt/OBS6_ERA5_reanaly_1_CFday_rsdt_1990-1995.nc\n", + " frequency: day\n", + " long_name: TOA Incident Shortwave Radiation\n", + " mip: CFday\n", + " modeling_realm:\n", + " - atmos\n", + " preprocessor: rsdt\n", + " project: OBS6\n", + " recipe_dataset_index: 0\n", + " short_name: rsdt\n", + " standard_name: toa_incoming_shortwave_flux\n", + " start_year: 1990\n", + " tier: 3\n", + " timerange: 1990/1995\n", + " type: reanaly\n", + " units: W m-2\n", + " variable_group: rsdt\n", + " version: 1\n", + " ? /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/tas/OBS6_ERA5_reanaly_1_day_tas_1990-1995.nc\n", + " : alias: ERA5\n", + " dataset: ERA5\n", + " diagnostic: diagnostic\n", + " end_year: 1995\n", + " filename: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/tas/OBS6_ERA5_reanaly_1_day_tas_1990-1995.nc\n", + " frequency: day\n", + " long_name: Near-Surface Air Temperature\n", + " mip: day\n", + " modeling_realm:\n", + " - atmos\n", + " preprocessor: tas\n", + " project: OBS6\n", + " recipe_dataset_index: 0\n", + " short_name: tas\n", + " standard_name: air_temperature\n", + " start_year: 1990\n", + " tier: 3\n", + " timerange: 1990/1995\n", + " type: reanaly\n", + " units: K\n", + " variable_group: tas\n", + " version: 1\n", + "input_files:\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/tas/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/pr/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/psl/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/rsds/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/orog/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/preproc/diagnostic/rsdt/metadata.yml\n", + "log_level: info\n", + "output_file_type: png\n", + "plot_dir: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/plots/diagnostic/script\n", + "recipe: ewcreprcfnv5dw.yml\n", + "regrid: area_weighted\n", + "run_dir: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/run/diagnostic/script\n", + "script: script\n", + "version: 2.11.1\n", + "work_dir: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/work/diagnostic/script\n", + "\n", + "2026-05-15 09:13:16,858 [89497] INFO esmvaltool.diag_scripts.shared._base,563\tCreating /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/work/diagnostic/script\n", + "2026-05-15 09:13:16,859 [89497] INFO esmvaltool.diag_scripts.shared._base,563\tCreating /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994/plots/diagnostic/script\n", + "2026-05-15 09:13:16,859 [89497] INFO forcing_diagnostic_script.py,52\tLoading variable tas\n", + "2026-05-15 09:13:16,903 [89497] INFO forcing_diagnostic_script.py,52\tLoading variable pr\n", + "2026-05-15 09:13:16,917 [89497] INFO forcing_diagnostic_script.py,52\tLoading variable psl\n", + "2026-05-15 09:13:16,931 [89497] INFO forcing_diagnostic_script.py,52\tLoading variable rsds\n", + "2026-05-15 09:13:16,945 [89497] INFO forcing_diagnostic_script.py,52\tLoading variable orog\n", + "2026-05-15 09:13:16,955 [89497] INFO forcing_diagnostic_script.py,52\tLoading variable rsdt\n", + "Traceback (most recent call last):\n", + " File \"/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/ewatercycle_wflow/forcing_diagnostic_script.py\", line 267, in \n", + " main(config)\n", + " File \"/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/ewatercycle_wflow/forcing_diagnostic_script.py\", line 213, in main\n", + " dem_path = Path(cfg['auxiliary_data_dir']) / cfg['dem_file']\n", + " ~~~^^^^^^^^^^^^\n", + "KeyError: 'dem_file'\n", + "\n" + ] + } + ], + "source": [ + "with open(log_file, \"r\") as f:\n", + " log_text = f.read()\n", + "\n", + "print(log_text[-4000:])" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "d81c6c50-cd70-4bb3-b060-997e0ba3bcb0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_dem.map\n", + 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"/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_riverdem.map\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "base_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "dem_files = list(base_dir.rglob(\"*dem*\"))\n", + "\n", + "for file in dem_files:\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "bfab0556-bac6-426d-9e62-e67d66b5a46e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "DEM bestaat: True\n" + ] + } + ], + "source": [ + "shape_file = Path(\"/home/niels/BEP-Niels/Rhine/Rhine.shp\")\n", + "dem_file = Path(\"/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem.map\")\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"DEM bestaat:\", dem_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "5c4a4ba2-1d76-4fd8-b861-c21bf8958a0b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n", + "dt_1990-1995.nc\n", + " : alias: ERA5\n", + " dataset: ERA5\n", + " diagnostic: diagnostic\n", + " end_year: 1995\n", + " filename: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/rsdt/OBS6_ERA5_reanaly_1_CFday_rsdt_1990-1995.nc\n", + " frequency: day\n", + " long_name: TOA Incident Shortwave Radiation\n", + " mip: CFday\n", + " modeling_realm:\n", + " - atmos\n", + " preprocessor: rsdt\n", + " project: OBS6\n", + " recipe_dataset_index: 0\n", + " short_name: rsdt\n", + " standard_name: toa_incoming_shortwave_flux\n", + " start_year: 1990\n", + " tier: 3\n", + " timerange: 1990/1995\n", + " type: reanaly\n", + " units: W m-2\n", + " variable_group: rsdt\n", + " version: 1\n", + " ? /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/tas/OBS6_ERA5_reanaly_1_day_tas_1990-1995.nc\n", + " : alias: ERA5\n", + " dataset: ERA5\n", + " diagnostic: diagnostic\n", + " end_year: 1995\n", + " filename: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/tas/OBS6_ERA5_reanaly_1_day_tas_1990-1995.nc\n", + " frequency: day\n", + " long_name: Near-Surface Air Temperature\n", + " mip: day\n", + " modeling_realm:\n", + " - atmos\n", + " preprocessor: tas\n", + " project: OBS6\n", + " recipe_dataset_index: 0\n", + " short_name: tas\n", + " standard_name: air_temperature\n", + " start_year: 1990\n", + " tier: 3\n", + " timerange: 1990/1995\n", + " type: reanaly\n", + " units: K\n", + " variable_group: tas\n", + " version: 1\n", + "input_files:\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/tas/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/pr/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/psl/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/rsds/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/orog/metadata.yml\n", + "- /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/preproc/diagnostic/rsdt/metadata.yml\n", + "log_level: info\n", + "output_file_type: png\n", + "plot_dir: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/plots/diagnostic/script\n", + "recipe: ewcrepvb30ixu4.yml\n", + "regrid: area_weighted\n", + "run_dir: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/run/diagnostic/script\n", + "script: script\n", + "version: 2.11.1\n", + "work_dir: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/work/diagnostic/script\n", + "\n", + "2026-05-15 09:29:24,442 [104200] INFO esmvaltool.diag_scripts.shared._base,563\tCreating /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/work/diagnostic/script\n", + "2026-05-15 09:29:24,442 [104200] INFO esmvaltool.diag_scripts.shared._base,563\tCreating /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_dem_v2/plots/diagnostic/script\n", + "2026-05-15 09:29:24,442 [104200] INFO forcing_diagnostic_script.py,52\tLoading variable tas\n", + "2026-05-15 09:29:24,560 [104200] INFO forcing_diagnostic_script.py,52\tLoading variable pr\n", + "2026-05-15 09:29:24,599 [104200] INFO forcing_diagnostic_script.py,52\tLoading variable psl\n", + "2026-05-15 09:29:24,634 [104200] INFO forcing_diagnostic_script.py,52\tLoading variable rsds\n", + "2026-05-15 09:29:24,648 [104200] INFO forcing_diagnostic_script.py,52\tLoading variable orog\n", + "2026-05-15 09:29:24,656 [104200] INFO forcing_diagnostic_script.py,52\tLoading variable rsdt\n", + "2026-05-15 09:29:24,670 [104200] INFO forcing_diagnostic_script.py,112\tReading digital elevation model from /home/niels/BEP-Niels/wflow_dem.map\n", + "2026-05-15 09:29:24,674 [104200] WARNING py.warnings,112\t/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/osgeo/gdal.py:312: FutureWarning: Neither gdal.UseExceptions() nor gdal.DontUseExceptions() has been explicitly called. In GDAL 4.0, exceptions will be enabled by default.\n", + " warnings.warn(\n", + "\n", + "ERROR 4: /home/niels/BEP-Niels/wflow_dem.map: No such file or directory\n", + "Traceback (most recent call last):\n", + " File \"/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/ewatercycle_wflow/forcing_diagnostic_script.py\", line 267, in \n", + " main(config)\n", + " File \"/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/ewatercycle_wflow/forcing_diagnostic_script.py\", line 214, in main\n", + " dem = load_dem(dem_path)\n", + " ^^^^^^^^^^^^^^^^^^\n", + " File \"/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/ewatercycle_wflow/forcing_diagnostic_script.py\", line 116, in load_dem\n", + " cube = _load_pcraster_dem(filename)\n", + " ^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", + " File \"/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/ewatercycle_wflow/forcing_diagnostic_script.py\", line 130, in _load_pcraster_dem\n", + " lon_offset, lon_step, _, lat_offset, _, lat_step = dataset.GetGeoTransform(\n", + " ^^^^^^^^^^^^^^^^^^^^^^^\n", + "AttributeError: 'NoneType' object has no attribute 'GetGeoTransform'\n", + "\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "log_file = Path(\n", + " \"/home/niels/BEP-Niels/Troepnotebooks/\"\n", + " \"wflow_forcing_ERA5_1990_1994_with_dem_v2/\"\n", + " \"run/diagnostic/script/log.txt\"\n", + ")\n", + "\n", + "print(log_file.exists())\n", + "\n", + "with open(log_file, \"r\") as f:\n", + " log_text = f.read()\n", + "\n", + "print(log_text[-5000:])" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "5cfefd06-0a24-4613-a287-9a5d2c2558b4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Zoeken in: /home/niels/BEP-Niels\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_122854/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260513_124812/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_083350/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084228/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084758/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_084937/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085224/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_085409/staticmaps/wflow_riverdem.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/dem.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem10.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem25.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem33.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem66.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem75.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_dem90.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_demmax.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_demmin.map\n", + "/home/niels/BEP-Niels/wflow_20260513_101120/staticmaps/wflow_riverdem.map\n", + "\n", + "Zoeken in: /data/shared/parameter-sets\n", + "/data/shared/parameter-sets/wflow_Doring_ERA-Interim-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Doring_ERA5-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Great-Kei_ERA-Interim-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Great-Kei_ERA5-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Merrimack_ERA-Interim-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Merrimack_ERA5-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Meuse_ERA-Interim-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Meuse_ERA5-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Rhine_ERA-Interim-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Rhine_ERA5-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Savannah_ERA-Interim-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_Savannah_ERA5-calibrated/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_merrimack_techpaper/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_merrimack_techpaper/staticmaps/wflow_demmax.map\n", + "/data/shared/parameter-sets/wflow_merrimack_techpaper/staticmaps/wflow_demmin.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/dem.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem10.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem25.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem33.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem66.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem75.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem90.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_demmax.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_demmin.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_riverdem.map\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "zoek_mappen = [\n", + " Path(\"/home/niels/BEP-Niels\"),\n", + " Path(\"/data/shared/parameter-sets\"),\n", + "]\n", + "\n", + "for mapje in zoek_mappen:\n", + " print(\"\\nZoeken in:\", mapje)\n", + " \n", + " dem_files = list(mapje.rglob(\"*dem*.map\"))\n", + " \n", + " for file in dem_files:\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "32f93367-310f-4412-8710-f9719c26fddd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "DEM bestaat: True\n", + "DEM grootte MB: 0.126668\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "\n", + "shape_file = Path(\"/home/niels/BEP-Niels/Rhine/Rhine.shp\")\n", + "\n", + "dem_file = Path(\n", + " \"/home/niels/BEP-Niels/Troepnotebooks/\"\n", + " \"wflow_20260515_085409/staticmaps/wflow_dem.map\"\n", + ")\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"DEM bestaat:\", dem_file.exists())\n", + "print(\"DEM grootte MB:\", dem_file.stat().st_size / 1_000_000)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "07f52888-2f74-4dda-acc6-71f1c999755b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "start_time='1990-01-01T00:00:00Z' end_time='1995-01-01T00:00:00Z' directory=PosixPath('/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_correct_dem/work/diagnostic/script') shape=PosixPath('/home/niels/BEP-Niels/Rhine/Rhine.shp') filenames={} netcdfinput='wflow_ERA5_Rhine_1990_1995.nc' Precipitation='/pr' EvapoTranspiration='/pet' Temperature='/tas' Inflow=None\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_correct_dem/work/diagnostic/script\n" + ] + } + ], + "source": [ + "from ewatercycle.forcing import sources\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing.generate(\n", + " dataset=\"ERA5\",\n", + " start_time=\"1990-01-01T00:00:00Z\",\n", + " end_time=\"1995-01-01T00:00:00Z\",\n", + " shape=str(shape_file),\n", + " dem_file=str(dem_file),\n", + " directory=\"wflow_forcing_ERA5_1990_1994_with_correct_dem\",\n", + ")\n", + "\n", + "print(forcing)\n", + "print(forcing.directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "1b096ab4-093a-4279-9afc-2155b417d190", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcingbestand bestaat: True\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_1990_1994_with_correct_dem/work/diagnostic/script/wflow_ERA5_Rhine_1990_1995.nc\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "import xarray as xr\n", + "\n", + "forcing_file = Path(\n", + " \"/home/niels/BEP-Niels/Troepnotebooks/\"\n", + " \"wflow_forcing_ERA5_1990_1994_with_correct_dem/\"\n", + " \"work/diagnostic/script/\"\n", + " \"wflow_ERA5_Rhine_1990_1995.nc\"\n", + ")\n", + "\n", + "print(\"Forcingbestand bestaat:\", forcing_file.exists())\n", + "print(forcing_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "f672300c-797f-4a60-bd41-25e6ccef71a6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Size: 831MB\n", + "Dimensions: (time: 2191, lat: 169, lon: 187, bnds: 2)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 18kB 1990-01-01T12:00:00 ... 1995-12-31T...\n", + " * lat (lat) float64 1kB 52.05 52.02 51.98 51.94 ... 45.97 45.93 45.89\n", + " * lon (lon) float64 1kB 5.227 5.264 5.3 5.337 ... 11.97 12.01 12.05\n", + " height float64 8B ...\n", + "Dimensions without coordinates: bnds\n", + "Data variables:\n", + " pr (time, lat, lon) float32 277MB ...\n", + " time_bnds (time, bnds) datetime64[ns] 35kB ...\n", + " lat_bnds (lat, bnds) float64 3kB ...\n", + " lon_bnds (lon, bnds) float64 3kB ...\n", + " tas (time, lat, lon) float32 277MB ...\n", + " pet (time, lat, lon) float32 277MB ...\n", + "Attributes:\n", + " Conventions: CF-1.7\n", + " software: Created with ESMValTool v2.11.1\n", + " caption: Forcings for the wflow hydrological model.\n" + ] + } + ], + "source": [ + "forcing_ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(forcing_ds)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "90a2dd8d-335d-48e9-942b-fa14b27259ce", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start forcing: 1990-01-01T12:00:00.000000000\n", + "End forcing: 1995-12-31T12:00:00.000000000\n", + "Aantal tijdstappen: 2191\n" + ] + } + ], + "source": [ + "print(\"Start forcing:\", forcing_ds.time.min().values)\n", + "print(\"End forcing:\", forcing_ds.time.max().values)\n", + "print(\"Aantal tijdstappen:\", len(forcing_ds.time))" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "bd0959b4-6ab8-4d43-8aec-43738426787c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data variables:\n", + " pr (time, lat, lon) float32 277MB ...\n", + " time_bnds (time, bnds) datetime64[ns] 35kB ...\n", + " lat_bnds (lat, bnds) float64 3kB ...\n", + " lon_bnds (lon, bnds) float64 3kB ...\n", + " tas (time, lat, lon) float32 277MB ...\n", + " pet (time, lat, lon) float32 277MB ...\n" + ] + } + ], + "source": [ + "print(forcing_ds.data_vars)" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "ff07f3c8-579a-44cb-9b38-e8f06769344e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Variabele: pr\n", + "min: -1.6653344014124632e-13\n", + "max: 184.58956909179688\n", + "mean: 3.035980701446533\n", + "\n", + "Variabele: time_bnds\n", + "min: 6.31152e+17\n", + "max: 8.204544e+17\n", + "mean: 7.258032e+17\n", + "\n", + "Variabele: lat_bnds\n", + "min: 45.87593333581199\n", + "max: 52.07260000000001\n", + "mean: 48.97426666790601\n", + "\n", + "Variabele: lon_bnds\n", + "min: 5.208829999999999\n", + "max: 12.065496663924\n", + "mean: 8.637163331962\n", + "\n", + "Variabele: tas\n", + "min: -35.36530303955078\n", + "max: 29.81597328186035\n", + "mean: 8.20678424835205\n", + "\n", + "Variabele: pet\n", + "min: 0.20952633023262024\n", + "max: 5.502441883087158\n", + "mean: 1.836094617843628\n" + ] + } + ], + "source": [ + "for var in forcing_ds.data_vars:\n", + " print(\"\\nVariabele:\", var)\n", + " print(\"min:\", float(forcing_ds[var].min()))\n", + " print(\"max:\", float(forcing_ds[var].max()))\n", + " print(\"mean:\", float(forcing_ds[var].mean()))" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "6495dde5-9ff9-43c3-a068-45001fe27caa", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start time: 631152000.0\n", + "End time: 788918400.0\n", + "Current time: 631065600.0\n", + "Output variables: ('RiverRunoff',)\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Current time:\", model.time)\n", + "print(\"Output variables:\", model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "9ec8c1a1-1b6c-4253-9cf7-5b97004eda52", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal modelstappen: 1827\n", + "Eerste datum: 1990-01-01 00:00:00\n", + "Laatste datum: 1995-01-01 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01990-01-010.000031
11990-01-020.000003
21990-01-030.000001
31990-01-040.000038
41990-01-050.000015
\n", + "
" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1990-01-01 0.000031\n", + "1 1990-01-02 0.000003\n", + "2 1990-01-03 0.000001\n", + "3 1990-01-04 0.000038\n", + "4 1990-01-05 0.000015" + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Q_model = []\n", + "time_model = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " Q_model.append(float(q_lobith))\n", + " time_model.append(model.time_as_datetime)\n", + "\n", + "model_output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model),\n", + " \"Q_model_m3s\": Q_model\n", + "})\n", + "\n", + "print(\"Aantal modelstappen:\", len(model_output))\n", + "print(\"Eerste datum:\", model_output[\"date\"].min())\n", + "print(\"Laatste datum:\", model_output[\"date\"].max())\n", + "\n", + "model_output.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "8c89774a-8638-4a4b-9cd4-6424bc9415aa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal validatiedagen: 1461\n", + "Eerste validatiedatum: 1991-01-01 00:00:00\n", + "Laatste validatiedatum: 1994-12-31 00:00:00\n" + ] + } + ], + "source": [ + "model_output_validation = model_output[\n", + " (model_output[\"date\"] >= \"1991-01-01\") &\n", + " (model_output[\"date\"] <= \"1994-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Aantal validatiedagen:\", len(model_output_validation))\n", + "print(\"Eerste validatiedatum:\", model_output_validation[\"date\"].min())\n", + "print(\"Laatste validatiedatum:\", model_output_validation[\"date\"].max())" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "4121eba3-0384-49a8-9a20-a83b4ab13495", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " model_output_validation[\"date\"],\n", + " model_output_validation[\"Q_model_m3s\"],\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Modelafvoer [m³/s]\")\n", + "plt.title(\"Wflow modeloutput bij Lobith-modelcel, 1991–1994\")\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6e745e88-3c75-4e43-b0c8-e34c0849c528", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/02_eerste_model_runs/05_model20052010.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/02_eerste_model_runs/05_model20052010.ipynb new file mode 100644 index 00000000..6a7cb21f --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/02_eerste_model_runs/05_model20052010.ipynb @@ -0,0 +1,1656 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "34ebf4cc-1536-44cc-ae8b-bc9e8f773793", + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "from pathlib import Path\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f12f5414-8613-4d92-87df-5202739bc30d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_keys(['wflow_rhine_sbm_nc', 'wflow_Rhine_ERA5-calibrated', 'wflow_Great-Kei_ERA5-calibrated', 'wflow_Doring_ERA5-calibrated', 'wflow_Merrimack_ERA5-calibrated', 'wflow_Meuse_ERA5-calibrated', 'wflow_rhine_ERA_Interim-calibrated', 'wflow_Savannah_ERA-Interim-calibrated', 'wflow_Great-Kei_ERA_Interim-calibrated', 'wflow_Merrimack_ERA_Interim-calibrated', 'wflow_Meuse_ERA_Interim-calibrated', 'wflow_merrimack_techpaper'])\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "\n", + "print(parameter_sets.keys())\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "bfefb41d-abb7-4200-aada-872ff68d652d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set\n", + "-------------\n", + "name=wflow_rhine_sbm_nc\n", + "directory=/data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "config=/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n", + "doi=N/A\n", + "target_model=wflow\n", + "supported_model_versions={'2020.1.3', '2020.1.1', '2020.1.2'}\n", + "downloader=None\n", + "Directory: /data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config: /data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n" + ] + } + ], + "source": [ + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "print(parameter_set)\n", + "print(\"Directory:\", parameter_set.directory)\n", + "print(\"Config:\", parameter_set.config)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "c3b19ca5-61fa-41c4-942b-6da5d9192594", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config bestand: /data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n", + "Bestaat: True\n" + ] + } + ], + "source": [ + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(\"Config bestand:\", parameter_set.config)\n", + "print(\"Bestaat:\", parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "df8ccc22-18a0-4eb8-a40e-911d673bbe05", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "DEM bestaat: True\n", + "DEM grootte MB: 0.126668\n" + ] + } + ], + "source": [ + "shape_file = Path(\"/home/niels/BEP-Niels/Rhine/Rhine.shp\")\n", + "\n", + "dem_file = Path(\n", + " \"/home/niels/BEP-Niels/Troepnotebooks/\"\n", + " \"wflow_20260515_085409/staticmaps/wflow_dem.map\"\n", + ")\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"DEM bestaat:\", dem_file.exists())\n", + "\n", + "if dem_file.exists():\n", + " print(\"DEM grootte MB:\", dem_file.stat().st_size / 1_000_000)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "50bd2060-c21f-4dcf-9670-1f31abc6deea", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start: 2004-01-01T00:00:00Z\n", + "End: 2011-01-01T00:00:00Z\n", + "Directory: wflow_forcing_ERA5_2004_2010_with_correct_dem\n" + ] + } + ], + "source": [ + "start_time = \"2004-01-01T00:00:00Z\"\n", + "end_time = \"2011-01-01T00:00:00Z\"\n", + "\n", + "forcing_directory = \"wflow_forcing_ERA5_2004_2010_with_correct_dem\"\n", + "\n", + "print(\"Start:\", start_time)\n", + "print(\"End:\", end_time)\n", + "print(\"Directory:\", forcing_directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "dbefd9ad-4cfb-4fcb-818f-6ae6a5cc92a8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "start_time='2004-01-01T00:00:00Z' end_time='2011-01-01T00:00:00Z' directory=PosixPath('/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_2004_2010_with_correct_dem/work/diagnostic/script') shape=PosixPath('/home/niels/BEP-Niels/Rhine/Rhine.shp') filenames={} netcdfinput='wflow_ERA5_Rhine_2004_2011.nc' Precipitation='/pr' EvapoTranspiration='/pet' Temperature='/tas' Inflow=None\n", + "Forcing directory: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_2004_2010_with_correct_dem/work/diagnostic/script\n", + "NetCDF input: wflow_ERA5_Rhine_2004_2011.nc\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing.generate(\n", + " dataset=\"ERA5\",\n", + " start_time=start_time,\n", + " end_time=end_time,\n", + " shape=str(shape_file),\n", + " dem_file=str(dem_file),\n", + " directory=forcing_directory,\n", + ")\n", + "\n", + "print(forcing)\n", + "print(\"Forcing directory:\", forcing.directory)\n", + "print(\"NetCDF input:\", forcing.netcdfinput)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "fab2da39-ff89-414b-bdfd-bd2382841390", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcingbestand: /home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_2004_2010_with_correct_dem/work/diagnostic/script/wflow_ERA5_Rhine_2004_2011.nc\n", + "Bestaat: True\n" + ] + } + ], + "source": [ + "forcing_file = Path(forcing.directory) / forcing.netcdfinput\n", + "\n", + "print(\"Forcingbestand:\", forcing_file)\n", + "print(\"Bestaat:\", forcing_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "40bf72e3-5e79-4e9f-b68f-d2144acc1514", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Size: 1GB\n", + "Dimensions: (time: 2922, lat: 169, lon: 187, bnds: 2)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 23kB 2004-01-01T12:00:00 ... 2011-12-31T...\n", + " * lat (lat) float64 1kB 52.05 52.02 51.98 51.94 ... 45.97 45.93 45.89\n", + " * lon (lon) float64 1kB 5.227 5.264 5.3 5.337 ... 11.97 12.01 12.05\n", + " height float64 8B ...\n", + "Dimensions without coordinates: bnds\n", + "Data variables:\n", + " pr (time, lat, lon) float32 369MB ...\n", + " time_bnds (time, bnds) datetime64[ns] 47kB ...\n", + " lat_bnds (lat, bnds) float64 3kB ...\n", + " lon_bnds (lon, bnds) float64 3kB ...\n", + " tas (time, lat, lon) float32 369MB ...\n", + " pet (time, lat, lon) float32 369MB ...\n", + "Attributes:\n", + " Conventions: CF-1.7\n", + " software: Created with ESMValTool v2.11.1\n", + " caption: Forcings for the wflow hydrological model.\n" + ] + } + ], + "source": [ + "forcing_ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(forcing_ds)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b78c3498-8661-49ee-820b-8618f86f84ae", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config file: /home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_101202/wflow_ewatercycle.ini\n", + "Config directory: /home/niels/BEP-Niels/Troepnotebooks/wflow_20260515_101202\n", + "Start time: 1072915200.0\n", + "End time: 1293840000.0\n", + "Current time: 1072828800.0\n", + "Output variables: ('RiverRunoff',)\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Config file:\", cfg_file)\n", + "print(\"Config directory:\", cfg_dir)\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Current time:\", model.time)\n", + "print(\"Output variables:\", model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1783f75a-9ad4-4401-8798-d4a7481a8f0a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Lobith modelcel:\n", + "Latitude: 51.9\n", + "Longitude: 5.72\n" + ] + } + ], + "source": [ + "lat_lobith_model = 51.90\n", + "lon_lobith_model = 5.72\n", + "\n", + "print(\"Lobith modelcel:\")\n", + "print(\"Latitude:\", lat_lobith_model)\n", + "print(\"Longitude:\", lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "6a25cf42-2a0a-476a-9a9d-07c43f41961a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1 2004-01-01 00:00:00 Lobith: 0.00052810344 Grid max: 0.06034842\n", + "2 2004-01-02 00:00:00 Lobith: 0.00036990663 Grid max: 0.19398525\n", + "3 2004-01-03 00:00:00 Lobith: 0.0002608117 Grid max: 0.25614053\n", + "4 2004-01-04 00:00:00 Lobith: 0.0011236826 Grid max: 0.30264494\n", + "5 2004-01-05 00:00:00 Lobith: 0.0012451436 Grid max: 0.35211083\n", + "6 2004-01-06 00:00:00 Lobith: 0.0077718296 Grid max: 0.37728637\n", + "7 2004-01-07 00:00:00 Lobith: 0.0070296344 Grid max: 0.4210462\n", + "8 2004-01-08 00:00:00 Lobith: 0.01222693 Grid max: 0.48517668\n", + "9 2004-01-09 00:00:00 Lobith: 0.01702308 Grid max: 0.9609109\n", + "10 2004-01-10 00:00:00 Lobith: 0.01737057 Grid max: 1.6714096\n", + "11 2004-01-11 00:00:00 Lobith: 0.06474652 Grid max: 9.4083805\n", + "12 2004-01-12 00:00:00 Lobith: 0.09378722 Grid max: 229.63734\n", + "13 2004-01-13 00:00:00 Lobith: 0.16149747 Grid max: 1770.3287\n", + "14 2004-01-14 00:00:00 Lobith: 0.2694746 Grid max: 2912.734\n", + "15 2004-01-15 00:00:00 Lobith: 0.3250514 Grid max: 3407.6228\n", + "16 2004-01-16 00:00:00 Lobith: 0.51636034 Grid max: 3458.6013\n", + "17 2004-01-17 00:00:00 Lobith: 0.6181402 Grid max: 3756.8032\n", + "18 2004-01-18 00:00:00 Lobith: 1.3661351 Grid max: 4212.5737\n", + "19 2004-01-19 00:00:00 Lobith: 334.9201 Grid max: 5050.184\n", + "20 2004-01-20 00:00:00 Lobith: 1952.1016 Grid max: 5831.1143\n" + ] + } + ], + "source": [ + "for i in range(20):\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " runoff_grid = model.get_value(\"RiverRunoff\")\n", + " \n", + " print(\n", + " i + 1,\n", + " model.time_as_datetime,\n", + " \"Lobith:\", q_lobith,\n", + " \"Grid max:\", np.nanmax(runoff_grid)\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "c64a8409-bda7-4834-9125-bf662a317372", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model opnieuw gestart\n", + "Start time: 1072915200.0\n", + "End time: 1293840000.0\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Model opnieuw gestart\")\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "f50bed58-27b6-4d9b-bfc2-272f769166c5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal modelstappen: 2558\n", + "Eerste datum: 2004-01-01 00:00:00\n", + "Laatste datum: 2011-01-01 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
02004-01-010.000528
12004-01-020.000370
22004-01-030.000261
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" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 2004-01-01 0.000528\n", + "1 2004-01-02 0.000370\n", + "2 2004-01-03 0.000261\n", + "3 2004-01-04 0.001124\n", + "4 2004-01-05 0.001245" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Q_model = []\n", + "time_model = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " Q_model.append(float(q_lobith))\n", + " time_model.append(model.time_as_datetime)\n", + "\n", + "model_output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model),\n", + " \"Q_model_m3s\": Q_model\n", + "})\n", + "\n", + "print(\"Aantal modelstappen:\", len(model_output))\n", + "print(\"Eerste datum:\", model_output[\"date\"].min())\n", + "print(\"Laatste datum:\", model_output[\"date\"].max())\n", + "\n", + "model_output.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "6b23d2f7-84f1-4e0c-b1e3-809b36121893", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " model_output[\"date\"],\n", + " model_output[\"Q_model_m3s\"],\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Modelafvoer bij Lobith [m³/s]\")\n", + "plt.title(\"Wflow modeloutput bij Lobith-modelcel, 2004–2010 inclusief spin-up\")\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "85154087-b405-46e2-9561-1c70c9380f08", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal validatiedagen: 2191\n", + "Eerste validatiedatum: 2005-01-01 00:00:00\n", + "Laatste validatiedatum: 2010-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
3662005-01-014478.155762
3672005-01-024328.943359
3682005-01-034163.805176
3692005-01-043979.241455
3702005-01-053801.807129
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" + ], + "text/plain": [ + " date Q_model_m3s\n", + "366 2005-01-01 4478.155762\n", + "367 2005-01-02 4328.943359\n", + "368 2005-01-03 4163.805176\n", + "369 2005-01-04 3979.241455\n", + "370 2005-01-05 3801.807129" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_output_validation = model_output[\n", + " (model_output[\"date\"] >= \"2005-01-01\") &\n", + " (model_output[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Aantal validatiedagen:\", len(model_output_validation))\n", + "print(\"Eerste validatiedatum:\", model_output_validation[\"date\"].min())\n", + "print(\"Laatste validatiedatum:\", model_output_validation[\"date\"].max())\n", + "\n", + "model_output_validation.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "35bc5a6a-94ee-4816-a86b-72cd97be911d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Verwacht aantal validatiedagen: 2191\n" + ] + } + ], + "source": [ + "expected_validation_days = len(pd.date_range(\"2005-01-01\", \"2010-12-31\", freq=\"D\"))\n", + "\n", + "print(\"Verwacht aantal validatiedagen:\", expected_validation_days)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "5700723c-7bce-40aa-a635-39c872bd905a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " model_output_validation[\"date\"],\n", + " model_output_validation[\"Q_model_m3s\"],\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Modelafvoer bij Lobith [m³/s]\")\n", + "plt.title(\"Wflow modeloutput bij Lobith-modelcel, 2005–2010\")\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "8645e66a-e7bb-4df2-b179-7f65c9d80fdb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Opgeslagen als: /home/niels/BEP-Niels/model_output_lobith_2005_2010_daily.xlsx\n" + ] + } + ], + "source": [ + "output_file = Path(\"/home/niels/BEP-Niels/model_output_lobith_2005_2010_daily.xlsx\")\n", + "\n", + "model_output_validation.to_excel(output_file, index=False)\n", + "\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "04190f60-a919-4ed7-9575-3f3db7db6a2b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_mean_m3s
01950-01-011425.0
11950-01-021360.0
21950-01-031330.0
31950-01-041320.0
41950-01-051330.0
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" + ], + "text/plain": [ + " date Q_mean_m3s\n", + "0 1950-01-01 1425.0\n", + "1 1950-01-02 1360.0\n", + "2 1950-01-03 1330.0\n", + "3 1950-01-04 1320.0\n", + "4 1950-01-05 1330.0" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "obs_file = Path(\"/home/niels/BEP-Niels/Data Lobith/Lobith_daggemiddelden.xlsx\")\n", + "\n", + "observed_daily = pd.read_excel(obs_file)\n", + "\n", + "observed_daily.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "4caf3b4c-f293-4c47-b1eb-7df4aabb7d5e", + "metadata": {}, + "outputs": [], + "source": [ + "observed_daily[\"date\"] = pd.to_datetime(observed_daily[\"date\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "60d5194e-5913-4113-b982-3817e1a76d3c", + "metadata": {}, + "outputs": [], + "source": [ + "observed_daily = observed_daily.rename(columns={\"datetime\": \"date\"})\n", + "observed_daily[\"date\"] = pd.to_datetime(observed_daily[\"date\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "522dc495-ca05-4245-bf35-dee371b85c01", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal meetdagen: 2191\n", + "Eerste datum: 2005-01-01 00:00:00\n", + "Laatste datum: 2010-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_mean_m3s
172362005-01-012198.041667
172372005-01-022084.208333
172382005-01-032039.416667
172392005-01-042041.000000
172402005-01-052085.541667
\n", + "
" + ], + "text/plain": [ + " date Q_mean_m3s\n", + "17236 2005-01-01 2198.041667\n", + "17237 2005-01-02 2084.208333\n", + "17238 2005-01-03 2039.416667\n", + "17239 2005-01-04 2041.000000\n", + "17240 2005-01-05 2085.541667" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "observed_selection = observed_daily[\n", + " (observed_daily[\"date\"] >= \"2005-01-01\") &\n", + " (observed_daily[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Aantal meetdagen:\", len(observed_selection))\n", + "print(\"Eerste datum:\", observed_selection[\"date\"].min())\n", + "print(\"Laatste datum:\", observed_selection[\"date\"].max())\n", + "\n", + "observed_selection.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "f0754ba5-9398-4fd0-9806-ffd0f43352ca", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal overlappende dagen: 2191\n", + "Eerste overlappende datum: 2005-01-01 00:00:00\n", + "Laatste overlappende datum: 2010-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_mean_m3sQ_model_m3s
02005-01-012198.0416674478.155762
12005-01-022084.2083334328.943359
22005-01-032039.4166674163.805176
32005-01-042041.0000003979.241455
42005-01-052085.5416673801.807129
\n", + "
" + ], + "text/plain": [ + " date Q_mean_m3s Q_model_m3s\n", + "0 2005-01-01 2198.041667 4478.155762\n", + "1 2005-01-02 2084.208333 4328.943359\n", + "2 2005-01-03 2039.416667 4163.805176\n", + "3 2005-01-04 2041.000000 3979.241455\n", + "4 2005-01-05 2085.541667 3801.807129" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison = pd.merge(\n", + " observed_selection,\n", + " model_output_validation,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal overlappende dagen:\", len(comparison))\n", + "print(\"Eerste overlappende datum:\", comparison[\"date\"].min())\n", + "print(\"Laatste overlappende datum:\", comparison[\"date\"].max())\n", + "\n", + "comparison.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "1516f273-2eae-4c70-9b4b-2b232acd1362", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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p8VOnToUQAp988gkAtROzRYsWGD9+vGm5iRMnmn6vzzaWyIcffohQKITJkyebnisvLw8DBw7U/23q83cvvPBC0+8rVqxATU2N/hyaM88803TJNJD6NhNpz549+P3vf49OnTrB4/HA6/XqfyNWdEGkyy67DDt37sRHH32k3/bss8+ipKRE/zdfsWIFqquroyb469SpE4YMGaJ3bKfjvUtm4sSJpuiDzp0748wzz8TixYtTep760v5O5Htx2mmnoWfPnlHd6/G2dUVR8Omnn9Z7PUpKSqL2tRNOOCHpZ4cVQghcfvnl+Oyzz/Dcc8+hU6dOUcvEyx2OvD1RPrHxvkmTJuHWW2/F6NGjMXjwYNx888344IMPsHfvXlMUiyzLpu3K+F9jv5ZUWH3dREREmcCJyIiIiHJEmzZtkJ+fH/Ng/8UXX0RVVRV2795tKjz88ssvAIAZM2ZgxowZMZ838jLhyAlntOzcWLfX1NSY/tbBgwfjZu1G/p1YfvnlF2zevDnupdeRz9G6deuoZfx+vx7FkOm/s3//fhx99NFRt7dv3z5qfQDg17/+ddznOnDgAJo1a6b/Huvfo6CgAHl5eVG3V1RUmNYp1iz3Wg7y/v379Z+R6wkg6hLq+mxjiWjPd+qpp8a8X8urrM/fjYwV0V5r5GuKdVuq24yRoigYMWIEdu3ahdtvvx19+vRBs2bNoCgKzjjjjKTbEQCMHj0aHTp0wLPPPosRI0agrKwM77zzDq677jq43W7T64kVn9KxY0csWrRIfy1Aw967ZOK9p2vXrk3peeor2XsR+TmaaFvXnqs+6vvZkYwQAldccQXmzZuHuXPn4rzzzov5d2Ot+4EDB0yfH61bt8aaNWuilqusrEQgEIj6rIl02mmnoXv37li5cqV+29ChQ7F06dK4695Yr8WqVq1aQZKkuM8JRH/GEhERNTUWbYmIiHKE2+3GkCFDsHDhQuzevdtUjNA6Obdu3Wp6jJZzecstt+CCCy6I+bw9evRIy/q1adMGrVu3jjtpjbFTNdFz5Ofn45lnnol7fzo01d9p3bq1XiAzipzMS/t7jz32WNzZ6WMVleq7Trt37466fdeuXaZ1ad26Nb788suo5eKte7q2Me35Xnvttahu14b+3cjOOa0YFGtytdLSUlNxuyHbzPr167F27VrMmTMHU6ZM0W+PNbFYPG63G5MmTcL//d//4eDBg3jxxRdRW1trmjxKez3x/n21dUzHe5dMvPc0VhGzMRjfiyOPPNJ0n/G90CTaT5tqna3SipzPPvssnn76aVx66aVRy/Tu3RsAsG7dOowZM8Z037p16/T7ATWf9uWXX0Zpaamp2L5u3TrTcyVbJ+MEYE888QQOHTrU5K/Fqvz8fHTt2lV/jZHPmZ+fj2OOOSbl5yUiIkonFm2JiIhyyC233IIPPvgAv//97y1NBtSjRw9069YNa9eu1SfMaSzjxo3Dyy+/DFmWcfrppydcNl6n2bhx43DvvfeidevWMTtU06Wp/s7AgQPx0EMP4fvvvzdFJLz88sum5QYMGICWLVvi+++/jzlJWToNHToUs2bNwtdff42TTz5Zv/25556DJEkYPHgwADUS4r///S/eeecdU/f2iy++aHq+dG9jI0eOhMfjwY8//pjwkvx0/N0zzjgDeXl5eOGFF0x/a/ny5di2bZupaNuQbUYrePr9ftPtTzzxRErPc9lll+GBBx7ASy+9hDlz5qB///447rjj9Pv79++P/Px8zJs3DxdddJF++86dO/HJJ5/ondxN8bnw0ksv4YYbbtBf+7Zt27B8+XJMnjy5Uf5epCFDhgBQJ/gzdm2vWrUKGzZswF//+lfT8ocOHYq5rbtcLpxzzjlx/472b9rQzlmrhBCYNm0ann32WTzxxBOmor3REUccgdNOOw3z5s3DjBkz9G7slStXYuPGjbj++uv1Zc877zzcdtttmDt3Lm6++Wb99jlz5iA/Px+jRo1KuE4rV67EDz/8gGuvvVa/zcqJmsZ4Lan41a9+hUcffRQ7duzQ4xgOHTqEN954A+PHj4fHw0NlIiLKLH4TERER5ZABAwbgn//8J6655hqcfPLJmD59Onr16gWXy4Xdu3fj9ddfBwAUFhbqj3niiScwevRojBw5ElOnTsURRxyBAwcOYMOGDfj666/x6quvpmXdLrnkErzwwgsYM2YMrrvuOpx22mnwer3YuXMnFi9ejPPOOw+/+tWvANR1dr3yyis45phjkJeXhz59+uD666/H66+/jnPOOQd/+tOfcMIJJ0BRFGzfvh0LFy7EjTfemLQgbEVT/p1nnnkGo0ePxl133YX27dvjxRdfxP/+9z8AdZf6N2/eHI899himTJmCAwcO4Ne//jXatWuHvXv3Yu3atdi7dy/+9a9/NXh9AOBPf/oTnnvuOYwdOxZ33XUXOnfujPfffx+PP/44rrrqKnTv3h0AMHnyZDzyyCOYPHky7rnnHnTr1g3z58/Hhx9+GPWc6dzGunTpgrvuugt//etf8dNPP2HUqFFo1aoVfvnlF3z55Zdo1qwZ7rzzzrT83VatWmHGjBm4++67ccUVV+Ciiy7Cjh07MHPmzKjL+xuyzRx33HE49thj8Ze//AVCCBQXF+Pdd9/V4wqsOu6449C/f3/MmjULO3bswH/+8x/T/S1btsTtt9+OW2+9FZMnT8ZvfvMb7N+/H3feeSfy8vJwxx136Ms29ufCnj178Ktf/QrTpk1DeXk57rjjDuTl5eGWW25p0PMaVVRU4LXXXou6vW3bthg4cCCmT5+Oxx57DC6XC6NHj8bWrVtx++23o1OnTvjTn/5kekzr1q1x1VVXYfv27ejevTvmz5+PJ598EldddRWOOuqouOugdXn+5z//QYsWLZCXl4ejjz465e7cQYMGYenSpVHRAZGuvfZaPP300/jd736HPn36mCIJ/H4/TjrpJP33+++/H8OHD8dFF12Eq6++Gnv27MFf/vIX9O7d21Qg7dWrFy6//HLccccdcLvdOPXUU7Fw4UL85z//wd13322KCejbty8uvfRS9OzZE3l5efjyyy/x4IMPoqSkBH/+859Tes2N8VoANUt87969ANRs3W3btunbycCBA9G2bVsAajzI888/r38W+v1+3HfffaipqcHMmTNTei1ERESNIiPTnxEREVGDrFmzRlx22WXi6KOPFn6/X+Tl5YmuXbuKyZMni48//jhq+bVr14oJEyaIdu3aCa/XK0pKSsSQIUPEv//9b30ZbZb4VatWmR6rzfC+d+9e0+1TpkwRzZo1M90WDAbFQw89JPr27Svy8vJE8+bNxXHHHSeuvPJK8cMPP+jLbd26VYwYMUK0aNFCABCdO3fW7zt8+LC47bbbRI8ePYTP5xNFRUWiT58+4k9/+pMoLS3VlwMg/vCHP0S91s6dO8ecLTxSU/2d9evXi2HDhom8vDxRXFwsLr/8cjF37lwBQKxdu9a07NKlS8XYsWNFcXGx8Hq94ogjjhBjx44Vr776qr5MKv8eQqgz2Pfq1ct027Zt28TEiRNF69athdfrFT169BAPPvigkGXZtNzOnTvFhRdeKJo3by5atGghLrzwQrF8+XIBQDz77LOmZa1sY4sXLxYAxOLFi6NeT6S33npLDB48WBQWFgq/3y86d+4sfv3rX4uPPvoo5b8bb9sWQghFUcSsWbNEp06dhM/nEyeccIJ49913xcCBA8XAgQNNy1rdZmL5/vvvxfDhw0WLFi1Eq1atxEUXXSS2b98uAIg77rgj6j0y/psb/ec//xEARH5+vigvL4+5zFNPPSVOOOEEfR3PO+888d1330Ut19D3LhZt/Z9//nlx7bXXirZt2wq/3y/OPvts8dVXX5mWjfVvP3DgQDFo0KCkf2fgwIECQMz/tH83WZbF/fffL7p37y68Xq9o06aNuPTSS8WOHTuinqtXr15iyZIl4pRTThF+v1906NBB3HrrrSIYDJqWjfz3EkKIRx99VBx99NHC7Xab9o1Y+54Q6r5q/MwTQoh+/fqJkpKSpK+7c+fOcV935HMKIcTChQvFGWecoX/+TJ48Wfzyyy9RywUCAXHHHXeIo446Svh8PtG9e3fxf//3f1HLXXLJJaJr166iWbNmwuv1is6dO4vf//73YteuXUnXvaleS6Jtw/jZI4QQmzdvFueff74oLCwUBQUFYujQoWL16tUpvxYiIqLGIAmR5HQuEREREaXV9OnT8dJLL2H//v1xJ24jcqKTTjoJxx57bMwOWrs6dOgQiouL8eijj+IPf/hDpleHiIiIsgTjEYiIiIga0V133YWOHTvimGOOweHDh/Hee+/hqaeewm233caCLVHYpk2b8Nlnn2HdunUxJ6Oys08//RRHHHEEpk2blulVISIioizCTlsiIiKiRjRr1izMmTMHO3fuRCgUQrdu3XDFFVfguuuu0ydpInK6yy67DO+++y7Gjx+Pf/7zn8jPz8/0KhERERFlFIu2RERERERERERERFnElekVICIiIiIiIiIiIqI6LNoSERERERERERERZREWbYmIiIiIiIiIiIiyiCfTK2AniqJg165daNGiBScWISIiIiIiIiIiIhMhBA4dOoSOHTvC5YrfT8uibRrt2rULnTp1yvRqEBERERERERERURbbsWMHjjzyyLj3s2ibRi1atACgvumFhYUZXpvGFQwGsXDhQowYMQJerzfTq0OUUdwfiOpwfyAy4z5BZMZ9gqgO9wciM6fsExUVFejUqZNeR4yHRds00iIRCgsLHVG0LSgoQGFhoa13JCIruD8Q1eH+QGTGfYLIjPsEUR3uD0RmTtsnkkWrciIyIiIiIiIiIiIioizCoi0RERERERERERFRFmHRloiIiIiIiIiIiCiLMNO2iSmKgkAgkOnVaLBgMAiPx4OamhrIspzp1aEs4fV64Xa7M70aREREREREREQ5jUXbJhQIBLBlyxYoipLpVWkwIQRKSkqwY8eOpMHJ5CwtW7ZESUkJtwsiIiIiIiIionpi0baJCCGwe/duuN1udOrUCS5XbidTKIqCw4cPo3nz5jn/Wig9hBCoqqrCnj17AAAdOnTI8BoREREREREREeUmFm2bSCgUQlVVFTp27IiCgoJMr06DaTEPeXl5LNqSLj8/HwCwZ88etGvXjlEJRERERERERET1wGpbE9FyX30+X4bXhKhxaSclgsFghteEiIiIiIiIiCg3sWjbxJjzSXbHbZyIiIiIiIiIqGFYtCUiIiIiIiIiIiLKIizaEjWhOXPmoGXLlgmXmTlzJk488cSEy2zduhWSJGHNmjVpWzciIiIiIiIiIsoOLNpSUqWlpbjuuuvQtWtX5OXloX379jjnnHPwzDPPoKqqKtOrZ6nImS5LliyBJEk4ePBgo/2NGTNm4OOPP9Z/nzp1Ks4///xG+3tERERERERERJRdPJleAcpuP/30EwYMGICWLVvi3nvvRZ8+fRAKhfC///0PTz75JI455hgWFNOsefPmaN68eaZXg4iIiIiIiIiIMoSdtpTQ1VdfDY/Hg6+++goTJkxAz5490adPH1x44YX473//i3PPPVdftry8HNOnT0e7du1QWFiIIUOGYO3atfr9WkfsM888g6OOOgrNmzfHVVddBVmW8cADD6CkpATt2rXDPffcY1qHRM87Z84c3HnnnVi7di0kSYIkSZgzZ05K6/P888+jS5cuKCoqwiWXXIJDhw7V+/0qKyvD5MmT0apVKxQUFGD06NH44YcfopZ766230L17d+Tl5WH48OHYsWNH1Hpp/z937ly8/fbb+utbsmSJvuxPP/2EwYMHo6CgAH379sWKFSvqve5ERERERERERJQdWLSluPbv34+FCxfiD3/4A5o1axZzGUmSAABCCIwdOxalpaWYP38+Vq9ejZNPPhlDhw7FgQMH9OV//PFHfPDBB1iwYAFeeuklPPPMMxg7dix27tyJpUuX4v7778dtt92GlStXWnreiy++GDfeeCN69eqF3bt3Y/fu3bj44otTWp+33noL7733Ht577z0sXboU9913X73fs6lTp+Krr77CO++8gxUrVkAIgTFjxiAYDOrLVFVV4Z577sHcuXPx+eefo6KiApdccknM55sxYwYmTJiAUaNG6a/vzDPP1O//61//ihkzZmDNmjXo3r07fvOb3yAUCtV7/YmIiIiIiIiIKPMYj5BBQggcrm36Altzv0cvtiayefNmCCHQo0cP0+1t2rRBTU0NALUT94EHHsDixYuxbt067NmzB36/HwDw0EMP4a233sJrr72G6dOnAwAURcEzzzyDFi1a4Pjjj8fgwYOxceNGzJ8/Hy6XCz169MD999+PJUuW4IwzzrD0vM2bN4fH40FJSYm+jp988onl9ZkzZw5atGgBAJg0aRI+/vjjqG5fK3744Qe88847+Pzzz/XC6gsvvIBOnTrhrbfewkUXXQQACAaDmD17Nk4//XQAwNy5c9GzZ098+eWXOO2000zP2bx5c+Tn56O2ttb0+jQzZszA2LFjAQB33nknevXqhc2bN+O4445Lef2JiIiIiIiIiCg7sGibQYdrQ+gzc2GT/911M0egRZ7X8vKRBd4vv/wSoVAIEydORG1tLQBg9erVOHz4MFq3bm1atrq6Gj/++KP+e5cuXfQCKQC0b98ebrcbLpfLdNuePXtSet5I9V2fDh066H87VRs2bIDH49GLsQDQunVr9OjRAxs2bNBv83g8OOWUU/TfjzvuOLRs2RIbNmyIKtomc8IJJ5jWHQD27NnDoi0RERERERERUQ5j0TaDmvs9WDdzREb+rhVdu3aFJEn43//+Z7r9mGOOgaIoyMvL029TFAUdOnQw5a1qWrZsqf+/12suFkuSFPM2RVFSet5IDVkf7W+nSggR9/bIwnesTmcr3c+RjOuvPb6+609ERERERERERNmBRdsMkiQppY7Xpta6dWsMHz4cs2fPxjXXXBM31xYATj75ZJSWlsLj8aBLly5pWwcrz+vz+SDLcpOsTyLHH388QqEQvvjiCz0eYf/+/di0aRN69uypLxcKhfDVV1/pXbUbN27EwYMH43bHxnp9RERERERERERkX5yIjBJ6/PHHEQqFcMopp+CVV17Bhg0bsHHjRsybNw8//PAD3G43AGDYsGHo378/zj//fHz44YfYunUrli9fjttuuw1fffVVvf++left0qULtmzZgjVr1mDfvn2ora1ttPXRrFu3DmvWrDH9161bN5x33nmYNm0ali1bhrVr1+LSSy/FEUccgfPOO09/rNfrxTXXXIMvvvgCX3/9NS677DKcccYZcaMRunTpgm+//RYbN27Evn37TJOaERERUQYcrl+UEhERERGRVSzaUkLHHnssvvnmGwwbNgy33HIL+vbti1NOOQX//Oc/8cc//hF33XUXALVreP78+TjnnHPwu9/9Dt27d8cll1yCrVu3on379vX++1ae98ILL8SoUaMwePBgtG3bFi+99FKjrY/mnHPOwUknnWT6DwCeffZZ9OvXD+PGjUP//v0hhMD8+fNNMQYFBQW4+eabMXHiRPTv3x/5+fl4+eWX4/6tadOmoUePHjjllFPQtm1bfP755w1efyIiIqqnYDXwUDdgz/+SL0tEREREVE+SiBfESSmrqKhAUVERysvLUVhYaLqvpqYGW7ZswdFHH23Kgs1ViqKgoqIChYWFpknEiOy2rVsRDAYxf/58jBkzJionmchpuD+Q7VXuBx48BjjvceCk3yZdnPsEkRn3CaI63B+IzJyyTySqHxqx2kZEREREZFWwSv255/vMrgcRERER2RqLtkREREREVoVq1J+VezO7HkRERERkayzaEhERERFZpXXahmozux5EREREZGss2hIRERERWRWsVn/KgcyuBxERERHZGou2RERERERWaUVbdtoSERERUSNi0ZaIiIiIyCp22hIRERFRE2DRloiIiIjIKi3TlkVbIiIiouQqdgGBykyvRU5i0ZaIiIiIyKpQTfgn4xGIiIiIkvpHT+DN32d6LXISi7ZERERERFYFqwGXh522RERERFaV78z0GuQkFm2pUZSWlmL48OFo1qwZWrZsCQCQJAlvvfVWRtersXTp0gWPPvqo5eVnzpyJE088sdHWZ8mSJZAkCQcPHoy7zJw5c/R/m0Ts/O9GRESUsmAVkFfETlsiIiIiq9zeTK9BTmLRluL697//jRYtWiAUCum3HT58GF6vFwMHDjQt+9lnn0GSJGzatAkA8Mgjj2D37t1Ys2aNfhtZt3XrVkiShDVr1jTa37j44otN/zaNXUgmIiKyhWC1WrRlpy0RERGRNS4WbeuDRVuKa/DgwTh8+DC++uor/bbPPvsMJSUlWLVqFaqqqvTblyxZgo4dO6J79+4AgB9//BH9+vVDt27d0K5duyZfd0ouPz+f/zZERESpClYDeS3ZaUtERERklduT6TXISSzaUlw9evRAx44dsWTJEv22JUuW4LzzzsOxxx6LL7/80nT74MGDAahRAa+//jqee+45SJKEqVOnxnz+devWYciQIcjPz0fr1q0xffp0HD58WL/P5XJh3759AICysjK4XC5cdNFF+uNnzZqF/v37x13/Ll264O6778bkyZPRvHlzdO7cGW+//Tb27t2L8847D82bN0efPn1MRWkAeP3119GrVy/4/X506dIFDz/8sOn+PXv24Nxzz0V+fj6OPvpovPDCC1F/u7y8HNOnT0e7du1QWFiIIUOGYO3atXHXNVW1tbW49tpr0a5dO+Tl5eGss87CqlWropb7/PPP0bdvX+Tl5eH000/HunXr9PuM8Qhz5szBnXfeibVr10KSJEiShDlz5ujL7tu3D7/61a9QUFCAbt264Z133knbayEiIsopoRp22hIRERGlgp229cKiLSU0aNAgLF68WP998eLFGDRoEM455xx89tlnAIBAIIAVK1boRdtVq1Zh1KhRmDBhAnbv3o3/9//+X9TzVlVVYdSoUWjVqhVWrVqFV199FR999BH++Mc/AgB69+6N1q1bY+nSpQCATz/9FK1bt8ann36qP8eSJUuiYhoiPfLIIxgwYAC++eYbjB07FpMmTcLkyZNx6aWX4uuvv0bXrl0xefJkCCEAAKtXr8aECRNwySWXYN26dZg5cyZuv/12UwFz6tSp2Lp1Kz755BO89tprePzxx7Fnzx79fiEExo4di9LSUsyfPx+rV6/GySefjKFDh+LAgQOpvP1x/fnPf8brr7+OuXPn6q9j5MiRUc9/00034aGHHsKqVavQrl07jB8/HsFgMOr5Lr74Ytx4443o1asXdu/ejd27d+Piiy/W77/zzjsxYcIEfPvttxgzZgx++9vfpu21EBER5RQ5APibs2hLREREZBUzbeuFRdtMEgKoqWj6/8IFSisGDRqEzz//HKFQCIcOHcI333yDc845B+eccw6WLVsGAFi5ciWqq6v1om3btm3h9/uRn5+PkpISFBUVRT3vCy+8gOrqajz33HPo3bs3hgwZgtmzZ+P555/HL7/8AkmScM455+hdvkuWLMGUKVOgKAq+//57hEIhLF++HIMGDUq4/mPGjMGVV16Jbt264W9/+xsOHTqEU089FRdddBG6d++Om2++GRs2bMAvv/wCAPjHP/6BoUOH4vbbb0f37t0xdepU/PGPf8SDDz4IANi0aRM++OADPPXUU+jfvz/69euHp59+GtXV1frfXLx4MdatW4dXX30Vp5xyCrp164aHHnoILVu2xGuvvWb5vY+nsrIS//rXv/Dggw9i9OjROP744/Hkk08iPz8fTz/9tGnZO+64A8OHD0efPn0wd+5c/PLLL3jzzTejnjM/Px/NmzeHx+NBSUkJSkpKkJ+fr98/depU/OY3v0HXrl1x7733orKy0tRpTURE5BhyAPC1YDwCERERUTKh8Elulzuz65GjGCqRSbWHgPs6Nf3f/csOIK/Q0qKDBw9GZWUlVq1ahbKyMnTv3h3t2rXDwIEDMWXKFFRWVmLJkiU46qijcMwxx1hehQ0bNqBv375o1qyZftuAAQOgKAo2btyI9u3bY9CgQfjPf/4DAFi6dCn+/ve/Y8uWLVi6dCnKy8tRXV2NAQMGJPw7J5xwgv7/7du3BwD06dMn6rY9e/agpKQEGzZswHnnnWd6jgEDBuDRRx+FLMvYsGEDPB4PTjnlFP3+4447To8ZANRu3cOHD6N169am56mursaPP/5o5e1J6Mcff0QwGDS9dq/Xi9NOOw0bNmwwLWuMjyguLkaPHj2ilrHC+D42a9YMLVq0MHUXExEROYYcAvwtACEDisyDECIiIqJ4gpXqT8Yj1AuLtpnkb6EWUDPxdy3q2rUrjjzySCxevBhlZWV6HEFJSQk6d+6Mzz//HIsXL8aQIUNSWgUhBCRJinmfdvugQYNw3XXXYfPmzVi/fj3OPvts/Pjjj1i6dCkOHjyIfv36oUWLxK/F6637YNCeN9ZtiqLEXS9h6EzW/j/eumvP1aFDB1MWsMZY3K2veOuQ6D01srJMJON7pj2H9p4RERE5ihwAfOGTzqFawFeQ2fUhIiIiylYBrWjLk9z1wXiETJIkteO1qf9LsWg3ePBgLFmyBEuWLDHFEQwYMAALFy7EypUr9WgEq44//nisWbMGlZWV+m2ff/45XC4XunfvDqAu1/buu+9G3759UVhYiIEDB2Lp0qWW8mzr4/jjj9djHzTLly9H9+7d4Xa70bNnT4RCIdPkZRs3bsTBgwf1308++WSUlpbC4/Gga9eupv/atGnT4HXs2rUrfD6faT2DwSC++uor9OzZ07TsypUr9f8vKyvDpk2bcNxxx8V8Xp/PB1mWG7x+REREtqYEAV9z9f9lRiQQERERxRWoUn8qocyuR45i0ZaSGjx4MJYtW4Y1a9aYCqVnnnkmnnrqKdTU1KRctP3tb3+LvLw8TJkyBevXr8fixYtxzTXXYNKkSXpkgZZrO2/ePL1YfMIJJyAQCODjjz9OmmdbHzfeeCM+/vhj/P3vf8emTZswd+5czJ49GzNmzAAA9OjRA6NGjcK0adPwxRdfYPXq1bjiiitM+a/Dhg1D//79cf755+PDDz/E1q1bsXz5ctx2222mYq8VGzduxJo1a0z/eb1eXHXVVbjpppuwYMECfP/995g2bRqqqqpw+eWXmx5/11134eOPP8b69esxdepUtGnTBueff37Mv9WlSxds2bIFa9aswb59+1BbywNRIiKiKHJQnYhM+38iIiIiik2LRwhxAtf6YNGWkho8eDCqq6vRtWtXvaAKqJ22hw4dwrHHHotOnVLL5i0oKMCHH36IAwcO4NRTT8Wvf/1rDB06FLNnz47627Is6wVaSZJw9tlnAwDOOuushr2wGE4++WT897//xcsvv4zevXvjb3/7G+666y5MnTpVX+bZZ59Fp06dMHDgQFxwwQWYPn062rVrp98vSRLmz5+Pc845B7/73e/QvXt3XHLJJdi6davp/bPikksuwUknnWT6b9euXbjvvvtw4YUXYtKkSTj55JOxefNmfPjhh2jVqpXp8ffddx+uu+469OvXD7t378Y777wDn88X829deOGFGDVqFAYPHoy2bdvipZdeSmldiYiIHEEOAt7wyVpORkZEREQUXzA8abvMom19SMIY2EkNUlFRgaKiIpSXl6Ow0DzRV01NDbZs2YKjjz4aeXl5GVrD9FEUBRUVFSgsLITLxdo/1bHbtm5FMBjE/PnzMWbMmKj8XyKn4f5AtjdnHHDiRODd64GrVwCtj024OPcJIjPuE0R1uD+Q7W35FJh7LnD0QGDKO0kXd8o+kah+aMRqGxERERGRVUoIcPvU/xiPQERERBSfCE9gzk7bemHRloiIiIjIKjkAuDzqLMicVIOIiIgoPhZtGySjRdtPP/0U5557Ljp27AhJkvDWW2/p9wWDQdx8883o06cPmjVrho4dO2Ly5MnYtWuX6Tlqa2txzTXXoE2bNmjWrBnGjx+PnTt3mpYpKyvDpEmTUFRUhKKiIkyaNAkHDx40LbN9+3ace+65aNasGdq0aYNrr70WgQA3KiIiIiIykINql63Lw6ItERERUSJKuGjLicjqJaNF28rKSvTt2zdq8ikAqKqqwtdff43bb78dX3/9Nd544w1s2rQJ48ePNy13/fXX480338TLL7+MZcuW4fDhwxg3bhxkWdaXmThxItasWYMFCxZgwYIFWLNmDSZNmqTfL8syxo4di8rKSixbtgwvv/wyXn/9ddx4442N9+KJiIiIKPfIQcDtDRdt5eTLExERETkVO20bxJPJPz569GiMHj065n1FRUVYtGiR6bbHHnsMp512GrZv346jjjoK5eXlePrpp/H8889j2LBhAIB58+ahU6dO+OijjzBy5Ehs2LABCxYswMqVK3H66acDAJ588kn0798fGzduRI8ePbBw4UJ8//332LFjBzp27AgAePjhhzF16lTcc889CUOBiYiIiMhBFGPRlp22RERERHGxaNsgOZVpW15eDkmS0LJlSwDA6tWrEQwGMWLECH2Zjh07onfv3li+fDkAYMWKFSgqKtILtgBwxhlnoKioyLRM79699YItAIwcORK1tbVYvXp1Wl+DECKtz0eUbRTt8gciIiI7kgOAy8tMWyIiIqJkRPiqJBZt6yWjnbapqKmpwV/+8hdMnDhR73wtLS2Fz+dDq1atTMu2b98epaWl+jLt2rWLer527dqZlmnfvr3p/latWsHn8+nLxFJbW4va2lr994qKCgBqHm8wGHs24b1796J169aQJCnZS85qQggEAgFUV1fn/Guh9BBCIBgMYu/evZAkCZIkxd0P7EZ7nU55vUSJcH8gu/PIQchCgtvlhhysgUiyrXOfIDLjPkFUh/sD2Z0UDMIDQMgBhCxs507ZJ6y+vpwo2gaDQVxyySVQFAWPP/540uWFEKZCYqyiYn2WiTRr1izceeedUbcvXLgQBQUFUbf7fD4UFxdj7969SV8DUS4SQqCqqgrl5eXYuHFjplenyUVGuhA5GfcHsqtR1YexYuWX6FdVg3UrV2Dv94ctPY77BJEZ9wmiOtwfyK46HPwK/SQvlJpKzJ8/3/Lj7L5PVFVVWVou64u2wWAQEyZMwJYtW/DJJ5+Y8mVLSkoQCARQVlZm6rbds2cPzjzzTH2ZX375Jep59+7dq3fXlpSU4IsvvjDdX1ZWhmAwGNWBa3TLLbfghhtu0H+vqKhAp06dMGLEiLg5uLIsIxQK5XxMQigUwvLly3HmmWfC48n6zYiagCRJcLvdcLvdjuu+DgaDWLRoEYYPHw6v15vp1SHKKO4PZHeeDS4MOHsQPGWv4LRTToboOjzh8twniMy4TxDV4f5AdidtCMK1Kw8uRcGYMWOSLu+UfUK7Uj+ZrK62aQXbH374AYsXL0br1q1N9/fr1w9erxeLFi3ChAkTAAC7d+/G+vXr8cADDwAA+vfvj/Lycnz55Zc47bTTAABffPEFysvL9cJu//79cc8992D37t3o0KEDALVb1u/3o1+/fnHXz+/3w+/3R93u9Xrjblx22eiCwSBCoRCaN29um9dE1FCJ9n0ip+H+QLYlB+H1FwAuDzwSAIvbOfcJIjPuE0R1uD+QbUkA3D4gdDilbdzu+4TV15bRou3hw4exefNm/fctW7ZgzZo1KC4uRseOHfHrX/8aX3/9Nd577z3IsqznyxYXF8Pn86GoqAiXX345brzxRrRu3RrFxcWYMWMG+vTpg2HDhgEAevbsiVGjRmHatGl44oknAADTp0/HuHHj0KNHDwDAiBEjcPzxx2PSpEl48MEHceDAAcyYMQPTpk2L2zFLRERERA4kBwG3B3B5OBEZERERUSJCqEVbbUIySklGi7ZfffUVBg8erP+uRQ1MmTIFM2fOxDvvvAMAOPHEE02PW7x4MQYNGgQAeOSRR+DxeDBhwgRUV1dj6NChmDNnDtxut778Cy+8gGuvvRYjRowAAIwfPx6zZ8/W73e73Xj//fdx9dVXY8CAAcjPz8fEiRPx0EMPNcbLJiIiIqJcJASgBNWDDxZtiYiIiBITCuD2AgqLtvWR0aLtoEGDEma7Wsl9zcvLw2OPPYbHHnss7jLFxcWYN29ewuc56qij8N577yX9e0RERETkUFqR1uUNF215AEJEREQUl5DVk90QgKIALlem1yin8N0iIiIiIrJCDqo/3V7A5WanLREREVEiQgkXbcGIhHpg0ZaIiIiIyAo5oP50exmPQERERJSMUNQxE8BxUz2waEtEREREZIV2sMFMWyIiIqLkFLmu05axUilj0ZaIiIiIyAqt09bFTlsiIiKipIzxCBw3pYxFWyIiIiIiK5QQAEmdRIOZtkRERESJCQVwe+r+n1LCoi0RkV2Vrldn6CQiovRQ5LpcNnbaEhERESUmBOMRGoBFWyIiu/r3AGDtS5leCyIi+1BktcMWYNGWiIiIKBkhMx6hAVi0JSKys5ryTK8BEZF9CEOnrdvLgw8iIiKiRIRSN3YS7LRNFYu2RES2JjK9AkRE9qGEAEnrtHXzMj8iIiKiRISijpkkF0921wOLtkREdsRCAhFR+jEegYiIiMg6RVYLthJPdtcHi7ZERHYUqlF/CnbaEhGljRJi0ZaIiIjIKqGoBVuXh0XbemDRlojIjkK14f9h0ZYc7PUrgE0fZnotyE4UQ6Yti7ZEREREiQlF7bR1uZlpWw8s2hIR2VGwWv0plMyuB1GmBKuBda8C/3sv02tCdiIii7Y8+CAiIiKKy1i05bgpZSzaEhHZkRaPoHfcEjnMrjXqzzbdM7oaZDNKSD3wAMIHH+y0JSIiIopLKIBLy7TluClVLNoSEdmR1mmr/SRyGjl8wkIOZnY9yF4Yj0BERERknd5p62E8Qj2waEtEZEdah63WcUvkNNrlVyzaUjpxIjIiIiIi6xiP0CAs2hIR2VFI67Styux6EGWKXrQNZHY9yF6EwkxbIiIiIqsUua7TluOmlLFoS0RkR8Ea808ip9E6IFm0pXRSQmomG8BMWyIiIqJkhKKOnSQXx031wKItEZEdsdOWnE4wHoEagSIzHoGIiIjIKmM8AjNtU8aiLRGRHTHTlpyOnbbUGJhpS0RERGSdcSIyxiOkjEVbIiI7ClabfxI5DTNtqTEImZm2RERERFYJRT3hLXEisvpg0ZaIyI60DlteGk5OpTAegRqBItdl2jKbjYiIiCgxoQCSpJ7sZjxCyli0JSKyI627kAUFcirGI1BjiIpH4MEHERERUVyKHI5H4Mnu+mDRlojIjoTCvEVyNu1MvsJOW0ojxRiP4OZnLBEREVEiQlGvUuLJ7nph0ZaIyI4UGXD7+cVIzqV32rJoS2lk7LSVOAsyERERUULaRGQST3bXB4u2RER2JGTA4+MXIzkXJyKjxiAiO22VzK4PERERUTbTirYut/r/lBIWbYmI7EhRwp22LNqSQ3EiMmoMponI2GlLRERElJDQMm0Zj1AfLNoSEdkRO23J6TgRGTUGRTZMRObiwQcRERFRIkKoYyeJE5HVB4u2RER2xExbcjohA24fi7aUXsZMW072SERERJSYUABJUsdNvEIpZSzaEhHZkVAAD+MRyMGUEODJZzwCpZcx05bxCERERESJKXJdpi2PTVPGoi0RkR0JGXB7+cVIzqXIgDefnbaUXkqoLtOWE5ERERERJSYUdezk8nDcVA8s2hIR2ZEej8CiLTkUi7bUGBSFnbZEREREVglF7bRlpm29sGhLRGRHQlEnImNBgZxKCYWLtoxHoDRSQuoEZAAnIiMiIiJKRhjiEXhsmjIWbYmI7IgTkZHTCXbaUiMwZtpyIjIiIiKixLROW5eHx6b1wKItEZEdCZkTkZGzKSHAWwCEWLSlNFJCjEcgIiIiskoItctW4kRk9cGiLRGRHSky4Pbxi5GcS+GJC2oEisyJyIiIiMiZKnYBgcrUHmPstBUcN6WKRVsiIjsSSl3BSohMrw1R09MiQtgJSemkyGqxFmCnLRERETnLP3oCb16Z2mMUGZCk8FwAbKZIFYu2RER2JGTA7Q3/P89okgMpIXUyPg4OKZ2UUF3R1uVmNhsRERE5y8EdqS0vFPVENzNt64VFWyIiO1IUtcsQYNGKnEkJAZ48dptTepkmImOnLRERETmMx5/a8lo8AjNt64VFWyIiOxLhTFuAX47kTNpkfAC7zSl9lFBdpi0PPoiIiMgptCYI7RjT8uPkcKYtT3bXB4u2RER2pMjqpeEAiwrkTFqmLcB9gNJHUcydtpyIjIiIiJygtkL96clL7XFCUcdMLg/HTfXAoi0RkR0JY8GKZzTJgUwnLrgPUJooIXUiDYATkREREZFzVO4L/0+KsWNChOMROBFZfbBoS0RkR+y0JafTMm21/ydKh8hMW54QICIiIieo2q/+rD2U2uMULR7Bw5Pd9cCiLRGRHQlOREYOp4S4DzSWJ4cAr12e6bXIDFOmrYsHH0REROQMoVr1Z01Fao/TJiJzcS6A+mDRlojIjoSWuyjxy5GcSSiMR2gsP68G1r+W6bXIDMXYaevh5ysRERE5gzbmqa1v0dbDMXk9sGhLRGRHimwIfGdRgRzI2GnLbkhKF+2zFQjPgqzUzaZMREREZFdawTXVeAShAJKkXqnEom3KWLQlIrIjIfOMJjkbc52pMSihuqKtFpMgOBMyERER2ZwSArwFQLA6tcfpnbaMlaoPFm2JiOyInbbkdEoIcHnDZ/W5D1CaRE5EBvDEGBEREdmfVrRVgileZSQMzUQxxuSl64GZRWlbTbth0ZaIyI6ErBarGPhOTqV1RLLbnNLJNBGZ1mnL7YuIiIhsTsiAr0D9fzmQwuMUAAniEbYuCy/HuKlYWLQlIrIjU6ctCwrkQNpkfDxxQemkxOq05fZFRERENqeEAG8z9f9DtdYfJwydtrFOdFfuVX+mUgh2EBZtiYjsyPjlyKItORE7bakxRE5Ept1GREREZGdKfTtthToRmStOp23VPvVnoLLh62hDLNoSEdmRHo/ATFtyKEWbjI+dtpRGQuZEZEREROQ8WqYtkFqnrZ5pG6doWxku2garGryKdsSiLRGRHSmyOkMnC1bkVELhiQtKP2OmLTttiYiIyCmUUDh6zAPIqcQjGDNtY4zJaw+pP9lpGxOLtkREdsROW3I6oTAihNLPmGnLiciIiIjIKbSirdsPyEHrjxOGTttYYyata5dF25hYtCUisiPTRGQs2pIDaUVbKc4Akag+Ymba8jOWiIiIbE47ce3xpTgRmQJIiN9IEapRfzIeISYWbYmI7IidtuR0pkkPuA9Qmghjp62knhhgJzcRERHZnTbJr9uf2kRkEKiLR2CnbapYtCUisiMhwp22LCiQUwlDPAKLtpQmSkjdrjTs5CYiIiIn0Dpt3al22iaLRwh32rJoGxOLtkREdqTIvDScnM2UacuiLaWJluemcbkBRcnc+hARERE1BW0M5PGlPhFZoqvfQrWAt4DxCHGwaEtEZEdC5iRM5GymASL3AUoT40RkAE+MERERkTMY4xFCKcYjJDouDdUA+cXstI2DRVsiIjvSJyJjnic5lFAAsGhLaWaciAzgZywRERE5g3EislQybbUxeaJM24JWLNrGwaItEZEdaRORSe7wFyWRwzAeoXEIkek1yCwhx4hH4EkBIiIisrn6TkRmJdM2ryUgB9O2qnbCoi0RkR0piqHTlgUFciDBicgahdPfS05ERkRERE6kZdq6vfWYiCxOpq0cUsdR/hapFYIdJKNF208//RTnnnsuOnbsCEmS8NZbb5nuF0Jg5syZ6NixI/Lz8zFo0CB89913pmVqa2txzTXXoE2bNmjWrBnGjx+PnTt3mpYpKyvDpEmTUFRUhKKiIkyaNAkHDx40LbN9+3ace+65aNasGdq0aYNrr70WgQA3GiLKUVqnbbwzmkR2Z+q05T6QNk4fUEdm2nIiMiIiInICfSIyf2oTkUEgbjxCqEb96WsOKOy0jSWjRdvKykr07dsXs2fPjnn/Aw88gH/84x+YPXs2Vq1ahZKSEgwfPhyHDh3Sl7n++uvx5ptv4uWXX8ayZctw+PBhjBs3DrJctzFMnDgRa9aswYIFC7BgwQKsWbMGkyZN0u+XZRljx45FZWUlli1bhpdffhmvv/46brzxxsZ78UREjUmEO20l5i2SQ2lFW+4D6WUs2joxKiEy05adtkREROQEQgl32qY4EZnx6rfIMZPWsetvrnbdUhRP8kUaz+jRozF69OiY9wkh8Oijj+Kvf/0rLrjgAgDA3Llz0b59e7z44ou48sorUV5ejqeffhrPP/88hg0bBgCYN28eOnXqhI8++ggjR47Ehg0bsGDBAqxcuRKnn346AODJJ59E//79sXHjRvTo0QMLFy7E999/jx07dqBjx44AgIcffhhTp07FPffcg8LCwiZ4N4iI0kiRDZehsKBADmS8FItFtfQx5o3JAbXbwkmYaUtEREROpHfa+lLrtBVK/ONSY6et9v9kktGibSJbtmxBaWkpRowYod/m9/sxcOBALF++HFdeeSVWr16NYDBoWqZjx47o3bs3li9fjpEjR2LFihUoKirSC7YAcMYZZ6CoqAjLly9Hjx49sGLFCvTu3Vsv2ALAyJEjUVtbi9WrV2Pw4MEx17G2tha1tXUba0VFBQAgGAwiGLR3a7f2+uz+OomsyMb9wSNkhGQBNySIUBBKFq0b2Vu27A8eoUCWFbgkN5RgLQT3gfSorYY3/L/B2ipAOGt6BI8SQkhWgPD25JHckIM1CbevbNkniLIF9wmiOtwfKFe4QgHA54Pk8kIEqi0fX2pjcgjArYQQMj6u5jA8bj8UyQMEa6AYaml23yesvr6sLdqWlpYCANq3b2+6vX379ti2bZu+jM/nQ6tWraKW0R5fWlqKdu3aRT1/u3btTMtE/p1WrVrB5/Ppy8Qya9Ys3HnnnVG3L1y4EAUFBcleoi0sWrQo06tAlDWyaX8YXVuDzz9fgR579mF/1Tr8tGd+pleJHCbT+8OI6iqsWrkS3fftxy/frsXW3dwH0qGgdg+Gh/9/4YcLEHI7Y7yjOVcOYsmny1Dl3wQAGFpdjbUrV2DfdxVJH5vpfYIo23CfIKrD/YGyXd/tW1DraYG84EFU7w1gY4W1sfXImmp8sXw5AOD06ip8OL/ucS2qd+JsuPHjj1uQH9iHNYb77L5PVFVVWVoua4u2GkmSTL8LIaJuixS5TKzl67NMpFtuuQU33HCD/ntFRQU6deqEESNG2D5SIRgMYtGiRRg+fDi8Xm/yBxDZWDbuD57vXTjrnIFwf/Yl2h/ZHcedPibTq0QOkS37g+eHP+PMM8+C6/NVaHv0cTj+VO4DabF/M/C9+r8jhg4BCoozuz5NTPpGwaAhQ4GiTgAAz/a/4/RTT4E4JvZVWUD27BNE2YL7BFEd7g+UK9zvfQhR2BE4vAfIL8axg62NrT2bZmDAgLMgJBc8O2djzJi6x0m7voF7R3N0O64XpH0b0XHMGMfsE9qV+slkbdG2pKQEgNoF26FDB/32PXv26F2xJSUlCAQCKCsrM3Xb7tmzB2eeeaa+zC+//BL1/Hv37jU9zxdffGG6v6ysDMFgMKoD18jv98Pvj85y83q9tt64jJz0WomSyar9QVHg9fkBtweQAHe2rBc5Rub3BwGPxwt4vNwH0sntVvPMlBC8bhfgpPdVUQAIeH15da/b5YHHJVl6HzK/TxBlF+4TRHW4P1D2U9S5DDw+ALL1sbVQ4PF668aPpsfJgMcPt9cPiBBchvvsvk9YfW1ZG0R29NFHo6SkxNQSHQgEsHTpUr0g269fP3i9XtMyu3fvxvr16/Vl+vfvj/Lycnz55Zf6Ml988QXKy8tNy6xfvx67d+/Wl1m4cCH8fj/69evXqK+TiKhRCFmd1ZyT5JBT6ZMeqANEShOhAK7wINNp76s2oR0nIiMiIiKnUULquMftTXHsIwBI6rGpopjvkmsBt099TtneGbb1ldFO28OHD2Pz5s3671u2bMGaNWtQXFyMo446Ctdffz3uvfdedOvWDd26dcO9996LgoICTJw4EQBQVFSEyy+/HDfeeCNat26N4uJizJgxA3369MGwYcMAAD179sSoUaMwbdo0PPHEEwCA6dOnY9y4cejRowcAYMSIETj++OMxadIkPPjggzhw4ABmzJiBadOm2T7mgIhsyliwEiwokAMJAUguFm3TTSh1RUunfbZo25HkrrvN5eb2RURERPanhNQxoMsNhGqtP04odWPyyLGjHFILthyvx5XRou1XX32FwYPrMsC0fNgpU6Zgzpw5+POf/4zq6mpcffXVKCsrw+mnn46FCxeiRYsW+mMeeeQReDweTJgwAdXV1Rg6dCjmzJkDt7tuQP3CCy/g2muvxYgRIwAA48ePx+zZs/X73W433n//fVx99dUYMGAA8vPzMXHiRDz00EON/RYQETUOoahfqBK7wMihjANE7gNpFC6GSw4sVmrbkctQtJXcziteExERkfMosjoGcnkBpdL644QINxPFGDsqQfX53D5ADqR3fW0io0XbQYMGQQgR935JkjBz5kzMnDkz7jJ5eXl47LHH8Nhjj8Vdpri4GPPmzUu4LkcddRTee++9pOtMRJQT9IKViwUrciZtH3BicbExmWInHPbZom1HrshOW4e9D0REROQ8ihzutPWkGGWgXf0WY8wkB9U5WBiPEFfWZtoSEVEDGAtW7AIjJzKe1ec+kD560daBxUoRzmEzZtpK7rrbiYiIiOzKlGmbQkOEMGTaCjn8e5gcULtsXSk+p4OwaEtEZDfaFyEvDSdHY6Zto3ByVnDcTFt+xhIREZHN6Zm2KY4BjWNHwHyyWwmF4xG8jEeIg0VbIiK70b8I42QHETmBKdOW+0Da6F38Lud1MOuZtsZOWxe3LyIiIrI/Y9E2lSgD41Va2vNoGI+QFIu2RER2oxVt9XgEXrpLDsSJyBoHO23VrHBNrJmQiYiIiOxGy7RNNR7BOImt9jz6c4YnImM8Qlws2hIR2Y0pHoETkZFDCQVqtzn3gbTS31c3oDjshJCQzV22AOMRiIiIyBmUkFp4TTkewTB2BMwnu+WQWgRmPEJcLNoSEdmNsdOWXWDkVPqlWA7sCG1UTu60lc15tgAneyQiIiJnELLaDFGvTNt48QiBuu5dxiPE5Em+CBER5RS9aBuepdNphRUiwNmX8TcmPXbCoZm2MTttHdZxTERERM5jjB5LqcAq6hopAPO4SQkCbh/jERJgpy0Rkd2YOm156S45FDNtG4c+EZkDTwgpobouEQ0nIiMiIiIn0Boi3N7UxtZaPIIUq9PWGI/ATttYWLQlIrIbTkRG5OziYmMSApDgzGJ4rKItI2iIiIjICUwNESkUWI1XvwHmcZMSNMQjMNM2FhZtiYjshp225HRCoO5SLGaOppU+YHfgZwsnIiMiIiKnMhVtU5yITApPDgxEdNoG1YIt4xHiYtGWiMhuooq2/AIkhxFC/clM2/QzDtidVgznRGRERETkVEIAkOoRZRDutAXCV8AZxk1yQC3YMh4hLk5ERkRkN8aCFQsK5Egs2jYaPZfMgVmunIiMiIiIHCtcfJUk61cZacelkNQfLo85uk8xZtoyHiEWdtoSEdkN4xHI6Uz7gAOzVxuVcO77qoTqLu3TMDOZiIiInKA+mbZ6M5FWtHXHj0eAcN7Y0gIWbYmI7CayYMWJyMhp9G0+nJ/FAWD6mDJtHVasjJdpy6sZiIiIyO70bFpPClEGhqvfgOiT/kpQLdhq4yunjS0tYNGWiMhujEVbJ17CTBTVact9IG2MMwA77YSQEorOtOXVDEREROQEIjzJr9ubQjyCoZECiD42lcPxCK7w+Ipj9igs2hIR2Y1esJJYUCBnMl6KxaJtemkDdifGAihKdKctc8OJiIjICRoUj2DotBWRE5F5DJ22HFNFYtGWiMhu9ImCJBYUyJmYadt4TPEIDntflVBdJ4jGie8DEREROY+paGvxxL2xmQiIHjcpWqYt4xHiYdGWiMhutLwhgAUrciZTtzk7bdNKzzNzYKetkKOLtpLbeTERRERE5DxaY1BDMm2liKKtHALcPnbaJsCiLRGR3WhnQQF2gZEzReY6s9s8jQT0AbvT3teYmbbMDSciIiInCM9rUK9M27DIZgolGI5HYKZtPCzaEhHZjbFoy3gEciJORNZ4tM+XyE4JJ1BC0Zm2vJqBiIiInECPR/A2INM2oplCDscjaPdzzB6FRVsiIrvRZncHwl1gLCiQQ7Fom36OzrTlRGRERETkUNoxZioRWVGZthEnu5WQWgSWHHoVlwUs2hIR2Y6xaMuCFTkQJyJrPKaircM+WzgRGRERETmVEGpx1e1Vx0RaF23iB4V/hou2UZm2AfX5AI7Z42DRlojIbhiPQE6n52dJ7DZPN23A7sRuCE5ERkRERE6ln7hPYdKwqHgET+x4BO0+pzUEWMCiLWWvlf8Gtn+R6bUgyj1RE5GxoEAOw0zbxmPKtHXY+8qJyIjs7Zt5wJoXM70WRETZyZhpC1jLtY2KR4gYNynBuudz4tjSAhZtKXstuBn48JZMrwVR7hFK3RcjO23JiYxn9Vm0TS89z8zjvBNCisyJyIjs7O0/AG9dlem1ICLKTkKBehVb+AS2bHEyMsB8FagpHiFk6LRl0TYWFm0pO2kHgoVHZHY9iHJRVKctv/zIYYxn9VlUSzOtaOvADlMlXjwCty8iIiKyO0OmLWBtHGiMLAOimymUYN0JcY7ZY2LRlrJT+Xb1Z/P2mV0PolwUVbTllx85TFTR1mHFxcakd1kw0xYAP2OJiIjIGaLiEawUbSMzbSPmAuBEZEmxaEvZ6VCp+lOuzex6EOUiTkRGTmfaB1zcB9JJi19xYu5YrExbTkRGZB+evEyvARFR9oqaiCyFTlvJ2GkbGY/gM9znsLGlBSzaUnaSA+rPQGVm14MoF5k6bR2YO0kUtQ9wAJg2xgG707ohYmbaOrB4TWRXvuaZXgMiouwlwvEILpc6FrSUaRvutNXiEaRYE5Fp8QgOjN6ygEVbyk5a0bb2cGbXgygXaRMFASwokEOJiKKtw4qLjUkfsDswFkAJMR6ByM58zdSfPP4gIoomIsfX9YlHiIjXkoMR8Qg8bo3Eoi1lJzm8s7LTlih1jEegXPL1c0Dl/vQ+Z30GlWSN3mnrwM+WWJ22/Iwlsg9t/w6waEtEFMV0JZu3nvEIEQ1FSqguI9eJ8yVYwKItZScl3GofOJTZ9SDKRaYvVBe7wCi7vXMNsPLx9D6nNlkWwG7zdNM+X5yYacuJyIjsTbvST/tJRER1TONrq00RWqetFo8QMW7iRGRJsWhL2YmZtkT1p00UBPCMJeUGjz+9z2c6ccGiWnoJB2faciIyIlsLVqk/QyzaEhFFM1zJ5vZYy7Q1FnqBGBORGTNtHdgQYAGLtpSdtFkEmSlFlDrjl2Pk2UyibKJtm2kv2oro7CwtU4saRvt8ceLAmhOREdlbsFr9yU5bIqJoURP9WjjGNI7JAfUqUK2hSJEBCLXuAzjzKi4LWLSl7CQHgPxWzJQiqg92GVKuqK1Qf3ry0vu8kYNKgPtBughDp63TOkw5ERmRfQlR12kr12Z2XYiIspHpak5vXaSl1ccA5mKv1qnLicgSYtGWspMSBPyFQKgm02tClHs4ERnlippy9aeU5uGIUOquxNKLthwEpoWeaety3nsqFE5ERmRXWpetJ8/aJb9ERE4jRF0B1mo8AgRM8QjGblqt6KvHI3gAxWENARawaEvZSQ4CvmbqDs0dlyg17LSlXKEVbUNp7moynbgI/2RhLT20AbtjM20jhs52/IxVFODLJ+33uogS0Yq2eS3T/51ERGQHUfEIFk7eR8UjGOZbieq0ZTxCLCzaUnaSg4Cvefj/mStFlJKooi2//ChL1YTjEdJ9VUXMeATuB2mhXebmxM+WWJm2duy0rdoPzJ8BbFqQ6TUhajqhcNHW34LHHkREsZjG194UirbGeAR3dDyCi/EIibBoS9lJCXfaAhw4EaXKeEZTcgMQnISJslNjddpCMNO2sWgDdmOnhFM4JdNWK179uDiz60HUlJSQ+rnmyeOxBxFRTIaoA8sF1ohOW8lVN25S2GlrBYu2lJ1kFm2J6s1YtNUKDHYrKpA96EXb6vQ+LzttG1H480WyYbEyGRGn09Zu70Mw3PnOyWDJSbROereXxx5ERJG0BiBtfG0101YoMGXaGou9clD9XUq1EOwsLNpSdpKDgK9A/X/mShGlJlbBymkdcZQbtAPjtGfaRnQCABwEpos2+LZjh2kyihy+esHAZcN4hGCV+SeRE2jFA7cPCLFoS0RkIsLzDDU409YwblJCddEI2nMKzmcUiUVbyk5yQL08SXLzbDdRqrTMSaDuS5IFK8pG2qCtUTNttX3AZoW1TNHjERx4CZsiOyQeIbw/BtPcAU+UzbT4E4+Pxx5ERJGiirZWM22ViExbw0S2cqAuGgFw5tjSAhZtKTtpZ108fg6ciFIVOREZYL+iAtmDtl2mvdNWQdRMtRwEpofjM20dMBGZVqxl0ZacRDv2cPsAmVf5ERGZ6PEI2pVsVgusERORSRETkRnHVRyvx8SiLWUn7ayLm2e7iVJmLFhpl/LarahA9qAN2tJdHIq6FMvDExfpIhycaeuUichYtCUn0k7KuP3WchqJ0ujovR8BFbsyvRpE8UV22rq99cy0jYhHMHbaSuy0jYVFW8pOcrCuaMtcKaLUxJyEiflAlIW0gVmjdNoafueZ+/QR4Y4JuxTCFQWQLW4bQnHGRGQhFm3JgfSirZfzaVCTO2Hnc3B9/o9MrwZRfPWOR4jotDV26MpBtd6j32eTsWWasWhL2UnbgRmPQJS6mPEILFhRFmqKTFvAnpNFZYoej+Cyx+fKa5cBD3e3tqwSMm9XgD23rWANAIkTkZGzKCF1NnQee1CGSOzwpmwWOUGY5YaIBFe/KZHxCDY8EZ4GLNpSdtJ2YLeXuVJEqWI8AuUKLUMw1aLtvh+Ada/Fvz+yaMvLrdLI0Glrh8+VnauAqv3WllXk6E5bOx5gBKuAgtbstCVnkY3HHizaUhPSimF2+E4lG9MybbV4BItF28h4BFOmbeREZLwyLhYWbSk7aZ22zJUiSp0xz9MV/mm3ogLZg6IAvmapF23fuQZ4/fIEC8Q6q89BYFpoBXG7FMKbtbG+bKxMWztORBaqAQqKWbQlZ9FOyrjZaUtNrPaw+pPHvJTNouIRPBYzbSPH5IZxkxxu3jDeZ4exZZqxaEvZSZ+IjLlSRCmLujTcJh1xZD9KCPAWpH6g4mue+P6oSQ+YkZU22nvr8tgjK7tZO/WnNityIkrEwQUQPsCwwftgFKwB8osZj0DOou3fnE+DmlptufqTJwsom8XMtLVatI3MtDXEI7iN8QhssoiFRVvKTtpMgsyVIkqdUMxfjnacKIfsQcjhz/kUi7Z+C0Vbdto2Dj3T1ibdEFqnbXVZ8mW1SVKN7NJxbBSqVjttlSA7v8g5lKD6uebx8diDmlb1QfWn1ageokzQTm5rx5iWGyJE/MgyTkRmCYu2lJ3kQN3Zbg6ciFITWbS1Y+Yi2YMSArz51s7UG2mdtvG266hLsVzcB9JFe2/tMgGXVoQ9/EvyZSMnzADs8z4YBcNFW+3/iZxACYXjEXycT4OalFRzUP1p5eQhUaaIGJm2luIRYlz9po2bIq9gsuOYKg1YtKXspGfasmhLlLJYkzDxC5CykSIDnrx6dNq2UH/WlMe+n522jUc7KWSXDlNt27My1ojVaWvHk2LBajUeAUg9b5ooV+mZtj52mFPTqqlQf/LzlrJZzHgEKxORJYhHkAOMR7CARVvKTtrZbo+fmbZEqYoqWNmwqED2oMhqp22qB8ja9h3vUsKoTltebpU2ejyCTd5TrVhrZRuMlWlrx5NickDtZpfczLUl59BOyrBoQE0tcBiy5GHRlrKclv1vjEew8lmZYEwuB83jKrs0BKQZi7aUnRRZLTS5vTzbTZSqmEVbfgFSFtIybVONR9AKbZX74jyvYroSiwfh6WSIR7BT0dbKCWI5YsIMQH0fAHtNRqYVr9hxSE6ihNT92eqM6ETpIgcQcuezUYmyW2SnbX3jESRX3Zhcm8dIY5eGgDRj0Zayk5DVHdrtZ64UUaoYj0C5QgkBnnp02moHNvG6AGOduOA+kB56pq3HHu+pNku8lXgE7SogI8ldd59dyIHwZLA+FhHIOfRMW4uX/BKliSQHEXKxaEtZLioeweI4MFY8gjB22nrM9/HzNwqLtpSd9E5bX90BFRFZE7PT1kZdYGQfSgjw1iPTViuwxRvYxTpxwUFgemgdE8ZOiVzW0HgErdPWDgVsjRIKzyvAE+fkINr+zU5bampKAEF3HuMRKLvpRdsU4xGiJsg2dNMq4XmMTPfZYGyZZizaUnbSDrg9nIiMqF4is4PsVFAg+1AUtdM21XgErRsl7vdDrPwsDgLTQht82+UStnRMRAbY473QyAFOyETOo8UjsNOWmpocRMidD0nIgMxtj7KUCGfaplq0jRyTS5ETkTEeIRkWbSk7CUXdod0+dnkQpSqqy9AmHXFkP1qnrVBSG6TJSS5pj8zP4iAwfYRNM22tjDWUYPx4BDudGJPDnS+MRyAn0eIRXJ7UTyQSNYQWjwDwuJeyV30nuo41JtfjESKuYGI8Qkws2lJ2EkpdPAK7PIhSE3UZik2KK2Q/QgY8eer/p/JZr3faxnkMJ+NrPMZOWzsUKlOJR5BDDum05URk5EDadu/ystuRmpYcQNAdLtryRBllq6ixtdV4hMhMW+NEZBETvLLJIiYWbSk7KbK6c7vZ5UGUMk5ERrlCCdUVbVPpbJKTxCOIWPEI3AfSQvt8sUtOcCrxCEowOtNWsmPRNmAo2nIMRg6hyOFYEHbaUhNTgpBd4bEQc20pawlEdcxaObEbs9hrnIiMnbbJsGhL2UnI6oGQx88uD6JUxfxy5ERklIUUWY1HAFLstLUQj8BO20ZijEewwXsqB8ITblnNtI2IR7DlRGThgyiPnyfOyTm0TFsXM22piclByC4vhNvHoi1lr5gNERYzbY3FXuNJf23i05Sf01myumgbCoVw22234eijj0Z+fj6OOeYY3HXXXVAMxQchBGbOnImOHTsiPz8fgwYNwnfffWd6ntraWlxzzTVo06YNmjVrhvHjx2Pnzp2mZcrKyjBp0iQUFRWhqKgIkyZNwsGDB5viZVIs2gE3uzyIUseCFeUKRVYnIgNSK9rKyeIROBFZo9E+X+wSuyIHAF+zuhMB8QjhoE7bcKYt4xHISbTMapeH8QjUtOQgFK1ZiSfKKFsl6phN+DhEH5eKcD0v8mS4XaK30iyri7b3338//v3vf2P27NnYsGEDHnjgATz44IN47LHH9GUeeOAB/OMf/8Ds2bOxatUqlJSUYPjw4Th06JC+zPXXX48333wTL7/8MpYtW4bDhw9j3LhxkOW6DWLixIlYs2YNFixYgAULFmDNmjWYNGlSk75eMlBkQ6athe4XIqoTayIyfgFSNhKyepACpHY5aigA+JonybTlRGSNQptQwuUBIHK/i18OAv7mycca2gFG5ERkLhcAyV6fsaZMWxYQyCGU8IQ4bi/jEahpyQEIyaPGRbHTlrJVvTNtE4zJ5YD5ZLhkk4aANPMkXyRzVqxYgfPOOw9jx44FAHTp0gUvvfQSvvrqKwBql+2jjz6Kv/71r7jgggsAAHPnzkX79u3x4osv4sorr0R5eTmefvppPP/88xg2bBgAYN68eejUqRM++ugjjBw5Ehs2bMCCBQuwcuVKnH766QCAJ598Ev3798fGjRvRo0ePDLx6hxNKXTxCsu4XIjKr7+yeRE3NOFt3qp22vgSFtliT8dmpqJZJxkxbIPy+ZnUPQGJyAMhvlXz70+6PnIgMsN9nrJZp67EYG0FkB1qmbarfR0QNJGmdtm522lIWi5pQLIV4hMhmIlM8AjNtk8nqUfZZZ52Fjz/+GJs2bQIArF27FsuWLcOYMWMAAFu2bEFpaSlGjBihP8bv92PgwIFYvnw5AGD16tUIBoOmZTp27IjevXvry6xYsQJFRUV6wRYAzjjjDBQVFenLUBPT4xG8PGAgSpXWCafhpSaUrUxXVaTYaetP1mkbMRkfB4HpoV3mpnWc5vr7KgfVeIRkYw2t8y6y0xawX2eIljHn9vLEOTmHHAx/HzHTlpqYEoQiecLNSuy0pSzVkE7beMelctA8rmKcWUxZ3Wl78803o7y8HMcddxzcbjdkWcY999yD3/zmNwCA0tJSAED79u1Nj2vfvj22bdumL+Pz+dCqVauoZbTHl5aWol27dlF/v127dvoysdTW1qK2tu5sWEVFBQAgGAwiGLT3GVrt9TXW6/QoIciKAOCBK1QD2ebvJ+W2xt4fUuUKhSAB+n7jhgtKsBYiS9aP7C2V/cEtB6EICW6XB6FANWBxG/WEaoD8llCCNVBiPEaSQ3BBqtsHJBdEMBBzWUqNWwlBCAFFVuAFEAzUIMuHkwl55ACEtwAiWJ14+6itVl+vgqjt1ONyIxSsjbv9Ztt3REyhGmDfD0BJH3hCtZAVCS6XFyKQ5H0hqods3CdcoQDgyYNQ1O+mUBatG9mbFKyFIhVAuP2Qayo5XqfsFAzAI0n6Z6MkAJccTFqnkUJBuIG6xykCbjmEUDAId6gWAi59nCEJCW45mJXfEY3B6uvL6lH2K6+8gnnz5uHFF19Er169sGbNGlx//fXo2LEjpkyZoi8nGdu0ocYmRN4WKXKZWMsne55Zs2bhzjvvjLp94cKFKCgoSPj37WLRokWN8rwja2rwxfIVaBbYg6P37cGy+fMb5e8QpVNj7Q+p6rF7I/ID+7AmvN8MOHgQ2775Gju35Wd4zchJrOwPA/bvxbZv16G3LLDi0yUoL9hq6blH11SiQgrg4OaN+K46+vuh87616HBwH1aG94GTdpWicr+CTeX8Lmmok3fswOG9IfxU9jHGAli44AOEPM0yvVr1dm6oFqUHDqH68Casr4m/ffiD5RgF4IOFH0NEdNuOkQU+W7oEh/I3J/xb2fIdEcsJO+bi6H0f4+2TnsOomiosX/EFjt27B5UH1mPTQe431DiyaZ/ou30Laj2FKN33JU6vrsSHPPagJnJa6c8QzXuivLIGP6xagd0/sNOQsk9h1XYMCIbwQfizsWPZOhx7YB8+S/JZWXJwNXpUHMLS8HLFhzehX9VhLJo/H6fu2on9Fc3xU5l6X/vyb9Cz/CCWhL8bsuk7ojFUVVVZWi6ri7Y33XQT/vKXv+CSSy4BAPTp0wfbtm3DrFmzMGXKFJSUlABQO2U7dOigP27Pnj16921JSQkCgQDKyspM3bZ79uzBmWeeqS/zyy+/RP39vXv3RnXxGt1yyy244YYb9N8rKirQqVMnjBgxAoWFhQ145dkvGAxi0aJFGD58OLzeGPluDeTZ+CecedbZkMp3wvX553okBlE2auz9IVWupd9COlSAjuH9xj3vP2h5Qh+ccAL3I2p8qewP7rmz0fKkfnDvfxtn9T8d4oh+lv6G53sXitsfiVatjkTnkdHbtevrPZA27dC/O9zvfQjRogO6DuQ+0FDut9+FaNMDXU8bA3wLjBg2FCgozvRq1Y8iw/WNgpKjukL4muGoUQm2j4pdwHpg9NhzzZluADwb/Dj7rDOB9r1jPjTbviNi8Tz1IABgzJgx8HwHnDVwMFyrfgAK2qDrIO43lF7ZuE+43/0AoqgTjuk+EJ4d/8djD2oyrpfmYk/AjcLitjj5hOMhenPboyxU+i082/36Z6P0PwWu5cuTflZK/xNwfb6k7nE/t4N795MYM2YM3K88j/bH9sVxp4Tv2+yD+5MPMHz48Kz7jmgM2pX6yWR10baqqgoulzl21+12QwnPVHz00UejpKQEixYtwkknnQQACAQCWLp0Ke6//34AQL9+/eD1erFo0SJMmDABALB7926sX78eDzzwAACgf//+KC8vx5dffonTTjsNAPDFF1+gvLxcL+zG4vf74ff7o273er223riMGu21KjK8Pj/gLwCUEFwOeT8pt2XNvu+SALenbr9xe+GSBJAN60aOYWl/EApcXh/g9sEjKda3UUWB5M0DRAjuWI9xSYDLXbcPeHyAhNjLUmokAB4P3L48AIDXLeXuZ0tIHU+6/M0AJc62pHEJQHLD6/PFuM8Nryv5+5A13xGxHPgRgLqOkIPw+gsAb378fYwoDbJrn1AArx9uX756HJI160V2pwgZissDyeWHGymMhYiaktsFSK66z0avHxBy8jqN22Uek3t9gFDU5xEy4PPXjTN8ftPnb3Z9R6Sf1deW1UXbc889F/fccw+OOuoo9OrVC9988w3+8Y9/4He/+x0ANdLg+uuvx7333otu3bqhW7duuPfee1FQUICJEycCAIqKinD55ZfjxhtvROvWrVFcXIwZM2agT58+GDZsGACgZ8+eGDVqFKZNm4YnnngCADB9+nSMGzcOPXr0yMyLdzohDBORcRZNopREBcXbbJIcsg8lpE464E5xtm6hAJ68usmhou4XMfYBXm6YFtqEEvpEZDn82SLUoi08+UDV/sTLyhEzHBvZYSKyoOESPSWovlZOBktOooTU7wpXit9HRA0lB9SJyNw+fuZS9mrIRGRSxERk2uPkIODyxr6PdFldtH3sscdw++234+qrr8aePXvQsWNHXHnllfjb3/6mL/PnP/8Z1dXVuPrqq1FWVobTTz8dCxcuRIsWLfRlHnnkEXg8HkyYMAHV1dUYOnQo5syZA7fbrS/zwgsv4Nprr8WIESMAAOPHj8fs2bOb7sWSmZDVgyCPnzMXE6Uq8ktVctfN0kmUTbTPercvfgE23uM8efEPrKOKthwEpo32+aJdCZXL76tetPUnP1DWTjDE4rLRZ6wiq++Ly6u+L1WVmV4joqahaN9HntS+j4gaSg5C8WonDHL4O5XsTSCi+Gq1IUJEH5eGr5yHEnFC3OXJ/ZPgjSCri7YtWrTAo48+ikcffTTuMpIkYebMmZg5c2bcZfLy8vDYY4/hsccei7tMcXEx5s2b14C1pbTSDgp5xpEodTE7bZXMrQ9RPIqsDtBc3tQ6mxQZ8ObFLyjFPKvPQWBaGAviLk9uFyu1oq0330LRNhi/aGuHTlvJpb4fwWr1d7cvPAZj8YocQhi+j5RQ+LMu8cTWRGkhByB8brV4xRMGlK0a0mmLiDG5NnaUg9FF21weVzYSV/JFiDJAkdVCk9vHeASiVMUs2vLMPWUhRVY7NusbjxC30zayaMt9IG2Mny+5XqzUirZWipORBxZGdui01QrSteFJMdwejsHIWfRjD2/d70RNQFJC4XiEFE9gEzWlehdtE0SWyQFzPILE8XosLNpSdhKyodOWX15EKYn8cmQ8AmUrJaRun64UukuEACDCRds43ZGxBpbcB9LDWBDP9Q5mbd09/uTbnxIyH1gY2SE3XApHhtVoRVuftdgIIrtQwsceel43jz+oiWiZtqledUTUpCKOL91ea2OfyKsWjGOmqHgEFm1jYdGWspN2wO3xASF2eRClJOYZzRwvKJA9aZejpnKCTr+kPUHRNmZ+FgeB6aMVbXP8fRVC/Wm50zZBPELOnxQIvxdap63Lq74vnFeAnELIdRORASyeUdORg+GiLfOUKYtFxRykkGlrfJxxTC5HRE9xDoqYWLSlpqEowOJZwK41yZcVIjwJhmFyGu3AioiSi5XnmfMFBbIl/XLUFOIR9O7IJPEIkflZPHGRHsYu5lyPBTBORJZs+0g2EVmub1/avlRTAUBiRBU5j5axrscjsHBATSTcaSsYj0DZLOZ8EfWMR4BQ60NKjEzbXB9PNQIWbalpVO0Hlt4HrPxX8mW1gyjJBbj96v/z8jwi6yIvDc/13EmyL+NEZJbjESwWbZnr3DiMl7nlegeznmnbwHiEXP+MVeS6/armoHoAJUmMqCJnMcb1aL8TNQUlBCG5OQE3ZbeGTEQWWewF1HGHHKyr9+jPmcPjqUYSp2XArKKiIuUnLiwsTPkxZGOh8GzEVr6I9KKtYTIAOaB2whBRclFfqi5+AVJ20g6S3T5AtniAbOyOjNcFGHNgyX0gPQxFW5dH7ZTIVfq2ZKE4qZ1giCXXO4611+4tAGrK6w6gGFFFTqJd5cd4BGpqeqYtLw2nLBaVTWt1bB3xOC1DX5HVMYap09bFfSAGS0Xbli1bQjK+0UlIkoRNmzbhmGOOqfeKkc0Ea8I/q5Ivq+382qV5AAdORKmI1WmbywUFsi8lpA7Q3B7r3SXGeIR4g0V22jYeY/RErr+veqetz2I8gjv2fbkej6Dte3lFaqetJzz2cnMiMnIQRQ532rrU7w9mi1JTkYNQXOFmpcDhTK8NUWwN6bSNzMIFDJ22vtSf02EsFW0B4LXXXkNxcXHS5YQQGDNmTINWimxI67QNVCZf1hSPwKItUcrYZUi5Qij1iEcwFNrixiOgfgNLSs7YaZHrHaZChprfamH7S1S0zfUTY9p+lFcEVB9UT4gAvFSXnEXIasEWUD8TrF79QdRQeqdtCmMhoqYWqyHCSo0mZqYt1HFV5NXULg8AUTfWJwAWi7adO3fGOeecg9atW1t60mOOOQZeb5zcL3ImrdPWytlD7cBHcoV3aokHDUSpiMoOyvFuOLIvbQBY33iEeNt1zMkScriollUMg287ZNpqE+Elex12nohMG2P5C8OZtuET5oxHICcxRqC4vbn92Ua5QwhISjCcacuJyCibRRZfwxNdR8YmRD0sTqatIqsxZ5ETkQH8/I1gqWi7ZcuWlJ50/fr19VoZsrFUOm0VQ9FWksJfYCzaElkWMx6BZywpC2mXo9YnHsHti9+RwhMXjccUj5DjxXDts9LlSX6grHWFx5LrE5HJAfV98DcPd9qGu144ERk5iZaxDoS/M7jtUxMIj030Tlt+5lK2EgLmmAND8dWdqKwooo9LAXXsIRTzRGTGvFvSuZIvktzBgwfT8TRkZ1qnRirxCFrrPA8aiFIT6zIUfvlRNtInfqlHPILHH787N1ZESC5fvp5NIuMRcvmzRfusdFnoqkvWaZvL25eWKefJN3fauhNM9kdkN9r3EcDiGTWd8AlrRfKEO7y53VGWijW2BpKPn6IybcOP0+Y6MmXaGqITSJdy0fb+++/HK6+8ov8+YcIEtG7dGkcccQTWrl2b1pUjGwlWqxlpluIRtExbrWjLLzCilMTKHMrlggLZl5DD8QgpHCAL40RkFou2uX4Zf1YxdFrkejFcj+ewGo9g44nI3D7Amw/UlNdl2jIegZxEu/IDYDwCNZ3w2IedtpT1Yh1fAhaKtiL66jdIdc18MeMRcnhM1QhSLto+8cQT6NSpEwBg0aJFWLRoET744AOMHj0aN910U9pXkGwiVAMUtFF3TiESL2uMRwA4EQZRqiIvDWfBirKVXjRLpWirTUSW6IRejEu4OABMD2Mnv+TK7c8WRbYej5Co0zbnJyILqPuTN5/xCORckROR5fJnG+WO8Ges0KOi+JlLWUoI09Daev5sZDyCpI4zag+pv0dNRGblOZ3FUqat0e7du/Wi7XvvvYcJEyZgxIgR6NKlC04//fS0ryDZRLAaaNYaqNgZPUtgpMh4BJ51JEpNrDOhLFhRNtKLZl5AsRCfE/WYONt1zH2AA8C0MJ4UyvViuJ5pazEeQUrUaZvD25cWj6AVbVt3VW93+xiPQM5hnIjM6qzoRA2lxyO4IVKJiiJqalFj63CHbLJxYGQWLqDGL2mdti5ORJZMyp22rVq1wo4dOwAACxYswLBhwwAAQgjIcg4P3KlxaZ22QPJcWxHZacuJyIhSEnMiMn4+U5YRAoBQD45TjUeQ3Im7I2PlbuVycTHrGDNtc3hgbez0Tlq0TTYRWQ5P9mjstK0trzux7vGr70suvzYiq4wnZhjNRk1FDkC4PKlfdUTU1OqdaRvRaQuo23rtIbVg64oRucAJtE1S7rS94IILMHHiRHTr1g379+/H6NGjAQBr1qxB165d076CZBPBaiC/FdT8ksNAQXH8ZbWwaq2Th5fnEaUmZsGKX36UZfT8cotFM/1xwpBDmkrRNoeLi9nEOPh2eXJ7YK132lroqkuWaZvLJ8bkgHrg5MlXfzfGI+j352Vm3YiaStREZPzOoCaghAyTP7JoS9ksxkTXgLWJyKSITlstHsE4CRmgLpfr0VuNIOWi7SOPPIIuXbpgx44deOCBB9C8eXMAamzC1VdfnfYVJJsI1QDePHVyi2STWiiy+cCIRVui1EQVrPjlR1nIOOmkK4UrKrTvCO2S9sgJDoDYkx6w0zY9jIPvXM/LNsUjBGNvS5pEmba5vn1pRQNvuGjrjiza1qpjOCI7M01ExhN91ES0Kx2Auu8iomykNdZpJMniODDG2MrtU6++Nk5CpmGjRRTLRdtbb70V559/Pk477TTMmDEj6v7rr78+netFdhOsVjs4rMxEHFlwYjwCUWoYj0C5wDjpZKoTkWnxCNrzuCOGM5GXYnEAmEaGbLJcL1Ya4xH03+N00zplIjJAHasBhqItiwjkAMLQNOJKcCUHUTppVzoA4bEQxyqUpSKPLwFr4+vIYi8QLtoejj3PESPNoljOtN29ezfGjRuHDh06YPr06Zg/fz5qazk5AVmkddq6/ckntYg8aGLRlig1nIiMcoFW5HK51cGb5XgE2Vxoi/U4TkTWeIzdqLn+vuqdtuFibKLiZORVQEa5/j7IgcSdtslOthPZgTEChfEI1FTkoLnTlse8lK1iZdNaKtrG6LT1+IDaiuh4BKvP6TCWi7bPPvssfvnlF/z3v/9Fy5YtccMNN6BNmza44IILMGfOHOzbt68x15NyXahGjUbw+IFQki8jbWZwTSoH80SkiuwyzOUuMLInY6aty2P9QEUoauSHnqUVo9AWmZ/FfSB9jO9trr+vkUXbRJ11iTJtc34ismC4aFug/q51vrhcLCKQc5jiEXiZOjUR7fMXSJzVT5RpsYqvlgqssSYi84fjEWIUbSVXbo8tG4Hloi0ASJKEs88+Gw888AD+97//4csvv8QZZ5yBJ598EkcccQTOOeccPPTQQ/j5558ba30pVymyOvB3+9QCbiLGiQAAdtoSpSpWPAI7bSnb1DceQTuxp11OGOtxMfcBnvxLD0M8Qq5/tmjjjURd2/qycuJM21w+wJADarHAE86tNV6u6PZxDEbOYJqIjJ1e1ESMmbZuHzu8KXvFjEewML6OF49Qe5idthalVLSN1LNnT/z5z3/G559/jp07d2LKlCn47LPP8NJLL6Vr/cgutA4Vjz/54F/E6LTlAQORdVFdhq7cLqyQPWmdtsZJxSw9LtwNpRfaYm3bhsIiwHysdIqKR8jh91X7rNTjERJsg7aeiCxckI6MRwCszUVAZAfGTluXh1nO1DTkYN1JaF7ZQNms3pm2MTptPT6g9lDcicikXB5TNQLLE5EBwOHDh9G8eXN8++236N27N1yuuje/bdu2uPzyy3H55ZenfSXJBrSDHY8/+eA/Mh6BAyei1HAiMsoFxniEVK6oECJc6E1wSXtUpi3P2qeN8b3N9SxXPR5BOwGQLB7BphORaa9NL9oaXqfbxzEYOYOxm96dwolEooYwdNoKToBHWS1ePEKS8U9kMxEQjkdINBEZP3+NLHfaTp8+HR06dMBdd92F888/H1dffXVjrhfZjXZA4LbSaRsZj8BOW6KURF6Gwi5DykZ60dZdz3gENwDJWjxCrndCZhVDF3OuZ9rq25ILgJT4IEFJEo+QywcY2mtr30v93V9Yd5+VCWSJ7EAJhT8LwIYRajpKEELPtOUEeJTFYsUc1DfT1uNTi7Yx4xFyfEzVCCwXbbdu3Yr27dvjT3/6EzZs2IDly5c35nqR3WgHBFYus4s82GaXB1FqYhas+OVHWcaYaZtSPIISMVlMjMex07bxGOMRcj0r2LidJDtxoISiDzo0uZ7tq0VY5RUBfysDTjFcNefhiXNyiKiJyHL4s42yQ6ASCCaZy0UOGjJtGY9AWaxRMm1jxSPk+NVLjcBy0dbj8WDIkCFo0aIF/H4/Wrdu3ZjrRXajHRC4/cknIjMOmoDUOrAakxCZXgMia2LGI+TwzOZkT9qATJsIynI8gmzIVI1TjI2c4Zadtmlk6JhweQAlhz9bjCcAkp04SNZpm8ufsUrI8D646roNgfAEsiwikM0JAUBETESWBccelNse7gm8dHHiZeSAOdOW2x1lq1jZtFZOcAnEjkeoraibANWIV4hGsVy0HTlyJP7zn/8AAGpra1FYWJjkEUQGxkzbXIxH2PkVcGfLzK4DkVW8NJxygR6PIKUej+BKUmiLHFiy0zZ9jB0TLlduv68isgDt0InIRIKCtNvHeASyP/3KD8N3Cy9Tp4ZQZKC2HKjYnXg5OVB3ibhWAGOjEGWjWNm0Lo+Fz8o48QhV+wF/i+jFOWaPYrloe9111+n/7/f78fbbbzfKCpFN6Zm2VuIRZPMHQjZcKrJ9hfozGzp+iZKJKljxMhPKQqaZuusZj+Byp5BpywFgWhg7JnI909YUj5AkwzJRp61dJiKLJRtOnBM1Nv3KD20iMnbaUgMd3Kb+bH1s4uXkUN0l4vqkmByvUBZKdzyCEgJ8zaOX55g9SpwRWnJ79uzBnj17oERcFnfCCSc0eKXIhvRMW4udttkWj3CoVP1ZUw40a5PZdSFKJlY8Ar/8KNsYr6pIJbtcyOYc0riZthGT8eVyUS2rGE4K5fpni/GzMmk8Qsh8FZBRrnfaJipIe/yMRyD70/b9ZFdxEFlVfVD9WVOReDm51txpC4S7b2NkfRJlUsyirYWu2MjIMqBum/fHKtpq8QiW+0ttL+Wi7erVqzFlyhRs2LABIty6L0kShBCQJAmynMODVmo8xniEZJ22ioyoicgClY27fskc3K7+rC5j0ZayH+MRKBdEdTlazbQVyQ+s4+U6K4o5r5NSZ4pHyPHcMSv5yJpERdtcL14nem3stCUnME6MCVi85JcogZpy9Wd1WeLlgjV1uZ7aybNMNysRxVOvom2MWAWPX/3pixGPoF+9xPG6JuWi7WWXXYbu3bvj6aefRvv27SFF/gMQxZLKRGRCRtZl2tYeUn9qZ02JslnklyMnIqNslMokUEbGE3vx4hHUa/jrftUOhDgIbDhjx0SunxBKJR4hUe5rzk9EJrNoS85mnBgTUD8PkjWZECWiF20PJF4uVAOhFbDcjEegLBYr5sDSyftYE5gl67QNAWC3uSblou2WLVvwxhtvoGvXro2xPmRXeqetlUxbYY5HcCU5kGoK2pdnsrOlRNkgqtM2x7vhyJ6UiJiDescjWMm0DQ93lBAvOWywiKJtpr+fG8IY0WEpHiFBpm0uf8Ymem1Wxm1EuU6L+zNNRHY4c+tDua+mHCg6Cqjck3i5UA3gyQdCqMu05YkyykbxJiKrT6ZtXpH6M2amLY9bI6XcbjJ06FCsXbu2MdaF7EyfiKye8QiZ/vLSDkpZtKVcEFWwyvEZ3smehCGqIJUJJ02FtjgDu1gRIQAHgelgHHzneiyAKdM2WTxCsk7bHN62Er22bBiDETU2PdNWm4iMmbbUQDXlQHEXtSgbqIq/XKim7lJxl1v9Tsrlk6FkX5ETXQMWJyKL8biiI9Wf/hjxCJyILErKnbZPPfUUpkyZgvXr16N3797wes0dK+PHj0/bypGNyIZMW0sTkUUWbTPdacuiLeWQmHmeOVxQIHsydsy6vOrvsSYriKREPC7W90OiTltqGFM8Qo53Q6QSj2DrichCakdtLG4L4zaiXBcZj8CJyKihasqBwnBhKlAJ+ApiLxeqAfJa1f3ObY+yVUM6bSMfl7Boa+E5HSblou3y5cuxbNkyfPDBB1H3cSIyikvPtLUSjxAxUUwql802FjkAFLQGqvZndj2IrOBEZJSNyrYCezcC3Ueqvyty3aWo+ozJwfjFI40xC9cdZ2AXWfxlp20aGfKCc70bQlHMJwCSxSNIcYq2Od9xnKDT1sNOW3KAqInIcjz6hTKvpjw8ebUEhKrjLxcMxyNoeHUDZavI40vAYoE1Yp4JACjqpP6MfD4AcLkhcbxuknI8wrXXXotJkyZh9+7dUBTF9B8LthSXliNYr07bFC6bbSxyCCjsCFTuzex6EFkRq8swlyfJIXt4cgjw4oS634UwTPqSQo5b1CXt7LRtUsbL3HL9s8XKtqRJlPua8xORJShIWznZTpTrtCs/tJN98fLSiayqOQjktwQ8eYk/Q43xCEDyqz6IMiVu0TZJDTBWPEJBa/WncdtP5TkdJuVO2/379+NPf/oT2rdv3xjrQ3al5aVZ6ZrN1niEVl1YtKXcIBAdj8BiFWWSEHVXKsgh9aAkMh4BsHaQbJzp3uVVny/W34vcBwDuB+lgvMxNyvG8bFM8QpxtSaMozpyIzO1TiwrJ7NsMFBSr/xHlmshcZ5c3t/dpyryacnWyJW8eEEzQaRuqhfDk1f3u4gkDylaxMm2TnPAGYscjSBJw/bq6jlvTc7oBkcNjy0aQcqftBRdcgMWLFzfGupCd6RORWbjkI1anbaa/vOSg2ml7OMkMoETZIOZEZDz4oAwyfnZqxVtTzIHWaWthkBaZQxozHiHGPiC5mO2cFsZ4hBzvhkhpIrIkmba5vG2lYyKy2f2A/05O73oRNRVjXA/AbkdquJpyIK9luNM2wYmvUI26jMbtszYWImpqxoloNVbzZ2PFILQ8KvY8Fsy0jZJyp2337t1xyy23YNmyZejTp0/URGTXXntt2laObMSYaVuvTtsMxyMoIaCwA/Djx5ldDyIAeHYs0Kw1MOG52PdzIjLKNvs3qxNyBA6pVyy0aB89oRhg7QSdqUM3UTxCPQeWlJgpHiHHu/jTGY+Qy8XrRAVpjx8IWRyDle9M3zoRNSUhm/cBK91jRIlonbaWiraR8QjMtKUsVN9M21jF3kRyvSGgEaRctH3qqafQvHlzLF26FEuXLjXdJ0kSi7YUm3aw47LwRRR5WWs2xCPIQaDwCKByX2bXgwgAti1LfL9QzN+N/PKjTKvYpc4UW7UPqAx33RonnXS51JMLVjNtTfEIsb4fYkx6kOuXsDfU5o+AHauAwbc07HmMk7y5PLl9QigqHiFZ0damE5El7bS1mGmby9sCOVtkp23c7xYii/R4hHx1srF49E7bcC464xEoW0XG7wHWM21dKVzg7/TxegwpF223bNnSGOtBdqdn2tYjHsFKobexaZm2wWrg4A6gZYz8FaJsEbUP8cuPMqxqnzqLsiTVnfwydswCyTNFNUpkp22MbbveM9za2JL7gJ1pKNoaC+K5PrCO6tpO8FpERFHHyA4TkcUrSKdytZMQ6VsnoqYkZHNRwc1MW2ogvdPWD4QSZNoGtaJtlfq71bEQUVOLOba2cNJaKICUQtnR6eP1GFLOtCWqF2OmraUdOws7bfNbAUf1BzYtyOy6EAGAO8Zsm5qGxCPs3dSw9SKKpXKfOlNsfjFQdUC9zZhpC1jvLjEWz9yJ4hHqMbC0s7Y91J/lPzfseaLiEXK4sJFSPIKSpNM2h9+HRJ22Hl/yeARtZvRcLlyTs0VNRMZ4BGqAUAAIVoWLtvl1n5Exl62NiEfwZr5ZiSiWyCs5AYsF1hhXvyWS62PLRmCpaHvDDTegsrLS8pPecsstOHDgQL1XimxIL9pa+CKKzCLMlqKt2wd0GQDsWpPZdSECzJMWRKpvp+3hvcA/TwX2/dDw9SMy0jptfQVAMDyeUGJMOmkpHkGY4xGsTEQGMCZEe+1lWxv2PMbv6FwvhBu3pWTxCEk7bXN420rYaetPvl9qJ2JyeVsgZ4uKR+BEZNQAtRXqT63TNpig0zZyIjLGI1C2qnemrYh+XCIuDyA4njCy9O79v//3/1BVVWX5Sf/5z3/i4MGD9V0nsiPTRGQpxiNkwxlHJah+gLTsDBzcltl1IWfTLpnypNBpa7WwsnmR+jNo/fOeyJLKfUBBG8BbUHfwEjnxS33jEWI9JuZEZA4/c19dpv6sKW/gExk6JuyUaetKcjm0EnH5tFGub1siWaZtsqLtfvVnTUV614uoqcT6PuJJCKqP134HLHtE/ez05KmZtkkmIhPGom1D4xGEAGYWsQGDGkGM4qulTNsYY/JEcr0hoBFYCpcQQqB79+6QLL7ZqXTlkgMIUXdAYKVrNtuKtoqirpPbC7Q8Cihj0ZYySDs4dvviLxN5RtNqPMLejerPAD/DKc2q9qudtgeNRdv6xiMYJ4+KF48Qb2Dp4EFg9UH1Z83Bhj2P8b3N9ViAqK7henba5vxEZKEk8QhJJiKrrQAgqbmNxonqiHJFrInIcnmfpsxZ/7r6s3mJ+lnoyUtctA1WR8cjNKTTVhtjlX4LtOlW/+chiiQURMUcuNyJt2/1gal32uby2LIRWCraPvvssyk/cfv27VN+DNmUttOlFI+QRZm22henywu06gxU7AzHJXgzt07kXNql5Ylm847VaQuEMxkTfGlq+xmLtpRuVQfUPFtfgeFSajkiCsdqPIIc0R0Zq9M2VtE2xwtrDVVdpnY6N7TT1phplusDa2PXdrJ4BCWiE88o5+MREhSkrXTahmqB/JbqNhaqUTvLiHJJ1ERkjEegejB+vxZ2VH968tTJxmIJ1arHmf4Wdbe5GtispI3hK/fX/zmIYql3PEKMYm8iLjcQ4uevkaWi7ZQpUxp7PcjOtB1Z77StRzxCJrN9tEGb2wPkd1TX7/AeoOiIzK0TOZd2yVTtofjLxJqIDAgXFRIVbcP7ZuBwg1axQUK16mdFvOII5aZQtVrI8eabO22j4hEsfNYbi2fxcgfjDSxzubDWUNVlQKsuaY5HcOV2ITxqIrIEryVRJpvkVk+K5apEnbZWMm3lgJrdyKIt5apYmbbMFaVUlW0D/EVAbXndZ6o3Tx0DxaJFyvgL626zOhaKJxA+Pqho4KSjRJHiXcWW9Crq+nTa5vDYshGk8O4R1ZNetHXXMx4hXOgVovHWMRFjp63bo3YqZbKolQ3WvAi8f2Om18KZtO0xVBN/Ru+oTtvwwDHZF6DWvZvJTtu72wHzb8rc36fGEQqol/95C+oyk40ds4D1y1GNsQrxcgdjXsLl8EFgTbka8aPFJNSX8fL3XC+ER2XaJiraOnQiMo/FTlut6BCvo4wom0XmOrsamCtKznRwu/o9CwnoNkK9zZMf/3OxtiKcfWuIR2joJHi1h+vWhSid6jvJb8qZth5ITh6vx2Cp05aoQUydth4LnbYi+kBee55MRBJogzbtb/ua1X0hOtVbV6k/xz6c2fVwIjlYV/gKHAY8xdHLRH45apf8JftS1QaJmd6+d36Z2b9P6SfXqp+hpqJtRKat1e4SUzyCO07eZoxczVzPX20IIdR/gxYl6em0NWXa5vDA2nQCwAMEEkzCmCweIZe3LSXJRGTxThBq5IC6b7u88TvKiLJZ5P7tdvhJPqqfmnKgoBVwR1ndbR4/UH0g9vK1FeZoBKDhV5hqjRecVJjSLVbxNd7cEuYHIqV4BG28zosudey0pcZnyrT1qYOgRF2zseIRgMxNRqb9Xa147Gted+mJk6VymQOljxJSTxwA8SeHSRiPkEA2xCMAalcCZaeHjwO2fJr640IB9TJrr2EiMqWek04KYYhHiFPorW/ull1p71GztunJtIWh0zaXi5UpxSPI8b/3cr14nTAewZc4Qx1Qv4s8vnD8CTttKQfFnIiM8QiUomCVOs6RpLrilicv/gnp2kPmaAQg/rjGKm0Mz6ItpVt9J/kVSD0eQeTwmKoRsOpCjS8y0xZI/GUUeRbHymMakxJUB3Jat6K/OSdqAsIH7tTk5IA6AJTc8Q+k48YjJCmuhDIcj6D9fW9eZv4+JXdoN7D549QfJxuLOoZOW1fkQbKFQZpxArNE8QiciKyOVgxv1haoOdiw5zLFI+R4h6nxACRZkcbuE5HFe21W5iKQa9WTMh4/O21zSUOjUuwkciIyl4fxCJS6YHV0pneiE9K1h+J02jZg29PmvOAJtNx1eA9QvjPTaxFDrKKthZMMqcYjnHkN5NG8mtcopaJtKBSCx+PB+vXrG2t9yI60Lx7Jba1rNlamLZC5oq0cEcvga5H5y8fJueSgejDh8aeQaRs+GLcSj+Btlrmi7aHd6s94uZGUWdr2Y8xes/Q4JRxv4wd8BXWXoEd2LqYUj2CYiMxy0TbHu0IbQi/atklvPEKuF8KN26A7yfaRKNPWFhORxcu0TfBdo9EyqxNlN1J2URTg/s7Ang2ZXpPsENlpm+lJkCk3hWrUTlujRCe+airUSRyNGpppq43heQItdz1xDvBIr0yvRbRYDVtur4WxdYzIskS8eZzQNEJKRVuPx4POnTtDlh160EP1o4TUgyKXy1CATaVom+F4BCVYF40AhDttGY9AGaIE1f0o0SWrkZevWI5HqAUKijNXtD28R/3Z0E5AahzV4Yw27XPcKm079UTGI8Qq2lqJRzB06MY7uIl1Vp/xCGmKRzBkk0k53mFq3E6SHSgrin07bSMnYTKy3GnrC8+SzqJtTtAuoa7an9n1yBZRE5E5+PuC6i9YpV4NZ5RoEu64nbYNjEfwNa8ba1Hu0ZpYsk3cq9gsdNqmkmlLUVKOR7jttttwyy234MCBOIHaRJGUkGGiD6vxCMaCkxQ+mMpUpm1Q7cDR+Jo7u9M2UR4xNT6t87uxOm3zW2bupIR22XwVv1+yUuVe9Weq3apa7IXbFz0RWWQ8gpXuEmOxN248QqxLuHL8Uv6G0L4/C9o0/JJoUzxCjhc2TCcAkhwoJ8q0zfVtK1mmrZATvz6905ZF25xRW6H+5JhOFXlSRvtu4ftDqUg5HqE8umjr8jYsmqP2sHpVDa96yG4rHgc+uTv2fdl6xWHMsbWVeIQYj6OUxBmhxfd///d/2Lx5Mzp27IjOnTujWbNmpvu//vrrtK0c2YRxVmLtZyqdtkDis5SNLbLT1tcs8xM1ZRKzbDNLCccjuP0JJoeJmKVTktR9yspEZP6i+BOcNTatCF1dlng5ygytaKsd7Fulfd7rnbZx4hE8ibZpA6FYiEeIV7TN4QJjQ2gd+tpJGTlkPhmZksh4hBz+TjCON5Jd4mfc7iLlesexkqDTVotDCdWq8Sax6J22+ezuyhU14c9xTlakMjaYAIa5ACIi0ogSCVYBzUvMtyW6WiFQqTYDmZb3NGwcHqxUT9CWban/c1Dj+/AW9eeQ26Lvc/uyM94iZo3GQgZzqpm2FCXlEfv555/fCKtBtmbsZJGk5Jfaxf1AyJJMW7/DM20zVTwnlRwId9r64g/qYu1DVmY3D9Wql09nbCKyGiC/OPWiIDWN+hZtjZ22xu02sgjmybN2oGLcvhPGI8TItM3lwlpDyOGirZadV1uhRqHUh/EyNzt02hoL0AnjESImKjLK9RMCkQUrI1NEVZyibaiWnba5Rvscr2XcF4AYE5Fp232QRVuyLlgTPZmu2xf/yrhYnbkuLyA34DhTDgJ5hey0zWWebC7axogeS1obYKdtQ6VctL3jjjsaYz3IzqImm0nSNRurQ8pKplpj0TobNb7mwKFdmVmXbGAsnjeoW4vqRQ6pAzq3P/4+ETdzKElHnBwE/IWZiycI1apFpeoD3LaykVbMT/UgXw6on+GSpG632qXWSsR2muhEhJFxpvtEE5FF5mfleoGxIbSTPd4C9X2oOdiAoq0xHsEGHaZ60dZKPIJdJyJLUJB2hzttE43BtH2cnba5Q+u0tftJ0qUPAj8tBi6bn3i5qInIDJ22RFYFq6InIvMkOIYNVgPN25lva2ijkjaWD1aZv68pd2hxkoFK9QrfbFHfxjpm2jZYvUreBw8exFNPPWXKtv3666/x888/p3XlyCYiJ5txeZIcGMUqOFnMOmwMkVlvvgJnn700DmDZUdP0lKDFTtuIL0crl+/KAfXsfKb+XUM1dZ2AVi6Tp/QRwkJRP3zQkWrRNlRbV/gxXmodmWnryUshHsF4SXus74YYJ/+kHM8dbQhj4TyvZQMnI4uYiCyXixpR21Kc1yJE9PZqlPPF64gYKCMrk8HqnbZ+jgtyhVM6bRffDWz7PHk2rZARlbEO5PbnGzW9mJm2CZqV4nXaNmSsooQ7bSEy1/BEDaONSyr3ZXY9osTLtE0Wj8CTBw2VchvTt99+i2HDhqGoqAhbt27FtGnTUFxcjDfffBPbtm3Dc8891xjrSbks8kDHUjxCxI5tdVbxxqBEDOTcDj8oMX4wczDQ9LRL9dz+1OIRXB4LE5EF1LPz2VC0DdZk19llu3vh10DFLuDqFfGX0fb9mhQ7s+Ra9SQDUNc9EKoJdy4aPuvdFjttRWR3ZIztOuYlXDleYGwILR4BCHezH6z/c0VNRJbDHabGK3tcnvgHHlqWe7xOWyufr9lMkeNfAq7FWiXaN+WA+p3kyXf2Se1cop24sXPR1hhlVr4TaNkp/rKRuc76HByMBKMUhGrUz0GjRMewoeoYy1u53DwBOWgYS1fXnSyn3KF9LmdbvSFWx6yVTFvGIzRYyu/eDTfcgKlTp+KHH35AXl5dZsvo0aPx6aefpnXlyCZSjkfIsonIonIXExTLnMDY1ZZtXyZOoITjETy++F2JMYu2ruRfqnJAzWzOWNG2NtwdAG5bTW3zR8Ce7xMvowTVy/5SzTwOBaI7beVA9OWoVvMwjScC4+WQxj1x4dSibaCuCJFX2LBLoo0F8VwvhEfmI8e7CkgryMbrtLUy0WM2kyNioCIliuMBwp22PjXLkZ/ducEJnbYHt6mRZq27Avs2Jl42cqyvncTI1HwalJuCVXE6bVPMtG3IdqeE1LG89vyUfRKd5JWDdRNEZtv3adxJfhmP0NhSLtquWrUKV155ZdTtRxxxBEpLS9OyUmQzSoyBUMoTkWWwaBvZaWv1El67UkLqv4/Lm31fJk4gB9Sz8Kl22lqJR9CKppnqlJJr1aKg07vZs5UcUA+AU/38M3baujwApLp4BFOmbV78yTqMjJE78eIRws99sCqA2pBWcMvxbsiG0OIRALWbPtVuaRNDPEKuT+5mOR4h/BrjdYrkevFaCcUvSAPJx21yOALF7Xf2+CiXaMVaOxdty7YCrboAzdoBlfsTL6uEzLnOkpT78S/U9ILV0Zm2CeMRamIUeS1cbp6IHFRPkLu82TmZFdV97sa6ekdrjPAXZl+TWMyirYUIy1iPo5Sk/O7l5eWhoiJ6sL9x40a0bds2LStFNlOveIQYIdeZuhQ/slPY6Z22cjj7zupM75Re+vsfp/NJy21ryERkmey0dfs4A7nRzCJg51eZXguVHFIjK6wUVo2MnbaSVLftiojLUT0+i522hg5dV5xCW7gb9MS7FuEvr68LL+vkTltjPEJDO20Ng2/JQgd/NovstI13oKwkKdpq22OuRkVoV3DE4/En3u9D4Ynuki1H2UMbPwQaMEt9tivbBrTsDDRrA1TuTbxs5JUfQMOLZ+Q8MTttExzDxlo+2dwvyWgZ5V7G1WQtbdwk5Oi8ba0AmskrH+OJF2GZbBzITNsGS7loe9555+Guu+5CMKhuUJIkYfv27fjLX/6CCy+8MO0r+PPPP+PSSy9F69atUVBQgBNPPBGrV6/W7xdCYObMmejYsSPy8/MxaNAgfPfdd6bnqK2txTXXXIM2bdqgWbNmGD9+PHbu3GlapqysDJMmTUJRURGKioowadIkHDx4MO2vx5HSEo+QRZm2Tp9oQ5uYzWqBhdJLm4gsXsagnr0Y49JwSxORFWU209aTx30s0vaVmV4DVTo6bYG6E1+xrmKwlGkrDPEIcQpthktdv98VLlC6nD4RWbgo5y9qWKetKR4hx7uXo/KR44xNtM/VRBORac+XaxQZgEgSj5DkZLvMichyjhzK7FVsTeHgNqBVZ6BZ2+RF28iJyICGF8/IeYI1akyMkTtBnFncDNyGZNqGwifR8thpm62M/76R417tM8fXLPuao2LOF2Fle2WnbUOl/O499NBD2Lt3L9q1a4fq6moMHDgQXbt2RYsWLXDPPfekdeXKysowYMAAeL1efPDBB/j+++/x8MMPo2XLlvoyDzzwAP7xj39g9uzZWLVqFUpKSjB8+HAcOlR3uc/111+PN998Ey+//DKWLVuGw4cPY9y4cZDlusH1xIkTsWbNGixYsAALFizAmjVrMGnSpLS+HsdSIou29YxHyFQ3j4g4++70DlMlpF6e7/T3IVP0wVi8Tts4Rdtkl/kpijpQ0Dptk8203Bj0Gci5bQEAAuFMq2w5O60E6zeIDNXWddoCdZdQR2XaWry0WjFMYOaOc1Bt6AZVtG051y9hbwhjp62/RQMviTbGI7jV33O1w9QUj5CgE1uPR4iXaat12uZi0Tb8muNNRAYkLjoAdd30ybJvKXsoIbUTz87ftXqnbVugKsks7JETkQHhk4Is2lIKYsYj+BPEI1RFF3njXUFklRLOKOeVD9nLOG6NvNpBDqhjCm9+Fp4EjVF8jTcONz0sR8eIWSTBafXYCgsLsWzZMnzyySf4+uuvoSgKTj75ZAwbNiztK3f//fejU6dOePbZZ/XbunTpov+/EAKPPvoo/vrXv+KCCy4AAMydOxft27fHiy++iCuvvBLl5eV4+umn8fzzz+vrOG/ePHTq1AkfffQRRo4ciQ0bNmDBggVYuXIlTj/9dADAk08+if79+2Pjxo3o0aNH2l+bo8SMR8j1TlsbD3KTMV6en3VfJg6gXfYkuVPstHUlLihoX7jaRGByoOlnnA3VAAVtOJmNpvqA+rMpCuiSS912AlWAryD2MnIQ8DdP/SDWmKcK1B1ICNmcIZgop9nIOGFMvMgDw/dIXdE2x/NXG0IO1hXl8gqBip/r9zyR8StakUPIqEcfQOZFxSPEm4jMzp224f0nUaatJ0HRAajrpue4IHcoIcDbzN5Fdq3T1uUGdq9JvGzkRGSAxVnRiQxSjkeoiVHkbWinbaDuijxmjGcn7US6Iqsn0Zu1Mdxn7JTOsn+/mJP8WoiRYTxCg6VctNUMGTIEQ4YMSee6RHnnnXcwcuRIXHTRRVi6dCmOOOIIXH311Zg2bRoAYMuWLSgtLcWIESP0x/j9fgwcOBDLly/HlVdeidWrVyMYDJqW6dixI3r37o3ly5dj5MiRWLFiBYqKivSCLQCcccYZKCoqwvLly+MWbWtra1FbW7czaVm/wWBQj4+wK+31WXmdUjAANySEwsu6XR4ogRqIOI91ySEAAorhfrfkgQhUm25rKlIoABckyFokCNxwh2r01+M0UqAGbpcbcPsg11TG/Xd0klT2h4ZyBWvUAwvJDQRj7BPBWngBBGUZMNznkVyQg4H4/161lerjXHnqz+pDQF7TFmHcgWqI5l643H7INYe5bVX8Ai8AufJA4372CQEPJEgAgof2AIVHxFzMFayF5CmAJNcm/PyL3B+kQA1cLo/+GepxeyHXVkEKBQG49NcmSR64gtX6cvG45SCEUL8jJCHBLQej1sejyJDDhTZFEQgGg3DBBYQCGfkeyTQpUA2Xyws5GITL2wxSdXnS9zkmoaifD6Hw54sc/r22GkjQqJmt3LIMIZBwWwIABGrCn6sKgBj3yyL8PtQAki/q7qb8jkhZbXX4tQnTd4aR2+WBUlsV9zPZE6yFDDckyQMpWFO/bYualDsUgOTNhwgFMvLv1ej7hBDwlG1DqMWRkGor4Tq8J+HrdIUCkAxjfQDwuDyQExyvEJnIQXiFjCA85s9S4YJXCSEYqI0qeHmCVQjBY9ofJCHBJdd/v3SHAlDghpvHadkrUAOPywu4PAjVVpm3l0A1PC4PhNuX8Hs3E9xyCEJRzONoAXiUUMLjArciQygipfF3Vo+b0sjq66tX0Xbp0qV46KGHsGHDBkiShJ49e+Kmm27C2WefXZ+ni+unn37Cv/71L9xwww249dZb8eWXX+Laa6+F3+/H5MmTUVpaCgBo37696XHt27fHtm3bAAClpaXw+Xxo1apV1DLa40tLS9GuXbuov9+uXTt9mVhmzZqFO++8M+r2hQsXoqAgTqeSzSxatCjpMu0qvkXvqmp8Mn8+AKD/gYP4ec1qbN/ZIubyvXf+BAEXvgsvDwCn7TuAvbVrsKV0fszHNKZO+79Bp7JyLA+vT1HVVvSvOoQF85t+XbJB8eFN6FcbQkCuxsZVX6D0B3YhaKzsDw3Ve+cPEJAAyQWXCGFdrXk7dMu1GAdg0UcfI+hprt8+pKoG675Ygb0bYk864g1VYgyARUtXYAyAjz98H7Xelo32OmLpt2MrDu6X0PFQFX5ctRK7NmcgoiGLtK1YjzMBbN+4Bt9WNd7njVupxbhwh+CnHy3A4bwOMZfru/1HuISMo5QQ5r//XtJ8Km1/6LxvDTocPIiV4c/MwVUBfLfyc7Q5vAluJYB14dtLytejx4G9WJrks/WUXT+j7GAefiybj1aVP+K0qkp8GPGYkTXVWPn5CgA9cKiyEvPnz0fvnTsgIOG7Gud9dnfZ+w3aVZThy/nzcdT+bTii7CesqM93mFBwHoBPFn+CGm8reEKVGAvgwwUfQHbnJXt01jlpx3ZU+qux6fB8tKz8CadXR29LAJAXLMNIAPMXLIy53bvlGvVzd+EC0+dupKb4jkhKKAAkvevFFzqE0QAWLPoYiiu64AwAZ1VUYsvqL/HzT7H3+SHl+7Hu67UoCOxHh4M79X2dstdJO7aisDoEUbMXn2bw36ux9gmPXIWxwUosXLkerSp/wgn7f8bHCV7ncbs2wh+qwFrDMsNrg/h6+WfY3zxJHi4RwtscgIWLlyHkruu29QUr1M/Y99+FEjHh47mBSixd/iUq/WrdYtGiRSg5uBY9yvYnHQvFc9b+vdjy7XocW1mDH1atwG4ep2WdwurtGKCoxzifL/kEFQWb9fuKqraivwyUHajAL2tXY+vPRZlazSin7N6FsooC/HigbtssqP0FQ0MBzE+wvZ6xZw92B77DtnrUcbJi3NSIqqqqLC2XctF23rx5uOyyy3DBBRfg2muvhRACy5cvx9ChQzFnzhxMnDgx5ZWNR1EUnHLKKbj33nsBACeddBK+++47/Otf/8LkyZP15aSIdmshRNRtkSKXibV8sue55ZZbcMMNN+i/V1RUoFOnThgxYgQKCwsTv7gcFwwGsWjRIgwfPhxeb+L2GmmzF+6K9zFmzBgAgPuVeWh97HHofcqYmMu7PvwM8PjQeWjd/e43Xke7jt3Q84zYj2lM0tqDcK3/n77+2LsRni331/3uMNK2Qrj3tkBeQWv0O+kEiJ7OfB+MUtkfGsq1YImaKyp5gOr96BS5HdYeAr4Fhg8fAeS31G/27JyF0045GaLr8NhPXLUfWAcMHz0WYr0bQwcOULPgmpD71ZfQoUtfSBt34qQ+x+PEE5y9bUnrq4Afgc7tWuDIxvy8qToArAWE249zBpwOtO8dczH3ux9A+JoBBz7DmBFDoy8BDIvcH1xflUL6cWfdd8Duh3HqSSdA2lkFKDI6jVBvl37Mg/uj+Uk/W92vv4qSTr3Q47QxwO418OycHfUYz8YbcNLp/YF1B5CfX4AxY86G66OVgBJC5xHO265cX26HtKMMY8aMgbQhBNeKr+v3HaaEgDXAkKHDgObt1c+bdcDI4UPVSQxzjPud9yCKu6LrWWOA0m/h2fF/sd+Xip+B9cCYMWNjX+IXrFY/d4cOMV/mqN3dhN8RyXjvaQP5nJuhnH2TesPhX4B1wKgx4+JORuY+8B8U9TkefeN8Jnu23I7T+p8FlP8M17ebHDs+yiXut94CykOQApUZ+fdq9H2ibAvEei9GjLtQ3bdffjrh63QtXg3UlOOI0XXLeLbegTP+P3t/Hm7LdVeHoqP61ezmNNLRkWTJciO3srEaW5YE2OAW2Tg0id8LhOQRYucGHraJCTwuuWDIhwDfSxc53NgGAg8DDsEh2FgYyX0vybJaW5Itq5dOf3a7murmvH/MOatmzZpVq2rttfZea68a36dv6+y9mlq1qmYzfuM3xsuvAn3W907++BrsP2wdB+4BXn/9W7Ie4cMN4D7gja/7fuYpL0AimHfGeNVr3oiwfU5yP7iPObA+ffPY96V1/PeweuXLYd56B674rstAX9yMxzOHY3fBfrwDGCa+55pXgF54RfIn46mvw3qygyPnX4RzL34uXvSK2fn+MutvgY0nYX7zP+D6H/iBQgsE66/+FIdf8FK8+PLqn2WW1k3ThOjUH4XapO1v/MZv4L3vfS9+7ud+LvndO9/5Tvzu7/4u/tN/+k8TJW3PP/98vOhFL8r87oUvfCE+8pGPAACOHj0KgCllzz8/VQadPHkyUd8ePXoUQRBgbW0to7Y9efIkrr322uQxJ06cyL3/qVOncipeGZ7nwfPyno+O4+zri0tGpc9qGoBpp49zPAAxrKLnGQAsO/t32wNAip8zTfDjMcV7t1gQz6J8xzkYFLAcGLYLEwRY1POgwa7c+zRm94PlAn3NfRQzTzbH9bLfjWnDNo3i78sy+fNagN2Cg3j3v9s4ALwO4LRh0rC5tgIWFmUO19PxZxowWbXf8JbhlN3TNAJabMPhmHTk95PcDyYAy00/g9OCCa78sN30Gq48trIxyHIcwG0DcZR/DiXwCbsXCGXHAtsFgmBv5pG9Bo0Bm38H3YNAsDXeNRWxa8VxXP79M+Lescz5vV9tO72WiOZaAtg6BgYcV69EhcHPy4jzMCvrQ+vBm2B9///O/sHFs47bKvacc1owy+aEOITtddn4HQfTHa8aTAaUAF4XGK7t6TU5tXsi2AQ6h9k9u3wOMFiHY9slvorSvCJgubArzHUNGjBEgOnAaSndtpT92zGRvZa4xaLTXkp+7zgObLdVPBdVAY1gOi3A8WDSPVjLNxgNA4zYN23YhrLuNilguTDcNkDCGVuzasZJT6wDjZJAUwrTtse6Fmdl3TQtVP1stQ0LH374YfzgD/5g7vdvectb8Mgjj9R9uVJcd911ePDBBzO/+9a3voVnPpOpv571rGfh6NGjGdl0EAT43Oc+lxCyV155JRzHyTzm2LFjuO+++5LHXHPNNdjY2MBtt92WPObWW2/FxsZG8pgGO4Cc9A1wY/SS4ANtENmI8LJpgmoSzkk02nR7v4LE3OB+h0b5DcYDidj9UBRsIMLGageRSenoexUEFvnMeL8Js2EQARK+3tJicu/D72O3U37e4xBweet3nURiEmnCKAP2e/k6tVvVQnHkcMuioBhK0A8ZkbY15J/PtMvvgf0MEXoBAN4KMKxW2c9DWJbwOV3MjfMa1qMGkRV9DqoEkqrIBLLNAXon0/8nETv+sg41yy2/52OfPWbRg1rnCSRiAUj7NYisfwboHGb/3zrA7k01pV0GJXmluVUhYKdBA4FwoO9AEnOveq+Jf1tKMdB00nDgcSCCrCyvCSKbVcQB+54tJ/8diSC5WZxPdYFiwvKjlBOgIy3VGpSjttL2oosuwqc+9Sk897nPzfz+U5/6FC666KKJHRgA/NzP/RyuvfZa3HDDDXjrW9+K2267DR/4wAfwgQ98AACzNHjXu96FG264AZdeeikuvfRS3HDDDeh0Oonid3V1FT/1Uz+Fd7/73Th8+DAOHTqEn//5n8dLXvISvPa1rwXA1LtvfOMb8ba3vQ3vf//7AQBvf/vb8eY3v7kwhKxBDaibnVEErJa0tfduYUmU47e5b1/ss+NaNMQhOx9mSRpqg+khDth1V1T8EOnuKsFg2uWEgvibabFrPNwL0nbIFin2HpHGs4Y4YATbtM9FHHDCZcR5JxGz5gDqbQRU0lYsRHVzQ5XPKhcCTVu/uaEEvYBd08OQSI9d0A242AQA7JryxyRtxfgin39gfslwOTHesovXJpTmk+VlmHzNMi/X17ZM2saFtggJytLPAUbo2t5sbjIb6EEiZmmyX4vvvdNA5xD7f28FgAEM1rLt6TLUtT7A/r0T8qzBYqGQtLXZvlYdG8W8OeliAQnZa9pevQJ7g90DCflezsuPwXHISdvWDJLuGvJVcCFlY6Xw0m8wNmozTu9+97vxjne8A3fddReuvfZaGIaBL37xi/jTP/1T/MEf/MFED+7lL385/vZv/xa/9Eu/hF//9V/Hs571LPz+7/8+fvzHfzx5zC/8wi9gMBjgp3/6p7G2toarr74aN998M5aX00n5937v92DbNt761rdiMBgk/ruWlU7Of/EXf4F3vOMdeP3rXw+AKYff9773TfTzLCzkTREwevFfqLTdo4lHPX6bW2JEfkpgLBJIyKuDe6h+XmQIVVTR+aecoFLvIcMqJxRIjCScZq+UronSdo9I41lDHLEN5rS/C6HeHkW4COLPdOoRMyopZHlcaav83m5Ve125+8EsINoowTA20HYsDMIYMaGwTGt+ycWdQhDzANDihYAoYJYRtSBIW6FOnTOyUkVGacvVTToliY7QUWHM0/UlhTzGYQXSdoRiSyhtG2XX/CAOGcG0X4vvstLWNBlBPVgHDlysfzyJ8q29ZtNR1qAGwn6h1792zS5ILssBYpL+fsdKW076VS2EN9h9xFGqtM2R+fxvVdfEuwlKSpS2JetAaV0VxQSWaYzMn2qQRW3S9t/9u3+Ho0eP4nd+53fw13/91wCYUvW///f/jn/yT/7JxA/wzW9+M9785jcX/t0wDLznPe/Be97znsLHtFot3HjjjbjxxhsLH3Po0CF86EMf2smhNigCibME0rj2CHu1KSRxujEF2KYEmL2BdLcgFrbWDhcVDcZDQtoWqM+FYjZnj2ABhOQfLz9PkBJ2e28WekmL7R4WaWYJQmnrb03/fUx7dFVftNjbXr3vJ0fOumz8JIr1jNNmmx4daSZDbWkHZde2PE5TgpBQrLRtDMIYQUTQNkcULvYzBDEPcNUZ2HVlH673OlQzhoxS8c8yaKxcS8gXapPHjSBtTUt/fmYdYk4pQ1mRllI2HiRdEs3YPRcgEeB09+9cK5O2AAtmHa4XP15ngWI5c1SIabDniIZs/ayDbu8r1iOGCUCaO8q6PqogIf1qrtUa7B6IUNNqviPZHmGwtjfHVwSdYlYUu0qVtqlC92W/fgv+6ZXPwHve8uLpHOM+xVi93T/8wz+MH/7hH570sTTYr5D9B4HRBCzVSe+d6RMXhcejbNYsm/17UauXsSANG3uEPQHhhMJIpS27Znt+hI5rwTCscmKFSETFnilth2zTbzULTQBsAeQtZ/0np4GEjB1R1Y9llX1NT9vMGMrVeOomWXQuhAPmr1v4etLz5MWiKQWDUoIgBlZaDk5s+hiGMdrzTC7uFHGQKoCcNhvD/Q2gW5e0VewRgDlTmCqQ1xuW5Mumkjdq8VaHeT0PpILSVhRadEh8GT3+uAVdG80bSMR9zPfpXBv0slYI7YNMaVsEtYgIFNvvNGigQ6nSVrNnEuSqTrm4kwJzzFvvG7ua2YXocNGtpxOl9Ax+fzphXWKTVXbNUgAGTm4Ose1H2Bw042pd1HYE/smf/El86lOfAqV09IMbNADm3x5B1xY5iy0LuwUiTzQLqlrbSwiiayRpyxaBL/7Vf8SHvvoYV9qWe9pGMPHZB0+yRad6fa8/AZx9eEIfogDCHqEpCDDEnLSdtlVE1VY6WRlQZ6OvkrM2DzVSx1ax2Qn7I15PmlOKFouctF1usb8Po7iap+0fvQ449a0RH2gOIdsjGMYOwsgUewRgvgPecqptFATbxfl1iYp5LQpU8rQtWYOJucJ2q4cJNth77PcgMuGRL9A6UK5ao5r7oMh+p0EDHcIBu6d00K3Z44Iuh50GPSchV41dzcyCSOvuIjLf9tg1NUvQCesMg63JS/OK2PNObbPrcaXtFD+2gRa1SdszZ87gTW96E57xjGfg3e9+N+68885pHFeD/QQ5NAaoaI+gqTru1cJJ1xZpu4s7EQp7BHMPw+EWGcJupIjYlL1pOb59cpuTtsWE1fbQxyACPviFh/ULhd+/DPjA903oQxQgCSJrlLYA2DkQ/qPTfh+rgn+WeJwu7bYMahCZrLTN+IW3ABgVSVuFaMt5xcXwiYGWY8G1TBZGNopcHKwDT94GPP31qp9sfiDU1ALe8nhhZEn7vzRHz7PthLzeSEhbzVpDp8JTYZrzdR6EXY7Oy1NFmT2CrLRtPBTnB3HICCYaz2/RpQyRnyVtR9kjEJIXaDQ2YA3qIBwATkv/tyKlrW7s3anCO8kpcPevkn7ekXjaarpYZHuEWdsL6YR1AB8ry7qo2VoriNi6YxDswzlnyqhN2n70ox/F8ePH8au/+qu44447cNVVV+FFL3oRbrjhBjz66KNTOMQGcw9VZTWKgNUpWnZaddwJtAu5BQ7hKmvpaDB9CDVI0flX7UgAmKIKWqIC6w0DEBjssSp5Jwjc1uokPkExEqVts9AEkCptaTzd8UaEC44MIovSsKGdBJEJpa5K5hoGs0gIRpC2WnuEvNI2JIBrm/AcE37E55WyReVTX2M/i9ob5xliEyDQGlNpq7NHMEdYr8wy5PEysUfQKW016wAV82CPIHfJicKLzg5ChVVSqBZjgfC7JtHsn4cGqT0CsD/Xs8JuSaB1oNweQbf3MBtP2wY1EA5GBJGppG3B2CsIsHG7muX2+kUVGM06iLCw0CmwZRXujI3NOmEdUEFcx7Iqwphd0/2wGVfrojZpCwAHDhzA29/+dnz2s5/FY489hp/8yZ/En//5n+O5z33upI+vwX7AvNsj6JS2i+y5mQRh7WE43CJDEF1l9gj8/hE2NoaBkfYIQz9ADBPr/ZCTtpLStn+W/ZwmaUtpqrRtCgIMcZiGRk2zRaqyp20ghVvUWEiqpK1Q4+nasp02EPbKXy+jjtSQtpQCoAhiwLVMtBxLUtqWjFlnH2E/R5HG8wjZHgEAvNUxfeIL7BFmbWNRFRnVdkEBAKiotJ0D8loeV4UiVrRilqFUaeuz55tmSpItqn3UPEHYIwD7c75Vx7yRSttII9CY47Gtwe4j7JfYI2j2jUVjb9lcVAXCxq6ulVWD3UMmI0KZL0lU/Lc9h8YeAajG7cBAGAulbcMf1MVYpK1AGIb42te+hltvvRWPPvoozjvvvEkdV4P9BNW3sJI9wiwpbTUBJJazuJuShLRt7BH2BEkQWcEEKd0/Pm9DMQ2D+y0WJ5sL0vZsL8iTd6KNepoppuL+TkjbBb2/ZBCJtJ1my7Go6o8KEcp4cNW0R5DHdNHypRb0ALbhGUVQy4U0MbfI8wMvVvgxU9q2HBPDUHjalpBq4n4Ktit8qDmD2CAIuJ3R5LgOifJHVtrOsactkdR1pgnA0LelVlbaFo+xMwF5XBf/X8XTtiyILArSNnRBkjXj9+xjv5O2WqVtyRqmCSJrsFNEw3pBZGWetsB4+15C2HxVJaegwd5BWGNYGhFEYkU2i0rbItJ2xLHy5wWctO039gi1MRZp+5nPfAZve9vbcN555+Ff/at/heXlZXzsYx/DE088Menja7AfoJKwI29szUZ+L4OJtJ62NZVm+wli8zqLk8kioEoQGb9eez6rZJoGRraGD4MQBCbW+wHz5JKJM6HI650av11rFMTC0vb07UKLiDjg7avGlElb2dO25H0ygWV1g8hUpa3PC0DKMqSKPYJMoImChLyx5mrHgJO2nm1JpG1JdT8hbccgM2cdqj2C0xlPUay1R5hj38fc+qSgQFwpiGxelbbhzoLIYj8laxul7fwgDlOCaV+Stn6WtG0fHG2PoBZmzBE+jYsGQoD3rALbJ/f6SGYT4QCw69gjFJC2Zf7qoyCek3RF7cN7ez8gsRrUiMBkIcWsfX9cMZvDqGPlHXJh1JC242LEKi2PZzzjGThz5gze8IY34P3vfz9+8Ad/EK1Wgel2gwbA/NsjqEphoH4Qz36CUCbtZTjcIiMJIivxtOX3T89nk2JMMJKwGvghYFjo+TEi04UtLyKGm8DSecD2CUZoeUuT/EQMSQJ5KyX1Fh3CQ9ZpA+G0lbbcj7KMyEseN4bSVvW0jf0Se4QKnrZqe76s9OSKcj8GPK609aMKQWSCiB71/vMItVXY7Y75OTVK23luIVbXG0Ueluo1p8M8BLIl42xbUtpG7DssQ9kaLKO0tdl5asbv2QeJ2fdmWLNHDEwC0ZDNVQKVgsiU+8Cy9R7Xi4r+GfZz7TFg6cjeHsssIuwzRbcOOqFF0dhb5q8+CuI9LGGP0IzFMwnRuaYj1mXrhFn7/gqDyEbtCyiYPQJbQzZBZPVRibS95557cNlll8E0TfzKr/wK/tk/+2c4ePDgtI+twX6Bai9QUUKfwV76pzaetlmI89Gk6u4NhBrELLCnkMiFba60HYTRyGRPPwxh8OLEkLpYiiS1ob8BrF4E9E4D/dNTIm05KSmCruaVBJokMgrYKXraJv5nrRHto0IZUDeITPEKFD5rurHV6YwmE9VCoFpA4qRt4mkrlLb2iCCyfa20jbKkrdMZ73NSnaftHM8F6nqjqB1ap8JTMQ9BZMJ/1mkrnrYTUtoCo72xG8wGMr6Jc3r/liEKNErbkvmtMIhsH56bcbF1jP0MxvFDXwCEA2D5Av3fdIKloi6HxNN2h0rbJohsdiFEEEUBdTNtj6BR2o7at/G1lvC07YdNMawuKtkjXH755Th9+jQA4Ld+67dAZt2zq8FsQV0IVbJHMPE/vvYE7n1ygz9nD+0RiMbLbpHT7SmV2vMX9BzsJYQ6saiQQUlSJOlxo/d+wJ9TUrX3gwAwLXRdC0M42TZ5f4ulzbvd6RFaopXRMBZbyS6DhCnBMlWlbZAqbUuDyGRlQJ0gMkXBZMlKW2VsrXKN5VraFRW5pLRlnrYW/CpBZPva01axR3ArkOM6CF9sedG+l57zO0WuE6hANUw0tk0q5sEeQahiZWK1yFdRRlmgTeSnSlug8SSfF4jk+v26lhPBpgKdc1jhuQi6+WieQxanga3j7GfvzN4ex6wiHDB7MR205FxcEESm8eqvCrHOF2u1Rd2rzjoyRTON0tYq+Nteo1BpW6WL2kAQEay07EZpOwYqkbYHDhzAI4+wVOVHH320IW0b1MNY9ggG/sPf3INf/Mg97HfmXnvaKrfKLPrM7BZILBFrzWJ21yHCMirYIwilbULallTt/SAEDBNLLRs+VUjb4SYLxBrXB7MKoiEj84DGh0tAti2YqqetFIgw0tPWrU/KFCltC+0RRqiK1e6NnKctJ20J5Z62JoYRf68yUk2MZ9O6xvcSqj2CU8E7WIuCILJ5nQtorPHn1VwjlZW2M74+FqpYeUyppLQtWYPFQTp2A5wQbsbvmYcIwikLmZtnqJ62S0dYQa5o3CORPk9j1tXzuwmhtO2XkN+LjHBQHESmy2qIQ/28Yhjjq7wzStumgDaziANWJNaJwOKgmNDda3COJoeRVhxpENlqx2k8bcdAJXuEH/3RH8WrXvUqnH/++TAMA1dddRUsS794ffjhhyd6gA32AdTq9ahBSCKdDnYd6Tl7tCkUvl8yZnEg3S3I9gjzulGfZyRBZAWbaKnlXASRDYK4kj0CTAtLro0BdbPKTn8L8JbHT5yvglhSay2ykl1GHHJfsvaUSdsAlRS0cZCqvOt8P+pmWGwkTDtfEHMqeK1q7RGka5tvsv3IwKplKUrbMtI2ANylfWqPECqetmPeyzp7hHm2ysl52hYUt3TJ8gD+4tbH8KNXPAMtx5pfpW2lILKSQlrkZ71D7SaxfC4gFNaz2II7Cai2He2D7F7vnwbci/OP1waR2c21LEOQtmWK5UVG2GfiBh2KgsgsjdIW4Gv8cTxtA547YtbztA36wI1XAu+4s1gt3GByEL61OhGYuC5mkmvQWFgC1awvYSCMCVZaDp5cG4BSCkNHADfQohJp+4EPfAA/8iM/goceegjveMc78La3vQ3Ly8vTPrYG+wU5e4QRZB8loPzxBzputedME1pP21kcSHcJYpO7l+rnRYastKUkXxSRPBr9kKm+ekE0Ug0XBIxYW/JsDKiyUfE3gdbqDtR5FSCrYhb5/pKR2BZMmQQhQkGrSbFNHkPYWDhOEBlVFLVCaWsbGnuECl6ruTmlyB6BK20dk3naGiOComKfbewXwR5hXNW8zh5BJc3nCTqrDd04SRV1N4D7j23il//2PjzzUBfffek5PIhsxknbsZW2ZZ62GqVto+6afSTtuft0LacqbU0L6BwGeqeAAxrSVhtE5rCitQ53/SXw0XcAv7JABOZwk/1slLZ6RMPsNSdDV+wuG3vHVdrK/vV1gqz6Z4Ctp4G1R4EjL6j/vg3qgUgdbup8GYdMsT2LXb3jBpFJnrYrLQeUAn5EWMG7QSVUIm0B4I1vfCMA4I477sA73/lOLWl71113TezAGuwjqF5wFewRegHbGB5oz4jSVutpu6CbEnE+9jIcbpEhyAOxKIsDwJTasaQJNaZSSucIP88wCmCYFpZaNnpEIe+CbWDlwvF9MKtA9p9rSFsGEqXBbNNUHstJtUXnXWwekkVmHaWtQtomSltLb48wikykis94zh6BXfd+lHraMnuEUaRtyBLG511pe/rbwJ0fAl71C8wjGNAobSsomrUQSlvZ07bcemWmkVPaFnQkqOpuAJ+6/wQA4JHT24y0HVUUmAUI/9mM0jYuVnsJlK3bIj/7/LpBhQ32BovmaQsA3SPA9in943UCjTJbqWN3s78Rkivo7FtEQ3ZOBut7fSSziXBQorTVBZFFek9boLiAOAoiCwGoZzUmingNabs7EMSsjt+Q7RFmreuQEmTssQQq5RUZCGOKrsfW/WHckLZ1UHuW+W//7b9lCNuNjQ384R/+Ia644gpceeWVEz24BvsEVFnQVLix14dMrWKKjeFeLip1C7m6QTz7CWLzul/VGbOORGnLF2XaYAN2vcaEwjKZ8fsoe4Q4ZurFJc9GP7aBSPIVFYqVcRPnq0BWxcxidXkvIOwI6ipbx3mfUUm1sUTa1g23UAtfomVPN7ZWsUcgGqIt1ihtJU/byvYI3sr8qwTv+wjwpd8HvvWJ9Hdape249gjKgt2cY6scbQFAM06SvLf9yS12nXzrBFdmz4M9QtKSKSlti3wVZZTd87K1DbB/PVL3EyhVlF77bL4lhH2mHGl7DlPaap+TV9MXelwDwMoF7OfZBbIFjH2gdaCxjChC2C/2tC0KnCoae4sKiKMgbLWAmvYIbB67656v13/PBvUhVNa6+TIRbMzgPrtIaTty3mdrxyAiWPLYNR/GtOTxDVSMXRr89Kc/jX/xL/4Fzj//fNx44424/vrr8bWvfW2Sx9Zgv0DdmFfwtBX+1MOQ/49l793ARUh+Ul3kdHsxYM/iZLIIEK3midJWIUskk/iIULRsE6Fo+yshVkgcgxoWljwH27GdnXzDASNUx1bnVYCqtG02/ak9wrSVa5mk2oL3Efd60k67gyAyQRLoxtbK9gglRBsnbYeRAc+SlbajSNuQeTfP+7X3FN90bTyV/k4lbd3O6MA3HXQhFCMKQjONqvYImtC8s70AFx/q4PGzfEw05sAeQRTR7ZZijzBKaVuybouUkDtZxdtgNiGuU9Pen2s58XnUVvXuucWkrdYKrWTdJIoYp781/nHOGyKfWWWNM3csAsLhCE9b5Voqs0cY1xZQVtrqWu8LsLm5AQA48diD9d+zQX2I776IzBchZSRMswRmARQl9ghl3A7lSluCtpsqbRtUR2V7BAB48skn8ad/+qf4kz/5E/R6Pbz1rW9FGIb4yEc+ghe96EXTOsYG8w5VoTIqtIRSiOLLMOI39F7aI6j+icD+VCZUhWyPMK8+hvMMQXQVKW1lewTeehLFdGTVnnJibcmzsN23s4ty0VI7daWtIG0XWMkuIxbp3lMeb0TrfFkHgbh2xrFrUIPIREVeJXMBplIZtSFU1ZFqez4VQWRMaduyLZwK/ZEWIcmGdN4Jp2N3AxdeBWw8mf5OtUeoomjWQqe0HbONcxaQU20XXCOqLzOAtX6AZ5/bxXpfpHVbqefvrEIQU7ICq7KnbVFBR1HaNonlsw9xjZsjOixUBH3gD18J/H9vz6tYZwmiIJFT2p5bHKKlm4/KfEWF9/l+9EAvQjRkFkKN0laPsF8c4mU5eeunsiCyMmuOMsTSa9boivL7zLt51VrQve1ug8QlpK2wR/DSf8/KeFvoaTtin8IL/kFE0HLMtAu0QWVUVtpef/31eNGLXoRvfvObuPHGG/H000/jxhtvnOaxNdgvyG2wR9sjxHxT6CdKW3fvPPO0nrbO7PnM7BaaILK9hSDATIt9DzmlbaoWiSng2SZrQRnh50li9ryllo3N2MoSV9GQkWlVVJDjIkPaLrCSXYZsWzBNIlGkx5cFkYl73XLq2zWohJdY3I1tjxDng7B0Sls1iMw0R3jaBvOvtI18YPs4cMl1wKaktCUqaVuBHNeBapKDRxViZxlaT1ud0jZP6JzZDnDJ4S42B4K0HaHkngWI9UzG07YqaVuiOFSDyOb5HloEEKnQUEdp2zsJrD8GbB2b3rFNAuL6sxSiY+lc9hl0UPM3AF6QKpgzxFpo3j3Q6yAKGqVtGcJ+idJWQ2pNTWnLX1MU0CooNYMBKz6YcUPI7wqoLIDSXBfCHgGYrb22rtsKqDCPpEFkrmXCsQwEjdK2FiqTtjfffDP+zb/5N/i1X/s1vOlNb4JlNcbBDSpiDHuEmLIBIVXa7iFBWOhpO0OD6G5CKI/neaM+z5BTzHUbaVlpSwharsVaUEYsACnfzC95DjZDO6ukENYFY6vzKiDjaeuxRQtZ8AmdyArYaSpthQ1DWUI83wgYxs6DyBKlraYgVskeQdlcqxtrHpQQEQrbNNCyTfiR8LQdEUTmLc93wWDzafY5L7gc2Hgi/b1qjzAusaZbsM+7p20mVM3RkzSazfVaP8AlhzvYEKStMaIoMAsQ946qtLVGkLZlfnWxz/5e5bENZgOJ0tauN78IpeDW8ekc16Qgfz4Zo+wR1MdbJXOGmKemtSaaRUTDxtO2CJGf+uLrUNceYUeetpLSlpJKrxMNmdLWakjb3YEoBOvU0LI9gvj3zIDqSdtR/sl8XR7EFI5lwrXMxh6hJiqTtl/4whewtbWFq666CldffTXe97734dSpgomvQQMZavvhKAJWJm2F0tZ0+MSzByoWrdJ2gYOSEnuEOd6ozzOIVETQXYcSacs8bS1EMalmj2CY6HoWtiJLQ9q2pqy0VTxtgcW9xwREaNC0lbaidb7MlkL2vaybaKvztCVh3jYBYCqVkfYIIyx3eHdHTChsy2CetiHfkJcFRYkN1zx3UWw+BSxfwMiJwRr7HYnZOcn4jno72HjvY0/boo4EZR1AKcVaL8Szzl3C5jAEpXR0UaAqPvSjxS3cO4X4vDlP2wpK2yJvvVintG02/jONjKdtjfHcZ8RORsU/iyARACMfLFZqj1AURDbCHmGRSNs4YPYIYXN/5zDcZD9bRaStpoMsDovH3jI/5TKoazWg0voxHrLr2W5I291BYo+g4USEPYLYE81SEbTQHmEEJ8CfF8YErm3Ctc3GHqEmKpO211xzDT74wQ/i2LFj+Lf/9t/iwx/+MC688EIQQnDLLbdga2trmsfZYJ6hs0coI2ApAaEaewRgb0gcVdUljmdRCaUkiGyBz8FeQlaD6CZ7KdwpjilajomQjCYUSBzDMC20HAtbsUrachWs09kdpe0stgTtBYRiYlc8bW39piJ5jBQ2VNceQS18iYVoOMhvWJwOEI4oDKgBZuq1zX3Uw5jANlkQmR8Kpe0o0nZpvgmnjaeA1QsZ+Sw2kYm1hRIWRcL6hVCqUVnMs6dtTrVdZI+QVeH1gxhBTHDJ4Q7CmGIQxpMhr8MB8NAnge98ZmevU4TEHkFSxZQRBwJla7AoyCptm7XB7CMhbWvaIySk7YzbI1CN2AIAukdqBpGVEBFBjz1e9Sndz4iG3Pe9sUfIwd9kxasi71FtG3xc4mk7ZjejWM8B6bFUuL+Jz9ZdNp0hgnA/Iwki04TFCXuExAZvhuZTrpjNYVQHHl+3hzGBY5lwGqVtbVQmbQU6nQ7+9b/+1/jiF7+Ie++9F+9+97vxW7/1Wzhy5Aje8pa3TOMYG8w7VFWUOYKQkT1tZXsEYG82hkVK21mqfO0mxMK2UdruDWTCapQ9AqXwhNJ2RNVe2CO0HQtbISfBRJtwOJRI2ykRWtEwJQas6gvNfY0yz6tJQhCyZUFk8kZgnCCyjKct/57DQYE9wohNsNYeQVbaMu+smNsjeLaJYRRXsEfgnrY0nt+Qxa1jwPL5TO3jb7FzIfsRC4yt4NhvnrYa1bbuHlDU4ptD9pjzV9sAwCwSJqG0FSrAaXmGapW2cbouK0IZaRv7jaftvEFcp0bN+cXnhaDNp6dzXJMCIfpCRPccdo/prJd0a/2yDqWgBywdWSylbeQze4RGaZvHcKNYZQvo5xYS6osLyePHsUcIJKVt9Xme+Ns4S5fgkGbs3hWIrkndPi4OpPX2Hgax66AbJ4EK1pfs8zLS1oArbMsaVEZt0lbG85//fLz3ve/Fk08+ib/6q7+a1DE12G8gmk0RUEraRkSxR9hLXxd1UweUkxv7HZSHWs2zj+E8Q1aD6BQykkdjTCjargVCAWKMUNoSAoOTtpsRXyyITX00ZIm4Tmt6CgthwQA09ggAu8+EfcAor6idQrTTlRWjhIUCwJW2NT1tDZ3StpcfW8e2R1A8bQ0WwGdbktJ2lOeoIG2B+fW17Z8BOoeZ0pbGjFAQ47SqtAXqq4p1KgtzzM3lLCBnj1CgxlasPLaGEZY8G65tYtmzU9J2p3OiUAGefnBnr1MEce/kgshG5FSUrcEiJdl62uNVg52DxkjsA8pscVQIpW0w492VOusdgNkj0Di1jsk8R6O0LQtwDXqMBF6oIDKfK20b0jYHf7PYzxYoDpwqKpiZ9njFUKHSBBjxZ1iV1jM06OMsXWlI292CEGXoPOCFNRpQP0Ni2tB1JACj9wWc7A0iFhDMlLajA/IapNgRaStgWRZ+6Id+CB/96Ecn8XIN9ht09ghA8SKRe9p6tolhqCpt92Dg0iptFzjdXiS3C4+7BrsLeYOt9bRNJ9SIMHsEAIhQsvkA87Q1TAtt18JGxF9fJm3t1nQVVLG08TdNtmBd5I0/5WNf0j41baWtkxYBdL6VRF5E1rRHUANeZPJQa4/QL087VucUdWPNlbgxobBMA54jK23L7BFCwF1i/z+v117/LCdtOfk83EyvHVOntK1L2mrsEawxN5ezAEo1pK3msyjX8OYgxEqL/Xul7WBzEE1GcSyUtqPaz+MIODUGsZuxRxBK2wr2CGXK7NjP+yUv6vpoXiB3P4xjjzCqsLbXKLJHcDtsjNdZJGiDyMrsEbaZ3cLCKW1Xx7PW2e8Ybo5Q2uoUlWWetmMKY+QgMkAfdKVDsI0tcwVeY4+wOxB7uaKAuoR4nzG+QbUnExjVgcwLxhEhsEyDkbaN0rYWJkLaNmhQCrUqU0FpGwNY8my20Qb21tdF63M1Y+0Ku4nEHsGererfokBWro+yR+BBZABX2pZdsySGYdpouxY2A/76OtJ2Wps1WWkLLPY9BmSDYqadxi4W+ZYHgOo3Y4LYBca0R5DGUFH0ATT2CF12DGXXmSgcCaiqf34PRIS1YWWCyED1rbFAVmk7r6TtgJO2lsMIcJ+TtoaVDdkR3RK1FVMae4R57rpQlbZFvrSKxcfWMMJyi90PnmPCj+LJKI4FmTRcL3/cdz4N/JdXAI98vt7ri/lbVdoW+SoKlK3BIj+rtLUape3MI2ezVPH7mgXSdvNp4Au/U/6YohZegFskaEjbuvYI0ZCNtYvkaRtz0haYfeJ+tzFKaatTIhJNoUBgXE9btQhnudXm+SjAwF6Bi2bs3hUknraa8XeW7RF0xS1g9HHyzxsTCsfkQWSNp20tNKRtg+kjFxpj8XaNIqUtRUQMdD07tUcAuLJzD1owG0/bLITKbVSgXIPpQFaQ6JRdCmnrcaVtbIxS2saJPcIgIummnhCugm0BTnt6bXG5jX9NNed+g/iuTEsfVDBJCOuDpKCmU9NJxM5Og8iA1GtNLYg5HfazTL2kKwRmlLaM1I2E0lZ0bYiFZtF9EAfsGq/YTjiT6J8BOofY/3vc11a2tpAxjnJeZ48w1562GnsEHfGqbK43hyGWudLWs7n9xiQUx72TjAgarJc/rs8VuSe+We/1E09bSWkbR8XEgYwixb8cUghMv8jUYOfIBZrWsEdwuntL2H3hd4BP/Xr5Y4rsEQBmkdA7mf+9zgqtLAuARIzAHBWcuZ8Q+UD7AP//xiIhg0pKW409glWmtB3H01ajtK0gsKFxgMhZgkcbMc6uQPhui+tC7i6T7RHq2pFNGyTKj5NAdk2hfR7jDqKYwjQNuJbRBJHVREPaNpg+tAuhkooMt0fouBYCWTq/V4nEaujNXh7LLEAoPffSZ3hRIRSCplyB1VXu2fUaE4qWw/4/pGY5oSCTtkHMJuBwkE7Cdmv0pLwTaJW2C3qPAVnS1nbrKVvrQqhoy5KG1XCLnQSRAZIVhub3hsVaT4uQs0dQ/JqF0jamcISnbSQRx4WkLV8oz3OQUoa0XWbhKCqpJjDO/UxpPjh43j1tzQr2CCTOPG5zGGGlze6HVmK/UaLKq4rhJnDgmex7K4Pw5NR5c5ZBFNHretoCxWOyWnCTQ84azCZkUrPOXBtsAUvn7i1pu/bo6Meoc4SM7rnAdlWlbUkWQBwy0naRlLbREPAapa0Ww/X03OigbYMvsUfYiaetbIVUsfOBxCGIs4QWAtAye6oGk4GcWQFkr42MPcKMFUGLuhiEtVkRuNgipiwg2LHMLMfTYCQa0rbB9KEqWYDyRSIliKiRBCjFhE8elrM3A5dugKpYudyXECo3sdBY1POwF6Bc1Sw2W7q2ZMmjMSIEHrdHiI0CBVnyNHadt10LQUxAxaZebL6dFmC3p5canNv41yQG9xvEd5142k4ziCxMg8gA/XknknqjLqGuawGU/YtlGAazSCjaCIvCRU4dqdgjmFbincXsEQioeE7RJlwc5zwrBUUQGcBUP/5mXnkjMBY5rbFHmGdPW11QaiV7BFlpazKl7SSCyOIAWD7KCICyjXNC2p6t9/pJEJnsaVsShiOjaA0WB6lyHmgKbvMAeV1bZz0riMq99HFdfyI9liKUtZ13zy32tM0FkZV0EZCYjbGL4mlLKe9GaTWFGR02ngRWn1H8d934WTb27sjTVrr2q3ZGxRGotwLHiOEHzfg9dYiuSZ1lZMaObE7sEUaRtnzOiQlX2jb2CLXRkLYNpo/CIK8ST1tC0XXZoJBUYvYqQVGrFK4R3LDfIEhBQfDshWXFoiLxOZXsEXJBZKkyPCasommbBmKUKEYAgBCYlpUocxlpO0gXmZa3C0pbeeO/wPcYkH7XohI/VaUtb58vK8TIxF/ddq0iX3BA38LqdosTuUVAW6k9gqS0NU20bDZ++8RMj0cHEjESeV6VtoSwtvr2QfZvb7ncHsEZY+Ots0fYT562RcSrQtpuDqKsPUJEignfOoiGwNIR9jplqfTjKm0TewRZaVshiAzg5J7m3EQ+GxOSxzWEzswjE2ha4/6NQ2a7spffrxi/hb+uDmX2CEtH9PYIhXuVoiJfyMbYRVGcZtaCU8w3mFesPQocvKT477piVpk1zbidG3JoLMDH4yr2CCFMbu8w7C+Q5cdeIfG01XS4yQF1s1YEJZr1PMBCHsu6DpIgslRp2wSR1UND2jaYPsawR4hgou2yQSEhbadJGJWhyI9xUVWApKQ62GC6EAu4TBCZStqmIU0x9/S0LQMRyu0RKIlhcnsEACAmv9+iAV9Y2FP2tA0Ue4QFVrMD2SCyafv7CmWGYZT4VkrEX22lrab9OlERaFQmbrfYHiFRm6st7dLmhjBVbUQoLMuAx69pPxZK2wLSVigI5tVPOewBoGkYirvEFtGyakPGWJ62NBsCB0yGrNwr5EjbIqVtVl3S8yMseZI9ggi62yl5HQ1ZIj1QHkY2WAMOPgvo11Taivk7o7SNRweRAcUp1qrSdtG7JOYBlGRJgarjAOGk7V6qS8Vx+5vFj6FZO5MMls4DtotIW4VAK2tRj0PAXZ7PAt84EPe+7S12t2ERKpG2qj1CmaftmPOJnD+QvG8VpW0Ip8PsHYJBiT1Vg8lArIt1tmSqPcIs3WuF9gjdSkpbwvelrmUijBsbjjpoSNsG04fWE9YuHoRInHjaAoAf8w32XqmfilRiszSI7iYECd/YI+w+qKq01SwCJRIiU9GEVagYoZQClHnaurYJ2zRAhA9W5DNbBCBVV0zD76pR2maR8bSdttI2GL1AlNV4db8bnaetuG7dpfzjy9qsVLU5oLdH4MSiYxqS0tZIj0cFpelcNa9KQaE885bZT0F+T9LTFhR5pa10/p++C/iti2u+5h6CKnYPVkFHglJ87gdxskaZrNLWZ8Uxb7U8jGywBhx+zhhK21i6xut62hYQNTml7R4V2BtUR87TtqrSNuKWAHuoshTX4LCEtC1SgwHc07ZiEFmRpy1fM8HtLs61LtYgltvc4yoiH9h8Gjj4zOLH6NZNZV0O4+4z1de0q3nagoSw20sg1EDgL4jlx15CBJGZFht35O8oY48wY3sh3TgJVFTaWkxMYTT2COOgIW0bTB9apWpJ5Y/GiIiRKP6SSkzViWfSEMEdMuqmp+8nCFLQMGbPa2e/Q26ZB4rtEaQgMstipG1ErUJCISYUFghM/ry2YyG2pCAyQabaLQB0Ot955GeVtnt1v88KREJrcp9NWWk7Kqk2Q+x67PhIxQWXbgxNSNtu/vHuUgV7hBKlLSUQyxumNGeFiKF4SJGSUrzWtIPfpoXhJlM7iHMtbCaK7BHGUtrqPOol38fP3MBCtIrUzLMGtahc0R5hGMbJGsWzhdJ2QvYIdgtor45W2h56dn1PW+HhK5MucQlxIKNovo/9pkti3iAH69UhhxJLgD0k7MTYPFJpW3BNlyptK9ojiPvcW1qcdYr4zJZTOdxqYbB9kq3Vls4rfoylsZfRFbSTx4+5v1KLtBWV9AaJ4LoefDiI/IaQnzoyFjXKtTHr9ghaT9s27/bSPScN0SbJvtRogshqoiFtG0wf2k1egTcaAFCKkLKWbldOF9wr9VOh0nZByUp5YTvPXobzCJpOfAD0k7kUrCMqmrZpMKVtQZtfRChMEJi8TavlWogMvtALh2wyBpgHJsAsEyaNaKAobRf4HgOym85pE9hEsT7QEZZyy514bOWNvk5py5+rU/i5nRLSVmOPIJOGAEAJKH9d22KPazkWhjEn6HSEYkbZ3JrPopy/xVRwAglpG+hbMMdRS1Hk7RFMidgQRGORvcWsQVWNFAUPKddwP4gSC6eWw5W2pjUBewQeyNg6wMjvIvhbwMqF5Y/RgVJJvS8rbSvYIxQF9GlDJOfw/lkkyNdznaIgiThp259Ox00VVFXaFqnHhaetfPxCOVs1iEzMF+7S4ihOxXkQRZ9ZIpL2GtsnmIK7rGOhaL1eGEQ2JlmnBo/a1YJsDRLCdT0EhoMoaPyKp45ct4OYjwkbi8Q6e5bshsQ4WWSPQKKCION0fR0RknaAapS29z65gcfPNEpvHRrStsH0oSNtnRITe26PYJsmk88npO0eJXrLigSBOh5g+w2yMkklSxpMF7kgsnJ7BOEd5FgmIhQrbYOYMKWtlSptI9PjQWSy0paTt9O49v1t5g8nMK++opOC3N45beValVYs9THid1WgC4Upe26VILKMPYKTJWIpAeXLG9tkBGOqhixpfwd4yOKckk7+ZmqNADBCIezllTcCY1kOaewR5HlAfM9lIUGzBHV9YtkFpH5WXTJQlLZ+FE9mPkyUtgfK7RHCAdA9p36besYegT+3SDmjoqiQFg01nrZzeP8sEmSCspY9Ave0pfHeFVVjH2itjggiG2GPEAdZJbtuXgGKfUVlex8aF4eV7SeI4o7o/lmEe/yhTwH/6dzRj9s+Ua6yBfRrqzgsJnrHXQOrRfKiQrwCgzKlbQAXYUPaTh8ZYYZ0P4k1xCzaI+iCgAXcDvupU9sm62uLdXYKewSN0vYH3/dFvP3PvzahA95faEjbBtOHruJdtlmkBCE1mVG1PcNKWxLundJgLyFvcmdpMlkESBMfAH3qs0Sqp562BkJiFm4swohklLZtx0IolLaCRBDvB2M6fnbBdrZVftZagnYb8sJ72gWrjIq2gCCWE4mT4ISKm3ZdZb6sjbzMHoHo7BEUhaMUxmdb7Geqhiwi5YQSwJ5f0kklbZ3OCHuEcZS2miAy2VJAvJ4/L0pbkv08hfYI2Wt4IHvaOiaGIZlM50mitB1hjxD0GPkUDavblACczDJSpRyl/N6u4mlbQCLorG3kxxECnP529WNsMH0QhTCoU4ATY8w0Om6qIA6B9iEgKCFti9RgADt+uw1sn0p/J9vjyDBt9lrqWj9R2vI1yyKobWN5TdJajPXZt/4xHSfLsHW8AmnrsmtJXn8QJTRMffxY9gjjKW0tEqHVaiE0XJBgAa7nvYa8ppC/a/FzFu0RisZJgK03Ab2vbfI8EzGVg8j0a5fVdoXOnwVEQ9o2mD50pKes8tA8PiJI7RGSILK98rTVkc41SYv9hKKJpsH0kRBLJV50EqnOPG1N2JaJEMUpyGGc9bRtuRZCU/a05Rtyw2BWCZPeoJCYtVt6UijVvPqKTgqZ+2w3lLYjgshk4m+S9gg6OJ1ibyy1cAHo7RESpS37yYg1obQtIOWAfOv4PMHfYio4gYw9gmYRPE4hVBssKp3/hLSdU6VtqT2CRNqGMVrCHsG2JKXtDr18BQHaOjBaads5h/9/jVZC4XkuxvTILycOZGjnG6oJkVTun7v/EnjfVdWPscH0oa7jqs61ccgKCkB56Mw0EfnMBqZsjC4L1zMMYOlcpo4U0M0rQFqoVIuMOdJ2DueLuiASGWi7C0JU8+91VODj9slqpC2QHUPLPG3rFFNkyAV2gM/z5a9DCIVJI3ieh9BwEDdK2+lDLpzJc6v4KWdIzAxpK9mIqRDrCp2oR1baxmkHaBBniyFne+xzPuscTdZFg4a0bbAL0NkjjFDaRpT5cDKlLU2fsxft0lqlrWgPXoCFmoqc0rYhbXcNastfodKWKccynrbULFQ3hjGBbRAYfAHRcSwEcLjSVhcQNuHFulBVuhJpO0vV5b2AvOmcttJWThsuDCILU19U02LXYZXxjxS0nU7UHiEfREYNk3VxcnuElm0xNWTRmCUrCObVmsPfytsjBL2sZ7GMcchp3Xwue9qKBXuZCm6WkLNHKCBec562MTpOqrT1Q1JcEKgDobRtHyhW2pKYXZ/dw+zfdTofEnsETrJGw3LiQIaO3BP3UlmIpAh9mkaHRoPxkAnBqeNpG7Lv2rCy64CgB7z3OcBX/nDyx5p5/5hdw95K+TqkzB4BALrc11Z+PKCxQhNrfeW+lu0RgMUgMDM+yHNa2KwLocbefKr8cf3T6XhcBJ2tVJmf+LgWFLFShKtwf/fDGA4itDwPoeGB7GXQ4KIgNwYH6e+BGbVH0GRKyCgSXEiiiERpq7FHOL7BrjvXbuhJHZqz0mD60ClVR3jahsSAZZosXVDI5/dMaatJPrcWWGkrB7eYMzSZLAIoUbyqNOefptcrSewRTISUe9pq2rz8KIZr0mTD0nYt+ODkbDhIA8gA1lY46QWdCC3KkLYzVF3eC2Sq8B7bLNdpg67zPpQoQWSacVaXSFxl/JNtB6rC7RaruIhm0SiThgBAKahhJn62ACfWori4GCArrfbKimen0Cptt0vsEcZV2iq/sySych6VtpkCQEGYmJJGPwzjJIjME0rbImuFOhCq1TKlrVDWtg6w67VIla6DWI/JStu4ImmrK+iI79uWri/RjivmGvGcjSerH2eD6SLnaVu1ayJOLWTk55x8gBFXj31p8scqQ7ynt1K+DlHXSiqWzsvaIxQqbflrqMUYEnH/c17km8f5oi4y9ggLUlTfeIL/HDF2Bb1sJoMOidJWupZGetqOMZ/IRXig0t6550ewjRjtVguR4SJuCmzTRy6ITChthT2Ck//bXkPNVVHhdPRrd8kLNyYUtmlqg8jEv/1wCnudfYCGtG0wfejaKUuVthQhNeCYBlzbSisx1hQUflVQ5GkLLEalWYXaVlfmTdlgslALIEVptJzQigjhbSgGAsqHe8335UcEtoHkOm87Fnw47H5TlbbOFAgtf5uRwdYIQnqRkAkpEEWiKZyPpBVLXiAWtYer6o0KxzM2aVvgiUoJACPrQ2opSlsSg8JIrBEASWlbtNmU275mzZqjfxb49G+MflzQS8MggAr2CF79Akyh0pZfM2Ef6ByeD09brT9ykT1Cdh3QlzxtW47J/JItZ+fzoRhvy5S2YlPkdrmypY7Sln9/ps1+1lXaqootsQaS5whLGa+ESk0QIA32HhnP9Brp5KLjQu24EVYDZ74z2ePMvT8/ztYopW2JPQKQt0coIiMS0lZR32fO3ziBjnMI2UZlUZS2wTabE7aOj3hcj1mHlaHIHqHU03Ycpa3iaVtBsdvzIziIYTsuItMFbTxtpw81iEy2RzCsVPU/S+vRMk9bAGgfBPpnSp5nISIUpgmWtaKQthFfk/nRDm2m9ika0rbB9FFoj1DiaUsNWJYuiGyvPG3Vlim+4VlEUiljj2Av5jnYK6gFhEJ7hNTT1rYM7mnLn1dA2jomTTYsLcfCkArSVvErnIYKMdjK+tkC8+srOimoVXhgOi374vqxRlT1VeKvqmXDqHYqHUrtEdKixFe+c0bvU8s9bWWlbUt42hZ9PlHsMIzZU9re/WHg8+8dHYYi+08DqT2CqpIWGOtz0vx3KZOV4ZC1Hs+D0pbqSFtbT7xKJBCllHnaOqnSNrkOJ6m0HW7oHxP2uY2Hw0j6Ot6iooieXOd+XplVBF1BR1w/8vUlWy8AqUqtUdrODuQOsjoFUuGXqfpkbp8ADj0HOPNQYeDpRBBJSttST9u4fM5pH8r6lJICpW2RPYJcxJyGZdQsQg4sXJQgsqAHLJ9fXEQWCAfZgqkOJi+WVfW0HVtpqxTYKwSRDcIYjhEDpoPYdEEX4Xrea+Q8bfl3TSJNV9uM3GtFHQkCqxcCW8eAJ24DHvh4+nuxppKUtp7GHkHYYfpRo7TVoSFtG0wfOtJzhKdtyD1tvVwQ2YwobYHZGkh3E+O21TXYOdR7qTCIjH0/EaEwDa60Jfx5mkWgHxI4Bk2Vtq6JIRxGwERDpoIVKDKa3wmCXtYaAWhC7mRVdUKCTENpK0jbKkFkqtJ2B/YIP/JB4Af/s/45Trc4XEk6L//8g1/FBz7/sMYegXna2pZkjyCItaLQHaouoGdoXBMbxiIiWyAcZNU+idJW+e4EJuppy+07Yp+p2OaVtLUcPekkbbD8iIBSoOOyf3v2FJS2o+wRHB7U4bTHsEcQCh6+mZc3j2XQKbbigHucSsp3dbwarLHXLwtWa7C7yBQFa1gRCb9M1RJg+yRw4RWM2JO9YieNxB5huXw/QEdc06qSnRYoyIrsEWLZB35BCMwMUb0glhBBD1g+b3TniDwml0FdN00jiEzOHwC4Krr8dYYhgQ0WphmbHmi4wIKJ3ULG09ZJ59Zxrch2A6PsEVYuAI7fC/zZW4AP/1haqKUxAAMwTRaQbYIHkRUpbRvSVoeGtG0wfehIT9sr9bSNYtba6tomQjmIbM+UtjrSdkE9NzMKDXe6qooGWcgbLaCAtE0VJsLT1jZNBLRMaRvDMdPvte1YGJACpa3Tnvx96G8XkLYLvHBUQwqA6ZwPsRmVN2NF9gEZe4SK6qyidqqXvhW48l/pn1Nqj8CKC8OQve7ZXpAny7jS1pLtEeQW9kKlraQimqUNaf8s/3m6/HHqvep22KYz8ifsaavpPCFh+lqdw8Wk+yyhUGlbZA/CruFBwK69NlfaJh1BRdYKdSC+wzJ7BJmcd7pjBJEJ0lYobUtadGXYnl5pa3nZ31kuACO9HoIe8xCdh2tikjj1LeCuv9rro9CDKjZXlZW2/D5Qg4F7J9mGvXN4dCv5ThAH7P2d9s7sEVqrWSV7ERlhGHoFPYlSYmxRlLayp20FInDuQWk6do0qQlaxRwDy649RStuxgsgU0s8evZb2wxgOUqXtQlzPe42M1aDEJ6hdbbO0FxrVObdyAfD1PwMueBnwrO8FHriJ/V76rBGhPLOoxNO2sUfQoiFtG0wfujalMuKHxkxpazGFoJ8EkU05Qb0IOk9eIFsZWyTIm3a11afBdEGVAoJO2UXT9mU2ObIgMl8obTWkbSDsERKlrY0B5de36mlre8XWJuMi2M7bI8ya2nG3IavfDGP8BfwoxAFYBVzawBcGkckLydEtdwBGV+Z1KGv55qTT0+vsGtwY8JZNxR6BcIW5QMux4IdxcbFNPt91PB53A+uPsZ89jVeYjHCQVcW7S+x8CV8+FRNV2kYpedg6MB+bvjHtEfq8YNBy2PNS0tbeWREzjtj3NUppK3sXO+3RCmwZ8npGkE1lYTgydAUPtVAA5C1Ggh7QPXd0i/F+w395OfC//re9Pgo9ZFJTrK1H2a8AqZWGuh7fPslsUZaOsv+fFuKAjeGjCk6kYN0uoN5fQglmqCmL4GNC42kLInVsVCAC5x7hAAAFlo8yC69Rjx1ljwDk11eyYjv3WE2RrApy9gitkesZPyKwwQoRZFH8ivcaZUFkOdJ2Rtaj4ph14yQALF/Afl7+L4ALrgBO3c/+La07hJjI1dgjhDGbg9TfN2BoSNsG04eazgyUEz+UIKSApd7Ue6V+KlLa6lQniwBZqWO5O1cWNagOoiQiF9kjmFlP25H2CBGBbdDkeW3HQp/Y7B4NByx8TMCegtJ2uJFNvQdmy3x/L6C2d05L2S8WiGIRVtSKtVN7hLINtArhxaoDn0+e4qTto2d62SAsAKAxV9pmSdthqdI2yreNzwoEudA7VfowRH72XnV5u+ZgrcAeYRylbZGnbZjO6e0Dk7dQmQZ0qpEK9giDIEbbsWDwe8azLa7iLlDpVoXsD9s+wK5B3XkMByyADGBEQZ1znbFdaUlBZBWUtkVBZHJRT8Bpp8paoVarQy43mC5UP0XQPDGpg5gHVKIy2GaWBcvnAdtTVtpaDg9ELRmj1QK3Cp3StujxOgV9HC6gp62qtJ2hOXIaEOPV0tEJ2yPISts4Nzf/8z+6Df9w7zE+F00qiKz8+hwGESywbhGyV6HfiwRCAFDpfnJGkLYzss8uGycB4Pk/APzTPwG+68eAg5cAZx/JPY8FkRlcaZstFKZK24a01aEhbRtMHzqlahHxQylACSJiwDFNuLYlkbZ7tEgo9LQdc0Kdd2SCyDRBWA2mh1wQmWYyl5TtwtPWtkxEFOy5GlLBjxRPW8dEj9jFSttJEzKDdZY6KmOWqst7ARJlyaRpdRrEYbXQg9zjKtojiCKP6msuP4RSrPel1yoLIiMxYBg4tsE2FUxpqyihKAUBa78S8OwRQWQZT9sZ25CKDVQlewTFf9owOWlbZI8wntKWUoq/u+spUErT9uGQB6E5ndk6f0XQKm0LfGklEmgQxOi46TjsCk9btXhQF+K6tFuMVAL0atuwl5K2Tqee7UDGHoFf55U9bXX2CH5eaQtw0la2Rzi3IW1nCbIdTB37HUHwq2OkKCQsnQdsnZj88QpEAbveRiptR5ALOU/bEmWuNcoeYUGUthkf3wWwhwt77PN2Dk3QHkElbfNK2689to6P3v30DoLIlNes8F35Yqy2OGm7iHvb3YTqoS1/Rzp7i1kZX8rGSYDdK5f9KFvvH3oWsPYofx6bbwhhJC1T2ho5e4SIk7h+2JC2OjSkbYPpQ2ePUET88PasgBhMaWvNitJWc6ssrKet7MPTkLa7ilwQmYY4k0h1wlM6HctAFBN9mx+Yf5BtSJ62roUecdg9qibSj/KSGwfDdQ1pu6D3l4DqdTY1pW2gUW9rFoi6jUAVJbTqw6zBDTfdj5f9+i3pL5wO2zDp2nX54q/nRziy7GF7GOUVjpSAwsgobT3HYgvBouOWj3OvCoRFiHym4hHetkVQVfGGwVTL2ydS1a2MsT1tDTy5NsA7P3wXTm37bByiMSMP7RZ/3XlQ2upIW31hS74+BmGMlpNe0ywFmSumqqgViyC+C9tjr+Uu6X1tg77kaVuXtKXIeTdriAMtdJZQpaRtn91rJFxspe0srpFUT1ug2vySKG0VYifk1+TSeWy8mRYEoWG30qKADqPmndYBprQVc0yZt6hOaUsUAnMRlImyKnQRPnPQY/OutzLa2iUc6OdYFer6Q7nuxHb3nCVvh0FkqtK2fD0T+vx9LAfU8mDO0vpnPyIJ6JWDyGSlbQUhxV6gbJxUcfASYOMJNm7wvWvESVvG71g5G4QgJjCMxtO2CA1p22D6kNq1ExQRP7z6FBLAtpg9QlKJmTml7YK2b1NFoTErk8kiQL0WzSLSVjZ8Z6r1IKaFJLsfcnsE/ryWY2ErcthGLOxnFQTTKJ4M1jSkbUUl5yzij98AfOo/7ew1VPXbtKrtJMxX9bX2CGqibY0gshGLvA9+4ZHsL9wldh1r5whWXBiEMc5d9rDtR3l1JCWghgk7Y49gYiiINa09gmTjM2sb0mjIFAyjFO6q0hZgG8mt43n7EWB8pS2MJPV3ayi11vtbbKyQVZazDEHYZOwRyoL42HXcDyK0i5S2O7VHMJ30OlRbuAVkgsAp8X/WQS78JUrbEaFNAjrFls7TFuDdVENWfAGY3+kiedrKY2iRN/FeIuNpy7+/qkU408qvx0U43vLRKZO2PFRx1Bit2gupaK2yzyIKCaX2CDpP21iyR1gQpa1MVC9CEFnQY+Ost1SutCWEFSkrK21lT9ssCXaG/6njWePnGOQ8bUcrZ4OA/91kBRmjUdpOF2rWQ8bTVhdENiOFvyIRmw5L57FrcbCW7F1jQdryzIlAo7Rd8uzGHqEADWnbYDz4W6lKZRR0pGfRgou/ZkSF0la6qfeiZYPbNeg9bReUsJQ9DXfaDtqgHtTNtW4yl9pfhaetnVHaaoLIYsKUtkbqaXuWtIHhJrvXRasuMFrhMg50pO2sqR3r4ImvAl/4v3b2Guomclrjn66qrw0iizQLyaqkbQ0/WyAN9NCRUYRdp8OQ4JwlD/0gRmxYWR9SEoPwMEuBlm2V2yNk/PpmbGyPhtwndgQ5pyptAbbp7J1ifpMqxiGnuZJ/a8jO91pP2mAEPal1eU6VtkVe9ZKf+DBU7BEsE0FMQE1zZ/OhakVTFEYWSq247k7sEVrsOyOR3pdWhTaIbISnrSDFuucsltJWLrAM1vbuOIogF9PEz1HzC6WcDHUKSNsOsHRkyqRtyMeYEd76pGDdLiDWNP4m+ynfFyp09giqVcAsFfmmhUz42gIEkYnAR2+5nLQV46+wrCmDet+Q7LrqrM/WLH1fhKaOMZ/EYWrdAVQi2MNAUtraLZj7/bvdayRKW6kIUmSPMEtWjEUiNh2cNrsn+meSsSPmhXLLMuDIojyOMCZY8uwmiKwADWnboD4Igf27z0MnGOGvlzxes2kvUocQobQ1YBm6ILLdJm3Fpq5AaTtLG/vdgmqP0ASR7R5yQWQFStvE8J3ANJjhe0S496TO0zYksEGT53VcG2fjFtvQ+JtZwseZAiGjVdrOUHW5NjhZWCWNuwhqG9K0gtniQFnglyltZdK2ol1DVRWfDOHFqlPmcSX5MIxZCyGAITFz9gjEMGFLigDPYURv4XGrZNYsbcKjIbs/KiltNaQtUEDaju9puzVk53utL5EXwTY7v3OjtOXze6Y4UhZUJ5S2ij2CY4JSIIK+KFYZqmq1tZKSSjLkIDI58KsKZE8620vtF1SyH8B/+cxDuOGm+9Nf6O6dIqWtuAaCvtRivECkrRg/uufOJmkrb74NoxpBJP5uFXnatllo01Q9bf3UnqHU03aEPYJp8aIFv3fqBpHlPG3nYLzbKeS2e7u1OEpbd4TSVszLVewR1DFUsaYJuABz24/GJ+uIFJIHVCLYVaWtSWaEJNwNPPpF4JPv2d33FEpbQ9pLZ4LIZNJ2hkLPq/rfC7QPMVsvXkSL41Rpm7G/5Ahjgm6jtC1EQ9o2qA/TBLrnwgs1bXs6yMFVAm5Xv9Hgm6iQGjBNI207BPammq22MMhYVNJWJjfmuYV9HqENIlNJWyopbZl3kGNxw/eCZHQ/imHJSlvXxJmQb0R6Z7KEzzSKJ4M1piSUUeStOhfgZG0dMiX3EoryZzeVtlrSStkIVLZHKPfAohKxnSzgDIOHWRVY6BgmBkGMc5bYcfcjI2ePQKDYI9gW88mqQMpV9uvdLUQ+J20rKG1V0lYkWrd09gjjKG3Z+LItlLZ9RWmbtC7PgdI22Tgp9ghFnse8CDBQlLaexf4/gLVD0lZRrXoFpG0gB5F1x7BHkDxthZJXtdUA8H/+44P4wOcfTn+hOzdxwMYmFYnSdpup1dzuYtkjhAN2XXWPjEfann0YeM8qcP/HJn9sQH7zXaUVWxCXpq3xtJXtEY7vrGA56hhMZzRRSktIWAHhnS4eXxhEplk3yfPhPHcF1YF8zcz1+qwiRHHMXSqfe8Meu9d1YZ8qVJsrpagd8dtma8jXZSRihFcdqF1RFdbsUeSDgAfG2i1Yi7Sv+59vB774e7v7nmoQmbzuVj3mZ2mfXbdzrnOIKW2FPYJQ2prC/jI7T4Qx5aRt42mrQ0PaNhgLdOkIWtF6xQdr0gaLKpd8IIso23C7liV52u6F0laphskY129o3iGT8JarJQEbTAm5IDLN+ZeC/wilsAwDtsXbUAqS0f2Ie9qaqaftqZBvxLeezpO2oxR/dbGflLbyAlvnR1n5dVSl7ZSIxFglYws2Y+OGI4xop+oH6eKs50vXptPWK/P4PcBa1G0seTYjbeVrhcagUOwRHIsrbYtIaZnMmrF212jIFAujjiny8756U1Pasu9qvR+k10/YZ5vSUa3LswKdPUIF+4xBEKMtKW1dmz0/JNYO7RGG7PwJeMvMokZFOEgtRGorbWVFucdJW0OrljUM5Rdae4QSpW00lNRqNcnleUc4YPdB59B4pO2Td7CfZx8uf9y4UNcSVey+xNpBVbpSKgWRHWGvMy11sRinRyptK5AL7pLkaSt1KMUEr/mdzzLrF0BvKyV7kS6K0nbRwtfE2ObyAnJRyGQ4YMWz3ICpQYacI7wzLl1/ibr11jBKx9W63YxxkF/TjSJtgxDEYN+t6bRg0TmYvycFMR9Ou1C/9mg2+BDIrjnF2iFnjzBDXEMdewSAz39npSAydoHbJusAVT1tw5hg2bMRxjTxv22QoiFtG4yH7hG0qiptdYsnt1u8IQcQEpoobYM9VdqKgVVzqxR53+13yN+nac9OBXARkFPaFgWRpaStaQKOaSCKaWEyehARWEiLK23HwkZopQsHdyl9sDNhQobSAk/bGVqo1IEvxkVjsqTttJQtRJM0rLVHUHzSqto1jGin2paI2m2VtNUVB3gRcBDGaDkmljwb26GitCUxYlgZe4SWw4jewuPOqIgqWj/sBuKIfbb2gfJiCaVM3aoqbcV9pQ0ic+srYgVp6wulbZjOB4k9whQKO9MAlZTdAmJTrSoFpetjEMS5IDIACCgfX8dVGeY8bVf0xe2wnypt63raEqmILvzmnLaWcJCJaQAlQWQaT1ub378ht0dYNKWtCCZqHxiPwOyd5D8r2pDVhWofUGXMEwViobQV42jkA6DsevKW2c9pHTflFlGj1iGj7BGA7D5Emm9PbPn4zqkebrmf2zzobKVke4RZIlWmCdnHdxGCyMTYJsbaInuXoJ8W0UYhQ9oqvqZgIdwAJ23FuqzutaWu6XTjtoIo9BPS1rBbsMk+/25liPVLmQXGThEOgD/4LuChT7F/q10+lpN+z6pAYpa4htpK28NZpS1JlbaOZSCISKbbLooJuh7vXGosEnJoSNsG42HpCLxwvdpjdfYI3jKbWNTJiN+8wtNW3NQA9qYFSfWdkTFL5uC7iZzSdoEmd4HTDxVX3aeJXDiVzh4h/X5iQmEmSlvKr1mNp62wR+Cv3XYt+BEBFZtxmfCZdOtzOGCfQau0ncNra7DGVA4rF+yQtFWCVKY1/qletUWKKzKm0naEPcLWMELbsbDs2egFMmnbKSBtYx5ExoizrmehF5mKT1zMPG0lpa1ns2u68LjlgsgsqYjEcYyyR4hDdu+rSttDz2I/i5S2lNTrluD2CMLTdmMQMsLPdHgQmVDazsj5K4NubWK5AGh+fJfIyX6YVdpapgHbNBBQ/lrjzg2qatVbLvC0lUjbovukCHKwqgipKwghE769ieJFd+9Efomn7YDbI3RT5e202uZnDeGQk7YHxyNttzlp2z8z2eMSoKo9QoUW3MQewcna9SRBTHzs6ZzDrqtpgETsnhVjdNH1JMjdMridlIiTFOjHN9jYdevDZ9nfdOumjOp0UZS2EpG4CEFkYmwT3SpF868cDDkK8jpOVq6Lt6TAatvmnrZ8XK1L2OVCY0evHaMwADFTpa29SJ62onirm2snhYc/y36KwqUoKoliaS6IbAwrst1A3YyKNrdH4HtXticFDJ5ZBIDlrXAEMcWSxz57Y5GQR0PaNhgLtHsevKiqp60mlVVMgmrlkqZBZLZpwLMl+fxekLa6oBKBeSWVdgrZ7kJ4Li0SKAXedyVwz1/v/nvn1DEaVaR0vxFCeUWTt6WYjpZQ8DVK2wwy9ggTDhkSG1qR5iwwS2rHOhCq4daBCShtRxD0k0AcVWvF0tooVFXaFi81tv0ISy0bXc9W7BEKFIScdGJKW4spbWMzq46kQmkr2yOY8MO4WEksn+9Z8rQV38WoIDJRSFEJuJUL2U8daSu+9zqbb8UeYRjy8cTipG2itJ0DEkNL2vJrXD0nUvjXIMh62gJMbRsQQdqOqYqJgrynrc4eIeinJIHTKVaA6SCvx9wu0D9dmHru8U3VmW1+LsYibfvsfYRn7iKQW0Cqeh+XtO2dYiFm01Ta1i0KinFThHiJx4txSXzH3XPYdTUNJPYIouBUcK9VskeQlbbp409ssmv0tLjudbZSJFpAT1vVEmJG5shpIeadD5bDxr6icVbYI1SBvK4l0v0kXooAhzouWwsVzUWjUBREVlIwi6MQlCttLbcFm+7z71aGGL+mSdqeeoD9FMUsohLrUmFIZ48wK3uhuvYI7QNsHyQpbS2+LnctbislWSREMcFSo7QtREPaNhgPSzu0R3A6AIx8OwInSSMpiCxV2rbYjb+bHqqlStsppbnPOuTv01pAe4Qz32E/92LzqapHdBVYaWFNKGAaUhBZgT3CMIxhIvW0Fa2/VPY+FHAmrCoZrDHCVh0jZqm6XAfDDdbW3FrdGWmrKqF2S2lbao8weaXt9jDCcsvGUstOiEAAxQpCQrjSlqDlWGi7FvqRmR4jf08WRCbbI1gYJkpbzXlUPW1nRUUk7rXWgRFhKPxxquLnwivZT20LO7+v61xXlACGgZ7PFNK+6Oc0HW6PIEKC5sQeQZ3bxTmRr23ZsxN5T1uAEZzDhLQdc42iKm1bqwX2CIO08F1XaUtk0naJBU06eqWt8JveFPelbs1TStr2U09b8R7zYJsxCYRD9plbB8ZU2p4AjrxoiuSnupao4CEvyCDDyNoXiQBEMd52p6i0FfNiMnYVrEWEIrcMjhSILM1TQml7NvG01QQMLqSnrfSZFyGITB7byopjQa+6PYJ83yRB11lP2+W2zbqCTIvNT3XXwaqVVQXFLo1CSWnbhrNfSNv/8f8Bzj5S/hjhtT5NewSxF9jmlity0QfI3k85IcUMCVjUDsBREPsg/jyZtHU4aSuTs2HM1vWWaaQh9A0SNKRtg7FAl+oobTVqFsPIhgAIJJ62ZpIumFHaAru7OFITHmXMUvVrN5GzR5gRr53dwtN3sp/T2kyVIWeP4OQ9FKVJNaasFcU2jVJ7hH4QwzbS79W1TJgGEB68lD1A9juc9AZF52cLzJbasQ5EW+xOSdtxPAfHgS60QhtEFigbgRpBZKWetiGWPaG0lVTgTjtN9lZfz7AS4qzlWBhQ/vpxuhmKYcKyskrbYaK0LQ+aSs513dTmaSAasuNxu6OVtoaZP9dHLwP+j9P6kBRrfNI2iAhW2w4GidLWZpsf22NjRBzsjYVMHRTaIyA7TsYhu+44adsPY7Td7Hl2bRM+sfLPrQPVH7bQHkFqx3U7+vukCBl7hCUg2EoVkhIIodjkFhgDERaoK2ZIx3zfUxs4yVWKSWClsEcQ77EwpC23sNiJ0vbIC6dvMyBQhYSTfb8zStt+tlg0bYWwYUnK7YJjplWVtlK7Mp8HT2wN8fzzllPSVmuPIHnaLorSNpa8UhfhM4u5F2BjZaE9Qr+6PUKmDV4obdO5JCIGVlpO2hpe18+UUn7tK0pboPz+JiEof47ptuDQfbCvC3rAN/4WeOiTxY8RBdn2QX1Xy6SQkLbc9iYOke90mAN7hBHr+Rxaq+y88s6OmNBETJFkAUhK25BQOJYJzzYbewQNGtK2wXioo7TVqVkAwNOQtonSllVjXMtKqzDjbDB3iqQSqjn+Cubu+xJye6WpJwH3NURAyNbx3X9v1WpERzBI7SvCHsG2TEQx0acgA+j5ESwjVdoahoG2Y+GJ6/8c+Jd/h9PbPjb6/D12i7Sd16JIxFPDveXJBpFNK5iNaOwRiuwDqjwu97zydqqtYYSuZ6PtmCkBCJQHkZnc09ax0LIt9GKFLOOkrSPZI3i2hWEYgxYULjLzlCDOZuH6E+FUTqfcciAcsutOS846+d8BjHQwrLHsEfyYYKVtp/YIwtPW8tIN7Kxv6nWkrbjn5GNXPDvX+wEOdbPn1LMt+DtW2iqqVW+lgLSV2nGL7pMiyO2NrvQaCrb8CJQCBzoO+sJrWibq5GPma7M33/hFvO73Ps9fm5Mcgrw0Te6tuACKRCAls8clbftrwKHn7GwOKUPO07bCeC6TdjLJK1mHAGDhM1MjbXnRwXIAGCVK2wrkghpExknYM9sBnnd0GWd6sj2CztNWEJgLqrSd9fF9p5DHY7dEaVvHHiGjtNUEkVFgpWUjjCnzEpcDqqpA3MOZnAK+nikN7gtA+PVsua39obQ9fu/ox4QDABRYOjp9pe3KMyR7BDUsTupO0tkj1M0emBaqdDDI8FYy9ggR97QFkNiXhXEqOgojAtti1pjDcAZEEzOGhrRtMBZo9whT2tIKN1WRt5TbZSqPzAsL3xPog8iAPVDaGsUb4VnY1O825PbKRTwHYuG2eWz331untAVyIUziMYSyIDLXMpnZu86bDUxpK3vaAswioW+0gWe/Gm/9r1/By2/g1Wp7wn6VgzXWQqpCbArnLbgmHLC2WBG8My7UNqRpKm0thRzWvY+qyK1KIo8ILghiAtc2mX1BhrQt8LQlchCZya7TmI9H4ni4p60l2SN4jglCgdgsOO6MPQJfMM/CRjwasLlPtJsXPm5Y2OZeirqKdk50hhHBSsvJe9rarrRJnIHzV4aiLiC1YKR4dp7ZDnCw42ae5tomhoSvE3aitLVk0na5gqdtN23vrAIifWZ3ib9G/roR6tpzljz0Q0n1pX6niqXDxiBkadDeEtsEC3sEYPQ1vJ8QDngQ2QFguF7/+cN1FmZZ57utg5ynbYXxPBe+xR8fDTRK22naI/AAnzKydESxEADfg/DzG6efbb0f4DnndjEMCStYWE6eMMnZI+xzAhNQPG09dj3MQjfKtCB3PkzKHkEO8CMh745J56CIAMstKYip7rqP5NW7VQRPhnQ9O14HLvaBGOfkN9nPzaeLHyPmo+Wj0/W0HW6wUFgRLEkUNbQjZYXEKqGrsWzaK1TxCpeR2COkQWQ2t0Uw+N5UtkeIEqWt1dgjaNCQtg3GQ/dcmDSupiAoMq7W2SPwTRQRSlvZHsG0uLJzl5W2RQNUhUTOfQm5vdJyxw9dmVcE22xTIryJdhPqvZQobWXSlm3GKKXM09Y0YIvih2VrCYVeEDHSVrrWW46VbNw9hynet/2Ie9pOsMV1uM42tirEZ5u3oDuhOqqrgFMxzqZ6HOi8aouCyMaxRxiheAojAscy0bIV0tYt8OrkithBGMOzLbQcE4PIYJufJOAjYkrbjD0CO5chCny45fNtzdAiOVHajrieoqG2zX0kdERcGQRpGxMst2wMEk9bm3vaeulGd9Zb4XWkLcA3ytI4GQ3Y9c6v/7V+gENdhbS1TAQx2OuNHUSmKG1bRUrbfkoSCCK0anFLbhsXZKrmuhmEMVzbRNez0Re2JYnthbSZitPwtGXPTp4Lt4i0nXEif1IQG++iMLkykJh976sXsmtpGjZBaidHlfFcTqXPedrusj0CUD527cAeYb0f4pmHO7BMA2e2A72n7aLaI8hENTAbc+S0IAdDTsweQfIF16yNQgKsttnv/JBUX2cJ6JS2JrdNKrVHiBJ7BMtto4Vg/gQTKsS4u1UisAl6bM7unrMLStsLU85DvpeAbEFTZ48gfr/XGMcewd/MBJGZkgjOtc1MEFkQEziWkmfUIEFD2jYYD24XodmqRlxxD7wcdCoSri6LYpKStvKNu9sV7SJrB2Ax/VwpBUDTc1LUaryf4W/zquwUJ/gi5JS2GmKTT46Er7csg9sjEFpoj9D380rbjmslCqsDbbZoeGqNb84meQ8GvVTxJSNRO87ZZkioM3baMpnbVE8pHCtWkoZVwgpg1x2NsyrAyvYIhT40IAABAABJREFU5UpbVlk30HY1SludyoxbhAQRgWebie1BZnNDYkSwksADAGjZnLSl+sJFpiAyqvV2NyGUjKPIOaHwrovaCm7Kzn9MsNJ24MsqTH+Tnbt5aYXnVhs5WEpxOEyVhJRSnO0FOKiQtp7DC8ymM76Xb87TdoXNM+p3LiwHAP6TVh8nZaJasUe47ZGzuPqGT4JSimEYo2Wb6DhW1h4ByJ4bSWkb8+M82wvY+i7YXlylrWifLwqTK4OwRFi5kP2s41lcFarSq8o4UGQJkPO0PWeKAWrSGsgpWYtUUYTJ3RxSmjsrynhYbtnYGIQl9ggLqLSV7TGA/R1GJncRlNoj9OvZI0jF5cw9CK605cUvPyL1uxkTywXFEskq76gxSAgqlLYuv5dngSTcCcI+AGO00tbpTt/iZLjBOifEXCAXfQA2Fon319kjiN/vNap0MMhQgsgiQhNbBADZbmoAUUwaT9sSNKRtg7Hh2yswqizMihZPnUN5pa5EOFkm8zWRqzC1VUE7RdnCz16A9FQVYjOasUdYMNI26AHL56cKjd2EWpkX/5+zR7BB+AbaNAHHNLinrd4eYduPYCJLYCy3HGwO2HcrAmmeXh+k9+CkqvBFpO0sLVTqQASR1U11V6FTVU9DcaUNPdD4VgJZFWDV9OhRStuYtUOxoDBprC8iePiYHPI2q5bDVLcZ0oFEINRI0mkBtjg0DCAwChQnMkluGLMThCeU0KPIubGVtjUV3Ik9As3aI9gtVoQV14gIopplyFY/MtSChKQkHIQx/IjgsEZpy5RRO5gTdZ62JMqeRxGckpC2wj+44rmWP3Nij8Be454n13Fi08dXvnMGgzBG27XQca3Ua1pnUcWPOYgI+rwzY60X8hA1hbS1d2gZM08QBJe3zMabOvfYYI3N1Z1z2L+LyKKdQA3CqeKdqXYjiPFWKmoAYKTtNAPU5Bb9MqXtSHuEJUX5xh6/3g9xsONgpeWwtY/OHkEm3HZ7X7JXUD8zsL/Jank8LrVH6Ne0R5CCyJS1UUSBlmvBsQw2t9bNThGPVX3sR+xXM6StJ+aUOb+mgx5w4GJgcLbkMfy72w3SdlVS2hJFLGG3tAUkALO1FxrHHiEOWOHRsJIuagHHMrNBZDFb13uO2dgjaDBXpO1v/uZvwjAMvOtd70p+RynFe97zHlxwwQVot9t49atfjW984xuZ5/m+j5/92Z/FOeecg263i7e85S148sknM49ZW1vDT/zET2B1dRWrq6v4iZ/4Cayvr+/Cp5pfBPZy6s9ShqLFU/tgfjDlG0Ihoc8EkQG734ZUtvBbSKWtZFUBcLuKGZhIdhPBNrB0HtuQ7jbUIDKd/6LkHQQApsHIqzCmrLKrkLZRTOBHhJG20rW+2nawOWSP3RyG6LgWnlyXNmeTug+L/MBmqUW9DsI+b2ffIWmlkp3TKhIRjT2COq6J9x0niGzE5jmMCWxTUswKFAaRMaV/FBPYJgvMGwqyLPG0JTmlrWEYaNkWgiKlreohPCsbcWFLIe67whbNMZW2dTcrlGaCyBJCz+mwjYm4b505COcpskdQfZ0lJeHZXgDTAFZa2U1xYuVk2uPbIwTb2QKWt8x+ykpNcU+opG3VsUZuG/f4e/H3PL3NPvNDp7YxDFjQX9u1EjJWG2jD1WgbvMB30aE2zvaD1B5BVqHtdEycJwiPSG+F/buORYKwDDLN4o6DnSIXhFOBHJK9FuXxMRdEdg7QPzu+4rwMamBkkd3GiA4PAIo9AiNRKKVYH4Q42HGx3LKxNYz093TGKmKBlLayNRqwvz93RmlbZo+gXP9lUIPIrCxpGxIkHUSJ0rZO8TgWPrnKtT9SaZsS8m6LzSmRP+djddBjXZFlY2/Y4yKLCWd1qBhuAMsXSEUipZNOXu+qSlvDmJ29troHHQUx//XPAKaJKM6Stq7N8hEEwpjAtYzG07YAc0Pa3n777fjABz6Al770pZnfv/e978Xv/u7v4n3vex9uv/12HD16FK973euwtZUuct/1rnfhb//2b/HhD38YX/ziF7G9vY03v/nNiON0QfFjP/ZjuOuuu/CJT3wCn/jEJ3DXXXfhJ37iJ3bt880jfHsFRm8EaSvUeLqbvH2ILexkkBgwGWlrmwYc28iTtru56OfHo8UipKeqoEJpKy3cFo24Drg9QqBpW502dFVO9Tvgk6pQ2jJ7BIMp1s08YSUsEEyaJa1W26nSdqMf4oXnr3B7BKGwmNB9KCuxZJgWAGM2Fip1EHGlrT1hT9sRi+6xoQs9UM+5eF9ZBVgUWKZilD0C97BqORaGcjtUURAZjUENA4RCUugKRUqYvGcME7aVteVpOSYnbUd42gLTs6OoC6HIsEeQc2prfVXUtUeQgsiWW06qjnba7FiFrck8JKpzAjoHXRAZ35Sv90OstB2YZvba8mxeYB5Hafu59wIPf46thzqH0t+LUDfZ11bcE6LQZVrseCuTthLp1T4EPOMVwHXvAAA8ucZe+8x2gEEYo+VY6Lp2StpaNntuRmnLfB/X+wE6roWjKy2syfYI/qZkj7DD7oN5gmifd1rs+6kTcjNYT8M5nc50unpy9ggVSIGculQobTX2CKD59f0kIK/JywprIzo8APCW9376eMvBlh8hJhSrHUchbXVK2wreuvsJ8lrBMKYXjjorEH7ywAh7hF510jYTRBblrtGIk7YtxxwziCxvuQCAk8XF16hB0yKE63og1EAYzPlYHfZHW9lFAVtb2e3JZnXIiEN27pePsveII409Qpv7xcfsupNJW2B6nXZ1UVdpa7uAuwxsnwJMG1RR2rpCUMSRijjM1HqrQYK5IG23t7fx4z/+4/jgBz+IgwcPJr+nlOL3f//38cu//Mv4kR/5EVx22WX4sz/7M/T7ffzlX/4lAGBjYwN//Md/jN/5nd/Ba1/7Wlx++eX40Ic+hHvvvRef/CRLQ7///vvxiU98An/0R3+Ea665Btdccw0++MEP4u///u/x4IMP7slnngcwpe0IewRRadfd5O2DGnsErrQVQWQWU/QkmLSf5iiMVNrOwCC6mxBKW+FRbGm8vvY7RPWWkt3fgNIY/RC45P/3cZDEtFbZbPFJVfzZNJnSlnna5r8vETJjIHutr3A/N0IotvwIV1x8AA8c35TIowltUoJexg/sn/3XL+NPv/TIbLWo14FoFXV2uAhUF0fTUtqqpK1QrMoFCXF9qcE1VcZizcZERkhSe4RBINsjFAeRUX6d2oLsTTxtxWYoRkhNOErBzbMt+LD0x62O9bOinhKKLtMsJ0LDwXik7Vj2CKwItNJyMIxiUEpT0iZR2s5B6FRhEJmyQZLav/tBjK6bv54TD7YC3/BSfOY3gA//OFsPtQ9l/+ataEhbI/td1wk9JNJntl3g39zCWkgBPLk2wIUH2jjbCzAMCdouU9oOAunzqPeFpLRdbTs42HGx1g+4ipeyzZogmO0Jh1jOMuRxz1uuR9rK4Zxudzo+wDl7hKpKW401gao0dNpMmTgNi4SMPUKJ3UZZHoWAxh7h2PoQHdfCsmdjueVgK7FH0HnaLqLSVu7+2ecBbHENe4SqQWTymlbnaUvZvpd1Ho0TRBbkCT+Ah0iW2SOk363n2BjCRTCc87E66DF1q79ZLLAR9mC2N731irhulo+yn2Ev64kNZDtmdMrtut7G04Jq61AF3cMsDM5yEVOaiThi9ggpORvGFI5twrUbewQd5oK0/Zmf+Rm86U1vwmtf+9rM7x955BEcP34cr3/965PfeZ6HV73qVfjyl78MALjjjjsQhmHmMRdccAEuu+yy5DFf+cpXsLq6iquvvjp5zCtf+Uqsrq4mj2mQRyV7BFWZKaNzSGOPEIOKhEEeRBbGhG0Kgd0Psij1tNUE9ux3qCT8rEwku4mgBywdTf9/N0FiDPlXsM5VsLm2GZ7uKewRLNOAbXKlrZUPydn2I7QdCwbRK223gwiUAt/3giO49eGzCChPop2UsiRMlbZRTHD7o2v4H3dw+5p5LIwIb9Gdkla6ILJpbJDiIB9IA5q9TuKA/V5ebVUOIiuvzIcRgW1xm4MqSlsSg4Idh2Oakj2Cm9kMxTAzFX2AKW19UmSPoG5IZ6STQl7cl81/kT++PUJdpS0MHkRmg1IemJKQtjKRMeObvjLSNqe0ZZ+vF0Toevnr2ROhqQW+4SMRbLH1UPtg9vetlWx7Z8D9bOV7sY6qnxbfj2d6Pl5wdBlne1xpazNP214g3ZeqqjDyActjJK9j4VDXZUpbl1s7bD2derPWIZfnHXIxzFupZ48gK21lYnGSUO0Rqii55DEy42mrIa10ooxJQC6ulZGGJCrukhNwOmnIGycjvnlsA88/ugzDMCSlreaelv1IF0Vpq5KMVX3t5xVy98ooewRdt5gO8jlTCycQ9ghWWgSsu8eKg7TbJfO+5QIIU/JRdW0TPhxE8660FQIbEhXfn4Lkdqboty7G7+656b/VTgdB0kZDPWk7K3wD70iohc5h4Ox3gNYqyysysvYIQZQS6lFM4PA8o6AhbXMY0Tuy9/jwhz+Mr3/967j99ttzfzt+/DgA4Lzzzsv8/rzzzsNjjz2WPMZ13YxCVzxGPP/48eM4cuRI7vWPHDmSPEYH3/fh++mEtbnJFmVhGCIMZ+DmmiLCMIRvr4D2TpV/1tCHAyCMY0B5nOEsw+qvIZJ+b4RBckPTOIJpGKAUGPgBHMuEZXsgfg90l84vOx4zc4zJ32DBDAeI9/l3nUHAv8+IfZ8GNWHFofb87FfY/hZidxmWaSPqrwHegeQemPZ9b0YBCK+1nVjvYdk1YFsuYr+f3BNWHIIQwA/YAi2OQhggCGMCAgM0HIJIx7nZH6LtmqCEtQWK1+m6JtZ6Ps5uDWAawMsuXMZq28a7//pO/GfbQzTczt3T48Dyt0GsFmgY4r6n2BgaE4owDGFbLiK/N5H32S1Yfg/UdEANB1bQG/vesOIQlCL5rgzDghn5Ex9vrCgANaz0mqAGu8eH2+lGZNiDbbvZsRoWrNjXfj75fjDDAAbMwuP2oxiuZcAxgYEfJc81TFd7/owoAKF8jiARbJNiEESglos4YPeBFYcIiQkTNHNPeraJXmSAao7bjEIYMJLjtC0P8S7ONUUwgiFM00YchrDtFuLBlvaYTL8Hw/JqXx+W6dSaU8V5CiKCjs2+h+2BD9fyYALoxyb+5FPfwk/bLZDh9p6fvzIYoa+d3y3TAQkGybGbx++D4XQRhyG2+j5ajpkb620T7Do0LcTScwUK5wgSQWyB6NqjiN3lzHMtdwmkv5b8zhhswnLamWO2nTbi4Walc22TGHFMtI/dHIS46GAL9x/fwvYwgGcb8CwDvWG6prVtD/EwvV7saIgYNnp+ANcysNqycXp7yIICDQsGjRG2DgNhCMvyQP1eZv7ZrzAjRsiQMITtLSPur1e/x3pnYXgriMMQltMGGVT7buvAikMQaqbXuGkDQb/0uzHCIUzD5mOMBTsaIgpDmH4fsL3Mc21vFXHvTOlxj7NuMqMQgAEShrAsF9Tf1h6zFbMwytLzZnqw+RxjhgF6IcXP/fe78f3PPxdhGGLJtbDR9xG7Zu7cWHEICpP/zoJDQoT+sF7r8JzBioLMmsS23MxYsN9gh0PEsEDDEKblwfC3tfOrFWyDmF6l82DAghWx9YcR+rBMKxnLwzBERADLIHBtE71hAGI6oH75fZl5fX8Ay3Tyc5rlgAT9wmM0SAhqWMm96MNB3N+aay7DCnognXNhAwi3z7AsEgVGMIBp2qCGAyPoT2c/31+H7XQREcC224h663xdZ6XvRw3YMBANNtlxm27mu7JNZybWo2Y4LF3P62C1DsJ4/Csgz3glgjCEgXTMt01gGKTrCz8iMMCI274f7treeq9R9fPNNGn7xBNP4J3vfCduvvlmtFrFChLDyKppKKW536lQH6N7/KjX+c3f/E382q/9Wu73N998Mzqdiv42c4yL7GWsP3UnvnTTTYWPseIh3gzg7//x0/iP96zg16+MYfPi96HtB3HV2adws/T8g72H8HKfVbQ/8+lP88fa+PubPgHPAq5e28aJO2/Ho0+uTO+DSTi4/W283A8zxyhw3sa9eOHaaXy25PPvNzjRFq4H8I+3fBKx6eFA72Fc3d/CPy7QOXjj9hq+cttduNbw8KVPfQKbnWcmf7vlllum+t7PP/Yggh5Tr9z0qc/juavAa/wId3/5Czi9zFTr150+jcfuuRcPPLIMwMYtN9+M432g17fw2JNPIzLX8M1e+n19ZxOgoQXfGODWL38F692TAIBHTxp45LSBT3zyaTimhVv+8RP4F88EbvzGEH7bxFc/9ylsdB7e8Wd69ZkTuP/ub+LEoy7uO2vAMkw8dGITH//4TXhDGOP2L34Oa92nd/w+u4Wrn34MJ7YPoOdt4yXrp/HpMe+Nyx9/DD23j2/x7+r89fvwvDMn8bkJ32tXPPEotk5F+PYWe10xZt/yiZsQ2oy0Xe0/gmti4BPSex/efgCXb63jkyXHc8stt+DZJ+/F4e3TuL3gcd95xETXBnoexZNnDNzEH3fu5r14ydqp3Pl75ul7cO4au9Y/dcvN+Oa6gRNnTKx7PTx0+614+iGKyx9/DGtbR/DQtx/ETf0HkucOexbu/MZjuGrYT95H4HnH7kc3OIU7+e+/d3uAb9/+VRz79t76al1y6i6ct3kWt950E14TENz9pc/i9HK+7fgFx+6FF67j7prXx9Vn1nHi7q/j0acPjX4wgOee+CZW+8ex3R/g3q/fBsDGxz9xC77n1Ak8G8DHb/sW/q9jR/HWc7fw1J234/HHJ7AWogTnbD+A08sv2vlrSTi89QAuHwxz1/B1G1t47Ou348lHXVjxENff83/ji8/7j1i76SbcetLAYNPIXT/HnjRx2mIE9r1f/TJOfVPvQ6rOEa1wDW8AEJkt2PEQn7n1HvS9VCxw7VaAJ2//Eh5/2EqPOULmmF89iHD/V76IEwXvKeP7tzZx79fuwKlvZVVXlAKbAwvbxx/BY8dN3ElOY33bwKPBCTyyaeCmm54AALzGj3H3lz6XXIPXD7fxxa/ehq/2T2DQM3H88Q08tm3gppsexVu4ndI/fP52UMPCdx07Df+Ujwc29v964aVPPITIbOGbN92Ea7dDPHHbF/DEd6o990VPfR0WCXDvTTfhms0BnrrjK3j8UY16bge47tRJPHbvN/DkU+y7eMHTj8GLNkrHj2ec/RqeubGJL910E1rBWbyBRLjp43+Plz3xLQycg3hQeu61/RhP3Pp5PPHQaN//OuumFz/5bRgA7rvpJrz89DrODO7Cwyfyx3zNqRN4KvoGHj9W/Hm6w2P4vsEmbrrpJjzv2DdBeszu7cXWMdx00zGceMLERgh8p/0onGgb90if74onHsPWqRjf3roJTrTN1sU3fRSx6RW82/zjmpPH8VT4AB7n5ztde1YIpJ5DvHZrDXd+7U6ceWCAZ55+GOevP4qvau6P7187ifvuug8nHx7dvHzu5n146cZZfOqmm3Bk8x68uO/jM9JrhsTCvXfdicG2ia/efge+a2MNp4d3a69xHQ5vP4DLgyg/p2328Ngdt+HJR/QqSRoOcfrsBr7An3c5HNx9+60gD29Uet9ZxKtPH8P9930bVxkuPn/z32O7dX7uMReduQMXrW3iiW9+CxedfQpfnsJe9kDvYVxNbfzjTTfhDXBw62f/ESuDJ3Dh2jq+Ir3fm0wXn//UJ/CKtZO49857cUqaL17jh7j7K1/E6fum0L1QA889cS9W+6dwR43zdPnaABeHPXz7yVO47dTX0Ns2k/XT1oaF279+FsYTbJ5Y37Bw19fvwKnTBqI1ilu27wcw/b31XqPfr9ZBPtOk7R133IGTJ0/iyiuvTH4XxzE+//nP433ve1/iN3v8+HGcf356M548eTJR3x49ehRBEGBtbS2jtj158iSuvfba5DEnTpzIvf+pU6dyKl4Zv/RLv4R//+//ffLvzc1NXHTRRXj961+PlZXdIRX3CmEY4u6/uRuHPILrr7+++IHDTeAe4IUv/270vn4vrn31a3DOEl/UrL0I9n/9bVz/xjck1WnjydtgHvtjYBt4/etei5Zj4pdu/zRe/ZrX4mDHhfWRv8G5z3gOXnR1yXtOEMbjX4F18k+1n9F4ZAnWP/yv8s+/39A7BdwLvOGN17N2jRPfgP3Y7y7UObDvjXHdq18H+9gH8D2veBnoxdcgDEPccssteN3rXgfHqdk6UgPmZ+/C008/AZwCLn3JFfiBy47Cfuq3cfUV3wV6KbOAsU69DweuuBLnX/Qa4Gufw/U/8EZ851QPH/j27bj42ZcCMHDJ69Lv60vfOYOPHb8fHrVx7Xd/D3D+ywAAzjdP4p7PfQevuOZFWP7Onbj++leDEIo//u3PwvCW8d1XXwl60St3/JnsR/4PXHXtq0CfeR36X38Kz998HN88toVXvfb1aD26imtfcSXoM797x++zW7D+4oM457KXAwcvgfXRD499b1h/9zHQc56H517Hnm9824b1mU9O/F6zPvI3oBe+GJe+kr9uHAL3AK/7/lcBS6wDxXjyNlhPL2fe23jqCKxjf6I9Hvl+8O54BMbT24XH/YW//QbOX/VwyeEuvn3bE7j++lew13/iEKz/9Ve555lfO47gwSeB08Cbr/8BHHz4DD7z8QexevAILv+uF+Nll10P66N/j/ZTS7jsRS/E9dddkjz3Q8dux7Oevwz7NM2/7ufugbHVxvn899bpP8QVL30x6GV7O7aZtz8J49GTuP7662E/9V5cfflLQJ/3xvzjPnUrEB3BhW+od7xsTr208pxqfvkhGCdDGOsOvv9V1+IPH7gVr/zuV+GZ934NOHULOhdcChwDDp/3DBx+9qW47OU7P3/GI5+D/Ze/hfAXn8qG4e30dR9dhnUmf41Zf/knOPDCF+Cll18P45HPwXj0fFzzz34WAHDmq4/jhHMG119/eeY593ziQYQxxdLTB/GKKy8HvfQNmb8XzRHG03eCPnwYVusAcPY7ePUP/DDQWk2P5X/8FQ5d8uzkPBoPubDWD2eO2Trx+7jqZS8GfeHoc20/9mt4xdWvBH3WqzK/3/Yj0K9+Gtd/78vxmb+5D5c85yKYawNcdfEBnPrGCVx/PVuH20/egKuvfBnoc5ldmX13iO/+/jfgzGMevhE8hWsuvwAn7noa11//cuCBg8DgLH7gTT8IADBv/hJgmnj2a/f/esH6+C2g3SO45NXXJ9/hSyreC9bHbwbtnoeL+HMPX/KcidxHmfc4+Z9x4Ior8dIXsdc1v3g/jLMP48KS+cW4ex3mffeza69/FvjGu3D9678f1sc/CnrkMjznWuma/Jv/jkMXPxMveUXx642zbjJv/iJg2rj4tdfD+ruP4bxznoUXXJd/D+tD78ehl16Oy15act42j8G6/xdx/RvfAPPzd+P4MQvPQRfv+OfXAQCOfelR3PXEBp5zwQtgbD6NZ8j33P/8COgFfN4M+8C9P403vObVeXuTfQR2Tq9Izqk6Fuw32N/6ebzyuleDXngFjPv6ML9+v3YdYz/8y3j5ta8Cvfiaka9pPH4A1kfZnGN8y4S19Q/Ja4ZhiF/52qdx7dUvx239R/Ciyy7EeY9ehCPnPxcveGW1+994pAvr7IH8nPZXf4aDz78UL71C/zrvv/PjOPfoBXgWf97jd/7vePELnoeLJjzu7CbsR38VV13zvbBO/AVe9crLQS+4IvcY8+snYXzrERx86Stg3nbXVPayxqNfgHXqEFvDPXII1738ZTDOLMH41mPZefzBJXzvNa+A/ZSFV1z3qsz+Kr3XXjfx46sD80sPwjhNcF6N82R+8ivArV/CpS+5ClcsX4kvb30H11/P7pX/ceoOvOjF5+H6q54BAPjdB7+Ia1/5Qmx+4wSWPQev+75LdmVvvdcQnfqjMNOk7Wte8xrce++9md/95E/+JF7wghfgF3/xF/HsZz8bR48exS233ILLL2cL6CAI8LnPfQ6//du/DQC48sor4TgObrnlFrz1rW8FABw7dgz33Xcf3vve9wIArrnmGmxsbOC2227DK17BNoy33norNjY2EmJXB8/z4Hn5DYTjOPv64hIInGUYg7PlnzVilUefMFI2omb6+EMXs9ZAfw1Y4aS7aYBwH6qW56LrsudRw2LPcztAHMDarfNrGoBp6T9jawmI/IX4rhNY7LtxXI/52izaOaAUiIZw2kuAtww7HgLSZ5/6vW9QRGD3xIZP2Hs5LdiI0uOgMUzbhckDQzzXRdsLEBEKy2kDQS9z/xAY8BwLxjCG43jJ6xxcamFzGCEkBtpueg8877xlBJsulmmY+exjI+jBbq8AjoMtP8Yl53Tx4IltbPkUB20XNshk3me3EPkwW12gvQyEgx1cDxSwnfS78tjYN/HriwSA203fx2bXjWPI5z0GbC/73l4HIGHp8TiOA8uggOXALHgcoSz4Yqntwo9J+nrtFSDSnD/TADUtmAbgeS6WWh78iMC0PZg0ZsdMCWKYcB078/y2ayM0DBiRD8e2s76gBgVsNz1OpwWTRjNw7ZH0uNwObBrojykOAK9Tf250WgANqz/PBGDaCGOKtudiueVgEAOWtwQAOBYxL1PitOHUed0yGEyF4Ww+Dpw3QbWtZQKGmb/GnDZM8Gvp+F3AxVcnj/FjYKmVH+dbro1BP4Rh2bANWnjd5OaIYJN5vl5yHbD5NJzuoawXZ2sFiPrpeSQ+4Hazr+F2YZKC6yIHCtt2co8d9lmH03OOrGB9EMKPgY7L7sthKN2XtjTfxCEbA1rLCGmIlmvj3JU21gcRezzPLXjo9AAXH+qg63WA4eburd/2FBRwPPZZ2weAsFf9c/ubwJEXssd7SwCZwpqXxjCdVnodOC2AhIXjNIM0FrVYF4ZjEOYr21rKHmPnIBBsVTrueusmaV502wCN9O9BKUxpPaNFlxVHHBoABkFkOFjy0jljteOhHxJYjsfPl/RaNAacFntvi419jhgz9isoyZ5T24O9nz9zHMBuddnna68AYV9/f4T9ZA07El4XiPm6yQRgZa/9iAKdlou2ayOiBky7VXyNa0EAy8vfT14XiP3C1zFpBNN2k+eFhgs7msJ6czcR9mG3V4HWCuyoX/D9EMD2YHpLQDwcMf6NiXgIeEvsXHpLbN8IzbrY6cChIRANYLeWs8frtGFPas+1Iyjr5CrgAWxW5xAM04Rlpmsuz7ZAYCT/jghbV7YcByFB8vv9zqtV/WwzTdouLy/jsssuy/yu2+3i8OHDye/f9a534YYbbsCll16KSy+9FDfccAM6nQ5+7Md+DACwurqKn/qpn8K73/1uHD58GIcOHcLP//zP4yUveUkSbPbCF74Qb3zjG/G2t70N73//+wEAb3/72/HmN78Zz3/+83fxE88XfHuFBWcQUmz4T1h73Fm+IehlUog9Zsy9+XRK2pI4SQa3TAO2ZcI0kBpS7zSRvS7URHEZzhwErUwavN0xDYLgpvqUZgmQ/Yo4BJu0WmwzFWzt7vuTGBFh5/nMNvfTVpOLefAT4eF9psESOqOY8hCEbPifHxJ4tsm+w1wQWYRBGKPtpL9/9rlL6G84WJ5USFPYZyEPANb6IQ52XBzsuDjbD3BxlUTrWUM4YMFAZcnWVcBDX57/H/8BH/l31+Iye0rnIhpmA6wMI58kHgV5hWOV4BqAX4/FS40gJnAsEy3HwkAOPHI6LHRJBY1BYcLmBaSWY2IYxjyoIUgeE1EreYxAyzbRJ0AStGZJx6UGplnebISsxFJab1m4XTRgJFld2BW/RwEe3hXEBK5lYqVls4R1fg096TM7hNj04Ewq2EMEnp7+1mRJ26IgMqeVBmZtnwBWLkgPJYjQcfNrAtey4Id+/SAycf+9+ffYf7kXXgJ8yfZAG1IiHe8okFj7mTcHEZY9G+cseYgJxYnNIQ53XXRcOxtE5rTT+Ua8p9OGHw7h2SYOdl2c7fHr6RVvB772J/iBP/gCvu/55+K/PbsDbOW72vYliBQy5C0Dfo024+E6I3qBet9tHcRp8BB7nwrzixxEJgKaIl8fRNY6wALVJg31GIrGGKq/zjNwuGd72Ae4D3pburc7roW+L4LIVC9qaV4zrcmGs84q4jA7Z87KHDktRH56nTud4kBAEQ5ZBbkgsuzaiAWRmWkQmV0x8FUg9vVBUW63dBwxaQTDTsPUQsOFMfdBZH0m9PJWAL9grxYH7Hw5rZ0FB5ceRy/Z4yTBkiTK3ktAGjSrneN3GGw8KZD8NTsS576A/WwfYE+XuALHMlmQLUcYE9imAc8x2bqyQQajDVhmHL/wC7+Ad73rXfjpn/5pXHXVVXjqqadw8803Y3l5OXnM7/3e7+GHfuiH8Na3vhXXXXcdOp0OPvaxj8Gy0sn5L/7iL/CSl7wEr3/96/H6178eL33pS/Hnf/7ne/GR5gaBvQyDkvKEWMoW+2cG7GfPV/wBVy4ANp+SHs+SqYE0YdC12QYRwO6nD5cln8/KILqbEInygqQXC5pZSLXcDYhFue3lN9O7AUoQcNJ2exilxyJvFnihISYUpsH8um2L3UNUQ7QFMYFnW7kCxWrHweYwRD+I0ZJI2+ec20UvtidzHxLCSVu2WFzrBTjYcXG46+Jsz6+fnDsLiAZsAei02Gejoz39tOCbUz8i+Prjazz9dwobpHDIxjIZlps972Jhm3tMheMpG0MBRDGFbZlo2SaGoZQWKwp0REmQJTEITDgmuw9ajsVIW/mYSYSQGrDNbCGp5Vjox1b6mTKvG2ULdGXJ5LsJOa3X6ZQkWEtJ13VQd+NNAWIYiAmFa5tpwjqfA07GbHMSmd7k5uoe9/A989BkXk+giLSVCy6902nqM9gapuPmNy2ew9cplsMIsaqIRnxv3hIQyKRtj21EZdRZFynFOYHNYYjllo2Oa6HlmHhyrY+2a6HjWhioxXZxbsRPpwM/YsW/Qx0Xa/0AlFLg6n8L/MytAIDPPHiKk2xzTgRURRym920ZaaDDYJ2RngC/56dwztTNd5W5ViZMLZvdO5GvJxnaBxj5LCOOgN9/CbNWGBfyOqVsjCbR6FAwy2bjn78NkAg+NdGV7u2Oa6MfcHJWLcSo508tnu9HyN8/MDtz5DTAu+pgcy9pd0k/9xLCxjR1TC6C7aVrcHlu54gIm0s8x2LrIcutd47jgD1HhdNmc0cBLBrDkI4lMl3Eu7nXngaiITvf3jLrXtBBnK+diizKEEihvm6X/ZtIxXgBd4kdp64IJgjdvYY8r1XFeS9mP512si8VcG0TYZzukSJC4Vi8aBEqa/8Gs6201eGzn/1s5t+GYeA973kP3vOe9xQ+p9Vq4cYbb8SNN95Y+JhDhw7hQx/60ISOcjEQmx6o04HRPw10D+sfxJWZZ7jSth8oC5+VZyikbVZpCwCuZWaVtkJ1sxugZLTSdlFUpkB+kysWB/LiZj9DLJ4SpW3xImgqIBECys7/MIrTY8kobQlg2iCUJhVNQXARy4WlbMz8kCXVquTaSssGpcCpLT9D2l54oI0esSezWBeLEL7gXesHuPS8ZRzsOjjbC7ML3HmBIEGdDrtf4nC8e4MShJyg92wzVbVPGoJklqFu4GOfbW5lCGXWqPFvxOY5IgSOZaDlWExZIiBIgGiY3RBRwtqpeKJl27EwjFhBwkhIW4KImvAU0tazTfTFFBT7ALKvO5MbUpkcKCPnomF+oV8FdckGSkAoH1csA8sthyki+L28QVoA+oy0ndQmiAcElRaIxwEh+mtTVtr2TjH7Ao5BGOHcJS/3FLZOEQRPjSKmrObSwV3OqlN15HwdYq+AqN4ahlhpOzAMA4e7Hr51Yhtvesn5aLsWI64EZHVj2GevZTmctLVwsOsijCl6QYwlT6ckmiMi4OHPsc978dX1n0uidFPeWgHO1gjtlJW2TkvfcbBTqARclaKgumEXY0eR0naoqItPPQCsPw6cvJ/ZgYx13NI9a7eKyfARHR4J3A4js0gEn1jotNPndF2L7Vl0hRhVJakWz/cj5GsaqE8ozhPkrjqAXSe6+1AUocZR2irEfxSztY3Li9h+JIrRdZS2od73vahzCSx03aIRDEn5GZse4mCOr2dC2Pm1PDb+DotI25CTtlO8f4PtVGnrLSVFotz41D6QzvXq9eRMkVSuA2kM+INPfhtXPPMAvufSc8ufs8r8arF0HsgWTbgdgCltw1hS2kaEk7ZWRoHbgGHulbYN9hjtQ+mGSgeuzDzb4/YIVZS2fEORkLa2Qtruprp1lNIW2L+LFh1UuwixOJg3NeS4EJOm5fI2l11W2pIYQczui0SVqC42SASYJggFTH4PiTZxYubVNH4s7BGy7YRLng3LNHBic5ixRzi85GE7diajmBKktyOUtiEOdhwc7npzrrRtS+2jY54nEiUEo2OZXBE5BUW7TmlrK++ls0dIVPYjvh86yh6BJvYIOaUtkCd5KFPa2lzt7zkmYkJBTElFTiKE1IRtaZS2hB+Lei75fZN+vhkhbWWiZBRpO47S1q658eakOQA4tomVNlfa8g2hHzHVRGi4E1Ta8jVGkVpmXBQqbSUiu38G6Kakbc+P0S5Q2vqRUNrWIW1rKm11j69j1VTwmTcHEZZb7HMd6rrYGIQ4stLiSluZtJXuC6GwNAz4UYyWw+wyLNPAWi8/LpBptfpPA+EA+P+/Bbjl/xjv+fKmvEzppcNgY/pKW5WArUIOqeowy2XXYzjIk7btg3l7hKfvZD/PfgdjQy4Clo3RZdZmMpwuG7viEAEx0JHWOh2PW4PoCjGqSnIRlLaqPYLdmr/1WVXIXXVAqpBUO6cEEVqVtLU9dg0TkiPuREepZ1vSfOLWO8dRgT1CSZdORChsxDAlhW5suiDz3EkqzpntjbZHsN3pcgtBT1LacrGPak8DsDFz62n2/+p4OitzpzT+3vrIGXzj6QrzmmEA79kAzntxRkwEAK5tpPwOgJCLOBJ7kAYZNKRtgx2BLp0HbB8veUAMwMD6oEhpewHztBUgBJRvKEQxxrUkewR7l1sEynyxxGQ+C9Wv3QJRlbbiHOzzxaqAUEUZBm9l2WVPWxon9gjDUFba6u0RhMWIw8mryHBy35UfxlqlrWEYWGnZOJ4jbV1sxRboJBYQwTZgOvjEA2fxzz/wVZza9nHusofVjoP1fjifnmliA1tEOlYFidDj+0Q/IvXJtaooUtrK7xX7+Za7quOfajugvj33sGoLm4Pk9VsAjPx4TwmIYSbXtFCBx6ad8bQNaUrsCrQcE/2ITyw5e4Q4rzybhWtPJkrKWhzDMZW2te0RUqWta5lY9hxsDiPg6EsAIFFHhOYESe/+GWD1omK1zLigRK8Sl9v4e6cypG0/iND1dJ62vLisa6Uug2jhLII6z0R+/vETUNoOwpSMPtRl9/qRZQ9d10Y/jJndAaAobVOyjnmjWzAMAwc7TuJrSyWSY0AnSORPG0LVPe7xygRXHXsEEjP/W9nTdhqWErlW9wqdHCpR6XQk0lYhrVqreXuEUw+wn6e/PfZhZ+0RSjxtR9jyJMgobU10pHu7KzxtdYWYnD3CoihtlWtmv679E9KPr428FXbtqesR0W1QNobLEHum2M+ptcXcyTxtLdYebnv17v8iewS3hLSNKWxEMOz03iamBzLPSlsxllkuH39H2SNM0bpnuMmOAeDk/5beG7Z1ANg8xv5fZ48wC+OLVOzrBXFt39mYZD1tXVVpy0Ucrm02SlsNGtK2wc6w+gxg48niv/OFk2jlzgRaJM/PKm2pYcEyDRiSp22YCSKbEaWtGFRnYSDdLVClndQ0GaGwKOdA3mCrCqjdAInhExYSllXaqkFkwh6B/crhStvYzFfthRehTpmy0nZwctPPhHOc0/XQJw5CfwILHO5n++kHTuArD5/Bk2t9HFlupT6ZdVvD9hqU8iCyFlvYmDvw/iUxeIMCa0+2WIJ14is9KWg9bdUgMg1RVLVgM6JNNUqUtiYiQtMFnGHo1SGEgEgqWlFQiAy57TBCVOBp68eEj1nKcee6CGZEOSUrMkYFkY2ltK1JrspKW4t52m4OQuDyHwd+dT1RRwRwJ7cJCvssgXjSRbLCIDJ+nglhhHHGHiFGy9aQtmKTMU4QWR2lbayxU6jlaasnqodhjBa3HHnOuayV88hyC22XFQDTwrmXXoMSaTuMYngOe74IkgSQ2Xhtkwl1aOwGhEp0q0SUUIaM0rakPVeFsBSYuqetrtV9hKIvDrPrP+GzGA3yJIMuiGy4wT7P+uM7PG45iKzI07YiaSvaxuMQA2JlPG3brsUKFoal8bSNQAw7VaHPynwxTeSU1jNS2JwG5K46ICXdVMuPsM/U2lUt8oRVVuTn1kZirHR5ENkwiusrQEW7vwqnOIgsJAQOYphSQYZYHug87+sSKztuj1BI2nIS0m6xe7yOH31V+BusiAVkg8hy9ggHmYiNd69kMCuettIY0PejNFul6tNJ3h5BrC0IoYgbT9tSNKRtgx2BrlxYTtryTZFQUPX9EUpbGoMaRqIQBPhmKAkim9ICtgjqwlaG5bBNvnw8hADvWQWO37c7x7fb0LWc7ecWKRWy/+CeBJExpe2hrpu2jliqPQLbrBBKU3sE/jOGnfuugoggEZcom5zVtoPjm8OMp+1K20YIF4PeBPx8earq0RV2TsOY4rwVDystFoI2d0qOOABA0w3sTsINSIztgKnUBkEkKVsnfD5Eer0MbRCZshGwHABGBaVt+eY5iLmHFb/GMmpb3UKVEh5ExpYvjmXCMg1EsFOCn8QIiJnYggi0HN7qrdo/ALOrIpIVGXa7mPQaV2k7BmkbUwOWyf5jnrZ8XjeMZOMZGF69zWYZIh/oHtlle4QBez9KgM6h5E9BxD3AFXi2xZS2ll2v0KQriMhwl7PzjO7xdnXSllKCh0/nH+tHJLkHn3ceJ21XPHR4wa7vy+SURNrastKWk7ZdN7FHEH64Ky0bm5E9P+Gtw3U25vVOjjcOqJ62Va/d4Tq730U7reyvPEnoWt1HjuUKaSfW49J1kEAXROZvccW8QnzVgTyf2CVhh1XtEdwum2NIBD82MgXqrst8/UNo1PNxiI/edxIv/JVPpMcyzyRXFagF2FmZI6eBiPv4i72oZbOxWL12fSlkqgrEOioO2DVlZUlb02CkVsvhSluhZq+KsiCyggyOOKawjRimlL1ALA90XsZqHcR1abnMnqbQ05afL7EGnsY9PJRJ2y63R9AEerUPMHsEXRHXbs3G3Bmn6+R+EKdrv4qQ96UAs9gS9gghDx22LQOeY6WF4gYJGtK2wc4wSmnLg7zERi6ntF25kA1SQj1GCSisjLVg1tN2l31dRiUlqsrf0w+yn9/+x+ke116BaOwibHf/L1YFMkrb5T1Q2rKApSXPluwRFNJFtkfgk6P4GZn5RbYfEbRsPokaedL22PogY49gGAbgtDAcToq07bD2auk9VzJK2zkqCIixSSy6dlIdJxG2Q0ba9oJYWuxPeJMklMEyVC/hSGOPYBjV1EUVgshsy0CLq/SyvraaIh2NEcPI+NW2bDNr/UFirdK261r8XGq8ktVQqllRTlX2tB1Ub9GUUfceowQxjMSegqniU5JSqCP8SSptoyGwdO4U7BEKiB2xQRpusPlOhIigjLTl65TaHoST8LStPs4MgxA/++G787+XlLZveun5+Jnvew5ajpWoivu6+UZSWIogMgA41HETe4SeH8E0gPNX29gId9B5sNsYrAOHL2UkpZy7UBVEUsh7y9VV4oN1plIVZNHUlLYKAVeFHFLXw4IIKgoii4ZZosHfAg5clCdz60AOB56Y0rYHkBADYqIrkbbCKmFITE2RL8bXHpfGo0UQL2iJ/hmYI6cB3TjbWtWox9dTK5MqyJC22Rb5ICRw+G2feHrarXpryDHsERKlrWSPMJEixOfeCzz82Z29xrgQ58Ewyu0RImGPMMXO2aGitPW39R1orQMssLKrCfZyOrPRpSIVGrb9KLN3q4JY6gAFsvYIYcz2O4nStvG0zaEhbRvsCHTlGcDaY8UPEPYIYYzVtsMUYzJWLmSP2TqWPJ4aRsaLMPGKA3ZfaRsHgOXgzLaPX/qf9+b/rpqDP3Er+/nYV3bn+HYblGTDegCu9Nzni1UBuTV1LzxtSYSImuh6UmiTqpARSluCRLFuGCyRNkLem40pbbnvoLLJOdx10QtitN3sd244HfiDCbTqcIP+jUF6TIYhJdLPmz2CGAvEBtbZQXWcMrUogFQdCkz2XiMx2zjkQg8Ue4SiROIqKs0RQWRRTOFaJlzLhGFUUNqSbBAZwNpYQ9gpoU1jBJogsqWWw9q5dMSaSi7LKc97CVmxV0ba6mwuqqCKwk4GJaAwEsuVxMqEw49idFwLQ7jzq7R1+DkRmy2p8yfg16sKd9y078jPK90zL7w0WmlbwzbKALO36CldT0xpK75TB//hDS8AwMIs246Vrt1ynrYd/vw4Kbwc7LpY4/YIvSBC17VxsOtgPbRnY+NZBcMNprDunlMetlsE2UqgKMRIh8FalgSamqetqpqtQA6p3QhuJ/X+VT1txWeQlYn+5gSUtmoQWZmnbfG8k0CQWXGEYWyg46XPcS0TtmnAj01NEFmIk322BqOULojSVvn+562oXgc6r/H2gfy1KxNyVWAY3IrEz3VyBjGBqAd6tsnW+E6npj1CkFowyCixR4hiCgdRxh6BWhPwpP/MbwA3/cLOXmNcCKU0UF4043v85LueBr8w3GTdFkBahNV52rYPsp+HnpV/jZ3sJSYJ2R4hiLDt19ufEYpcJ7XgdyJO3rqNPUIhGtK2wY5Az38ZCxcoGhB5VXwYEhziBFAGtsssEtaf4I9n/lFyJcaRSdu6VcedgjDi6GN3P42/uu3xZFBJD07ZLK09Bhx69s7ScWcZWnuEfexrpULeMHtLhe1GUwONEYEpbZMqpE5py+0RDGlytC0DkWHnvis/itEWX6lCYBzkgTSy0pa9ZQuhPyHS1mGk7b+85pl4x2suBYA0kX5WiLOqiAZsIZYoIysWmd6zCnz7luzvSJSQtv1AbJaMyZ4PVRksoPob6oLIgGqk7YggsiBmSlvDYORQprru6pS2BDHSIDKAt6Zn7BEihMTMeGcBwJJnY9uPeKFpXjxtJXVTqdJWY3NRBXbNohu3R0hJWwdb0sLdjwjz3KYT9C+NhsDSkSkobWmBPUI7JW2FlyFHEMWjlbZ1yJtKStutlPArIm0rbjZNSkFg4OFT2blrWODVCwBdz8a2r5lvJIWlrLRlQWTsmuj5MbqejQNtF2uhNT9K2+E6I2O657AwurqQSVF3ma2Fq1wXw/XUzxao51dcB6pqsspcpZJ2Tod5PovjlGE5jCiSVbVCaauqFesgY49QMkZXtUdwuszTlkQYxEbG09YwmF3CkBp5L/k4RJ8Pe9t+VL/4NY9Q7eLqWuvME6JAr7RVSdvBWvZ+rQKRGRBn7yc/IuB1L2aPEMXViikyxrFHIBSOEcOQ5xWnBWMna01R6Krq9TtpxH5KXrdKPMVlRe601nw6ewS5E0PgXFYoxfLR/GvUsECaKni3RRARhDGtb49AsvvSpDgBJHYItmU0QWQFaEjbBjvDygVMLSsUpiponPjcrbQdfeVk9SJgQ5C2FBRGZrPt2lK6YF1/n52Cm7of32QD+eltZXOrKm0Ha8AFV7CghWkYmu81iEaZtJ8XbirkDba7N0FkETXQ9ewSpS0jyWJKIQvCbNPItpBzjFLaAsh42gKA43UQTSSILFXaXvnMg/j3r3seAEYEbQ5CvffoLENVO9ZRST3+1ey/SYyQsnGwF8R8UTlhVbu4bnIbbkVBU+S7WUVdVCGITKhmmeesYo8QqJ62MQiMjF9tyzERIGuP4BMjIZEEljybKQx1Sekz7WlboQgQjam0rVsYoTRjj7CSU9py0hYTPH+Rz0jbsDfZebVMaRsOtCqqINbbI7g2D9RQVeqjEGoUXZkXVgg/2Vc9Od4aNiy86PHw6ezcNQxJbpwXONhxEo/avNJW42nbcdn4DWaP0PEsLLfs1B6hiuJ0ryFsCjpjKm1JnG7KhedllSLvcCOrtK0bRFQVOQK2Pfq70dkjCNJWV3hoH8gStP4WsHox+4zjXgMyGTtSaVvF07bDxhUSoh+ZiYezQNe1MYyN3DqEkgghZY89teUvxjpYJZrUwNL9BJ3StnUgb+1R1x4BSNcWOU/bGMKpzHM4aVW3aBMVkLZuSRBZTOAiyjzPsFswdnI9n7yf/SyzT5wmokBS2q6WKG2l4LZpdTWo9gjBdo6wBwAcfg77qa55AS4QG+PYdIKQnYDPG33eeVOXtGW2fem/W04aVB9xewTbZGv3xh4hj4a0bbBzXPYjwJffp/8bXzj53B5hqLsJD1wMrD+WPJ4aFiyp9dWz03TBXU9QjAPAtPHQSbbBObmlLBAdhTAbrAFHLwNgpET0fgIl+YXwIixWBWYgiCxOSNsCpS335iSEZtpQHMtEaORbd/2IwBOqRUWZIpS2lxzOBi04XgexbmFRF5I9wmo73QwkLddWnmSeaUSDrNqxyoZbLKTVAgBhoXMA0oTqSac1lyltRwWRieftMIgsiglcvlNpicRkgQJ7hJiaGb/almMhoNkgMj9GQiIJLLVsbPkRVy0ox60ep92aDZW3TJQUbSoo5QTaOErbuuoSCkJTCyM5iCyKCWJCsdJ2MCDO5JQh0TD1eQsn2N1QGkQ21JO2BZ62rmjnqzsfVlHaAulcoyMTarXQMnuL4xvZx/tRnLtfBA51U4/azPUikbaDME7sFVY7DtYHaRBZ17Wx3OL2CKDzMaaL7757DtDfoT2C7bENehU7JX8rq+6expqXxACooppsY+R3oyotBWlrt/O2WUBemTjcZDkYNB6/4C2TzaWetpH+3lYhCoNxhH5k5Ejb5ZaN7SjfoUTjEAG1cKDjcNJ2AZS28jUN7O88C12hWqu0XR9faau0yPuRbI/As2DKwkd1EO3+KpxiT9uYUHhGnCVtnRZMsoNxenCW7e2DbT0JOW3ISltvudhaST5f0yiQUcreW4zp7lLioZ0jbQ0D+H//FfCaX8m/zjjHJq7Vp+6of9xF4OOv6JreVsPlRz2d0owor+VYyV42jAkc3nXnyVlGDRI0pG2DnePanwUe/QJTl6pI7BEYaatV2h64SLJHIKCGmanEZIPIpqQ6KAInK9a5P9vJTWUSU1sWBmtsc3ngopSI3k+gmiCySRNJs4xMENke2CPwILKua0mkrbJx4R6ihCLThuJYJie28krbVoHSdqXFFjPPP7qc+X2r3Z1MsmzQB9xOjrRdaTnYDiJQc8480yQSA0C1DXf/LPuptm+RCCE1sNp2kqr2xNWfgjBSW9h0QWTjetqOCCILFKVt3tNWZ49gJe35ALPv8GVPW8L8CXOkrWczT1tHQ34SpZ12Ep5uk4BMUhQpbeMAAB3T07bmNUUJCDUS4lIEkVFKk3a2lZaDPnUmt6GPhqnf2yTHXEr07ZuCgPE39aStxtPWsy34Mak/H+qUs5lj8RhRFmylj7eUe7GObRQlIDBxckuxySlR2h5ekklbSd0ojXfDME4IrwNtB+u8d3wYxmg7TGm7FvDzNg++tiJkbWylraSQN4y0LXYUeCEzgbDqmCREcUtVzQLl343OUqF/Jt+pISAHABHCruHVCwEY4/vayoGRZUTpCC/1BG6X3TuEkbZdL/uc1baDrcjKdbjQOAI1LVx0sMPujf0uXqA074M8KxZC04CuONY5lLdK2anSVva0zdgjmPDDuL7SNg7y8wOQ2iNoFO5hTOEYWRW1YXuwdrKvG6wxq0AY4xW9dgpZadta4T6yGtGYLEiYhtI22Gbfc8YeYTvf6SDwgusZf6BinGN7+k72c5LZK1xEIDzxxdqvKlTbvpaT2iOEMU3W9S2nsUfQoSFtG+wc3XOAZ14HPPiJ/N+4koW1TNp6ufuBiyV7BBYykzGqtqSb12mzDZFu8J0GYtYyIqpJ6kZHq7RtHwSWLwC2ju/OMe4m5ORegf2+WJWhKm1lr8HdAI0RUpMpbWWf54zSltsjkGxFM/G0VTYffhTDSzxts9+teP6FB7KbslanCzqJjaS/BbjL6PsRlqTN0nLLZgVq2HNG2qr2CBU23KK9dFNpI6MxQmJhpW1jIIpdk25HLFL55YLICjYCVdSoRYtTcQiEJIFhniMF7AF6dQiJECEbMtZyLPjESo+ZxvBjvT3CIIxBbE2oA1WVtjNijxBLigzRtq8iCcAbQ2lbl2SkBDFFonRebtkIY0bYinl6tc1J20kUdijlfr0ddj9NkrQtUoGL4vBwI6eiCiKiVaSK4jJV/aBHQUcOqPCWKihtq23oDEpxdLWTJ22jVCmr4mDHxdm+TmnbTwKo+kGMtsOu0wMdN0Paeo6J5ZaNswE/17MQqDIKwtNy3CCyXGhXRTuloMceKyAKf5NcZxBeBJSvfUG8ll1HWqXt2XwImYCscBNFh9YBRuaO62ubsUcoU9pqusJ0cDqJ8q0fsVBLGSttB5uRlZvHaRyi3WozJe4ieNpSPi8vTBCZpph28JJ88HbdIDIgnXM1nrY5pW1doZJqYSLgdtm9o7Ebi0jeHsF027DJDq7nwRoreHUOjzd+7hSq0hbQk5c5e4QJr/nWn2DjuSg6u102l0e+vnutCG6n/tpn7dHsz0lAKG39CI5lJGu/yk9XgsjaitJWrCuT679BBg1p22AyOPoS4PS38r/nfoalStvVi1KVbhyAmDYsK6sQTDxtxSS6W4bcvHViaxjh4kMd1gYlQyVlBuuctD0KbD69O8e4myBxvg1uoUhbacPsLrGF7G6aw5MIEWVBZEFEQIgmtZh/R2obCrNHcHKL7CAu9rR944uP4h/e+T0wlUCnTqcDcxIblMFZ0PZBDKOsyqvr2jAMwKf2fG2EcvYIBSSbjAFX2grFrQCJMCQGlj2HKS6AyROJYQFpqxJPka/fCFRRo45QPIWScrHtmIrSVkNGkSgThAXwqjx1kmOmJIJPzRwJtdRixxGbnkZpqyiCZ0VFREKlfU9zPYl7pEyxWYS6n5MS7mmb2iMAwOYwTIqyK20bvXhCQWQkYuOs3UpVKpNCoactJ8qGG2nqM0eRp60gcmPTGUNpO0Ih7S6nnzvWedpWV+EYIHjmOV2c2MyOq8OQFAaRHe66OLutUdpKRZ9BGCeE14GOk3QnDcMYLcfCSsvBZsCD2nbT4mpcREM23o5tj6D4f1YmbbezSlunza7TSXq7E/5aMgFrWvy7KSNtlZZep1uutJUDgARh4i6lCepjHbs0Tpd62pYHYCZwWWGQxgH6sZkJIgOYZ/dGaObHSBKh2/LScMv9vg7WqbP382eONd1FBy/JE2Dj2COI88av5SfO9vGNpzcwDGM4JluLe7astK0TRFZABiZFmTzxFxGhtE2fZ3lLcOIdrL37Z9leuHtOKkzYTcgdKe4SAENvkSArbaus1+ti7VF23Qii0ltm4+hwI7U+qgJvpb4dn7/NxutJdv1yEcEwJDjcZee3jq9tTGgmaF7urotimqytXNtETGg+/H3B0ZC2DSaDw88Bzn4n/3sSAaaZhJPolbbPZGbllAJxCGK6WaVtxh6BV/SnSeRQCtz+R2zRzUnbbT/CRYfa2BgoC2dHUWwlStuj+1RpW2CPsF8Xbirk6ruYcHfTIkEKIgPAPa809giGxdtQ0l/bppHaI0iqHT8kcPlCUf1uTdPAC8/PkhYA0O0uw5yEJUb/LOLWQcSEZhQupmkwVSSdEbVjVYSDrOqoSmtboT1CjJAYWG7ZacV54krbAh9UnaftToLISjbPIaFJqFjeHkGntI0RwUqCsMTzBpLSlpIYhJq5NvaOY8EwgMj0Cjxtbbz7r+/GU+uD+gFd00IsqduKEoTDATvHOmJ9FMawR2CkOTv/rm3Cs01sDSM2llgm2o6FHuEq+Z12xSSEtFe9xbwqikjb1irb4PVOAe1Dya8JoQiljYUM8bvImLbSVkMm1FHaguLCg0u5AvQwLFHadl2cKfS0ZePdMGA2CACzR+gFMYKIYBCSxB5haxhNp91/GhBzfeecfEt0FagE57j2CAnZMkGiW4T5qePFqPlKJaKdNjs3hfYIyylZy7tqYJo7C3GV1fF2i51n3RhT1R7B6QJBHyQYoA8PHS+vtN0IzNw1a5AInbaHpRa33NnvSttEnS0rbfdzEJmmOHbgmYwAk1Xv/TOMmKwDcZ/xYLc/+NS38ab//EU8tT6EJylth8LTtkAhqz/ugvwBsS7V+MtGMYWLOHNvG24XLt0BgSn2wuPay+wU8prVMDjpqVPayvYIU5ibBGkrIMb2rePZcX4U5LG0KoIeE8WN29WgA79mI0LQ8Sy4tomtYfWCIiE0IwKS7RGCmCRWaaII3qhts2hI2waTwaFnA2cfzv+eRKCmjYhQFkSmVdpeyAbK/lkgDhAbTuamzpC2tgfAmK5S4+zDwMffzcy74xDUZKTthQc0pK1sEh+HrAWsdQBYPh/YOja9Y9wrFNkjzAK5sRuQN9iWyxawQc2JdCeQ7BEAttHOEGeU8rA4m9kjqJ624IsyaQGYBpEZen9HDZaWlmATnyl9d4LBWQQOay1rK36KiS/mbiqZd4qglyVtq4RIDNaAlQvzHn8khk9YW/F0lbaaDbdKWJYGke3M0zaSWqL0nrZ60tY2ZaWthSGV7BFiZqGgklCmaaDr2ggMndI2xontEB/5+pP4ynfOzJjSVtgjFFxP4aDeBkBG3Y13Qtqm53a17WBjEDLVvm2i5VhMaQvs/ByK59utNMRjUigibUUr49lHmI8hhwhEdTSetqJAEBljKG1HtUkKKx5Ab2nitCsT5BYIDi+3Uo9aDj8iOTsRgfNXW6yQASietn3AaYNSir7kabvaYd/9+iDgSlszDayr69G4VxBKu+65QG8MpZhqjyAT72UI+ll7BDE+T5JM0BFw4r1qKW35dVdEWsmetsPNVLUuWoTHQcYega/FdGOMritMB7fD1IfhAAPqoaNZh6wHBifOUkWZQSN0Wi0sL4rSNlFnS99/laLtvCIa5sflAxezNfapB9Lf9U4zYrIOBMHP76dl3gH08KkehHYh42kLVN/zxr6+EG9a3Ps8f39HhMBR7BHsVgfeTu0R2geB7uHxil47hTqvyqp/GRnS1pvs3HTnXwC3/t/c25fD6QAwgO2T2XF+FLxltgYgNUjMYIsFP47rH64D97WOYgrHNLEiirFVn67YI7DihFDaSlZpfC3SkLZZNKRtg8ng4CXMu0UdUGgMyhdYhUpbp80q8L2TQOSDmE4mGTzjbWIY0w8je/yr7OfxewASIjIYAfaMgx1sDJTNray0FVWw1sr+VdrqfMJsr56yaBQGa8Ct75/c600ScvXdMCZPIowCYaTtEleDDKM4Sy6JTbtpaewRuNIWyJA0QcTtEar4v3GsLC2jZQRYV4sYddE/C989AAC5EJzllo0+mWCY0W4gF0Sm8U5VEQ3ZeOFvZsdPEiEgBpZbTupfPOnQv0KlrZNVdpQGkVVQ2hYonmJCQWiqUpSr7gD0BA+JEFPV09bEIFaUtsgrbQHmaxsYGqUtjfGtU+y9/CieMU9bYY/QYYSLqrpRr7s6qEs2cNJWPv+Hui7WegH8kMBzTLQcE1uEf+c7vX9zStvdsEfosHN+9jvMk49D2DSV2SOEhlPvfJIoG+6kwyilbVXbKD6+rHY8bPtRJkBEkKs6PPfIMh4+tY2YUI3Sto0wpogJTcZwz7aw7Nk4sx1kgsi2huF0WlCnAdFeK+wR6nrKau0RqihtFXsEy2bX4iSFCiQEYOTn/KKikIDqlym8PLtH9I/3FHsE4S25I3sEaT4R171ujKlqj8CVtgj6iK1W0vUhsNp2cNa3su9DKUwao91qoevZ2FoET1uxtszYI8xIYXMa0BbHWsDzfwC492/YvwnhStvD+eeXQXRGkBgwnWR/e3xzmORLZDxtgep73rJgS6ett0eIaY60tbwluHQnQWTrjLRtH2RhbZPG3/wU8D//bfHf1e4wuYCkPk62n5rU9Rz0gL/7GeDgs4Dr3pn+Xuwb/Y2aSlte8KojEgp6wMoFfG8xoRwg7sMccoJ1ueUkmT+Vnk4pzEwQWSrUkK2nxHoqI+Jo0JC2DSaE7hFWiR6sZX9PYhCwWWilSGkLAEvnAtsngDhkSlvppu64FvrBCPXVJHHiPvbz2F1AHCREl15pKy3U/C22AXQ64/ugzTq09gjuZBer3/w74B9+YbJE8KSgtrJ6y+MrRsYBiRBylZtrcYIro7Tl94lhMX5duo9sy0SAPGnrRzE8k1ZrJeTw2h20EOLM9g4XOIOzGFgrcC0zQzADTOHSi+352OALhLrk7xHHH4dcqUGzCzISwY8NRWk74QJJkdK2chBZheMpUdoKEixR2tqK0lYkeyuvF8KCI6mo2o6FAbGl4gVL9lY34ADztfWhGbNIBJ6dhJOb/uxswolE/giCXT0noaLwrgPby6nISkEJiKK0PdhxcbYXsLHEtuDZFnqRCJ3a4f0bDtm1Zxi7Z49gGGyzOVjLKm355lpXDDAMA65lIkLeN7wUaiK7DnI7eZE9AjD6XPMwodWuh5jQzLqqTGl7yeEO/Ijgt/7hfkVpy0jbAX+djmRxc2TFw4nNYeJpu9yysTmMalk57CnEXN85zL7Puq2pamiX26224Q56TP0pw+lMVqhQFFY06rtRC3CrPOV86Vz941tSS7K/mRIP7vL493HGHqFAaUspgIprGu5pa0R9beFrpW3jrG9k34crlT3PTe0R9rtNWKxR2k57L7aXKCpUv/T/Bdz714yw9TfY3NkpJ22jmLCCl4AoXMUhYFpJ1svxTR+usEdwTESEIoLFizYV75dwUGy343RLlLbZMcFpL6GFHVzPPg9o81Ymq/QE2P19398A93y4+DGq0rbIXiAXRDahuenJrzGV67/8u3wngtgj1CFthSq3zjzkb7MuPkBPWI8D3vkVcVuzJc+eiD0CpRRhnOZbsK44Cz2/IW1lNKRtg8nA7bBBRW2DIDEIr3avtAqUtgCwdB6wfYrZI5hORsXT9VhSYQKnM93N9HCDH89JIA4xpEw5dHgpTUROILebBNvsHBgGm8T3wnx92tDaI7Qmq/4TagxdsN1eQ62+T1r5NQokRkgtWKYBT4Q2FShtY0oz3YG2acAXpK20uQgi7mlbRZWSvFgbLSPE6e0dEIgkBgbr6NmrWoXXStvGVmzP10Yo6GfJsypK2zhkBJFhZhe3NIbPPW1Tpe2EfVbLPG3VIDJbZ49QQWnL7Tq0b883MomnrZu2SgEoUdoaitLWQl/ytAWNYRb4uy55NobQBO6QGH0+zZza9menjVtV2gL5a0r1Uq4DsWHRfY/bp4BP/lpWpUEpImRJ20NLgrQV9ggmhjE4kTEBpa0Yc3eLtAVSiwRpQy7sEXSkLcCtnOoqbVVFJkcoB3DIxUGdkkrYRo3acHLSdqXDNvWb0marTGlrWyauuPgAPviFR3DWl0KZBGnLCy1yt8SR5RZObvkYhDE8x8Jyy2HhmZPcGE8T4jy3Vtn9V7fFl4TZYlVlpW0v3zY7aXVyNNQr80e9j2qPcOBi9lMoblXI6jZ/M13bud36JHhyDFF6z5qc0MoV4NJ10Eg4HcDfghn7MFSyHGzfcka8vHgfTtq2XA/LYn+yn60CAL06e14KMOOgSLH63Ncyu5RT97Ofljeyzf23P/EA3vfph9JfJEpbRpSKNc/xzdTTtiW3h1e1Vik7boDt0zVjkE5p67aW0MIOPOmFsr7IlmAnkK0Ht0/qH6MGybUKyONMENkEu3jPPgwcfq7eck7kodSxRzBNVuySx81R3R9Bj3XxqXuLnYAXI8OYwDGNtBhb9emUQl4+iTWDHxG2F5W6mLqeje2g+msvAhrStsHk0NUENpAIxLASn7tCpW1XKG0DxHBgSWxT17XQk29cuzXd6q6/yewe+meAOIBPbCy3nMS3LwNHMi73t9NFaecwGyQnmfg7CyBxfhKyawavjIKYlITieZagVt93EqgxDkiEgJiwTTNtK5E3C4lXnQWieNq6tomQGIyczShtCavu17BHgO3BQ4AzvR0QiMMNABQ9ayUTQiaw3HI4aTtHm4KwP4bSNmD3kKpIIDECws5DkqK6W0pbXRCZVmlbQY1a0qYaKspFprSV7RE6+eAMKoLIsp62g9hMj5nEsCz9ey55NoZUt9GPMAhZ5f/Uls+tCMK9H8NlT1vLYedSnf906ryqEOSNjmj87G8CX/xdFhQqQAliYmQsjA51XJztM6Wta8tj0wTIJnnMnfR4W0baio2VFEQWRASOZWSUIpmn2CbCCShtKaV49f/5WXzmAb4hFZ62lOqDyxLbqGqkrWvb6LpWxotOKGKL8D9/+jpcfvEBfPXJAbv+KE2KBf0ggmdnuyXOW/FwasvHUAoiA4BYFwI4ixCFKsOon4BOaVYhD4wfRAZMXtFYVOQZVYRWFbrLR9Pf6+AtS6TthOwR1IAxXYu+WAdVKUS7S0n7tqkjbdsONoZxtqOMf95Wq4WllmyPMEcF5rpQPZqB2SlsTgOFllAucM6lTFQiQshGZEE8dqaPR05L17soXHGCVShtKQWzKgMSP34/IlyZXpW0LQm2LBhHIkJh0yxp63T4/DfuuONvsfvcW52cylNg6zjrTls6D1h/XP+YSFmzFiptJXsEW5N1MC7WHgEOPUv/N7HmrptDIH+GKAB+7QBw6weKHx9ssfGttTo50jaxR6CwLQOntnz8wt/cU9nGQLVHEFkmfkgQxDSzrmeCvUZpK6MhbRtMDt1ztaQtBdvEebYJP4ozPmoJls5LSNvIsOFIi/+OZ2vsEaa4UPC3FNLWQse1cKDjYn0Q4k+/9Ah+7WPfYI+VN6X+Vlo5Exs91S5i3kHjPLk36TZikXS5fWJyrzkp6JS2u2qPwDxtLdPg9xPJJijL9ggUGXLBNg2EMc0RconStg5p67ThIMLZrR3ch5tPA94K+rSVCyEDmKftZmTNxwZfIBxHacsr/aoigUQYxmZCdgwjMnkrkjKlrazojXx9O20VP9QyewTusSlUsy3HTFR7AAqDyEJqKr7nJnqxlRDaRuyDFmxcljxbH3BHCXoRcMnhLidthZfcHm9K1TZrXafJjjxthS+k5nOK+XzjifR3lCIG4EiKiKynLZvrhyFh19a8Km03uZpHsUcoUtkCXGkLu95njiVSnuOp9QGeWh/gd255kK2XhNIqDgHQZDP6d3c9hYdO8vmnCrHHSVvLsnkwmBJIqfHqlfGcc5fw2JbJ5ployK4Zu4VBGOcKb0dWWpI9AlsDupaJ0Jxy0X1SkK+7ugnoidJTum+rWimpnrbA5FPNQ70VQMaDVge1wCDG9cOX6h8vz2n+lhREtoMsAKKsQXUKV7EOqrKmkYha08uTKKtthynJMh1NjBRutzwseQ6zR9jvSltdR8C+tkfQeNoKnPM84PRDLIelKIRPwultHyc2pXWSUHTyeVvuQBXDqJhn/CguJhy1x13maVtkj0BhI8p0U3lttpeN/THvU3+bjSet1ckrbXunGd+w+oxi0jZWusMKPW1le4QJetqefYT52eogRGljkbb8M4hO1G/8bfHj/W22dmgdmKDSlhXuopjAsUwcXWXXWrIOGQFKkfO0BVg+S6isr7qehX6jtM2gIW0bTA460pbGiA0rWbQTmrbE5p97OrFHkBUbS56Vt0eY5kZ6KJS2Z4E4QgAbLdvCoa6LICL4h/uO42uPcjJWVtoGW6k6x2mxhel+s0jQ2SPUTR8fBTG5THqinwTU6ru3A2+2cZAobY2s0lYcmwiyEvYIiqctU2tmA5aY0lbzvZaBLwrXN8dscQRYi9Py+RhGeoXXgbaDNd+aL6VtoGyGq2y2xaJRrYaTGD5hqesA0iThSap5SpW2knpKDXVIHlchGK0kiCyKuT2C8LR1FE/bAnuEkJoZv9q2a6EXcaUtpTBjH7D0G5elooA7EqEXUlx0qMM6Kqr6hE4b6mZZt1EO+2xDNg4Mozg1XgSIrMukLUFMkSmsHupm7RE8x+JhbhMgbYmk7ttN0vbKfwVc/e8y172vtO+p8GwTPnXqqeE1Stu7n9jAc87t4tj6EF95+EyqMBb3Gj+md374LvxvH7qD/a6K7ykVRRIz09ZIKYUfkVKlLQBcdLCDRzb5+s3fThSbgyDOFd6OLHs4ucnsEcTflls2QmPChadpQSY/6iagE43/Z1UrJd29vFtK29YIVZyOuPvlE8BL/qn+8TLJMJQ9bWu0e6sgcXatohtj6tojcLhufs5YaTnYHISsCKh0NHVaHpY8mwXx7HelrdxGLlAUjLkfUGQJBTCl7ZlvM8Xn8vkjX+r0doATm9I1Ku7ncJAobY8sszFd2COYpgHXNpkKtxZpW6K0LbJHiEJYIJnvt+W1EVILfn+MNX4UsLnKXeK+1pMmbU8yH+3VZ2S7gNRjkJW2sr+2jEwQ2QRtaLaOsxAwHZbO4+83Bmkr9sXH7wVgMEVvEUTXxkSVtswiJyQUtmngz37yFbjqmQfxwPFq10lMsvtSyzTgWAaGYYwgJhkxQNdtlLYqGtK2weSgtUdgKd6ebSXtHloZfZd7wMYhImQ9bTv/D3v/HS5LeleHwqty6tw77xPnTM4ziiMkJIKiZSMLZGywfDHYBhvMh/G1jQ022L4mmnSNwSbLyJhPGEQyjIRyGIWZ0eQ8J4edd+fuynX/eN+KXVVdvXefc/aIvZ5Hzxn17lBdXfWG9Vu/tUQ+bo+QMfHMDL7S1ugCZh+Wx0HkWVRkHiWJx8PndvHyZh9ukKQcsUeIetR8NfrauilBZPyMN2E+UbBXz7OriTGlbWm6NM/9ggaRcSwTGLjHEpQDhQk/bo/AsVRpG5LsnueRxE7OndIegXxmp78PlXH3MlBZwch0U+0R6pqIbZ155Slto9XzIotAn5RKVsNdG4ZDilYAVdrO2g8yS2nLF7VH2KfS1iHt5gy9ThUhDOUAkK4McW3YYCFEPW15Dn2HIxsF/3gy1CYlicfATVHaug4GFiGmWkO6kJ91avtekPSRTLumspRzRZF1neod0prZSZK2CU9bLRpExoY2F7PwiIu2ZIulcbuM/SCPtH3LDwHv/MnYQ9F04zSIPAsDwnS+08542/HF1hC3LVfwhhvn8Oi5VqjSTLm2T2/1w8cKKm15jkdFIWQUgCC9fJLS9khdwbk2LcKYveC6y1Ta9nQYVkgGl2UeBvMKUdo6kSAbdcpgWZ/E4qYkbbPsL2bptQjsQ2mbMpYLcnZ7uBQNIkvaI+xx3TRmj5CjtC1kjxDO16o0XlysKCR0x4sGjdHfV5EllGWftP1qV9oaKaSt343yCrifp0We0rZ2jJCFvbXQIiQH230D61097DL19412qLRdqJB7PjqMSjxL/G6l0oyUtul7Z8+ia70oaSuyGEGCMdrDGt8f56Ty5DFlL+hvkvDz6tH42iSKMaVtefw4PC9ejJhlR8NoN9alE0PtOPmXSxczZMIPRwWIfeDtf4Ncg1l8iNkn67e0775XUJGJr7RlWQa3LVfw4kZx0jbZrCQLHEaWEwsiA+ha/VBpG8MhaXuI2UFpjNsBuDYcEKWtvyHwNwgxqE2yKHZMWOBjnralpK/JrNU2SfikLQD0N2CCtHsyDIPVmgKGYWA6Li63R/HFtBnxtAXIgP3VRtp6KW30vDxbn029Q5UYrwCl7TW3R7BheCx4joHM+2q2qNI29HJz3HgQmT8xRu0R/HtRYKYNIiOLwn5/H4R19wpQWY0psaJoaCK2dJYsviYZ7h8UmIO4gqmQ0pYuGqPtW64LwIPuMBA5ai1jObPvMrAyNiZcXI2dHURWxNM2vskemjY+8TyxPrEcD3zkIpX9cD0fqfYINizq6xy+jpK2QLhhELLtEfpOitLWczCwPRypK+iMLFKUOwhBK0kfyTRFpTks5Gn72IUW/vArKcqUrOt01AYWbx/ztLVdxJTOcaUtlwhJ3Of5c5JK2xmOt8lW6wlIBmUkQUhbfkql7bh6sTuyUFUE3L1axZOXO+H39n+jyBwUDI0FbKM8SmZxPPGY9T1t/ULJJKXtkbqCy209VEpaOiCo6Os2NDG+AY0qbf2As7IswGDEV0YhLqa0nSehQ0UReMtHSdsCXTk+2ZtK2s5aaZtC2spVkvqehRRVeC7kKpnfLJ28b1Rpu8c1vOc6aOuROSLV0zYsXk9E5N5TxfHn+50ubjRU0bXhgIUmi2Q+SdonfDUi2kbu46BYCF0NOGY2+VleIuvX3jpQyidth6aNoelgaDrE+xigc/iQjp8KDNvFzYtk7yhGpheJ5/aotM047gwlvevPV5F7QeRYDCHB2gtpa3RJMVRQqMJ1RipPH4NtoLRAVM5ZNnq2kfC0Tfnu/jgdBJHNUGk7asX88GNYvmdv71laCIVx608BN3wdmVda59Kf71vtSFN4Ik8CDXizI/6zcyUJOwVDqT3PG8sE8MMcyfoqGUJ/qLSN4pC0PcTsEK0C+XAdOAj9zBgmQ2nre4bZBpykp62YsEcQS4B1NUnbLiGRpQrQ24Dp8cFGbbWu4ObFMhbLEta7enxTGlUSAEQ55/uzfrXAc1LsEWacaD9qkwrqK0FpK+3Dm20vcB3YNAQoaCVnObI5sfXIZoWFmzR8F6lfaMQewU9DF6YNImNZOKyAQX8f352qFEYZAThNTcLGiB7/QVSwdC4BH/nheAXbGsXJsyKLQIduhKMtTJRc0V0mEuzkXoUU8YzNe5o9wl6Vtgkf7H/5v5/Ed/72I+gMLdiuG1PMSgIXJCkDCDc3UbguLI+JdWMoIouuRTfcdA5ispS2Mk8C7lIUvAOT2CN4HtDVrYPh2Zf0tE1TVCa9lDPwgx96Aj/4oSfGfeWzvqfeIX6V0eIjVdqKXIo9guVCElhaUJqV0tYMv//M7RG8bKVtCiyqLsmCxHPQXX66+TCppAa59iqKgJuXyji9STt4jF64EU1TNgqTC0QOvbeIPYIQkrb08UlK26MNFWudETyJFlXp+LHdNzBfjo8PixUZWz1C2koRpa3uHQD1ehFEFa9T2yP4pG0yiGzCxtm/bpLk2KxzA5LFRR9ZCevB8aXYI+TBXw8b3fj6eB/Fbssy8e2/+QieukSPM03hOo09QgSaNP58jmVQlnjYbKSQ6dqwwaEk8SjJPEzHhckIX+WkrTleuD0o3ShXA3k2A+UVQtgWUNruDkwwDOki2vQtEvysA2sE8Ap0y8HX37pAPjYyNQe5FUVJW88LSLVUZPjLuinjDsMw0CHD0vdC2lIBE8OEavtZCi+G22SPrjaJjWEaktdr2jkMOld8pe2MxlnXpaRtPf3v9/1d4Hsfnv59/W5mzyOk7dLdQHkxnbj2vNDTVpxCqZ2HiDLZct1gDV5VeLJeLoCkbR9A1+S6TewRxoLIDpW2URyStoeYHVJJW1KR9pWqmpgIFfOhzVEPWQsWk/S05WHYLvHjBDJbPNLw+49cxIkf+j+41Cq4qHBssgCRykQpa3RgeFywmTneVHHfsRrmy1IYVuNvSqNBZACg1MJW/68WuM74hnHWCgOjR7yAZuXBM0uMKW1nnGY+CR7xOeVYNrRHAMLfIJLw63pe7D5SRR4j06H2CLQtlr5ewJT2CAA8TsZgL35XPkYtQG1AT/FDBIC6JmDdv80PopLjT74f+MIvAZ/+qfCxJHlWWGmbIG3ppl+3AYEjVhhEVT3jQJqsVrq0ILJUpW2BllDXjhV6nrpMvuPjl9qw7HharCxw5Br14ZOJ0QW/axPLmujreA4dmxJfw114YMBn+NGVJB4dm0vZ6LvoW0QhKHAMWsMDQtqmKW3HgsiKkbb+PHZ6KzF/ppGrrktJ2xviIUyeC9tjxpS2Xd1G37CJPUKgtJ1BGrMbSbW+lp62KbAdDwKbo7TlfE/bgt0BrkuOIUGEdUY2KrKAuioQf2WJzjMZiea673c94Vq1Haq05XiqtLXo613wbPw3TcNiRQbLMLA4LQxqk6vY6puYL8WPa6EswXRcXNgZoqqQ71eRBQy9V0AbuWOT38U/13u1R4iS8X6YXB4CxVuKd+i1UNpOG0Q2CbxE1htGL2GPsA/ll+fCARe246atP6exR4hAEdKVuRVFgB31YvaVtiKxTAOAocNfPdLWdYFffQtpC79eSPO0BYp5ab8SkWczUFkm89rak8RXNQe6RXzel6oy1js+SUi7Iqg9lWG7WKrI+A9/4zbcXAnnjWAeFVMIx8tfob6miWMG8pW2KfuqwB4hcW8bjAh7T6RtL1TVyxUyls5yn6R3yXfJsyBMKm3TClJOYrydFWlrdMl3zrJHYBhg/ubp39fPDeqtEW5h4TYqeEs5B7ZBxkGxNDtxkX++qNLW73arKHSdUgCuh5htH4DAF9yyvYQ9AodBGl/0VxiHpO0hZocM0tYGFyjpxlSzPtQ54nFl9mGDj3va0kVRcPNOsXE7u02e99JGwQnD99mSykFrg0k9bQHgB996M/71O28NSduI6skz+viLlwb4jc9RY/BZmn8fFHgp5F4i2GrfcAwyOb0SlLZZpO3Vaud3bZgeCSKToqFNPnkWaWFz3PGUTt1yCEFACTnDdkgOETNlEBkA8DL6/f64aq8oRm1ArqFv2FBTPG2bmoQN/YAqbdsXgbOfAf7mrwJP/e8wAC6pYCqqtOXE+KKSbvpHDguRJ57godL2GmzeOTEkEFyX+u6mKW0LWKNECgkDw8b5nSFef0MDT11qx6r1ACDzkUIEEJ7L6O/v2jDduNJWEjgMbXo8o104rAQp5ZoCSBp4y+RSlbZ900NJ5lFTRbSH5sGwR3Ct+Jibdg1kBQtF4Hkezm4PoIocXkiGRqTZGBhdAB7QvDFOWFHSNkq211Sy2dvo6pB4Mt8btguPl2ejtL1a9giem+3HmQLLiV+vSSgih4HLAfBCtWUegsCqdHuEKt0Meb4dQUT9ZTnhfUJU4ZOvVdshx8TzPAlY8knbjDDIJDiWwUpNgcEqQPcSmTNEDVs9A3PlOKGjSTxUkYPpuAGhW1F8P+kDNp4nkbSh0ObihYtJcG1SDIgS/EXWrZFNcQzCDO6jKDKDyCaEBrn29D6MUpnMa3qXvD+wr2I345HuvcDrMFVpawNg4uc/D3IVQLrSFogG6JF1k+eYsDxC2Eo8WY8NXP7qrVM2nwGuPAac+fTVef8isM10lXUBW5ZXJGw9naQGwuLDcBtYfVXu25jUMmjB784EaFfEKLgP/RDIv/Oao5CjdR6/Y0Uqj3tA/963Af/tjaTAFD1mIFtpK6Ur6T3HhANu7H4xGBmOvgeyz4zku/jk7Sx9bQ0aaphH2ibDc6P+2sFzfO9x3x5hRt7ho12y5o2KuGYBP7B9/WmgcYp09WkZBUV/fBVLsxMX+ft8TgzyKACypu4WJW1dDwl3BJRkAX3dhuk48SCyQ0/bMRyStoeYHdJIW88NlLZAij9t9LUA0L0CE0LM01YVODAMiNk/MJUflt/+d6ldcFGhdwEw5DPUJgDAcDlIvN/eJ6AsCyFpK2rBBloftPHUloOPPLNO3uur1h4hMWwUSZCfBo5FJqID62kbJW1T2vw+9VPAz912VT7eo36eHMuEYT9AqDaJEBzEHiF8rSJwROUeaWk3bWL8ziRa2IuAFRWwjoHN3h5/e70NyFUMDBtaSgBIXRPggYXHiQdvU3Dmk8CR1wB3vpcs0PwEV70TbAABFFTa+qRtpMhDN+8DhyhKZYEGUsw6kCbL/0yIKA6SaoQoCilt3YC0fXGjh6Ym4t6jdax3dVh2vB1KERP2CL7VRPT3p0rbqCpQ8RW6ggoMd2Gz4pjHpo+6KmLXYMeO2/McDG0GqsihpghoHwSlra/EZBNK2+T9YA4mBpF1RzYM28UbTs3hzFZizErbeOsdMtbXjieUth4cF3FbC55DWeKx1tEh8eF873IzUK6MedpeP6Wt5Xi59giqyKFn0b8XKWSmBVbBt0fgUVUE2K6HEaNGlLbkfh1G1lHdEfXUnDBOOlRpK6R42k6yRvBxtKFgABnoXAbkKr50dhfrndGY0hZAMK43S2TsmCtJRBF/vdXrk5BUrGnz0+UTJC1NgGLrVscgRPhY2NeslbZ7DCJLCc2bCJ8Ijqrv9mGPwLgOXDDhfkBQ0j1tp1nP/OOH8Bsr/z7V0xYgnQQGQh9007Rgg4UmcWAYBiWZR9/hr57//rnPkX8vfnH2710UWRZJ13uOvFrIU9oCoS9plpqSwg+vXKrK2AhIWzqHWyOAl2FYTur4K/kdVmlBUr5favdy/JiB2HE/e6WLxy+2yf/J8bS1mXFC3mQVOMYeflu9ExLbLDf7jBKDFoD83Ji0e85OBOflKW39MW1WQb++n+0UBeFC0OaJ2n79SWDpLvKY2kwvKBo98r14KfSg3y8iRUXL8YICdmUK0pZkrYx72vYNG5YTV9q+595VfMcDx/d/3F9FOCRtDzE7ZCltPTbwNFMlLlxsRcHx5PXdK7DBxTxtWZZBSeLDQUEsbo/gK0kutwoOxP7CkmEC0taM2CP4mCv5pG2YZq33O+hDJqEEwFexPUJaENksSVuTnPsDq7SNVm9TKpif+nHSvuJchQqha8MGSz1t2ZDg8skzN1TaJu0RFIF62kbtEWy6WfemV9qygoJlDTi/s8cFu94BlBoGph20GEYh8cQzzo2mNh8UXPwScOx1hExauB1Ye4K2k7fji3hfaZu3kUuzR6CLo6FLyMmAlOSV2SwqfWQpbaNkc7BQywoim/DbRBLHz+0McHJOwwItetnuuD2CEVXa+puP6KbQdWB5iM0RmkQKEp6oAqNd2IyYqZqqqQI2R+w4+e3YcMFCFXjMlSRs943rryLylZgxe4SUYzKpd1kOdgYGRJ7F3UeqOLOdZo+QQgSLJbJR0NshwZiitAWAuiZirTOCJLABWWezM2iFj3nazthDPK0ImYOkB3MSJYlH3ydt/fsmD4HSNj7+dUYWKrRADAA9V6Kk7SiYf/pUgTJfloorbWnwJMdxqERI26JKWwA4UlPRc2WgexmuVMW3/uoX8ckXtjBfHic4/AAynwybL0tE5X7QOieSCDweI/YIg+3ihFxKuFyQxeC66a8BiJoxTSU3a0/brHF/0pp1WnsEICSCo6StVCCULQOM58BGpGMvrXA47XqmegRfkN6YOWfUNREj3/YEgG7osMEF41xJ4tG36WuvxlqldZ4EKW2/NPv3Loq0IDLgYHSjXA1kWNEE+K6/BH7w+YlvY1gORI7FUiVC2soV6pFNwk51qsZNQvaDyNREyLfnAe3z5L97a5Fj1qnCn1yXpu3iXf/vZ/EPPkD9U+Vq+v3tWHCY8TW4xcqw90L2+aSqj0nFoGmhd6mFYZOMtWmEcNLOQ5sn53Asq0EMydVZdTSMWmQsnTVqx4D2BeDCF4CVe8ljmUrbASmOMQzdp85gP22H86LtuIE9QlUR0NWL7Xez7BF6uj0W9HpiTsOtS+XkW/yVxiFpe4jZQW0Q0sGNKKUoaSvTCYl42mbc3OocYI+o0jZ+U1ejnilTqG16uo2VqozLRZW2ybAEANv84lhi9HxZwlbfIAQyXYhboy5MTg2Vh1+VSttrYI9gU9J2lpP8rDCmtE1sPqItsTsvz/7zXbJh4aJBZEBEaRu1R0gGkY3bI5BJkou1sBcGL2G1xOL8zh5JlFGH2iM4qUpbgChcHHYGvpizxpXHw7a45XsIaau3yf0RTYzlFQBePoHjk7ZSpDXVJoor0wF4lip5DPsqBJHlKG39zwla7rJsFCYsciMq7vM7QxxrqpgvS9jsGaTdPDLWE/V4ZP5gGOphHiVtbZhuXGlbloki0eNVYLgDixEzr6m6JmLHZOAlrinPc2CDhSJyWKyQ44t2UlwXpHljpikqjT4Zi3KwOzDR1ETctVrFl87swHEjBFQaKeT75Gpz5P/7gR+eS8IQE+RlQxOp0pYUOTmWgcVK+79eowTYVVHaFid3rIiPWxo0iUdnKqVtSmAViHK2qpB1UFnm0XYpeTBqBUTi0LChUVV4d2SFLbd5H0fXZgLL0SCy0Nu8qNL2SF1B25GAziX0mLDF/vaVythz5QQRsVCWsWNwB1+ZZ+vkN/F/a61J5syiLaaONb5OouvJ3BBdx7g2xFiWB7ZCyaEsYtmxMu0RPM/DL37sJXzupQSBoNQJQWUNImvrEvmuTjF1VhQMSPde0LGXNnbtYT0zNO1Ub30AaGoiRhH7g5FuwgYf6yDsBaTtVShIjHaBxdvjBN21hmPk2CMc8Pt5L5iktOUl4m07AaZDxta6JhKffCC8JwDYrAjH9YICVxSSL8zwi0Y+BltkLFq4Y1xpy8sBCfnkpTYAoKvbZL6X08lTzzbgpBRjbE6Ba+xhvo0WaIDJtit7ev8y+R8rpHdBJO0RtHkAXvw8JgsRsxJF+EFs+8SY9VzjFLkHX/4YcPLN5LHkteHDjKwJ96K0Pf8F4Pe/I/6YY5BxlWWp4IIqbWUBfcMOc4dy4HrjSlt/f2M6+UXxQxyStoeYJXyLgyhR6ZKNsCRE7RGySFuibLUSnrZAkrSdxh7Bwq3LFVwpTNpGKoR0gbTBLY9VQedLEXsEALCG8PQ+FufnsTMwyOD11ai0TWsnvSpK2waZIKIFgOsNzxtX2ibb/Pob5Pws3QVsTa7CTw0agMGzpAU5sEfwF86OGWxWHNeL3UeKH0QWsUcIlLauU9z/zYegYFUDLuzuYcHuOoDRCewRShkKl4YmErXeQfJA9DygdQ5o3ED+/8LtwOZzlFARwzEBIOQnkL/hzrBH8HgJrgcIHEuUPLo9+9APK4O0jSptrRG5ptM2bIWVtuSavLAzxPGGFtjLJNvNZV8NHkVyU+g5sDwmtrgrUyM4h1eBUQsmI+TYIwgYuSIYxxwrMDIM8S9f9FUxB1Jpm9IqXUBpu9030dBEvOmmObge8JkXt/Lf02+h5iWyAfPVHJ4Lx4u3sQHkXu3pdiR0lIOBAqT+JKR52s6qBXnqILJ8T1tN4tE3PUIEF7EM8ot8iXurq1vBNV1VBLRsOucMdkKlrWFDlXjSmqgXK+jYtg3XY8ByLCoKT2wVQILMpIJK26MNFWuWBuyeQctRcMdKBd/3dTfi5Jw29lwl4Ss9X5awbaSo3A8akoSNXCNj2GAr8yUxpClSfX/DvM2znRX2NONiXZbSVm2Qe8JIyWLwvFyl7bmdIX7+Yy/ijx+/HP+DNhfaByUEEVP7LHoeWM+B67Fhx15kPRNgWnsEkMyMPHuEaNCYbhhwGWKNAJD5p3s1lbbDXbLO6F5P0jbr2nyFedraBvCxf5+veAfG1/p7hK8erCoC8ckHwr0yAIMhn5EUBgEkOJQobRPerb01MiY1T8WvicQxP3Gpg6+/dQHw6Do9K2fFseCm2CM4vLo30jbqXw1keunuCZ4Xetr6HbF+QTmKpD0CJ5Dn9jfCx6JrC2B2Sltf5boP9HQLJ//1n+MrFyIKa5YlYhG5BizdTR7L+v5mPzyGtI7QSfjszwLPfDh+n9hmMC8Sf/9QaUuOebLaNikmAnylrUXt+qbMVvkrhkPS9hCzg6DQIJjIIOM6sCJKW1Xi0U/ztAUCRY8JPl1p61cpBbXwANTTbdy6VJ7SHoEuLE+8CaiswnS8dKVtzwCEkLTlrB6W5sl32O6bX71BZGOetmKxDWpROEa4qJmlqmq/cGmidNTXK9F2wnQuAaUloHKk+AZvymNwwILjiPdmoEr0SZdI5dh2vZg3dOBpy4mBwsW0XVJQ8VJsLyaBl7Gokc2aj5c3e3DdAoSKX3VXSBBZntLWZA6Y0na4S8af2jHy/xduBbaeI48nfax8dWoeceVa4/YIkQUnxzLEkN+wZ+e55YOmF4/BD7vyvDC0Js2fiy/gZ+3awbV1ZnuAE3NqaI+QqKxrEo+h6cSvoaTKzLVhuGxM8ShQ31+bk4HhLkxkK20VgYPrEzKxgDMHvEgWnwsBaXudWz/TlJhRv2EfRm9i6MXuwESzJIHnWLz77mX8xufOwrT9ok/KZsUchov+mG+aB8tjYgppgNyrAAL1mSbxMJkZ+FFH1TBiCYA3u99kWk9bN9/TVhM5YlvAS5MD+gBKyjMxgslxPZi2GxBIVUVAx/DIvT/cDj1tTQcliUdFptZRBXxPHdeFC59oCpW2xB6huNL2jFEFzD52bAV/875V/N9vvyX1ub/4t+/DL3/7/cH/ny9L2Box8A66Mi/ZGu2TA2kp3WlwnfEiF8eT3y5vTZNUh/mY9TgUDQqKQixR5VoKCeDRsSJDwepfS2OzvzYP7J4l95k/nogaAGb69R09hrg9QgqhPaXtCUBCMkty+ndraiLxrKXjrmHqcCPt5BVZQNugxZqrorRtAYt3kLXm9bINc6yca/OA389RrD8NfO7niMVVHibZIxSESYURsbAmuRb+3SXXaao9Ag30hEZJW59AG+6Q/XJlFeheSRxzuJ7r6zYamojjTRXntgdhN1ey6OkYqfYILq/A28sezOjGlaazVNraOllT+krerDCytLG0tJggbZNK2xnZ0GSNr1Pg3Da5p37TDzb38e2/D/zLM6HIJotnMCKFfLE8vdK2T7N52ufCxyKdIHZEcCELLASOCYV1OUhmrQCk6EU8bV0I/KHSNg+HpO0hZoukr61rE9I2UNpyOfYIVGnrcWMtiDU1YY9QcJHQ023culzBRk8PN6h5iE42D/wT4AefhWGPm8TPl4nnocsKZJFr9iE4Q2jlOuqqSAjdr0Z7BKpg+NxL2/g3H36KPFZ0g1oUjhUuag4Saetfc1GFilwjE6a/oeleBqpHaNr01SBtHTgeB55loIoR1bpAfZ6jpK3jxnw/Fd9OIUKy69Rvay/KFPAyFhQPF6g9wmZPxzf+3GfwuZcLpGyP2jR5vJQZRAb4ASDiwVJmtc8TctYfJ+ZvIz5TnYvjoRQcTza5uUpbqmDxW9c8j/6OZMEpcExg1D9zVYulp9seBGSzQX00M9oECyltSRCZ7bh4bq2LO1YqaJYkGLaL1tCK2Rz418EwqrZNbgpdm5CGCcVjWRZgsgowasGAkKneZhgGsuIX28LrinEdiAIhWhYrEja61NP2eo5BqUrbFIuAiNL2odPb+MBD58beandgoEmJ1b/92mN4fr2Ln/kI7QZIC8yzIuFmUd80z4XtIpbyC0RIW6rY1CQeujcLpW1E3Rco9Gb0m3je9Erb5I4jAk3iMTTsYrYhQDxkjcIvxPkq1aDLSCyRzWlUaSty1E/OD83L/0zXseAhVAfuJYjsSF3Fyzq51jYsCacWsjenJ+c0vOuusIV4uSpjBBH2XsJtriXSCBttPt07MA2OlU5u+krxzNdl2SPM2Mt81Iqp/QIwTHo2BRAJzUtX2vpdP4Ga0IfaJF1H0YImw+wt0Zwq011ElbazsUfo6+ne+gDQ0CT0nJCQ1Q0TXqTIXVWpqGTWXWc+RrtEVclJQG999u9fBElVoo9XmtLWV32/9JH852VZR00JI6K0DfawkXwAi7aUp7WFk246ao/gOWHn5mCHPFaaj+8zEkpbvxjXLInYHVAhkeeO3XeeY5K9bBJ7JeT1LvFgDr7IDD1t/ffx199+GFkSSaUtAJQWUpS2B5O09TsYn7mSOG+8FN+rKbV00jaq9pX2kAXQ3yT/bjwbPhbxXLfccH/JMEy4DpmAZNYKQDsVRoS0TXZwHSKOw7NziNkiueDzHBJE5ittRT49iAwIlLYGhLGN0V7tEbq6hVPzGjiGwXqnwGCsd+NePMCYOTZAgshs16ObKbKJltwh1HIVdVVAa2iG9ghXI032eoEqGH7x4y/id790gTzGz1gJaVOyhJMOVgXf3xBHSVulRtsJySKI6V4Cqqthyucs4bpg4AWetprEha3kIlXiOGbgOUeUtlF7BNp6HiHZdduBKnLUq3hKT1tBxpzkBUrbX/8sWQyPJdOnQSfWCGAYao+QrXCJpjYfCLQvhCpbgCwElTpw4YtxP1sfaYRYFIE9Qo2QdNYIcAx4dIPEUU/b3tUgbTOVtkr4d0tPb6UF0kNgkqBBZC9t9sGzDE7OlVCRSTfFVs+IK20pURWz0El+Z9eB6bJjm5yyzMNgidJW94TMVlcA0FQt/H4+PAeiQBbwB8YewRlXYqb6ukY8bT/x3Cb+8CuXxt6qPbSCNrYbF0r41b/3avzuly4QK580X0JfYQ1Q3zS6MfKDyNgM0jaitNVnce+6EWKTE8k4NS3Zk4VplbaOO0ZWR0Hsn+gYWyCIzLQMuIlx1x/TfX/NQKEllYjaOVDakmIXSW62yThTIIjMod+3LAvoGcTrcJogsvmyhC2Qce7ZURM3Lxb37pMFDstzdZj6AZrX05DWGp2V0p0GN4u0nUBU5gWRzXIcGu6mk7YAJUFSlLYZoXk+/Os28O30oc0Tf//qavxxUQMzNWlLPkOWRNI1BKSrkN2U7IUJ6Bt2YEmSREMT0bW4gJA1jfh9W1NEtEdWsflwL/C7eEqLs19XFkUaCQZc/26UabFzmvzbvpD9HM8jBZSZKW25+B42+nfHBcNgjMgCyBwwshwy53NSeF8Ot8l4lFSZ2kasCD8yHSgCh4Ymkj2pT3QmCFTGsVJJW09Qwezlt00Gkc1SaWv0yHjoE99TKW2XEqRtwqdZUMjr9mvLNwN7hPO7A7zhVBNntwf5ZGiW0jbpaTtNEJnnER6ncSrlfJHzbjleTHBRkdOv7yRcF2P2CFVFRHtkpnIth4jj8OwcYrZIUdqaLhMobYkSJWNAPPJaAMCALYNLbMgrewgi8zwPfYMEeiwVDSOL2iP4D9njKhRN4qGJHA0j0wCjB9nToZZraGh+VbNGCIuDpBbdL2hwi+UQItrzSPopXHtPoRLj709903hpsirlWsMaEsVXdJKXKkQxqtNrvnuFKG1LC7NX2lKViQMWHMNAiSlttdDTNtK+Ep1UFYEnC0BODAiFkUk365EW9sLgZTQlB52RhUutIX778+fwppvm8Px6gcWB3g7SVScFkQ29A0ba9jeAykr4/xmGqG1f+HPy2ycxyY/Q9yH2i0VGF7ANePR3FDg2Yo8wgQCeFllKW5+ktfTQ2zQNPjmV5w9HSdunLndwx0oVHMsElfntvhFrN+epzUGssJeitDVcZqwboyILMCADo13oHp95TQFATZPhsBEFNy2ICL7Stixjs2fA469zyEpaCn3Sn8yxyGKaKm3P7QxwemswFmLR1S1UlPC97jlSA8syeG6tl67SjNojaM2Y0tZyMdbGVqPv7RdgShKHkTcDlXxU4cUwsw0jo17en3xhMx6AlwHL8WLdC0moIkeu3TSfzRT8ry+cQT/B7Y5MBxzLxEI+uiOLbMCGO8FmtW840ESO/D1Q2k6wR3AceHTZX6EEVd+wp1LaciwDr7QIALhQey1WaxljQwZuWJ4/+PYIjjmusstK6U5DltJzkuDgWgWRjXbHu0J8KA3y97Fjy1fajkyftE1c0H6QYfVo/PG9qL888hllVYqsfVKu+yntnlyX7BWylbYiCRgM7BFMeBGSq6YKaF8tpa3rEFJGqQNqPf23uRZItpL7eKUFkbXOkjyCPH9gv+A2C6WtE1faxqyf5Grg68+k2E+VacATGIYS9lRlPdwhc/IYaRsvNhm0GFdX6Z6U5dL9ZTM8bVlJA2vvVWmb9LSdFWnbjatYs0hb24hb2QFUaRspeqTZIwD7X2NHrQly4HkePvH8RjwUluJya4R7jtZQUwVc2Mn5DeQqIWQdO/541NM2mb0yCf5ecu6mlKIAOadJa7OgeDwBToo9Ql0V0BpYMJ18+6lDHJK2h5g1xkhborQVg5RV6vmWhlveAfzIFtaFo2NK26CSDRBVYYEwkpHlwPPIJnKxIhOCNQLTdsdD0VJIWzOFtAUivraiFlSjypV6hLSl7SFfTb62LlHa2pSk6Y7sUI01i01FsDGggU7mAVoMpoV3MAwhH+k1z3QuET9bbX6yKsfoAb/yRuCx/1ns8/3WQIYDy5Kgn0BtIlJ7BNeOedoKsSCyqKdtaI+gCNzegsh4GSIsHG0o+JMnrkARObzn3lWc2SqwERu1AwuMvCCyuiZi6AoHS8nR3yCLvygWbiX2CEdePf78iUpbSrRzPCHf9Q7gWAFpy7HUHiEIGxrORr3vedlKW5YjBQp7lN8m6D+e52tLN9BPX+7griNhy1yNkrbJsX4srDK5KaRK23F7BB4jhqhRRq6QuQEHgLomkIA7X2lLyQBJ8D1tJTiuh4E3A0/W/SBqDeAjSfz4Hod0I3N2e4C+YWOzF/9NerodEHUAua7uP1YnQRdpXslRe4RoQrHnwUkhzRer5Fr4+lvJvaGKPLl399uF4djxjdUUnTYT4bkwXeDv/9bD+NE/fmbi05OFsCRKEo+BaZPNYgGfd9azYYGLFSlGdEz2N/FV3xoqqbQ1fKVtxNN2wmbTcZzA01YTeTAM8SKdRmkLAEz9OP6D9X7cct8bC7/Gx5GFBrhZeuBfDdj6OEGVldKdBiel2AKQ3zDPkzTLR3OWQWSuS+0RMkjbTKUtXWtkBJHpFmnF7iSVtrXj4ftGsZdEc7oGKilieM+IaUpbGy7D4mt+8hOphEgSA7onyfK0bWgi+jYPhxagTNOMkcLEvs0kBZVZF5iNLgCPrDOVjN/mWuCrJYhM75BQt96V7Of4v+EMlLYGtSCrqgJcD+H+t3oMeOMP5raElyIWNqgfB1rnyX8Ptsl4lAyhSqzVfFFGoLQFyL40qXp1TDgpvy0jamD3Mn+nKm1n5MVs9OLvnam0NWI2FAAI8R21F0le01Gxwn5gDgrZI1xqjfCdv/0I/vtnTo/9rT20UFcFLFeV/CB130ow+ZtGiWOpTMRQRQtKoxYAhhQ3kqQtJcItx4ut3SsZSvIkXHfcHqGuiWgPTZi2c2iPMAGHZ+cQs0WEwAIQBJH5pG3MhzMNvAjHdcc2hHMlEVs9OpCKJaL4nDAA+YSWInL09eT5//aPnsY/+MAjuPlH/gLf+dsPx19k9EKy1X+ItrckESVtve4aXI9BrVoPJ8igqtnOPc5XFDzSdtYakMH5cjtCZM6i2u5v5gLS9gCplLMSl5U6GOpdzHQvU3uEAp622y8CG08BL/9lsc/3k8apgkcV+USL4DCmSrMdNzY5aiIH03bhcEJoj2C5kEVub0FkdLF+y2IZf/iVy7hjpYLFiozt/uSFQbe9jc9ftvFfP/kyRpaDupqyGcB4AMiBQH+DLP6iuOt95N8TKSTGRKVthJTyW50cAy5LHuNpEFnfV9oCs1HzOBa5n9OUtkCovsy67oFwg5D1/TyXhvcJeOpyB3ethmNrVRWoPUJ8rC/5BHXsOBJBZA4z9rqKLKDPlADHwNDloGYUAgCgpoqwGClcnNNikSCScy4LHFFPWfz1VQW6VmB3EiBJWpp9AESB6nkeLrZGEDkWpzfjhEhXt1CR44TLyTkNl1rD9I131B4h4WlreRg7/193ywLO/sS7AvKvJPFEJT8LpW1UtShqhFCeBTwXvsB2rTv5OG3XTfUe9BEq4ov5vGscsbt58lI7eCzofqCIe9puB0TCwHSgiTxV2kYKOjlw3FBpy7IMTW22yTyQssbJwmqjhN903ol33p3SWTABxxabED0d3qT09uuJRKAPAHoPFA0iy1LaTljTZKoZZ6i0NbpkTM6yR1Ay1JwF7BFWqgraIyuu8l+8g/ybVILtydOWXDOKJI+HsMae58D0WFxuj8Y9dlPgE2NahqVOXRVgQAhsPSwr7u9aVa6i0tYXLggqIb6vm9I2i7R9hQWRGT1g7maitM0qfvu/YVKpuQeYVGlbEnmwDMKixj97CnjjD8C0s+cUshaiz68fB1rnyH8Pt8l4NEFpq1tuXGkLpCptWceEl6K05SQVvDPduGPaLtw0pe3M7BES76020gMibTNFaZuwF0n6NAdK232OtVGVaw5epmu0Jy+OC7s6I2JntVKVsZZn7SgopJCW5Bmivrr+v0WLZKMW2Yto8/HrK0KE264bK2BP42nLJkV5qoCB6WBoOrn2U4c4JG0PMWuk2CPYHhts8Ep59ggUtuuNqa8WKzI2u3QiLRhGMjRIm6HIsSHBCuAPvnIJH3uOKGN7emIhmUy9BFXapiQrB+8paDB3zqENDbWSHJ8gX4lhZLaZrXCl9gi+ymGtMyKTHivMiLSNKG0F9eDZI2SQtqE9Ag0i8wPK8tC+SP7dGa+ypmKMtI2E+gkq+c0cM1DC2Imk8zIlbExPCMjxkeWQzbrrTO9pS1uAHzg1h5c3+3jdySbmymFxJA+d1hZaroqf+cgLmCtJaJbSF8cNTUTPngHxM0v0N8eVtsffAPzIJrBw2/jzJ4UbRBeOcpW0kdkGPFYMrARK0SAyYDYe0v57pCltg+Me5ZO2gco+496PXLNX2iMcbajBn2op9ggAQoLaRzJ40nVgROYUH2WZxy5DiIhdV8tX2qoCDEYMzwElJEQx3JQulCX84mev4MyVqxAoWBSpSlstrlox6OKcYdDVbZi2i7uPVHE64S3d021UlPg5WanJuNLO8O6N+rJFPW1dh9gjpGw0oy2emsTRgss+r1U3QWTNspjnufCXI0VUIkRdkr1srtIWQS/SzZAHwzRhgcdaOxwfRpYDRYx4xSlRpe1WUFQeGDZUiaNtiVYhxRuxR4ioY6j1gmE7qWucLPzQO2/FH/6TN+CG+enDVo4vNcHBw07vABVkk0hTvM7E03YSaZthj5CmhN8rRrvUjifDizhLaetYxP854/ofmQ4WKzIc1yP+6z4YBvi+R4F3/Hj8BVIJzB7tEUqKGNgxkLDIcXsExyPHuTOYTNr2DRuayKX6igLEtocVZVgG+Q0s0wAT9bRVr6KnrTUkhVWWOwBKWwEffWYdf/ZkRKU6SxX4tYDZJ6StY6QH7gH0N2QyrUCm+jjaqcmyTKoa0Sd101CWI2uh+okIabsbetpag/D8J5W2VsTTlgptgjVmFK4FN+W7cnIJojPdvu6Bn/g4eu2d+PgizVhpG31vpZERnGimKG0TQWTJ4hzD0CyV/SptiwWRvbRJzslGb/zzuroVWDvmkrYMk+5rG1X7CgoZu4v62vpBlck5L0KE2068k7Mi84XWUI437mlbU8jvdLk1gjpFx89fRRyStoeYLVKCyCyPDSTvYxvyFDiuN+Zpu1CRwnZPXgbATCT0hhZJV2YYBvMlogDs6RZGloNP/PM343e+67VjLaRppK2RIdmfL0nEckGuwNk6jRYqKEl8vBVFqb7ylLa//vXArzyQ/jfXARgGpu1ipRpRVc5KCeJXuH1P24NUwbf1kKSKQqmDGbXAuQaY0S6xR5BpNTuvjb1zEWjeBOyeKdbuTtsTGdZPZ0/YI1iDmGrTduNJ57LAgmMZGAh9JgOCgPqOTgWeJFp/8/2ruGu1ir/3wHHMlyT0DHuiP6TZa4FVa7hxoYQ33TSX+TxC2nLwDtKmIE1pC2S30k0iU6LqKpkq8x0TLicGm8iSnCBtZ3qvZRGydDNmZ/jeAmQDnxeSQ0lbj+XRou1ePmqqiMvtEQnCi0DzW8yD40hX2iYLe2WZxzZqAIALdiMI3UpDXRVj94GvAhPF8DdcrSnQPRGueR2vvUxP24TSlrbB7Q5MiByLu4/UcDphU9IdWUHhxsdKTSHdEmmFhShZH+0ccEwYLjfRe0wTeQwcfv/KM8eKn4NZ2yPQoWp3MPk4LcfN/d41VYDpuEQlX0Bpa5gGbI8Li7wIN9o+YkpbIGhrH5rEgzPwvOVTfIkTIPYI0UIeUdoaVJFVFAtlGfcfy1BqToCmku9xZTuDMDkISAsi0+aLe9omr1kfYnlvQWSzVNoOqTVCiocmgGwSxLUzrREAct3Olcmxj4kh5m4cV/buSWnr2xhI1P7Mywgic2B55PsV6fzp6XamNYIPQVLgmOT+Sipta4qA1sCcXfp8FOaArO+AbEL9WoAGO/2j33kU3/e7j4WPv+KUtn2gvEh+q6xzadPfMusemebjIuFKQahkBJadPaeUY/YIJ0PS1rdHkGsAmPB7JIpNvmVJTRWwG9gjjHd/sq4V82j2was1yG7xubZv2NgZGFC9YdzCQCrPzibQ6MWVtn7gdxSuQwo8k5S2aeO8MIN7uKA9wpmtAV57ohEK0iLojEgGwUpNIeKoPMjVcXGY0QvtERiGzj0Ff8soaZuhtLWceEd02rWdBs/zwCXuK5FnUZJ47AxMLFT2r27/asYhaXuI2SLZWuXaML2wlVWLqgMzYDvjStuFsoy+YZPXMkyhjdvQdAJCwFfFntkaoK6KuGG+hFuXKtjuG3GCKTkhgNoj5CltSwvgdp5Dj62CYZhxpe0rydPWHALrT5HFQdr59Rx4DAfDdnCkrkbUzzPaVDgmVXNwB9AeIUtpSxbSirkLj5MIwSHXiNom75y0LwInv5ZsXIq0XQaqRXJN+/YIrhvZuMTsEeL3EcMwKMs8dEjBIjvwtKUK6qnAk4p0TRXxp//0jahrIuoqIRonqW3tYQueVMVf/rOvxc++757M5/lBZKZxgDYF/c100jYLRZS2vmrHV9I4JlxWCEKPAp9X32t2FveaNSL3WpaaxCeBrAzfWx+Cmn2fUjJ05BDFSdQGo6oIsBxvTGVNVMWRMdlXkfug4ZbjSlsBm24NAHDFa4xZAURRU0UMvXGlraqE9/cvf/ur8NZ7ToJ3r6PKO9PTNkJ2GL1gg7A7MNDQRJxa0NKVtolzEvilpW28rSHxWAbo4n07OCbd48c8hZPQJB5dewbXapIAm2UHhufAoJ6Xu8lEsBQkwzeSqMgCGAawGKGQ0tYyDdjgsB0hjHUzg7T1A52oN2jfcKCK1NO2cBCZC4+JqmME9AyqtL1WbYm08Lm9cxVI294G8Jc/CvT3qY7PUtoWtkdw0gnOpEo+icwgMloYm4WXub8hz0JWC34WEU2hWw5KEjdub5OFvQTN0sJ1SZbgemRtnnrdU99zANgpcF/nhZAFhyupcGlRxLYssBHbmtW6gp2BScItZ26PMAjH4ayQuL3i7GfHbSuyYH+VeNoaPUJgKY3s+zmNzNsjzARpm1QjWo6X7WkrCRlK220SRMbxhLDzv0dCaeuv76uKgJ4eVdom9qSuBY8d/21FrQZ1CtL2zFYfMkwIjAODj5CWM/W0TQirkkIxIC7+iaK8SMQtvk1AWhDvLMJ+zX5YaMnB5fYI9x+vY6OrxwPqQElbWYh1CWdCqWUobSMWDdIUHuKjNrVHmMv0tLVdL7YGLOpp67heai3Ez1tYKO8//O+rGYek7SFmixR7BMtlg42OltyQp8BO8bStqwIEjolbJEzYoAzppgYgra4bXR2bPQMLVA0wVxIh8SwutSILDj3dHkHkxgmtuZJP2i5C6l/GgK8BQBhEBlCP3/b4wZ1/6GCFbPkYbBLyTmkAW8+P/9214bIcXA84UlfCcDdBmQ3B6kR8iA4caTtKVxxWVoDeFSjmDvlvhgmJ/zwfp/46MXoXy5P9b4GgNZANSFvy78hywtC2CGlrpYTmlCQeQ4ThSqQSv8cgMmF8ccOyDJqaOBb6NwYaRMYwzJi/UfJ4LUaCMTog94rrptsj5GHSpsa1Q9/SMk0Itk24bERpK0UUFwUChwrBV9BmqUmEqD1CzgI0byymhYZdnSTGViLq13k6Dje1+GZBmxRE5jkwXGaMNKzIPK44pHV8m21Czmn3niuJ6LlSOL5QW5aSEi7yFZHDDSvz4PaSnjwrZHna2nq42Y4obXf6JiFt50uxQEDP89DVLZQTarLlKgnodNJaAs1BXGk73CXjhGNCd7mJgRGaxKNnc/u/ViOWLwBmbI/gwXAYHKkrGJjOxA4BK7FRSYJlGVKMgFCIvLEsEw7Dxwhj0v2QQtqWV8gDvtKWBjhWZPJ3rwB54rp24GkLhEoufUql7b7A8bAYAdutq6AYfOQ3gc//AvDY/9jf+zgpnrZKDRgVLMC7VnrnSloIUBSZQWQqAG82hOBodzwULIqsFvwJ3Ti+FzO5ptI3767rwbDpPSZNofzy4TlwwKJCOzZ0y0lX2noOLLe40rY9NMe6EJJQVQ0O/RzbNsFECOymJqIs8Rh5wtWxR7gaStvN54EPvBv4wi8Ve37S/9PHLFXg1wL+fJnnD5zmab3Xj0uQtu0x0jZbaRtb99VPkv2Z3g3tEYB4MWlMaUvG9RihJtfGlbaOCS/lt1UrdagoHnx7equPN6yS97k4iLyfVJ6hp23CHiHNgjDIRkl8J7lGCg++RUJaEO8s7D7yLMUiWOvouPdoDbbrxWxcPM9Dl3razpXEyYWnVHuEhEWDqBW3R7BG5Pn+teX//k7YCWI58YB24mk7uQDkpASRAaF931wpPd/kEASHpO0hZotka5XrwvaYwFxak7j8IDKQmzq5MSIWBxGLBHGy2mZo2gGxtVonbaCbPR0LFTl4z4VKooq1R6UtAOhCDQBJQtyN+Qe14y98+ePAb70TePaPco//umCwQwbq5ilg9+z43x0bLsjGf7WuhOduVgu3aNjBQSBto5ukLKVtZQVM9woUawdelQazcDxRR+SprPVOWM0sQtq6NjyGB8eFoX4ADdwTfHuEsNXecd2x+6gsCxi6IWkbhN54e/G0TVeQzpUkbE+oDLNGB6w2ub2WYRgwogxTPyDk/WiXnKtZKm2j5760SBaUjkGUthEvcMN2YTnu7DzkiihoLZ0sbPM2MHkKP6pgbeseqooQW6yt1si91Ews0ioyH2+zipJRrkt9SFkIiSJDWRZwySaLeV1sxvxVk1ipKWjZEjxf/eFacMChosSPZa5eheCOqyCuFXTDDBRjAXz1hB/GZfQjSlsTzRIhbS+3R0FXC7l2vDHStlkS4XlA104J+7NGEbJgDoBH5nbHwMjlxgpCSZQkDh2b378/nGvjqnra2sDRugqGQWhrlAHbGS8oJ0GsN3gyl02AZZrgeD7XHqGpiWgNLbjlZfKA2sAXTu+gNTSp0pYo1k1GIvdqzgbbcRy4TNwvtzuyoFvXUGkLwOQ0dNpXQWl75TFg+V7g2T/Z3/tEFEUB5BpgdAK1Zy6yVKm+bdK0r5tVQA5ACB8lh7RVs+wRUlT/EfjXbaylO4Ff+PhLuOVHHiRWAmIJzB6Uti64YIM/yiJtXQcOipG2nufh2bUubl7Mb2eulkvw6FjmWBbYiF8mwzA4Pqeib3NXSWlLx+FZKm2f+TD597k/LfZ8xwzCUQFCRgIopPA/MHDdkMxS6jn2CPq4H+oeQboYyHieprQ1HRcCn75W8T1tPc8j96VYBtaeAODRORlkv+ZfEymetrJACnu65ZKCidogFikRsBn3tlpugIMHVy9G9p3ZGuC2hgcdIi50IvPfVfW0rVNxQWSd4VsTJcdwhgnX2AAlua+C0jbtfRPwPA9r7RFOzmloaCLpeKLoGzZcj4T1zpWkyYWnSZ62APnvokpbf6+rNsm58O/viALdTNh6+MXjSfA8pJK2NVqIm7Su/KuOw7NziNkiRWlrelzM03ZkOXByNsF2RiVmoSJj0zfsLrBxG1lOjLTt6TZe3uwHSlsAYwOiq3fx0TPxBYhhu+metmXqaUsJHEsiC+GGSjxtPc9LrwJuPE3+9VtdDhKGlLRt3EC8VpNwLdgM2fgfiZG2M1q4Rc3jhevsafuFXwb+n4Vwk5ZVPa0eAdO9DNXYAipHw8fTJtIoAtJ2viBp68BjuYA0EHmiYB+aNi1iDKgyjyptUwL9yjKPgReGxumWSwgC196DPUJ6UnJDE0mScg44swuxAGkLAKyowj4o9gj9DUCqFqqiBxByvCYpCRkjbXsbgENaLaOetgBoMv2MSNs8r1qAtuH3JqsGkvYFUdB7pzWKWyMAZEwGyPUSRU1NqFGi4wBVmxsum1KQ4LFrcHjkPZ/Crnoy+3hBFKYdV4IxoOoPx4bN8GNqq1q1BhnmmDrmWuFPHzuP07uJe8wnbf0FuNkPNjE7A6K0nSuJqMg8zm6TOdJvsUz6Nko8IVnaFp9vjyCq5HcebAOOhZHL59oEAKSo1LG4/RNNjhlXG8/Y09awXVQVAVVFiJGnaUiGb6ShqggwvGJevrZlguNFbEdJWzOutG2WRDiuh75I1f1KA3/n176Ir1xoQ5P4gIjvOjwZS3LIYtdxgEgQWVUR0BpatDB97QJAbKGEfucqKG3XnwRe9z3AxjP7KxaktUfTALhCdldZ/q9pIUBROClkMTBbL/PRLqDmzL1ZSlsnxV87+raWr7TNThH319rrXX3P9gguw0HkGMgCSwvWafYINmxwUAQO3VE6gdyha5Sf+cgL+O+fPoPblyupz/NRq5SDe9qxSbElipsWytjWmUK2KFPBGkYCIXOIxmmx+Qxw/98jdmhOgfnN1jF0wzEi8Nl8Jdkj+IXOiUpbfaZKWynXHiHf09ZxPVKcYBigcRK48EUyFwcF1eZET1s/gLQ7slOJf8a1SHhm8vOrtKujV6zAdnqrj1MVDzpXwvmdyD0pVci8NItAYb0b98tVavTxdvhYltIWiIeRWSOAl/CJ5zdwcZce78yUtvnXT8+wMTAdLNdkHGuouLAbnq/OyALLACWRR7MkYXdownbc7DdLE4dFPW0BmoVQlLSla365RizU/DAyMxyLkgF6VUVAr1AQmZcqqLhvjx75f9VwSNoeYrZQ6oSkdOkAk/Af1CRfHZittk3ztAV8iwNfaVvM01ahasSKLKAi83jsQjtG2ja1CGnrWGAdHT/85+djRG5WsvJ8WUJraMJWSMVzrXY/AKCuCXBcj7QKpJmkty+Sf9NI0euN4TZRfjZuyFDaEkUaQNRJ6106Cc8siCyptJ2Rd+Fe4CuhT3+C/GsN09vEK6tA9zIq+iV4C7eGj09F2hYIOPGVtpF7QxE4DAyHVrL7sVbiNFVYWeLRc8SgkjyK2SNMuWnPWNzUNTEMPch6qdlBc66YxYAgqXAOipVIf2M6awQgP/mbkpBjSlubkLb+uKkIHFiGBrzMyh5h0sJSKpOFX5bC3Efeve9aAMOhNbKDSrqPFaq0TQaG1RQx2FCT948qbcm8YYONqREBorTtGRa2uKXAHysLZVmAxSnod1vBcdrggs2ND1kpQYGBnQIttlcDKufBBhc/HyxHyFRfuRLxtN3o6lisyGAYBjfMl4IwspHpgGOZ1OLjXEnCrsmNb6iSv7s6R+YHao8wKYisJFHS1jGLqROzEA3qA2Y7L7gOdJd4fadtqJOwXG/i966rAnS3oNLWMsELIja74bkPuh8oVJGHKnLYZWrkNT6RDuD+YzUIHLkXujY9RznzsOM6MXuE+bIU+PrL11BpC7GMYb892/d0bKC3Bpx8E7lGNp/Z+3v5QURRiBoZp4sEy2ZZCUgTlLZZQWQsR+6BmZC2BTxtrcF40SGrPZ5CL6C01WnqX2tgjgcqFoFHgvR4es2P/C4j14oTj9RGoaGJgVXDTz/4PM5Qn+8LO0Pc8x8+iofP7eJDj5D1+BtuzA5EBYBGtQKWkkG2bYFLKDH/3gPH8cK2hRcvp6/lfvFjL+FnP/rCdN8XSFHatmbjbbxzGrj5HeS6SrNCS8LoYcRq4FkGRxs0wBJ4ZQWR+YXOwNM2g7R1Mu7DPcB0QtFPFmmbZTVUph7pwWtW7iP7ksoKfvajL+C1/+ljcKPevClKW0XkIPEcZIElxZQUiw3Os1P9isuKhL4nY9ArVig4szXAcc2BzSdIW59knYXaNqm05QSy/omKxWxqs5fWbRUNI7N1uLyM7/ztR/Cjf0Lni1mECU4SRADY7BqQBRZliR8jbTd7BuZKUmA353lAK08Ik5adY/bjnrZieUqlrUos86LXV6SQP6a0VfjCnrbJIDIA+L/fdjO+/MPfUOz4/grjkLQ9xGyh1AF4pI0MCLylfHWKSjcjgxxf2zRPWwBYqEgJpW3+ADQw7ODzAOBIXcXjF9tYqoaT2nxZDAlaOqH0oeD0ZvjeZobStqlJ8Dxgp3I7fu/ov8PO0psAkM2qyLFkYZo2mHYuAsceIIumg4bhDpnU6yezlbbgIHAMjjZUrHd0opqe1cItZo+Qo+C72vA8YP1pYP42okQACKmRRl41TgLmAIudx+Et3BE+PqkVMiBtm8XtEVguVtAgynU7JNhi9gjjqrCyzKPnhEpbsqhj9xhElt5G1FBpknIGeroF2e3j+OpKoY8RJBWueR3DoKKYNoQMmKC09cPlokrbdcAx4DChnQDDMMTr1bQpWT6D+yLLo9mHf03512kWRDVUsCThEnXWhZ0BVuvxgsciLZ5Fx2OAKG1jberRsYWeLxcsVClJ2hKyoKfbMe/cLDBiGaM+vT8dStomfQ0FBTJjYat7fcYhhXdhg8cTl9rxP0QLQhFP24u7QxylCuZT86VgHhuaDlSBS1U4zJVE7BjseGu9GfFSBOg4tQ3YJoYOO5G81CQeuyZ9zn5ahpNhbLO0R3BtjGyiQC6SfmzZ7sT2vZoqYuQW8/K1bROyRPz2/XbjYaRDyEezJGIdTeCbfwNtnow/j/+7twZWTxWFR9emr8kjbR0XHhMnbbd6xjVX2rJyGcZgxgGt/sZSmweW7iJq270irT2aYdI7p9KQaY8wwdM2K4gMmJ2icZI9gk/oJgmtLBUwBfHPZEnxLIO0HVLSdndo0jTzaZW2NhywQaGCeNr6KuRoWKULx2PQ0MSgy+CXP3UaP/QHZC332EVC8Pz4nz+H1tDC8//xHbh5MZ5lkcRcvQLBNeB5HjzbAsfHf9/7jtXxmpuW8elnLuLpy+PX9s9/7EX8l0+8PNE3ewwxpW2DFHr3G27sOmT/MXcLWb8W6fozehgyKjSJx2pNwWU/C8RfJ7wSYPYJKcfx10xp698XQIY9gh1XLEbBUY/0oANk9X7Sqbl8D17a6GOzZ2DAVxOetuFxG5YLmVozVGQ6vyn1sQA2xo17NPtgWQYDRsWwM1lp67oezmwPsKqY8KRyqFwFCAHOSbPxtU2xMAzEYj6cDG9wIFxjA4CtY2NI1kTBmnMWnWwFlLadkYm6KoJhGELaRkju9Y6OZboulgUOZYnPt0jItEeIjGlSaTpPW39cjXomRwLWkgpx4mlrkQ7jHLieh7QlFM+xhyFkBXBI2h5ithA1ssHyq16uA9Njg0mJ51jIAkvIhwykedoCJFVwK6q0nVA1GplObGN/z1FCPNwfkeET/006WBtdOGAxghQolDzPy9zQiDyLuipgawT8Jfe1QbAOwzCoawI2uvr4ZAIAnUvAsdeHE8dBwiR7BNpGLPEclqoyXM8j33Nm9giRTcss22CnxWCLEFE3fSOw8zJ5LEtxKJUBpQ4WLrzFu8LH85S2nhdX2vqV3zy4NjyGiyltVTGitDV7ZLEZCSLjUnw/ic8kWZQYvn/iXpS2vJRKTNSjQXwp+MjT66gxQ9Qb84U+RlRK2aTgtUb3MlBemu41eUrbgLSl575+goRNjFpwGCE2Dpb9VG4+hwSeBtYw3j6VhL8Zo6FxmchT2jo2wPJ4dq071n7KcyzO/eRfw3I1fk/V1IS9RnRsoYpNhuMDnzgfFUoWdEbjgVtp4JUyzCHdRLg2LI8bfx3dLHc6MyaYCsKxTFjgcLGVGFujacERT9tLrRGOUHL81IKG01RZNjDtWMt9FE1NwqbOjrfWJzsLIkrbkcumdsNEoUkc2ib9zOg4MdgB/vh7ww6GSXATBNhM7REc6DaDskzsESbZutiuO9EeoaYKGLjFgsg8x4IkyeBYBusdco76uh10JPloahJ2BhZw17dgd2ihJPGoRexGyrKArgmy9sqZh13XgRexR5gvXR+lraBW4eq9MJRqFhhsEesaXgLmbga2X9r7e2UFEaV1TqXBtdM94id132QFkQGz8VoEJgeRcQJZTyQJrSwVMIVPPuUFkQ0pYbk7MAFRA1NU+eXDJUpbgWOgiFxojwDE5yBqj1BTyZzgF0RepuPh05c7uGOlgscutLFSkwuF8M3Xa5BhoDOywDgGOHF8LXhscQ53L/D47YfOxR7vGzb84fJye0pCKFo8kyrkutqvr21vjYz1tWPkf63zk19jdDGEipLEY7Wmht/DXyfMQv17tRGd0/KUtjMMItMtJ9g/phUGTSe/e6Ohimj5GSk3v4P8Wz0SiEh7bDWhtCX3qOd5MJ0wjyUgjFPIata1wGR4+A4ZDcZgMmnb1S2Ytos6p4NTqji/m5iHpPL+iw3AuNIWoMW0qNI2p/gVVdpaOjoWi5LE4/m1HiEcBWWfRWabFFYmXD/toRV0ma3WFVzphOPCeod0TPmYK0v5YWRyNUFa2+RaiK7vp1k3RcOHtbkIaRsWkCzHi/ngV2TirT+aUJQindSH1ONecXjmDjFbMEzc15baI0SVqiWffMhAlqftYiUSRFaguptUrLzqOFmoRsmDmKet3sUAKm5eLAebXcshC5GskI75MlH/Xm6PgnZfAHjjjfP4Nx9+Ci1XGV/k99aBxTvjqYwHBX7rXIMmlSYX1a4F2+OonyqLxYpMFm/irILIIq2wQo6C72pj9yxQWgKW7gk3fzmKQ+fd/y++fOL74puhvA2aNSIbO7k6Ht6XBdeGO0ba8sRqxF/EjFrB+bNTgsjqmohdIyRth34r7oRk6FRkKEjrqpjZyrPe0fHTf/YVCLDzWzQjELUquIPSfte+ANSPT/eaPIVUUmmrzZGN2frTsDl5TFXdM6jSdhaBNMn2qSTkaqi09X3D0pDraUuuq2evdHHbcr6SyUddFdAeU9r69ghkQSiL46oQ35bmzPZgzCc3DaJWhe37SzoWTI8bV+hSMrR3Nfw3C8C1DJgej7V24j4bU9qW4XkeJW3JPHTjfAnPrZHvNzLH1Zs+miURWzq9zqLXaZK01eaAwQ48x4TuCZnqoODpYkRpa42w3tFJkN7Hfwx4+sPAn/5AwVCnRFv2jO0RRg4piBSyRyiw4agpIrGgKTBmMY4NhhOwUlNwiRLzA8NGOUHazpVE7AzIOmVnYKCuxa/TILxvQsu56ziZStsixNWsIGo1VJkRNjoztB0ZbJFrFNg/aZul1CqqtN2zp22GQheYXWF8UucEkB7SlObzG0GctM22RxA4hpC20h6Ksa4DB8TXXxE5QhBwwnixwnPgeL49gh3cO36WxtntAd57/xHcuFDCW24uZndUKlUgMxYu7Q7AOgZ4KaWAL2o4Vga+fDZ+7h670MJyVcGxhoqNzpTEuzUIvcUZhpKN+wzx61wCystETV4/QdY1k2D00IcCTeJIsHOgtK0QkuqgrNHyYBsRBWHOutvWs0m/KaFbod1NJYW0tez8QmDMbqy8BPz9B4E3/rOAHGt55VSlrb939eeriiIQyz61Sb63b2EIgHVNMBn3ts5pMHKsbBzXw5mtPrb7JiSehegMIGo1XNgdxgNc5RmFkRndcdI2WUxzrBylbcTT1h6hZ/O4c7WCkeWQ85MnsigC/7VTkLaLFQmb3XAuXO+GSluAzP+5SttoER8I10fR9b20hyAygNwnvn1fjj2CL3iYtIZyXA/chML3IbJxSNoeYvaIkbYODJdN3NzZ7VNAnqdtJIisQBrlwIgrVr75/lV8+d98A9jIe8+VpDAEhC5K7lypBhsoXwmStUFdrSm4uDvCWic+yP7jt9yAcztDfPKcGV/kuy6pcs7dTDYG19OzNQ1+JU1tknOcVNs6FixwAYl9pK6Qtg5BnY36KbpBn2Ub7LRonSPEdbR1LEdx6N30NqzVXxt/MI+09R+XKvmLxyhcFx7DxYhY1VebiCUADJlcOd/Tdvw+qqsCtgwmWGD3DZtMtp4zvT1CBqle18TMFPYvn9vFHXW6kEu2OGVA1irgnQOyIWhfIMqUaZB3HfuklU/aMgxRuV9+BEN5OUYQlWSeBJHNyj866pWXBqlMFsh6O7bJ/6VPvBRXC+XaI1jwWAEXdoe4aUL7qQ9ijxBZ+IkRewTqKSiK4wvisiygLPF48lK7UJuVUqrC08n4a5oGLI8b89cFx8NkJPT7M2jr2wNc24AJIZYsDCAePEE9bTsjCyPLwTItHr7hxjlcbo/w3FqX2COI6erjuZKEdf/niyr5IqoKAGROGGyC8RxYHl9AacvDcACPI4r81//Ex/HDf/gk8PLHgW/9H2TM80M58+DYKZ62s7JHcDC0UdjTNq0QlkRdE9Bz+GL3qGuB4XgcrauBMqlnpCttt6nSpjWw0NDiG9JgTSXmh404rhvz+SO+/Bb6up1ZmL4aYOUyFiUrpi7aN4Y7pGsFAOZuArZf3Pt72Xq6FUBRpa1jxcPzfEgVsqm3M1RTeRYEeTY708Doj5MeSSj1cTWnY+baIxiOC5HjaMdDltLWxmpNIfZJE67VVHgOXBC7tcAeARgXDbgOHIT2CH43XVe3YDku1rs6VmsyPvaDb8Z/fM+dxT6bzpUvX96ECAuClDJ3CirmJBuXWsMwqAvAw+daeM2JOpYqcpgDURRJm5q8tv6i6FwCqkfIf9eOAe0JSlvPA4weup4CTeJxpKbElbbAK8MiIVp4uGZKWzfoYqj6xGkEeUFkQEoR+/gDgFInfs4Att1SqtLWpqRs1E+X2CM0SFeNEe5NWNcCm6G0NbkSrAylred5+AcfeBhf/7OfxqXWEE1NBGP0oZSqsBwXG73Ite6vJ/eLNKWtUovvofJsZvzcCACwDXRsHscbGlSRi3SN7mOc9V87Iay4PbKCnIeFshw7V2sdHYsRPiGWvZOG5F7TH1cj/vdTjbcxe4S5hD1CehAZzxHF8uRcAHfi2vEQ2TgkbQ8xeyj1oBLs+UFkMRl9dvsU4Ctt04O/giCyAkrbnh5XrDAME3jA+Zgridim6l1X76LjKrh9pRIsSAzaVpW1oTk5V8LTlzvojCysRpS2Ny6U8e/efTseumLHB1OjQybM+glCkiW8ha47fHUVwwDNG8c3Pq4NC1wwWN+yVCZqrln5rUWVJqJ2/Txte1eAygpRIwy2yHHp7XzFYRJSJXuRonfIhMrx6RYaaQiUtuG1SHxOHWIYL5XJItQnbV1vzH+xoYnYGrFECeRY6Bs2SpKwN3uEjMotaedK35Tu9A0c0yzitZS2qU2BWqpAdA5IOnHr/PSkbZ7fc1JpCwDztwAABupKjCAKOhRm4bkFUM+rCfYIejdWrNjo6vjPH30RH/7KpfB5OSQyE1FGLVWKbYLqqoiR5YQbckEJxwHbgMvwUOV08mClpuCZK93AqiYPWrkG1iLX7053AIfh0VDHF/oWr2HYuz72CK5tgOHFcXIrStpST1tf6aJRRW1J4vHGG+fxuZe2MTTtTKXtXEnE1tAlajWfDHVdQi5FNx7aHNBdAwBY4GNzehpK/tzLS8H18dTTT5LWxONfQ3xHfb/wPDhm/P6YsT3CMOJpW0RpO8keoaoIaNtioWNkXBssJ+DGhRJe2qBWFoYdnjuKZkkMwvB2BwYaiVC/CvWTm0Roe048iGyuJEHiWax39WuqtIVUxoJkjhcj9oAHn17DF07vJJS2N5FiaxY5OglZNgWFlbZWOmngF7+y1gV5FgSzUtqmeUImkRJWRM5JtvqwiNJ2aDpYrSvYHVqFLM7G4Do0U4GFIvKBR+7YHETtbhoqCSLbHhg40VThecSaYaNrxNqPC4GSFU+cuYISZ0OS05W2gjPCq4838LFnN4KHn1vr4q4jNSxUpD2QtoM4+ZJHNhZF5yJQO0r+u3Z8stLW1gHXRseVUZJ4rNSU8N7lBGLd8YogbSNkbK6nbY5NyZTQ7YjSVs4IIsuZS+tqut2YbjnQRA4bthZeD1boxWvZVGlL56uKTAk1USNjU+QayiNtbbECc9BO/dsTlzp45HwLisDhE89volmSALMHTq5gparEw8gKCK0mwvMylLaJPVTeOBqzRxihbXGYK4ukoNLRZ6S0ZSYqtTtDEzWFPGexIqM9tII174WdAY41wkLNXFkMirapSGbn+GNGlEcRS8XPf7TLSm0SWywgKCB5nkeVtvG1UFUR4qG5KXAyOqkPUQyHpO0hZo+I0tYLggPCmzTYYGTAyVCzLFQkdEZ0YJMrsUphGnq6jXIyWCaBOZqe7Hke9EELPRDS9hJt/fG9sLLSPU/Oqfjcy9tQBG4sHf21Jxv44hrd/PoeOcNdMphL5bjB90FBdLCev3WctHUsWF6otL1jpYpnrnRnp/6LthXOsg12WvS3iGqnRFvn+huTvT2TyFPaRsKDYsr0PLg2PCaucFNEDiPfH1oqk+Ok4VK240IYU9qK2NDJb+eZA/QNG5rEkUJCmgdfHsQy2Zwm/J/qmhC2cyWwOzCxIulTkd+lcg2SdwBIW9elm50p7RFylbbkt3O8yO905DUAgJ6yGlvclCSehKoIM0i3BSbbI/geZBF7hE+/QALzYgvIPJU99RY80lAKL9QamgiJZxPp1PS/HRMuK46FkPlYrpENy0IB0rZWa4CzyXHvdAcAJ8S6MHw4vAojY9NyteHZFhRZwemtQTzgIbpIH7UBpY7dgUmULhEl5e0rFTy3TpS2mZ62vkWQqAWk0DMXCOFwPrrGV+eIpzMoaTvBJkAWWHAsA0cISdZl6zwpBgoKIW3Xnpx8EpIE2IyDyIaWF3raTiRt81VRALWHsbiJ86HjeuA8Gwwv4JalMl7coEGoqaRt6GnXN5yxdU1gjzBhY+a4DrxIRwXHMjg1T+Yh3/vwmkAso8GbWJu2VTwF3/PBr+Dv/NoXqbVTjTxYOUKumdbZvb3pfj1tk+F5PgSZHFfWuiA3iEydzbhPlfm5UFIIrQlBZKbtTCRtR6aDlSpV2kolMPaIrD2Kgu4neI6BIrCB2pAU9iJjgkeCyOqB0tbAUlVGXSVdC9v9PZC2nAgXHB5+8RJqogsm7fqgQoN33rWEv3g6zKzY7BlYrEhYqsh7s0e4Gkrbyir57/pxUozOs2qjY0rbkaGJPPHgbOth+7tcybf9OChIU9qmfe8ZKm0NK7Se8dWu0bncdLzM/SVA1kNpIoiR5eBoQ8VlUwmt9sxesK8wHXJf+fNVsO/2LTYiew7Os8EKGfe2XIEzSh+vLu4OcWq+hLfevogHn14ntlQGOYaTcxpejgR6Q5rBNUKLB5AS9i7JPVTGOLrWGWGXrRPrP9cBbB1tk0VDk7Doq+D3q7T1r52U0NcookrbpiaCYxls9QgXcXZ7gBPNcG1eTGnbDv+/Edlf+pD2qLSltlgAAqGHTe/7ZLGhpk5eQ9kTPJwPkY/DM3eI2SNK2jrEW0pMeJ90R9PbIzQ1KRjYiiht+4Y1tvlJYk6TYNgu+oYNvdfBwFNwy2IZ7SFRIRpUPZCWug0ApxZKWOvouHO1MvacmxZKaLt0seVXAf3kXoah7aYHjbSNGJDP3wxsPR//u+vbI5BFyJ0rVTxzpQMvT004DaJthbOyXNgLBpuEtOUE8m9vfaxNfCJyPW2jgQgprYhpcG24YGPkl+YHkQFkUTTcDtRGad7QDU0M0lJHwz48DyhLAlkIMVNOB/6iIKGWaWgiOiMLtjO+Gdvum1jkBvlBKAlUKlUoMIr5X15N9DeI6s9vK8zAk5faOPFD/weffpEQnHkkk22RIsinX9oKH/RJW2klRoyFpO2MSCtzMJm07a0B8IJixbkd8rkvrEfG3jw/a9eC5bEx1cAkMAyD1boSFM4ChZnnAbYBhxUyx3XfV7yIPcLqwjwkd4T20MRubwA2Q/ntiaUwsOwaw7MNVEsaOkMrrlqJBk+Mdilpa6BRim9Ubl8u47m1HrVHyFLaUkIwomD9J7/1WQDAP/3fkaKdNk+vB8AEP9EmgGFI8rXNa8FcfZJZg9s4RT/4pvSwyySSPp+ztkewGBrsNe43mESREI2aKmDXzA8EAwgBzMEFywm4ebGEFyKkbdIeIeppO0pRTYf2CBOUtq4ztpk8OU/GAJlPvz6uCqQyapw+fShTCnxV/ajfCdOyWRaYS+kUKor9Km3zvGnz1gW5QWTy/tdYrht4YOciVWlr5ittHRcix6IsZYsyRhZR2u7QIDIA4N0pCBLPIaQty0IRuDD0Zkxp68D2WDQ1EZbj4Upbx1xJwnxZwnNr5D4r0o0RA8PA4RVYeh8VISNoiAoN3nHnEr58djcgWrZ7BhbKMubLUr5iLg1mwls8zW94WrQvhh1D1aOEGM57T6MH8DJ6FgtN4rFclWE6bkgkzar1/WojokSF2iDkXto9NcG/eRoYthOIXCoKD9uNhzVNKgTWVJEo0xMYWQ6ONVRc0GlAoTWMWQf49gi+YCoWgqY2YoIhzrPAZZC2TI4P92bPwEJZwmtONrDZM9DUxMB+5faVSuCpD2A2nrb+65OEZFoQWcrv992/8yge+C9PkULRcAewdewYLOZKIpaqtKDCS/tT2lojUpybgPbQCjIUWJbBXEnEZk9Ha2ihq9s4MReuzUkQWR5pW6PXAB1Lzd742n6azoYoDxC1R7CIpVqWmK2mTu5WOlTa7g+HpO0hZo8oaWvrMCDEJqWKnK+0zQrF4IKBrRhp29NtlCakiFcUHiLHYrtvwhy0oXMaGpoIVeRwuTWCabuQcibU15wg5FNVGV/M8hyLU8sNmKyMdouSMqNdQtYC8baDgwIzUtWfvxXYSiptbZheaI9w81IJQ9NB2+JnQ9q6EYWKWLp+4QaDrVBlW1kGuleooq1W/D3kSo7SNkHaWsPJ1V3HgssKsYJGEEQGhBsxSoimVTRrqoDtkQuPFTAckAlck7i92SPwMiF6zfh9WFdFeF7ckP7FjR4++9IWdvoG5rh+eA8UQLVGAsv04XVuv2tfoOEd+Yt5X13woYcvkgdyChqdwQgO2GARBABYuRf4F6dhMkJcaStTe4RZkVaT7BGUOiGqGS64ti62RnjTTXO41I58n1z7BwcWODS16TZAR+pq4CtO7hNC2MIxYTMCtAx/1ve9ihDqq/V8PzEAKFVqKDM6nlvrodUfgssgJBixBFu/TteeY4ITZdx7rIaPPhsqt2IebqM2oDSwMzDHvE5vWizjzFYfQ8PO9LRt0pALjxIOXd2CYw7hMSyeXB+SIilAikHUC87CZE9bAKgpAky+BJsqdW5g1tEvnSB/rBwhiq+J5+DqkrYDyyvsaTuyshXLPuqqiB2Tgzdh7jJsFwJjg+FFnGhq2OoZGBg2sUdIrFuaWqi0HUWCbXxUFJ6sqaRy7rlxXDcWRAYA77l3Ff/XA8dxdIrCyr4hlVFmRljbJ2nrul7wm/V7nfhGtXkjsPPy3t44i7QprLQ180nbLIIrGsSaxCw8ba0BAG+c9EgiLRx1otK2oD1C1NMWAO9M8Z0oGSsJxB4hprSN3m+uDctjUaeBlGe3+wFp+9TlDpqatCe1FytpUGCizDvp1wedC5erCr7mxjn80idehud52OoZmC9LRDE/mC58zzOH+OTZAWndBmajtI1680slQsy0z2U/X+8AUhkD00ZJ4iALHObLEi5FfW1fCaRt9L6WqwCYdLJ6hqStHlHa+h0S0XkmGeiUREMT0pW2pktI24FA1uHDnZj1iWUT8ZMvJqrIQiiWSlhscJ4NLuP7CmoVTMZvu9nTsVCR8Fq6D77rSDVQ8t+xUsHTlyP7H6k8sTt2IoweGYOSx6rUE0Fk6f7bm10DBkS4UpWsZSwdLYtkGYRK2312jdp60O0Yhed5uPXf/kUQUrjdNzBfCo+xropoDSyc3R5gvizFhAlz2iR7BGp34/9OaWv7CWuDGKJBZFrUHoHwAxYV5IwpbRVxoj2Cfehpuy8ckraHmD2irQpppK2SH0QWrUwmsVCWsdXTC/nj9FNSmJNgGCbYtFrDDiy+BIZhcKSu4HJ7SI4lp21Q4Fj8j+98LX70r9+e+vdvf90x7Dgq/vfnaODKcCdUGaoFvUyvJaJtEXM3k02PE/mtXAumG9ojSDyHGxdKuNTHjJS2dsTTlpJB7rhi86rDt0cASBtZ6yzZ8Extj5CxkLUi4RL+e07aDDpEZcjFSFsu9HXzSWbVV9qO24w0NBGuB3iCguGgD0XgiO/tXoLIGIYomxLVW1ngoIpcEEbmeR7e9vOfwft/48vY6OpoML3gGIugVq0BANqd9nTHN2sUDCHb6Bo42lDw0Gm60MkhmXZ7Q9jgxskibW7MJqYk8RiY9nRtTnmYpLSdI966kCuBOu/i7hCvPt7ARtcIW/zySFvHggMOpQw7gywcqZOAx+D9AfIZtg6bEceUiD7uO1bH2Z94F2nTmwSpBA06nl/vYqvdhyCmv4aVy3D162TTYptgeAH/8E034Nc/G2n1Li2GXttGlyht+8QeIYrVmgLTcXFuZ5iptJ0vk24Th3Y2PH25g+MlD4yg4VhDw/PrdAyjhRaPYcFxXGb3SRRVVYDOhvYSp4QtbAvL9I+rgd1CLhwz3moulgiB5ORvDorAiwSRVYqQtjmKZR8NTcTAE+Ea+Rsk03bBwwHHC2hoIsoSjwu7Q/T1dE9bX9WWppouy1RFJWpjRbQoPMdBctn/1tsX8e+/6c5rq36RytC8Ia6090ZCXm6P8MufehlXOqSwfs/RGkaDbnw8a5wCdk7v7fgcM11JuV9PW4C2Ce/FHmEGnrb+XC3uRWmb7/Np2i4knqWq7/H7yHGJDyLxtDXhMSw8QZ1OaesSpa3EJ5W2iUwFz4ENoqBXBA4vb/UxVxKxUJbxzJUOlqp7I+Q4UcXvvP9OnKzxGUrbsFvh3777dvzBo5fwkWc2YDouFsoS9aaeTmlr6X38r8e28dMfoV1v+/W09Txi81Q9Gj5WO0rUt2k48ynyv/qJWBfASk3BZb8bZhZ+pdcCdkRpy3K0+JlG2s7Q09ZyINM9JMcyKEvxTlPLcSHw2WNvXU0P9tUtB8eaKjYHNFxssB1T2lqum9h386FYSg27+xzXg+DZmUpbsVQDb6X/tltdoiC/ebGEP/jHD+A73nCCKvkreMOpOZzZGuCLZ6hKcxbXSJqfLTAeRGYbACfgxY1esE4dGDbWuzo4loEh0wK0PULH5FCWBSxXZRJEtt+icIbS9pkrXeiWi//1ZeIfvdkzMF8Jz7lvLXBue4CTzfi6fKLSlpcIUezPK0Z/nLSdOogs6mnr2yMMAbE0Zr3ho6oKaI/yx7e0DtBDFMchaXuI2UONkrakshXztPX91zJgWG7Qfp/Egh9GVsAfp1/A0xYAFioyNrsGnFEHtkAGulW6IDFtN9dvCAC+9ub5TJXK+151BKxSg96jg95wF5ZElINjLR0HAdYwDD2onyAV3KgvnGPBjASRAcDtyxVc6Hkz8rS1Qm9VfwN2PdS2g01AoyRo4wbg8lfIf0+ltK1lE7FRcpwXyYQ66VqwDTiMGKtSalIkjMMnFCm5kjY5KgIh3F1OgT7qh4ou15ne0xbIJBBJeAK5xy+1RmAZ0p71xKUOauhNpbTleAE6BHSvN2nbuRDf6GRgo6vjvqN1tIYWUdDmBOq1qNJ2szu+ILMSNjEliY8kxM9KaZujrvP/RgkzxyVeW685UYdpu+HGQ1SzAwNpIIw6oXiWxA1zGs5s0evK32RZQ8A2iNI2hwQuQiYCAMQyeNh48fI2Nto9KFJ6S5uglMHbgzAY7RqCcU0wvIzX30DaD4NAkvISCQXzCSSlTpW2ccJHFjgsVWQ8v97NJBsrsoCaKkCHDJhE0XWswgCCgtuWy2GLI7VdYbzJvq4+aoqAEaPCGHTAswxWuTbWPFq0rB4hm7BJPneunfC0pdflDO4BxyEemSWpmNJ2kBPo5kOTeHi8AndCiKblENKW5QQwDINjTRVntwcYmE4qadvVbZi2i5HpQEkqbX1144QNp+u509vgXA1IZUjucDxgryD+4qk1/PSDL+A/f+QFLFYk3LJYgjlMeLU2TxWz30hDrtK2gFrMsbLn07xi7sQgsn2usYwe2YxPCgFN87SdQGRZjhcobfuGHffgBoKOoCM10l47NB1A1KZT2noObI+BxHNQRDZC2moJpa0D22UhcCzqqoCXN+NK28UC9jmpEDWUOROck3EuxNDS68aFEt56xyI+/NglqCIHTeLR1ERiDTEFXKOPAeSQIN2v0nbUImu2WmQtU8kooFkj4H98E/Dxfw8cewDtoYk6Des8Eg0jK9D5eCCQvIazCHBnNp62tuPCdr1YZ0Qy08Ww8rs56xmetjr1tN3umfAqyyR40TFDpa0TL/rH5je1GXxv03YhMhb4jKK1UqpDtNPJPt8egWEYvOp4g6y9jC4glTBflvCuu5bxWd/6yw+23Q/0LNI2IYByTNisiLf9/GfwxTPke57dHqCqCLj7SBUDoQn0NoBRB+umhLLMh0rb/ZK2GX7In395GwLH4CmqPt7s6rHshboqoj00cW5ngBNz8XV5kyptk2Nq/BzUwnMQzUzxIWrF79Ho/lSdI2OGpRPbCFGDabtgGIwpZmuKgPakILJDT9t94fDMHWL2SChtbTYejlIuYI+QqbStyNjs6TOzRwCAxbKEja4Oz+jBoQoE0p47Iseyj1RlhmEglhoYdAhpu7Z2GR96ZoBHz7eKB1BdS0TbIliObHyiLYauBSOitAVIC+75HmZD2kZbYX3y+Fr72noe+V18RXTzFPDiR4DySjxNfRImKW1jicAFrgXHhMPw4CKeiqrIEZ9TIFTs+qRtyuTIMAwamgibk2EM+6ESfS/2CECmT1JDE7FL2wAfu9jGHStV3LhAFhHzzHSkLQDojIJu5zrfK/1NQpZNwGZPx63LZBxpDU2qRB2kBl60+yPY4LCVUkV3XI+ooCk039N2mhTYPEyyRwCAO78ZeMsPAQAePd8CxzJ43Q1NKAJHxmFggj2CDZuSYtPg1EIJL/ukLcsSFYE1AhwTJnhUChTjJoIWhZ48cxmdgQ5FyWoPrKDC6qnE+tUG45hgBQllWcBiRQqJ7PIy8Zcd7gCCigdfaOMvnl7DkRRbiGMNFc9c6ZJk5wycaGroeYS03embWJJNQCrjxoUSzmzR8TdyrRRtb6upIgaMCmvQQUURMOfu4oJFfcHlGhkDJ6ltk/YIwuxIW5cqwTUxJG2DcJ0UEJXr5GtZUsvZhQwK03YhMQ4Y+t2ON9WgnbScWLc0KFGyOzBTLRoCy6kJBR3XOTikrWAP0NPt3LVgFp5f76GmCvijx6/gaF3FiTkNjt6bndLWzrACyCvERpFnc5BnmxRR2l7YGeLED/0fPOgHWvHK/oPIzAIhZEBceBEcW3rLcfDWVOBQkQW4HjAw40Uun2BdqJBsil1qkTCt0tamQbjqmD1CXGlreiQAuaaK0C0XzZKE+ZIEzwMWq3sk5PychaygqkQOw/3H6vjk81s4WidjVrMkoTU04eSMMUl45hAjTwr9n/ertG1fIOvNKPlVPQJ0UsbhM58m4o13/BTwmu/Cdt9Ek/qmr9aV8Jjy1roHCVGlLZBNgM9IaatT26uoX3hFEWIt5LrtQM4pBNZVcSzY16Jk8LGGipHlwCmthPkjvqdtIuCsIkc8bSNFGcN2oMAEL6V3XWnVJhR3kHrN7qYUin1PWwC4abEUhpHNwtN2tJueh5HcP9kGWnS5dp7mMGx0dSxXZWLPwtaJNZPRwSVTQ1nmsVSVsd4x8tezRWCPUseG59d7eNddy7iwO8TIdNDV7Vj2Qo0qqs9uD2J+tgBR2pqOi25Oh3LMKz0tZNg//3nEr48oD+Dv1Xx/eHUOFt1bJgUShcJcXfdQabsPHIDV2yG+6qDElbYOG5/8amp2NcZ1PZiOm2lJsFCWyOZZKhMiJCOcaKdvwHTcQmTBYkXGRk8nFUJK2q7WFVxqj4KWr/1ALNVh9Hbguh62t9awizIu7g6L+6NdS0TbIgBCUvUiXorU0zaqhL5poYSzHXc25GrU05YXyX9b15i0NQdE3eWHjjVOkYl48Y7p3keuktfZKWRPdFIEipG2tgGbjStty7JAfE6BcDFDW3OyvINqqgiLlWGM+mGb+V7sEQCqtB1fiM2XJeI9DeDZK13cuVpFnSalCkYrfeGVA5NV0O3u0w9rv+hvhpYZOdjoGlitKagqAmlpFkvkenLG1RKd/ggOuAylrZv4rXkMjBl72go5SlsA+JbfBF7zXQAIafvADU1wLIOFSvj7TiJtTY+DNkGdmMSN8yWc3yH2NOQzlEBpa0AYI7X2BEGBx7DodFo4WRchZrQHslIZc6K9Z1XgfsC4JljqtXtqPrIBKi+RsXL3NKA08D0ffBQbXQM3zI8TMrcskTntlsXsluiTcxq6jgiYfewMTMwLBiBXcLypBeFz0QCrpJdZFqqKgJ4nwxl1MS/ZUNw+Tuvl8P1K88TmIQ9Jf1CWm1lIpec6YDkOLEvIHc8Dekb6xsh2XJi2W+haVtQSmAlhJqbjQmLdQJF5vKnhS2d3UZL4sQ4hnioGt/sGhmYKaatEVPg5YSNpQWTXBVIZjNmHJnJY24NFwnNrXXzf190IgATpnWxqYJIb1eYpoL9ePHwlijylbaEgsj162kaUtr4i68w2Pf6Z2CP00pVqSaQRg7aRGUTmeWTdLvJsIJRIdtONTAc8y0AWONRVYU+krWNbsMFA4lnIAhchbdVxpa3HQODYIKF9riQG4WN7V9pSv8us60MskXGZWre86ngdpuPiBhr219TIGJPW7p4F1h7iyOIc1jo6CXdVm/sTeyStEQBC2nZT/MW3ngdW7gNe/z1A/QR2+kZQ/FuN2SO8UjxtCyptk+TuHmHQQkV0P1uR+VihSrec3BDIhkaKDqNIESQogJQliDyLobwEbD5H9kv0+5kJpS1R+Eb2ChGlrQQTvJS+FixVmygzw7DLJ4LOyAp8o8MvHRaGTi2U8JK/ZpEq+79G/CDvJPximm+l55jY0cl3f/pKB+sdHRtdAwsVQtpueTVg6zkAQBtllCQeSxUZOwMDNr/PtUVGQeeF9R6+/tYFWI6Lpy53wLFMzM6qpgpoDS2c2xm3RyhLJHsnP4ysGvIJaYIMuUr2eZMsEhyLjGH+3kCQyXttPkfOMy9mZv3UNTH/GEHFKIek7Z5xSNoeYiZ4bq2Lb/qvnyctpBECinEMuAnSlqjw0hctvldKpj2CTxYExtvjhNHD53bxqv/nYwDGFStpWKwQIpg32vAUYl1whKaX65ZTeIOaBbkyj4rXw5XOCMxwF22vRLxzDprS1nXIYiXaMl1aJGRV8BwLhsvGzslNiyWc7XjwZqK0teOte7MMnSkKv1rpk7Yr95F/q6vTvQ9tU0pVIJjD+HkupLS1YDMCOC5O5AULwPveD3zLbwV/y0o6b2gCTEaEORqERQ3XIYrGaZGh7FqpyYEKY7tvYLEi4cffexc+9N0PEJJmSqWtw6vo99rTH98sMdgqRNp2RhZqqohmiY5zOe3cpmXCAZvalp1U2gb2CLPytDU64ThaAK2hiTmqslksy3GlbaY9ggXLY6e2R1itKVAEDrf8yIM4tz0IwyEcE7onBKm7+wLDgBHL+MC33Y5ve/VyNskilTAvmli7FqTtE78HXPhS8H9ZJ0x1Pt4k3R8AyLgoVYFLjwDlxeD5N8yNq2XuO1YDEJK3abj/WA1nOoBn9ElYIE8siE7OaTi3Pf7bFrZHUAV0XQWO3sVxsQOHEfBSL7IeUOeIF18WXAeAF/e0BYKU9v3Cc2zwPLk2NZEDxzKZ1k1DulGeFEQGAGqpAt4Z5fqxk7ZUJ7jujjdUPHq+heUMFWCzJGG7b2BkjXvaBiqqCWOD6zoHRmnLWAMcrYmkgD0lNrp6EAK7OzRxYk4DZw/hRTeqapPMwXuxSLBzPG31zmSffdfOGU+KKW39OSEo6M1iLWT0JoeQAVSB2IqrsnKCyMxIMA3HMvF1CUW02OCrB70p7REs24YLltgjjHnahteR69iwPbJO9ceqI3U1sDG7+2i18GfG4NswZCltE3P9zYuEEDpJx2VZIAXMaXxteWeEU6sL8DwPGz0j3W94GrQvjnvzV1bTQyG7V8jfKHYGoW/6ai2itH3FkLYpSttU0jbHWzoD53cG4fmg0GkbeVT4k/ROjwaVpaGqCGAYxALsdErgKgKH+ZKEjrhACHapHBTlrETAmd9J4nleQmnrQmZMcGJ6F6FUnkMDvdQAvfbQRC25FqOetgBZj1zYGRKVbgFLw4kY5ihtPTcUkDgmRi6HxYqED37xAl7/Ex/Hhx+7hMWyhJWagotOHbjyGFyxApvhoYk85koiGABtW5gBaRu/dlzXw8tbfdyxUsVKVcHD53YxVxLBRsjLuioQe4Tt4ZjSlmFICHt+GFlEaat3w/2rD4kG700qOvr7+KioSG0SkpvmphAf5vF1xGpNmehTf+hpuz8cgNXbIV7p8DwP//5Pn8ETF9v4zItbIQHleWBsA05iodfUpCBUIwnD8knb7CCyzZ5BW8uZVNL2C6d3gv/Omwx9LFZkrHd0yGYrIJP8KnJnZKG6T4KAqyzhBrmPs9sDcEYLfa5KvHOKhlpcK6QN1qVFolbx4RDSNvr7HKmrMCBN9PArhKjSFsj1A71q0NtkgeHbBcgV4F+eBd7+49O9jyCTBWLaBs0axlWOhUhbAzaTVNpGkpoFGbjzveFHOONBZADZMOmQYI76qGv0XHt79bQdDyIDgOWqEiiodulCf6Es47UnG4VtBqJwBQ2D/nVW2g62wrC3HJAgIY741/XNMEk2RSVlWRY8dnyDC5DFTdK/mNgjTJECmwe9GxYWQJSEb/mZT2YW1FoDE1Xapj1PC10AQvVRGlwHpsdNbY/Asgy+840nAQC//dC5MJTQ1qG73GzsEQBAKuFU1UNVZLKvf1FDnTf3HJpUGJ4HfPi7gT/6nuAhzjMD0naposTVvs1TwDN/CHvu1uCh1dr4xustNy/g7XcsZpKBAPC+Vx/Ftsljc2eXeONyI6q0VbHe1QM/StRPAMCYp2oWaoqAtiMBRg9HuA5MdRGXO5HzqM3nk7ZUnf6BL13GExfb4eMzKuZ5rgOeJ9cSwzC5vra+0qmIPUK5TO+rnHZ203EhMm4w3x1rkvlgJeU3BBCMJ2metmVZwMB04PBqLmnruQ68vXRUzBpU7Xl7k8PprenId8/z0B5aqKsivv11x/DdX3sDTjQ1KNCxbQl4009/Av/kfz4KxwPxo98Taaunq0qVGgBvMkGVDM9LvkfWus8xx0lbvziWMddOBaMfG/MzoTTImiC6drHNTKWtacfTxNO66aIBeoFP55RKW9u2YdNMBVXMDiJzHRJYJnAsEUiAdP+86ngdz//Hd+Drbpk8j6fC94XMUtomrFs4lsHbbl/Eq47Xg6c0S1IqAZYK2wTn2Zir17FUob62apN0n1l7nI/SAlWz7BG6lwPS1nJctIcW5qjSdiVG2r5SgshSlLap9gjTK23f/DOfwvt+5aHYY7pFQrWjbeRVRYgFkY0iQWVp4FgG8yWa5RJ5jcAx4DkWc2UJ29wCaV+PqOhtN26PVpEFOK5HvKSjSlvHhQoTTJb1m9qEyhjYbcXHPNN2MTAdVNXIOOdY5NzRwtBSVYbjedjyhVYzsUdIEXxIZdIp6I+rtoGBw+E994UFh4fPtbBYkbFSU/CMuQi0zsGW6yhJPFiWnsuShG1zn6RtSnFrd2jCtF0cqSs43lTx8LldLFbi11ddFfHCeg99w8bx5rjqeaWm4FIrZy8cte7RO+OkLcuSxyZ2dEbEGD60OaK0pTkvRkbWz2pNwVpnlGkx5boePK940f8Q4zg8c4fYN37l06dxdnuA996/Sky/lTpd8LXBuuPBCnORUI0k/HbYbNJWwmZXJwNQRnX3cbq5K9pC61eMFasNrkTCVo7UVWz3Dax3ddTU6SquYygv4ajQxdntARSrjcbcEiE8DprS1ieVol6rY0pbe0xpy7EMFpoNMLP2tAVmpqiaCmkTntoY9wgqgmj1M4q9kLa2AZvhY1XKSkZSM5DdhtLQRIwgwtQH4bXt2nuzRxDT7RFWIyEVJCCJjgGuS0LeSotjr8n/HA364DpvCvqbQRhTHgaGjZIkhMUpliX3VMpC0LFJYE0vxavKTgSRlaNhQ/vdvHseWUBHlLaPXWzj3M4wbMFPoD2yAouLhXLSHiFjketYsFw2tOGYAj/41pvxy99+P/H/FhRSvLENjFx+NvYIQNhO7lrZyjixhCpnhKErVwu+J11ELci6FniRLO6Xa6S4GGDlXqB1DjvqKWgih7M/8a6YcsNHXRPx39//6tyANlngMNdoYHNnBzt9AxVWB6Qq5ksS6qqAFzfoNdG4AUAxtSlArFh2HRmM0cUK2wLKy7jUGob+eFoTGOaRtmRs+88fP4tf/1wkEHNGYXyEtA2vpWpOkMbAsCFRJeEkVCp0/shpZzdtFyLrBp0lNy2QDXeW3+UcJXuIp238+vcLyyNGeWUEkdE1xq0NZI43WegZNmzXQ00T8J/+5l34htsWoYgcKqyB33t8Bxd3R/jy2V3iBds8RSxEpoHrkvGAl+F5Xjz8RSyReXKSrVWep61STyeKgJg9QmdkoSzzkeJY+lw7FSKty7mQyqSIFT3OPKWtT9rSzXhNEcfuI90Kiw0N1e9C0cBNobS1bQsuyPpzzB4hUtx3HAsOWPAcM7bPKCLkyIS/nstS2rIc9V8Pj+XnvvVefMNt4XqnWRKLK23pvNqs12nOxjDMLthrGFnrXLrStr9Brr8oupeDDrPf+jwZf30P09W6EnpSv2KCyJJK23qG0jZDaZ8BP1ciuY4jpG2G/ziFYY0X4ZJYjoa+wSd6yWvmSxIucPEQYoCQsdEAcN+2pDOyYrYQhkWUtplWWUodLhj0Wuuxh/2iUkzU5F8DlDyWeKIEvtwezUaNnWWPwDC0GEb3UI6JgcPheEPDf3//q/Cv3kEK20tVGSs1GY/0yXmyhGqY6wEi4NoyuH162o4Xt9baOuqqAFngcLyp4pFzrVgIGQDcvlLB6a0B5kpSamH4xoVS/lwZU9qm7GGBYpaM1pCM/dH1sDoHbD5L7KzgK23H10FLVRmW42WK8izaoXKotN07DsDq7RCvZDiuh1/7zBn8/Lfei7tWq7iwOyBVV4Yj6YwA2EQFz/fASVN0GTYxqeYzKjGLFRk7AxOW42ZWd3cGJv7hm07iD//xGwp9h+NzGq60+lDdHkoNogCcK4mQeBZPX+4ERMWeUVrEMtfB//ziBahOF6srR4hiSqkfLE9ba0h+t+hgXV5MeNpa0F1ubCGyMl8H64VeXnuGa8cVKvs1hd8L9E64MN4voj5DUSS9gwsGkSWVtmQBOJ7UDABWor3eR0MTMXBEWMYgbG1ynWzSKg9SuofiSk3BRVoV3ukbYVjBcIf8xlMqbTm5DGtwHdvvXIdskibYI3ieh75pQ5O40B4BiKVKR+HYFpgMpa3pOLEWpJoqoqtbcARayCgSKJAFc0AKaxHV1UMvkw6F9W76JjqaHB10PADkOnbt8Q0fAMa1YXjM1J62Po41VBIk4ZPetO1tJvYIQOjJ7NjZyjipjDJr4MIe2ringj/Obr8IuC48zwPvWeCoR/VyVcZalLQ98loAwIXKq7BaV3JJ2SJYmp9Dr9PG+d0h6ixR2jIMg9uWK3hujd57r/se9Eonx9rzs1BVBaxZGkRjF0tMC1LjCFiGwUubdN6eZI9A5xMTPC5HVSazKua5Nngh/N2TratRDE2ncPGhXinDBZtLoAb2CFThPV+W8N/+7qvw/d9wU+rz50oiNrtGqtJWEUm7eNeVcj/TOyhBZCwLiGXcWPVCz8OCaA8s0oIf/S08Dyp0/P5TbXz9rQt4113LpNjTOAXsTKm0dei4xsv4yQefxxt/6pMhkR6QA+0J75FTBMoLkorZI5i4ebEcjrMZc+1UMAt62jIMPc54uE9WOFNgj0DXG0SxHp8PiD0C+c0aJRK6M73SlpC2HMtAiSptRS1WOHQdh5C7HIvf+vuvwZ9+3xsLf0YufNIjS2nrH0vO2NTMsYcbAyWiF5p1EvzVGpEij1wja6m9YO0JYOnu+GPlJTIu9Nbij3evkABeAB965BLmSlIg2KgqAsoST45JKr9CgsimUdoWDyJ7aYPMZ7rtEItAiq2eEVhK+Uh2c0yyRwCA1Zocs2eKzgHzZQmnPfIboRZ6FSeDiGO2JZEANtN2IMEMsjDGwPEYsmX0WxuxhzsjE6qY2AuafXIdRfY2Kz7h7O/XJ1nL5GG0S4j2NESVptYIPZtHTRXw9juW8O67l/E371vFN927gtWagud1QvwO1JWYf/xiRcb6kKPr4z2ur1OKW2udEZarhAc53tTQN2zMJ3y1b10ia/FT8+nioBuj/sBpKELaFunuTe5NAdJh2L4QU92nqWVlgXTV/as/eDJ2H/jw59FDT9u94wCs3g7xSoPrevjosxswHeDJyx14AF53sonjTRXndobhwrZ3BQDAifHByQ8HSKvGGLaTG/w1VxLBMMQnM6u6uzsw8A23LeKmnOCVKJYrMqrog4WHW04eB0BaJW9cKOHLZ3dnorRdZNo4vdlBA1287q5b8NJGH65EWxX2M4nNEv5gHd38p3ja6g479hvddISScPvdSDtWwtN2NoqqqTBqp094e0GW0tYcjHvaTvIpsw3Y4MFFvGcrCg/H9cLNC4VuOTBtN1WRuFJT0LF5uMYwIOGIh9ceiLCMDcrNiyVsdA20hyaxR/AXrv0N4q2U1YqVAVktQx92UsnpawL/O05oLR2aDjwPKEtCaI8AZAYnObYNhiMK2uR30y03FlBRVwUSlORKhHBNa70uen58xUPk+/jhKFmK0vbQCkJdFspS0HYaXMdpxRWqzN+L0hYgPq5d3YYllMgx07a3ylVR2mbZI5SgYYSz21d5HBq1gMU7ye862oXleOA9G4JINgDLVbL5Ca6Tu/8W8EMX8BJ7w1ir3V6wOD8PY9Am4SK8Hlwbd65W8adPXCEL7pvfjj/72j8ZU3pmoaYIuGiWIJs7mPN2wVaWcc+RGr5yvk2eoM3lK21dqubRVDy71g2/+6y8ziP2CP7x5pG2RW0h5ssSdEjZtiGgGx/GiRUL3nHnErGQScHRBvE0TvO0BYiCr22L+Yo3zwFzEEhbAFBquLli4bm1LglYKogW9VGMFSkcE6xnY+RJ+Gt3kWvs8YutvSlt/XGVE/F/nlzD5fYIz69HCKkoOZCFPOV+VmK965LiV0Rpe/NiCZs9nVz3Ymn/asaiQWTAuCI4j7S1iarPV/pX1fH7aGjawXXrK209sUS8nwvCsa3A3kMVI0rbxF7Ade3AHuF4U8NdR2a1nquR9aGTobQFaIE2u8DX1KSJYT0+TL0H3ROwUi/FPWTVxt5I294GIWaXE6QtywHlZaKs9eF55DNodxED4GfeF39dQCTL1Veo0jbH03YKpe3Z7QFefbyOE00Nf/LEleDxi60RjtTjBFhF4WO+6brtZAZv+yBzf7jeI90WIWm7PqDz4q1/PXgOsUeLvy/xPrcJWW3rgDmEZepg4YU2XinQxRoGu3GlbXtojfvZGj1i3xUZm4OuO6kMwNvfHpEqbXcHJgnljSJ6T5h97NpisF492lDx8996L8qygKoiQBYFnP57j+AL9/4UKkpUaSvhyogjx7nXzlHbHOuyWOvogT3VCWp9kFTaciyDX/n2+/FL33Z/6tvef7yOv3x2A599KSO4ValFSNv2/pS2yf3ZiTfG/jUz7BEA4Ff+7v1Y7xr40T9+ZqxryKb//1Bpu3cckNXbIV5JYBjgX/zB09g2gNNbA9y6VAbHMjjW0HBhd0j8TLT5wCMpzeB8riQRn5sEdMvNJW15jkVTI4qTrHaL1sAKlX0FwLIMVoQBhp6E40th+/MtS2V0dXsmSltmsInP/5NbwTEejp+4Ebrl4IqpxM3TrzeS4VgAUFoinrb+ZtmxobvMWDjbXSeX4YKBt9+FW9ILLkOheFWRVaXcCzLtEUbxibGg0tZihFiV0vcKjXpkAWHr0tiiCmQR1bJ4OOYw9KNyxhcahSCm++zVVBErVRmPXWxjaDrh/dhfL+QLm4RWroKzh2hltC5fdfjX4ASLDL9NjihtJewESttSKqnp2CZYjg+9xiLQE15nisBB5FjiERo9pij+2xuBP/n+yd9H75BjihCV/rFnkbatoRUUsBYqkfFbyCZtPUraTutp66MsC2hoIvpQAaML29Khu3xMHbEvyDTR2LGylbaiBtkd4XJ7lKoemBlGLaCyQsjS3jp024HIWOAlstg/UldgOW6ohGY5QK5ivTPK9astioWFJVSZAVSBA2+G1hnf+5Yb8dJmP/CKJ+Rl0SAyEed0DZrVQsPdBsrLuP94DV+5QMc6dQ4Y5JAPjgkPDG5brUO33JAImhVp69kQEvYI2aQtUdAXwVxJwghStm0IxoPIJuFoQ8X53SEGhp2qzGqWJOxYYr49gmPD20vg5NWAUseyOALPMlOpbdujsHgUgBKtv/2PvhbvuW8Vd6xW8MJ6D179JLAzLWlLxrW1oYe1jo6lSqSrACiotM3ztM0ginyFLxeStjculKFbLnqGTda7+y2KJ4LIDNsZJz98JAktx8y1R4hu4mspNiOjhKftbuBpW9DfFcTT1idtY0FkSdLWtuGAmz05IFfDjoiswnOGFZKPZknEdkGl7c5uC0PImC9LQTgygHy1dh7WHgfmbkon7qtH4mFkRo8UEWjw087AxJwW//0DIvkVY4+QIGNzlbbF18Nntwe4YV7D337tMfxphLS9tDvE0Ub8OqkqAtqROWZkOhOVtisJe4So1chCWcJ61wB+rAPc/b7gOZbjQkxkWgSdJEoNAAMMd2Drvi1e9hrCkRvQO3GycDeScRDA6I8FHa7U5Ahpi/1dJ8MdQG3g/v/4l/iB///j8b9p8+FawhxgxxJCUUoEDMNgpabgglXFWt+JFbwXKzIu9ZngPfYEJ26P8KUzO/i9hy/iBqqg/Zobsy3W3nnXMubL6WPs/cfq+P6vvxEf/OL59BfL1XBe2rfSNjG2nfoG8i8lbXu6nbmmf9NN8/jJ996FP3zsEn7qwedjf7MdwiMcetruHYdn7hBTg2EYHK0r2NEZXGmPsFojm/ajDbKp3OjplLS9BJfhIInjA+dx2vbaN2z80ideCh43bHes9T6J+bJMVF4pLTmG7aBv2KmDdR5+4d3L4CsLMfXGbbRdYWyDMC2qRwAAi63HwZSXIEoS7lit4ic/fom0khyUMLK0CltpgUxCfnXOMTFKUdrevlrDwJOxuZ2jmioC146Th7PanE8DvU0XNTNArqdthAAs6GlrMUJsI8JzLDSRG/O1bQ1NlCU+1R5htaZgx+DgmaPwPnGszA1ZLnLSyu86UsWvfvoM6qqAhv85vY2prREAQFDKmBNtnN2+xv7GPswBUSKw+WNT37AhCyx4jkVDE8PAkYzig+vYYClpk7RIGCW8zhiGQU0VsGswxMYkufjtbwIbTwMXvzT5+yRCyAASoHa0kZ7+6roeOiMz4mkrE29xIPTxSyHvbcuC5XGF2+nTcLShouPKgN6FqY9gQJidp61/3+Up46QyOJuQmed2ruJYNGqR46Hhj7rlQIANkXaqyAKHow0Vpzfjx7De1bFUnU65ngZereG2uof/9v5XESKbXh9VVcDb71jER58lZIVuOYXCuACyQb1il8HBweLwJaCygvuO1vGYT9pq8xM9bR1GwJG6gpLEh/YQs+rAcF3wkQ1WHmk7MMa9ZLMwV5Iw9ER4OYo703EhoHgA5NG6iufWuvA8QuCPfaYmYseaEKLiORPHsGsGtQFu1MKdq1U8dal4yGTUpiUADWW649giOJbByTkNI8vBhrBKPNSnad22DYDh8OXzXdy+XMEN81pcYFBEaevY2UVQtUHWBG6iAERD9/xxqDOysFpTIAssGWv9roD9wOjHCLv/8vGXccePfiRVQEEIrag9QnbLuGG7sUJ+TY0TU0B8PmtoAloDCxA18FN42jq2CZfeL6rIBYXGpFWa69pX5zpXasDOS+SezbLQSlg1JNEsSdhOO98pWN/ehckq4FiGqFoDpW1zb0rbK48Dy/em/626GidtR7tknSFVYDsuWsNIxxTFSlRFuV+/0muBVKVtyrp7SqXt+Z0hjjc1vOmmOTx8bjfIZrnYGuJoQmk7V4oHcesFPG1XEtZIIzO0VFipyVjvjBfaLccDnyjQVX2VL8sRBfVgC44/puQobRltDk4/Pk+f3hrghrmEiCHFM5sQ+zr5TLG0v+tktIsNm3zm2JilzZGxHoBr9LFriZl7d/+6XY8oYAFgqSLjSt8h1/1eC2QRe4Tn1rr41l/9Ip5b6+JvvZpYV5RlAQ/+wJvwXW86OfVb/7W7V/DpF7eIPWQSM/O0TbNHmCdFATp3rHV0LOUIBe45WsP/+oevx+9+6UIslMw+9LTdNw5J20PsCUfqCnYM4EpHx2qN3LwSz2GlquD8zpAMoJ2LsFkpdUI6Mafh3M4QH3r4Iv7zR1/EhR2yuTEKtIoE1d2UNEq/ul+YaPU84BP/CafWH4S4Em/9eeddhFzad1WIE0jq9plPBZ4wP/+37sGfP7MBV64dnDCyJJEIkEFaUAN/4ix7BInnMGJVXNnIaN0oiqQ9gqBdJ0/bq620TRDkaqOAeseABWHMD6iijG+Q2kMLNS39Hliuyeh7AkbDXnifOOYe7RGyWzb/4ZtuwBfO7OD2lUoYkNRfnz6EjH7OgmTjzNY1JvB9mP1CQXT9SAU65mmbZY/gWGA4HmWJH1NLGyleZ3VVJL91GlnepQqPtOstCaMbCyEDgIFp40RTS7Wt2e4bsBwvUCUslCUMzIhKy1esJmCZBmxwe7ZHAEiBb8eWAaMH0xjBZsX9hclEodRpu2tOcJBYAmMOcMdKFU9OQS5NDZ+0LS8BvQ3opgsJNviIAubUfAkvb/bw9OUO/sOfPot/+0dP48zWYCZKW8g1KHYPb7ppPjwWivuO1vH8OrnPh6ZdOIisIvMYQcYIEqqji8DCbbj/eB1ntwfY7OkkiGyQM2c4FhyGQ10VsVSVQ5XxrDxtPQeCmFTapqvg1jojLFWKFbbmyxIGnoR+P3uDatjUHqHguBskSjPpYUrNkogNXQDsESENU+C57t4CJ68GqMrt7iNVPHm5Xfhl231zvJPKHpECOD2XEs/hWEPFi12RzMG7U/jaUhuAL5/dxWtPNjBfTnSFFVXaZtmtKA0A3vh7+J7glBj17WhIgcwIx/z9WAT57csUbXqt++G9MagJewRzkGmtYCY8DuuqiN1E2BbxtPVJWwm7gaftFPYIlgWXIee1oggwbZd0PyT8fj3HAXM1rnN/va4tEF/mNEzoDksScHnY2m3BoWSav+9xXY+uF/ewb7jyGLByX/rfKqtxewR/DmAYtIYWPA9j991qXcGlNs3nMLqZ486BQZKMVZuA0Rk/bifbCiQN230D82UJNy2UUJYFPHahDQA4vTnAiQSxuVCRsNWNkLb2ZE/blZoS97SNEL3LVSX1erIdN5aJAJCAwGBNqi0A/U3oowEs8NnjFQCxPA9mtBOz8Hp+vYtblxLjQYpndkwlXETpmQXHBvQOzgzJ77KRzF7Q5oO1hD3qYuDJmR23q1T9u9YZxQreCxWqWs7ojCuESBDZ7z9yCe+9fxVP/OjbYnaNty5VUNlDt9hNCyVIPIdnr6SsK/y9pusARhcffLwTZhEEz6kVUNqmiLcSKNLdddeRKkaWg7XI7+TbJXD7zF/4q4wDTdr+xE/8BF7zmtegXC5jYWEB73nPe/DCCy/EnuN5Hn7sx34MKysrUBQFb3nLW/DMM8/EnmMYBv7pP/2nmJubg6Zp+Bt/42/g0qVLsee0Wi28//3vR7VaRbVaxfvf/3602+2r/RVfsThaV7CrM1hr61iNqD6ONVRCwGrzQOciHFZMVVmdmNNwequPD37xPGSBxedPkyoeUdrmX5YknGZIqusJgmJ3YKIi88WJ1rOfAT7z08BX/gdJ447gSF3Fr77/Vfi6W6Zv5x7D3M3A6Y8HSaw3zJdwx0oVQ7Z0cMLI0gZrhiFq2/4G8VzzXKq0Hf9Nbb6Eja19krZuok15VpvzaTDzILI0T9thnAQspLQ1YYEHl2h5SksjJn5T6QsWiefACCpkmLiZJpbv2R4hR2n76hONWHIrAKIG3YPSFqKGpmhdXaVjHsxBIdJ2YISk7VxJCn+XjEWg69gAy6cGICXtEQCieiQKpRSl4XCHEOK9tcmtk3pnXGlr2Dg5p6Wqri63R5grScHmoqYKEDk2bBvOuM4t24IDbuKYnofjTRWbpkjsEUwdzF4U4VnwVXN5vy+9xu9eLePJS+3ZfXYE230DL567AE+uhUpb24HI2DFS78aFEk5vDfDdv/MofvPzZ/E7XzyPR8638JoT6T6oUyHqiTbcjSVRH2uqQWF1aDpQC5LmPMeiIvPgPbopbt6Ehibi3qM1fOK5TWKPMNwdVx36cC1Y4FHXRCxVZGx0IqTtDIp5rOdAFMJxr5bixenj4u64aioLmsTDYiXstNqZz7EcFzzc7Db6lPf8xb99L37mW+5O/XuzJGFdp79LltLPtcEcIKUthru460gNT1wsXgzZ6KaofHwyJtoptVzBYxc7JIxsKtJWD0jb15xoYCFJ2hb2tM0qAqnkWJNt2YE9gh9EZqGqCFisSGScFUsgnpD7mAMTpEqfpt0/fTnl/Cdb8M1+ZsK8HiFkAZ9IipOxUXuEwNNWms4ewXVMeFRp65MePd0eU3raNimGzhx+Mb+cU3gWS7metjHF7ATstltgqGXZSk2BabukqLpXpe3a47F9znNrXXz9z34K3/e7X6H2CBHSdrgbFO52BgbKEj9GLq7WFFzaHYYFvoMiQMlCUi2u0HkzedxTKm13ByYaqgiGYfA1p5r4zItbMGwHp7f6uH05vs5aKMvoGTZGpgPX9WDa7tg6L4nlmoztvhnYM0U9bZerMnq6HarOKSzHhZAQeBxrqmGgKt3XjUYDWEz+2l+tL6LkdIK58alLHfz5U2u4YzWR8ZCwXwEoaeuPBUWUnlmgr7s4knHPkSrWOjraw8i+R1sIQk1dow9GKmV27Z6aL+GLZ3ZxfmeIlchcslihBbL92PLRMEnTdvFHj1/Gt7zqCKozCs5lWQb3H6vhkfMp95naJN+fruF+/JNr+OcfeiL+nL0qbRMgStt8YtcvnJ6OWB/ZjgeWQSjiOcTUONCk7ac//Wl87/d+L774xS/iL//yL2HbNt72trdhMAhvpp/+6Z/Gz/3cz+GXfumX8PDDD2NpaQlvfetb0euF6q8f+IEfwIc//GH83u/9Hj73uc+h3+/j3e9+Nxwn3Ch827d9Gx5//HE8+OCDePDBB/H444/j/e9//zX9vq8k3DCv4eKAwfMbPdwwHw7Sx5sqzu8OAnsEixEhp5C2rz3RwGdf2sbAtPFdbzyJz79MSVtrsj3C8aaKi7vD1AFop2+iWZpiU3/hC8Bd7wO+7oeBu75l7M9vu2NpXyqxACv3ETLl2APBQw+caqLlagdnoZPmaQtQX9uNIBRm5LCpamhPKqPV2qc9QjJ1WdT23xI4La5FEFmSIFfqNMU+x7PVMWGmKG2T7VYAaSHNU5vbrAwVxlXztPXx9juWcPeRWvhAb69KWw01zrz6YVBZSJLsGegZdjBeNDQRfcMmC+2MRaBn22BYHg1NxO4g/huSgIqk0lYIUrfHzvuoRRT9Sh1oZ/heRZ8bUVICZAN/nCptk6Fol9ujWHGOYRjMl6XQIkHKUtqaYDg+Hho0JY42VFzRBUCnpK2wh+s0C36xJI+0pY/fvyxNRS5Ng088t4nzly7jxS4fhD/qlgOJsWObzFPzGl5Y72G7b6CuCvjerzsFiWczE4englwlGw5rRL3jQtL2eEPFeleHbjkx8qUITsxp+CX7PXB4NVCgvOuuZfzBVy7RkBsvew50TNjgUVcFLFdlXJm1PYLnQBDC+T2tePL4xTY6QwsXWyMcbRQjbQHAE1S02tnXi2m74KewRwCAb7p3Fd9072rq31ZrCs526H2bMSYfRKXta0808OxaF62CPp/rHX08eM8ajZEs77hzCX/65BV404aRWUO4vIqXNvt4zYk65qOhi0DcOzAL1CP7UmuI33/kIv7BBx7GHz8eIcTSPEltstkHw8BxPfR0G1WFKm17eki27qeInQgi6xsOjjdVPHMl5TpNBqbljJF9I+5xuFyL3KsURB1InlPXBLSHJlxendIewYZHlbYiz0IROGIr5Huq0nnLcWxw/FUgbWkoV7IFPAZBzbVHWK0p2B2YGJqTVamddhscJcFkgcNiRcJ5nySd1tO2t07+t0SKPp2RhXf+4mdxZmtA/Morq0A3ao/QCvxsd/vj1ggAcOtSGS9s9GCzEmmvPyh7mSwkyVhBJr9XsoCSYwWShtbQRJ2qOv/m/Ufwm58/i1/51GkoAjdmZVNXBQgcg82eDsMm7eLyhD3vnCZB5Fis03tKj4RiVhUBisBhLVEIMB1vTLx0oqmFwofSIjDYhDHsw2LzCWqxPI9Fvh94Kv/Cx17Ee+87Mi5oStivAMTWpz20yH3qdzbtBcNdgFdwoevhtuUKVqoyno0qSandg38ckpoduPi3XnMUO30D3ZGFWyJq4aUKIdTdjM64QqBWc49fbINlGLz+ZHPya6bAq0808JU00ra8QlTjrbPwBBVDyCFZ7mNWStuuXqi769Q8Eef5sF0v1bLvEMVxoM/egw8+iO/4ju/AHXfcgXvuuQe/9Vu/hQsXLuDRRx8FQFS2v/ALv4Af/uEfxnvf+17ceeed+MAHPoDhcIjf/d3fBQB0Oh38xm/8Bn72Z38W3/iN34j77rsPH/zgB/HUU0/hYx/7GADgueeew4MPPohf//VfxwMPPIAHHngAv/Zrv4Y/+7M/G1P2HoLg626Zx5keA91ycf+xcPN/rKmG9gjtC7AYMdUe4ZalMh75kW/Ex//5W/CWWxbwhdM7cF2P2CNMUto21XDhklgkbPcNzKUsLjKxcxqYuwV4878EGjcUf920uP//Iv/e/p7godecaGDNlOEdKE/blE1peYks9iihOHCY1ORIVq5g2Gvv7xhcO76JzWi7vqq4ZvYIkXPtK3vzrgVKYHCJtrymlkLajsLQqDS872tuw6uWI6TuXu0RpCnJk/7Gnu0RSqxx4O0Rerod+K3WVREMQ1QYWfYIrksUQc2SGISWPXR6GxtdHaOUtPq5koStvpGucB7uwlPqQO040CpA2qpxdebAsHFyToVh0+CbCC63RjhSiy/kFnwFGEDu0xTfSNu2wE5BSqXh1LyGc30eMHpwjQG8pIXLfuC3OueStmRRf888i+fXu1cljGyto6PMDPFSlyMqrt46CeWEHfOaPjVfwpfP7YJjGTz6I2/Fv3j7rXj+P75jX6R4AH/M662R8SlC2s6XJcgCiwu7QwxNJ7UQm4W6KuIXnW/G4AfPBo+979VH8cTFDs53XWKBM8go9jk2TI8Ez52Y08KizYw6MJJK27oqYncQkra7AxPv+a+fx3d+4GGc2eqPhcrkvreootPNJm2HpkPtEWZDLh1rqLjQMjLHGgCAZ09FEl9VUD/JpaqMW5fK+MTzm4Vett4l4WAx2PrYRvOtty/icmuEbX4JaF8oflzmABZHPJSbJQnHm1q8WFhErUSLz//1k6fxL/73k/jYc5v42Y++GP49SYgCsaAv36O+pgq0OGaQ+ZmT9lfETijh+oaF151s4OnLKWusMaXtIJOsTJK2K1UF230Dph16Lw4jxZ6mJsH1gAHkqewRXDtU2gJAxffolCrEr5kmvtt2PGBwZqiskH83ns5+zoQchoYmQhZYXG5N/t69XheiEp7zW5YqpOV5L0rbtSdpCBl5vycutjFXkvDn3/8mtIYmrFLoafvyZh8bG2tBYXd7kC6GuWG+BJZh8PJWP/2aPmhII2OT17nr5obuJeF5HnYHJpqUtH3zzfP4yffejV/42Eu491htbG5mGAbzJbJ28oP0JtkjsCyDIw0FZynhSrqwuOD9gu7T6Fd1XPCJrrwTTTVC2s4D/U0Y+gAON4GA0+awxA9wqTXEma0+PvvyNv7ZW28eX3ck7FcA0h22UJbw4nqPFrz2SOzTEDKSo6PgtuUKnl+LWLNp82R/AYCxBpC17D1cRRbwqX/xdXjoX39DTHRWUwVoIgeT3QdpaxsAL+KFjR5uWy7PXFV6/7E6Hj63C8/z8KUzO6HaWG2Qa/bK47BVQqa3h1ZcjVxYaZu/ztno6ljICEyL4tR8KUbaOq47Jjo6xHQ4IKu3Yuh0yAK40SCbzbNnz2J9fR1ve9vbgudIkoQ3v/nNeOihh/Dd3/3dePTRR2FZVuw5KysruPPOO/HQQw/h7W9/O77whS+gWq3ida97XfCc17/+9ahWq3jooYdwyy23pB6PYRgwjJAs6XbJwseyLFjWdUo5v0ZoKhy+5aSDd7zhHriOHXQ3HqlK+IunBrCrJ8C7NkyIkDgm9XxUJRaAh9sXSWjEM5dbGOgWxIzn+1itiLiwO4QlVMANW3Aiz93oDNFQhcLnn9t5Ge6Nb4V3tX8vuQH8my3Svkc/69XHKnjIVnHx0iUs3GXC865vFYo1+mA4KXY+AYDVFoHOZbh6HwKAns2BY7yxc8zJZRib7X1d+5xtwgUb/B4sr4EZdcaO6WqCH7XgCKWprgn/Oye/OyOUwI7aY8fPW0PYjBhcCwAHXlBh97YAqZb6GZylQ/d4MJ4b+5yGymOzO4o9dqU1RFPlM3+LpbkmWF4P/s7bJhxw098HrAze7MEu+Dq+tw5HaU79OQwnQ/OGOL3VR3egF/bUnBWYUResoE68Dnf7OspSeN5rioCN9hCLvEJIx8TrXdsGGA51hcdWV8cTF3bwbb/2JfyjN53AyHQgJO6zOU3A+Z0hXEGFO+rEzmNn8wo++ewQ33znUXg7Z8Y+Kwq2vw1I1dhzeoaNeU2AyLNYbw2gRLzYLu4OsFQRE8ciYq09hGVZ4MQyvOFu8H7B/WDo8DhxX2PC8bqMKyMe9rANeB4s4aaZza+MUAE32oXHiXA5JfO65MUSFvgBShKPpy7u4t6jtZl8vo9z2z18PWvh0Y4LW1kE21tHf2RAxQgWJwfjxPE62VwJHAPHseHMmD/mBQ3O5kvgwMDmtcj4BNy9WsWHHr6A7sjMnNPT4DdlKAIXvEblgTtXK/jS6W0c0+bgdNfh1U+NvZYxh7DAQuaAY3UZf/7UFViWBYaTwerdfc8LjOeA58LjqisctnrhuPj0pV1UZB6Pnm+BYxncd6RS+HvzkoZetz02N/j/9nUTAmzYHjuT9cdKRcTF1hBeVYMzbKW+p+c68Bj2QKxPGbECdrgDx7Lw7ruW8HsPX8Bfv2sBv/fIJZzfGUKTePzx42v4tfffh5ORsWi9M8KcFp/bGH0AjhNj85DAAO+6axEffNbC969eyh0PY8c16sFkZdToOvJUU8HprT5GugGeY8EIZbCJdWcSvGPC9hh86cwOvu21R7DdN/GJ57fQHxmQeBacXIPb24r/RsYQPCfAtixsd0cQOAY8XMxpAp5b78GyLPBSGfawFbsvpwGvd+DwWvC5fd3Gq45V8aFHLmGt1cdchJhjxCq44Q45p64NwdZhsWLqZ3eHBlQxvK5qMguOYXBxp4djVJ3eGRo4UpPI92AAWWDRMgWsOEbh69GhpK3//LLEo9XXYS1UIACwBrsAI8C2THBc8X3ANGDe90FAVDPvWZaXAX18ro/ilsUyHj23gxONbLJMtxyYox4ktRR8j9sWS3jqUhv2rVWwg204loWnL3fhwcNdq/lCA3brBTCNU8F1+/DZbbz+ZB2nmjJ4jsVFu4IbRi2Mei184889hO/nHsf/736yRtjM2Vfdc6SKz7ywiVvkOpze5tXfS+0DvK3DYfjYMfJK4ritEbmWwBW6z3q6DcvxUBbDOfFdd8zjz29fwD/4mhOp52yuLGKtNcBiiQglWM+BZbljc0QUtyyU8OzlNt54Qx0Dw4LEh8873lTw0kYXb74pLMTrpg2eib/XalXE5dYIg5EBWZkDc+UrMEYDuJyUe68wYhVNpofPb/fx6Rc28dfuWkJT5cZew+odQNDGrv2bF0t4+nIb90tVeIOdwmNx7Bh6m2DkGj738jbeeecCLMfBl8/u4P2vI0HfUBfAd9dgmyY4ewhZLT5XR3GsoWLgieD17p6uZc7S4TE8Xljr4MZ5beZj0F3LGvqGjQ89fB7/6g+fwTfeOo9f+XbiU82Xl+FdehSG1ERTE6GIHB45u4033zwPAGCEMrhRK3e/xup9MJycOb95noedvomaPP77J3GiqeCPHr8SPE83LHBs8bUj/j/2zju8zes8+78XewME9xaXKGrvYdmWbVmOLduxYzvO3nGa3YyvaZPmSzPbJG2aNmmSL80edrbjFXkv2ZYly9p7i6S4SZAg9v7+OAAJEJOblPC7rlyOgBfAS+Ad59znfu6H9HPry42cx5XTvB9TRiQS4TOf+QxXX301S5cuBaC7W3QzLi1NdG6VlpbS2to6so1KpaKgoCBpm9jru7u7KSlJzi0tKSkZ2SYV//Zv/8ZXvvKVpMefeuopdLrcy+jmK9eUgev8PnbExYW1O+Fct5ynDtvZDrQHC2i7cIYdO06nfR+AWp2Mnz32MgAuh8SOHTvSbhsMQyAo5+UjF1hpu8jOuG33tMoIhGDHjh1U2nYRlqnosqxN+14395zm1eOd2C+m/7zpxKDRsevwCb645ymWFkR4X3OKrpAzRHPXIbR+GwfHfPeNPYOY3a2cdD7C9ZKCnmEfB/e9judcYgn1IoeHoNvO3/62g4kav67q7aY9eIL2LrEPlbZz1PW38nKG42Gq2TbYzb6DJ7CdHf9v8dCOp3EEoCx6+hcPn2LZQAfPxe9/JMIb/W6ef2UPHtVo2eZNaNj73A4GDU0p3/uq3i56Ao2cO3uaHZ7RCoC+TonzDokdOy6OPLbnhIwVhRF27Eid5Vc8fJxltu6R/XqD28Ge3XsZOjI+94bW18c27zA7/vaYaASThe32bl7afxLHifGtYhc6T7LK0YtWFuYnf3mSxikyQudKfe9eipxOXot+X64AHBmU2FiSeA7sa5cx7GPk+qWOyHnyhVfQeTpRB4c5FEg8jgN+L0N2O0PeDga6YajtFCBn19HzDHgkDh3Yh+/C6Gf09EgcH5Do0bjoO/gaFzosI8+VnTnKIEZO9wdR97/M4cFkESzG6otHcGoqOB3dz0gEnF45e3e9hF4m57FnXqQhLq7swGkZi8wRduwYPV49Nhm77d2UDh1jRe8QPtt+TtoS/77e7g58QU3G63kuhOQ63EM9BPEwII9M+v1imN0X2WTvxeMJc/rISbraU7/vtoiKfS88QZmqhd8/9Sqd5ZNoBpSCQ+fkmGVeTvV52XO8lRU953ll9x5uwMOTr+zFqxo9jzeVyNAq/FP2HcRzo6Tl/EsPsVCu54knnkx4rigk8dOXhUumPNTDDlsGt1kc1+qhZQlJ+2sJyPjryza2BeWceflpuo4lu1KLh49SFpZz8PXdKGRwtlvO3/62g4qh8zT1tibc+yfCrZEw7a2tI/tm88GAU85jf9uBTIIXuiRqtBJ3Lw7jDcHOZ5/K+b2rvH4GfH1Jf/fTTz8NwPGLMsJ+D6/vP0jPOKr30xEMQzAkZzgo59jOZ+gzJY9d/R4Xgwzx+gzeT9NRYj/H0r42nlA5XTAAAKaqSURBVNuxA3MATlySc/O/P8V5x+jgoUwb4d///BK31Yh7cSQCXYNyTh3cw1BcEVyp/QAtniAvjPm7NivhCaeeoUtnch5DVNl2UeQKIAu62bFjB+EIEJHz678+QZkOyofO09ST+di7NeDlhZde5eJAFe+otrPOBC9K4j0q9bDW7mNw/y7OdYzeyApcZ1kXjPDUjh20OkEtk/P444/T1SdxqlfGjh2XuDEo48DOZxkwdub0t4zlNvcQL+w+iEsjjo0em5zWE4MUa2T86uHnaCkYva4VOk+xytbJMzt2oAi5uRV46oVdBOXJLqzXOyTsrsRxu1kp5y9PvEizRbznmTYZZk8nOxwnANBIcl46dJ53hL38LXpOZMPY3YXXFxz5nJBXzouv7sVxJsJtkpIXn3oMl6ac2kEbnqB1Wq6RAiccT/3eizq7UAftSff6eMqQ8fudg2i7D6XdptMFRpmPvoGhkTG5f0DilUsydvvOsNrWwWOP7uBzryko1Ub4wsrMK3jL2l8gLFNybMcOjg5K/OSknHc3hXjiiUtYlXIeeP4on5eU/PUvf0CiCqvMyaF2aN+xg9faZLgCyddwgDpJ4n+fG+B2Q5juPS/SdnZq741Tyc3uYV7d/Tp23Whlx1WuEJdee5G26DVYGXSyHXjyuZ2EZNndhP1ekElyXnru6YR5z61m6DraSVeK22TEJeP5PQfoOhlBLZPzxBOPJzz/dIrzQRqWeK6niyrHCU5ckCFJjIz5w3YZO/u7qRg+PrL9iXYZQ37YsaN95LFwBGTIeeDhJ1jt6aK2/ySDwSocITmvZDhXLO7zrAoO8uCrJ7kwLPHpZSF27EiuXljRdhy/wsCJMe+lcsl4ak8fmzU25B09HHHlfl5GIvCV/XL+o+JlGuxhwn4vzjN7UbjgqeNyfvCHDuqMIA/7uC3k47mH7+cNkQCDQ0MTOv/VfhndwQDt+/fQ2jb+qq4NXe30uKzs6qljQ0k4Ycw8VSw0yPjHB49RoYuw91zvyN+5OahGefoluqRS5CEfdeoIv3hqH67oXNbsvsCm4T6eyPC9tHQeQRlycTjNNu4gBMMK9u16gWNZvDM9DnFfj+1fuxPCQfmEfpdU58TlhNudW4+GeSPafvzjH+fw4cO8/PLLSc+NtehHIpGs5YJjt0m1fbb3+fznP89nPvOZkX8PDw9TXV3NTTfdhMlkSvu6y4FAIMDTTz/Ntm3bUCpHy6od3gD/ceR51t34JjjyUTpMK1ixdDHbN9VmfL+LuvOc7nVSa9WhcvrYvn1Jxu2/c3Inxc1rsex/jO3bt488/sJfjlBj1bF9QwHK776biL6Y4Nu/lPpNwiEUB1xsvulOkec0C7gV+9jx6mEKjRqO2f1suu4GCjKUtU8nsuf2gt9Kxc3bEx6XjjiRHfwNZRtWImstQBHUcc3mZaytTVwIiTz5CrqBNtZfu5XiuNKJXM7HGPJf/5CCVatZtlTsg3RGgfz5FxN+4+lGcfxjbLzuZihpyfk1sfPhVV8ljx7p4czXhLNf6ihF/uffJO5/0It0MML127aPZqQBio5vcdWqRUSa3pDyM+S//D76UAmLmxex/eq6kcdDh7u4uLuN7dtHKwX+7diL3HH9MtanaVAkXSpG/uD9I/ulOPn3XHXtdVC6NOe/GQCfA+n4Z9m+9VpRIp+JoBflAQ/X3HyXKGUaDz21KH7zP1yzqJyQVceGjdUU6FQzFmgve+U0Ur+P7du3EwpH+OeHj/GXc53809tvQBfXfX7f305SKZPYfouoznigey/1iytp9JxG6j1G5Zjj+PiB5yksKmHtgmaOdzkoLjdivnSBYUmJQh3h2jHnme50H68/cZrS6npKimpp2Tz6fm0/+x1Dg3qKFi/H2vECVRnOGfnvf02kaQONa8Q2bn+QyO7nuO3mG3modz+NSxdwy9LRhnE/PL+LbZsb2bpodHHzwgvnudDvYvv2Zcie2Q2hAPVvEO8XOx8KzEa0aCZ9/r7U+TD6PgchpZaC8gVTdz0Y7kBx6l9QaYpZvfFaIvXXpdxM0fEtNq1azA2FDXQMeti+fdnUfH6Ubxx9kUKNRO+QmuXXbEP/2++zYvFCaIMbbn5jQlzLdF4J5f0/ZIklhOQpTfqObwiEeHPrEL96tZW3bG1kScXkxjjmcwN87i9HMdXUs6aphvCa5L9MOqPg3Nnfc9P1W6iwaPj24WdZe80NlA0YkD/+t0kfB4oDIVpaWti+ZT0gGqF+Zf8zbIjew3Y/cpyrqhW886aF437vftdTHD/rHNnHsWOmXQ8fQ+eRsXbDJiL110/q74jxP2dfBnUJ61csItKS/N389viTFBYX0zyD99N0SB1lyP/065HvR7Wgi//z5yP89F2rqC3U0Tnkpd/p58c7L3DLLZuQJIkhd4DA7ud58203JZTjSycCyLypxwm72uwYnHZuvOlmXP5g1vGVbH8vXc4j1OmL2b59NQB/7tuHv7iA7VvqkS4akO94LOOxJz8UZvG6q4kcauWtb7wZlULGbzpfo6Spiu0rK5DteJYybQHN14++h9T6CvJeE9u3b+els/2UdJ1k+/arMZ0dYNdjJ9i+/WoUHd9m46olRBbePK7vGoCgF/mBAFvecPvI/ffrR17ghmtX0SpvRVdmYPuWuIiw3joUv/qe+DuHu+AwLL/mZj7yuyP8/r71CTFmJ58+g8ETYPv2xSOPPdi/n5KGIrZvqAHEPeS6TU3c0Cw++xeX9lDUaEXR7mXbjVtRqrILZPs6/oZGG2Zd9Lt/cGA/DYuK2b6uGtkpM1s2rYHylVxs+wVWecGMjhtjyF49h9R1MOleH8/CXid3/Gg3qzZfnTYb8vlTfdgv/pWq+mYqovfV9U4fv/z2iyzZ/Aa0F79L46qr4LXXQKFh+/YtGfdL/rtfEll4AzWrb+Fr334RkybMZ98qxi+v+I/x030dfK6kktIiC2sXWFnpi9AqVbJ9+3Z2PXyMRr2a7Tc2Jr3vtlAY25+O0NpZyLqmKpZunP1rSzoUxyJs3rIVikerZ+UP/gVreSVLN0X3e7gTjsAbbr0jJyPCvtZBis8e5tZbM3//8ewOHseoUbBqUQmWC4dGfrt082oA9YlevvvsWbZvv4pdDx+jMO738B/s5P7X2hPmAMeeOo3VF0w4JwF+cO4VapcuZIVKj/yJpyhSglJZnvlcsV9CcfqrnLVDS4WJ+968KeVm8oceIlKylLqrxswhj3bzwxfOU794NVL/KarHcV622dwM7n6ZwbCGoK6IqxdUcNutywiHIwwYTvFfr7bx+CeuorHEQOT059i6ohqOwQ1XrefmVeOPPDyhPEPoZAHLmutZsmH8x7L8gZ9jWriS9gsy/veN11A7jhz8XGlY7eC2H7zK/77vKm77wausv3YrRQY18kcfR3b4d9jqrqZs2MwHtjXxj385ys03XyvmSoMXUZz+KttvuYV0zirZ06+AJKPqxtR/+7k+F+oDr/Km227JOq8f9gT4r399nk3X3UiBTsWhS3Z+deEA27dfl/PfmumcuJyIVepnY16Itp/4xCd45JFH2LlzJ1VVVSOPl5WJSWV3dzfl5eUjj/f29o64b8vKyvD7/QwODia4bXt7e7nqqqtGtunp6Un63L6+viQXbzxqtRq1OnmgoVQqL+uDK56xf6tVqaTSouVkr4viTx3hob90cItGlfX7aC4388TxXooMagr06qzb1xbq6fSFWeodSth2wB1kXZ0OpV3k50meQZRhX1JHSwDcDiCC0lgMs/R7ma2lvHmJnjvvvp4P/3YfP36plf972+LsL8yF8y/Cb+6Ej78OhelddyMEvaAxIB/7XVgqwdGNLOgCjRm/PYJOneI31RdQojxDtzNAhVV8348c6uSTvzvAkS/fhFGTw3ccCSFTakZ/D70VfI6ZO5/CIfF5hsIJHRMWvbgeuAIRkSlrKATvcOL+B0QOk1JnSvwMnRWFfzj954b9BCQlKoUi4f3qS0y02zwjj3n8IbqHfSwss6T/3nQW8DlHnw/6Uap14/+bFQUgyVEGHaDMErjv7gEklKZSGG8Hc2MR+Ia5ZWkJH//dYX744nm2LCzm5+9dh3wmhNuQB9QGZEoljx24xF/2C6fT/kuOhGYMTl+IuiL9yPdaZNAw5A0i15gg4EE25vuNhILIlSqKTVoGz9noGvZxfXMJDx/qRKuUY9QmXgvLLXr6nH5kGhMEPQnnasjrwEEpTl01Rfa2pM9KwDsIxuKR17vdIsPWatBSYtIw6AklfG7nkJeaQuOYfdGyt3VQPKYrANv5pGtHJORHUmY4DnOktrYOeY8fs68Thd46ddcDUxkQAXs7Cp05/fGvtaAIOFmzwMpjR45P6fXI4w/R6/ChKfQhV+loCxawJOBG4REZn0p9wfjPl4liroJLe6CgLulvVCqVXN9SxvUtZWlePD42N5UQDEfoCxsp89mT7ztAKBLGH5FRYtBg1GmotGhpH/JTZSyCMff+cRMW7hOdVjPyPkqlaOwy6A1RYVUy4AqwsMw0oc8xmcyEA72EkCVkFsbGTL5gBAUhFCrNlI0/mstMDNt0mAPOlO8pRcLI5HNkfGoqBs+gyB6VJN60uppCo4brFhYjSRJNZSJn+xuPn+KV80Ncv6iEAY8Hg1pBgWGM2zMSBKUu5TWvpLIO9dFhPvX7vTx+ys7Fb96aeb/CfrxoKDSMXnvftamWD/92P83lZm6yZjn2IhEIB+nzSpSZNOi1YkzQUm7iTJ9bvM5QBK7+Mcd8CBTiM53+CGadGGNVFOjpdfhQKBRIGiOKkGdix4tPuOSVhkJQiNc7fSEsejXLqi0cbBvzN5lKwO9EKUUg4gOFlmM9Ho52DvPyuUFujlvUcwfCmLSJY8KGEiMXbd6RxwbdAYpN2pF/VxXo6PSIc1BJAKUyQ3OvKB6vj0LL6Plo0alw+MLi32ojyuh3EwmHUGqzzzumBb0V/M6M99+WygI21Fl56kQfH7wmtbDU5wpQpgoi1xhHjpPyAiVNJQae6ZDz5qCHjr6BkWZgg94QJcbUAnC/04fUcZbfuEPcWO3B5Qtx4EvbRq5Lq2ut/HFfB5fCVl4/cpSVy5ezqD/EX89JLBn0YnMHaSk3p/w+lUr45t3L+du/qVjuGEQ3F64t6Qj6UGr0ieePvgji7z+RACg0OS0iAHTY/dQW6sd1rJWZRcNuVzCCWZt8PU6lISypKuBcn4uIJMcXjKDXjG5zVVMJn//rMbwhRuZZfc5Awlg0xoIiA+1DPhRNFeDqRym3gynLmMpSCZEw/3ZTKbULGtJv63eB1pR0L19fX8yn/niYgNqCxjeceWw6huPdoiqvq6+PCp2KZdUFI5//lTuWcaLLydEuJy2VBcJ81Xscf0TO8vqKCZ3/9cVGbEdUyIPelGOSrIQDPHFyiEpLPQ0lpqnpNzCGpdVWLvzbdiRJYkGhjlO9bsoLDFC1Bg7/DptuAeagiqsaS3D7QxzvcbGqpkBc0yMhlGFP+r4tIR/oitL+7XZviCKDGpUqu7msUKmk2qrlTJ+HzY16JJkMhVw2od/lctfVcv3b5nQjskgkwsc//nEefPBBnnvuOerq6hKer6uro6ysLME27ff7efHFF0cE2TVr1qBUKhO26erq4ujRoyPbbNq0CbvdzmuvvTayzZ49e7Db7SPb5MmdDXVWXrtgA0sNNncoJ7GusUTP+T4ng+4AJm327RtK9Jx2KEQTmfBoGXufI9qIzHYeajeLxgkDZ1O/iWdQBHenar41U2gsKHx2tCo5H7ymjh1HupI6t0+YI3+ESBhOPpbb9gFP6u/CXA3DHeL70phFszhlikuH2kiRyj/SYRTgl68I8fzhgzmW80UbeIygMYlw+5ki1jRsgo3I9NGs1SMdce8T9Ihw+hiBaBmEYszEM0VjvQT8bjwRTVKQ+4JCHQMuv+jOihigyyRGGiOkRG0UjXxi585EG5FJUrSZUw7NBZy9ooHGRASoaKO2G+t0VFq03LW6kosDLv7z6VMj50swNI3RIn73SKOq830uFpYaeNOqSl4+k9hAye4JYNaNfo9FBhV9Dl/K4zgcjhAJh5DJFZSaNHQPe+kY9LCmtgCDWiEaPo05z6oLdNg9AbySNqkRU8TnwoOaAUW5aLyT6TritokGHFEGXQHMWiUKuUw0O3OMHq8ObwCHL0hlUiMyjWiQA6IRTIpGZJFgALly8pUDLbWVeFEhI4zWNIXdeJUaUJtFA8RMjeaiXXfXLrDSbnPTNbYr7ziJ70bfPuhGp5IjC3opLSzguE0CuRr10Hl8kmbmBFsQjXYGL05vU84oSrmMD1xdx+t9srSNyHweF15U6KOuyroiPef7neJa6bUn3PvHTVgsVKjHTD6KjaMN9nodvoSqkfGgM5gwZWie6PaHkBOe0sZgi8qN9Ae1qZtfgliUnMnjKRO6QvEbRBuNymUS1zeXJExy9WoFH95Sz3efOU0kEqHb7qXUlOL3CHjSdntfUFtDAAXHT4s8hVA4y/jK78YZUWONc+TevLScf7x5ET956by4FmQ69qINW7uGE6+Zi8pNnOiO3gO0mRuR9cY1W6ux6vAEQnQPe8V4dqLjIa8dFJqR7ykUjuAJhDColSytMHO0c8wxE7s/eAZHGnEe7xxGLpP464FLCZs6fSH0qsTjuD6uc3gkEmHQ7U8Yk1QWaLnojP7WOTZX8/q86LWjwmSpSUNv7FqqNo58N+FgEJVilib46ZrPjuG65hIeP9qNL5g61qDH7sWiCIhGjXH8482L+L9PthOWqejtbGNFlYW6Ij3HUjWTi/LooU6U3j4eb4WvPHqMhWXGhIWke9dW89Z11RwaNlAY6uPjNzSh8Q9RVFzGK2cH6LJ7KBnb/C8Oi06FpLUy0J8YyXKmx8HKrz7Fi6f7sn4f0044BGEhyCagG9OILOhJ3iYDrQMuagvHN4csMYkx1rAngCkXMwtQVaBFo5RzttfJkCcw0vAWoNKipb5Yzx/2jkYhtNvcI3nS8TSWGDjb6wBDCfiG0Xl7kOuzjKkUKtAV8pZFSjbWZ9jW7xRjwTGUmTUsKNJzckgx7kZk+1oHefuGGvQRN2ftsqQKz8UVJo53RY99czWXDjxNv7yYmsLsi0CpqC3U0e9TQGD8jciG3H66bXZeaXXwy/etnxbBNkbsvZdUmDnWGf37y0QF2KmCLRg1ClQKGXesquA3u6ONidUmcY9xZjgfszQiG3D5x9XsfUm5maPR+XAwFJkZk81lzJwWbT/2sY/x29/+lgceeACj0Uh3dzfd3d14PGLCJEkSn/rUp/jXf/1X/vrXv3L06FHe+973otPpePvb3w6A2WzmAx/4AJ/97Gd59tlnOXDgAO985ztZtmwZN954IwAtLS3cfPPN3HfffezevZvdu3dz3333cdttt6VtQpYnPevrrOw5b8MXDHGq25FTGWVtoZ5QOMLxruGcRNvmUiOHB0QjM3yjA6R+p48ioxoGzomJp7VeCLip8AyKyd80Xlizoi0QwjOwboEVm8vPgfahqXnv3hNQs0k4bnMh4Ep9sTZXi8lV3ylQm/AHw6gVKSZ+aiMFch+XBoUoGQ5HONXt4KbFpRzK9W8KB0EW9/urjWJSN5nJ+XjwDolJdCYBJwMuvxiAd9tjE4nosR8vaPndQrCVjbn8ZhNtvUM4JD3yMc3qLDoVFp2S1n7xvQ+6/dmjA9RGICJ+80hEDGZz7JabRNwxnBFX//hjEWKo9CDJ0QSHefkfr+c7b17Bd968gl/vauWuH+3ixv98kWVffop+p49Blz/7+42XoBfkYqByod/Fm1ZVsW1xaWrRNu76VVekF6JNiomcPxRGQRiZXEGlRUvnkIdLgx6qCnQsLBUdeMeeZ2adkqoCLT0+ZdLkXRHy4I6o6ZEXi/11ZujG7rGJyUoUcczE3MFq+p2joq3N5UchkzBpEyflJUb1qPioMY2ILwkEfciUEzyu4tjQUIg7It5nUV3NpN8vgVhESUbRVvx+Jo2SZZVmdp8fZ+fuOC70u9jwr8+OHKcX+l1UF+iQAh4WVpXwyrkBMJbi6zlNQDGx69CEMUcrmax1mbebIm5fXsEJu4qgM41o63PhjajQRQWGhmIDF/pcQjiLhFMfc7kSEddqtTpxvFFp0XLJJq6lfQ4fxSm6pueCpDFTrQvyappjxRMIIY+Mud9NkjW1BVx0KYmkEY2kSAjZXBFt1SZxr3XbMm72zo21dA55ePZELz3DXkpTiUdBb9qJ5pJKC93hAmoVQ6gUMs73ZREIAy4cYRXWMRPTN6+tYn/bEH0hrTj2/GnE05C4dv7jw6dYs2BUYGgpM3IyJi7orOAec6+PWzjtGPJQERV8tSo5TSVGDl+yi4oxf24CZxLe4YTFaKdPLFoYNAqWVJi4NOhJ7DSuUIntXb3CQafSc6bXyb1rq3n+ZF/Cti5fEIMm8f6wuMLEsc5hIpEIw9FmTQVxom1VgY5L9iAhSZnz3+T1+THoRn/nCrOGjqG4sVb0nhgJB2bPlZWjaHvHygrc/hDv+8XelOPjLrsXk9wHqkThbWtLKf/npkX0UYCtu5WmUgPLKs2jRoEUdPbbMEke3rl1HXsvDtJUkihoyWQSG+sLaQ9b2WB1izGMx0ZVeSUvnennVLeDpRWZjQwmawmuwcQxx5EOO0PuAN9/9kyWb2MGiBknxi7uaK2J4+505pU0tNrcLCga33261KSm2+5l2BvMab4LQu9YVWNh17l+zvQ4aRzzG/7bXcv4z6dPj4xJ2wfdVFuTr4mLK0wc7xwGrZWIJKcq2Iq1pDxpuyQMZeBIrkhOwDecuqoVuKG5hL3dodzmCnHsOtfPtU1F1JsiONEmNdyLXWcAKFlE9cDLqAprJyyYLijS0+dXEPSO/zr7h73tDNgdfHBL87iPiYmypDL6ewJUb4D7nqc7YsUYHdfcu7aap4/3iMVKSQJjKTgz/I4Bd8bjv9/po3AcY6KllSaORvcvGI4kmY7yjI85Ldr+6Ec/wm63c91111FeXj7yvz/84Q8j23zuc5/jU5/6FB/96EdZu3YtHR0dPPXUUxiNxpFtvvvd73LnnXdy7733snnzZnQ6HY8++ihy+ejg9f7772fZsmXcdNNN3HTTTSxfvpzf/OY3M/r3Xi5sqC/kYPsQh9qFgzSXVUilXEZtoY6zvc4E0SMdzWUmDvX4iciUIzfccDiCzeUXk6yhNiioFZPPwQup3yQm2s4mWosQCgGNUs4nbmjkY/fvp9fhzfiyrITDQmRdejf0ncztNXFuwgQUKjBVQdchwmozvmAYnSq1aGuSeWi3iUWV9kE3/lCYGxeXcqE/x1XLUADkcYN/tQmITHyiMl68djHonuAN3xMVbWNOLZQasWofP4gPuJMG4kBm0TYSAa8dB/qUN736Ij1nesWExebyJ0yOUqKKDqx8jhFnUEyUHDfZxOYYrj4wTFC0jTl6vUNIkoQkSaxdYOV9V9dxoG2ISosWTyDEum88w6qvPY3DO8WdRkOBkcH+hX4XdUU6rmoo5EyvY8Tpc6zTzuutgwnOiYWlRk73OlJO5Dz+EHJCyBUqKiwavIEwZ3qdVBVoWVgqfp94N0yMJRUm2r3qpMGvKuzBjRqbTw6GUhhqTfO3BMW+aBNFW0vUWVZsTHTaxo6nsYPgGquOYW9QbKs2pZ6ohgPI0zjgxoNRo0SKOqcW101x/nhMyFBlcGbEXac3NhTy6rmJi7ZtUUHwpbNicvX08R4215shHOD6ZTU8dLCTE04d/t4zSGpjpreaepq2if/OgNMWoKZQR1hrZXigK+Xzfq+HkGx0AaquSC/uJWojSPKR32RChKOi7ZgyWOEQdBGJROhzTtxpi9pEucbPrrOpBWm3P4QsEphYhUMa1i2w0hfUMDyYxkkTCU2ps3dSSFL03pFZtNWpFHx4SwOf/P0B/uuZM6knw0FvWndcU4mRfnkRt9SGWVZp5tClLIKa343Nr6DCnCh4FBnUrKkt4F+fbhdZl+nEh4C4H4QVGj563WgGaEu5CZvLLxa1Uzltg/6Re0zH4KhoC7Csysz+1sGo03aiou1QStFWp5RToFdRadEKYTgeYzk4ukdE2wGXn/V1BSyuMPG3I10J72VQJ96rFpebsHsCdNq92Fx+lHIJY1wOcY1VR6vNTVCuEe+fbfcDIcKhQILTtiK62AkkOG0JBVCqc3dLTinq3ETbIoOaX79/PTVWHff++NWE6guATrsHI+6UVV/3rqumM2iire0iyyrNLK+ysL8tcQx2rs/Jr3ZdJBSO4OjrICzJ2bpG9GlI1etgQ72VgrI6Fumi36FnkMYFNTxzogejRplSAIynuLSCoCvxvtg64ObGllKOdNg52T2JBbapIBj9flM6beP2O4vTMJ5IJMK+1kFaysd3n64rMtA64GbQ5cekyf16fPPSMn6zu5WOIQ/NpYmfuabWygeuruO3u1tx+oL0DPuoLkieZyypMHGy20EgAh5NCctkF1Ebi5K2S8JYBo7U9+kRfM6oISSZG1pKeOlSiMg4nLbeQIjTPU5W1xawuVrFmzYuSjKjLC43caJzmHA4Qpe6HjlhzGUTX3QuMaoJyrU4HNnP4bF0D3sp0cloqZrgPGcCCKdtdF8lCSpXM+T2Y9ErR54HRoVdQyk4k5uUjpDl+O93jtNpW2nmWMxpG847bSfLnBZtI5FIyv+9973vHdlGkiS+/OUv09XVhdfr5cUXX2Tp0sRmOhqNhu9///sMDAzgdrt59NFHqa6uTtjGarXy29/+luHhYYaHh/ntb3+LxWKZgb/y8mNBoY4ig4r/ef4sK6otOa94xVYOc7mJLa00MeQJElKbRwbPg24/oXBETLLcA8LVV1AHtrks2iYKXh+7vpElFWZ++HxuHSf3tw2mjlPw2ITQ2XyLiDZIUbqchN+VXriwLoCug/iV4oacUlhXmzDg4VyvmFSc73NRW6inudTI+ZxFW3+ieBgbAEzGUTUevPaRUvyJ4PYHkaQ4py0kC3bpVvIziZ9BL4T8ONAjT3E+La4wcSLq4hl0+xNKO1MiV4h98DnFdw4TFw/GI9pO1GkLo2WpcXxqaxMnvnozv3r/et6+oYZIBAp0Sl46k1oomTAh38hxGXPDWnQqllWaeTkqysRK0xbFDeAbSw202zx45PqEigAAdyCEUgohVygSmplVFmj5p1ta+PLti1NGXCytMHPOoUz6zlVhL2G5iE/AUisWrlIRE7rinbYuP9boZ5WZNXTGHb9D7kDK48moUYqyzE57WqetFPIhKadm8my85V9wb/h71FPtoIpdYzK5a+KOvasainj5TD/hbGXWaWiPirb7LtqIRCI8c6KH2xdbAGiuKuXFf7gOfWEVLcpe1PqJxbRMGGs9fO4CNM9cM5nKymr8w6lFxoDXTTCug3d9sV7cS8YTy5KOaDyCZszxVF9s4Hy/i2FvEH8wPHHRVmPGKvew54ItZXSL2x9CHg5MfLEs1Ucq5RgtRdgGUn+f4VAIhXKOiLYgIhJc2RdA3rmxltuWl9Nl9/LODSma2gbSi7YqhYyVSxbztkUKVlRZOHxpKPOHBVz0eeVUFiRPXL/31lU8cqSHsNqcfsEg6CGMxHfeui5hnKRXK1heZRYLPmNLsiHhHtNp91BpGf17bltezoMHOgipJuG09Q0nlC67fEEMasWICLKhzppcQRATajyDoLVid4tKkrvXVPGn10cjEgbd/qQxoUYpp6XcyJ7zA7QORKsJ4sYuC0sNtNnE+S3l8Df1OXwoCaHTjBFtY1E1asPIPUgW8qOaLdE2R6ctiAXSb969nE0Nhfy/F0fH/KFwhMPtdsySO2W5uUmjJKAroUQaYnGFiS0Li3n13MCIaQDgM388xL88cozHDnfiHuwioCmkokDPxW/eyr3rqpPes9ys5V1v2IzS2SkWqT1DNEWrWppLjVnncdWVlSh9QyMxXSCiA5ZXmbl1WTkP7u/I6TuZNtI5bfXFYmwaYxyi7dGOYYbcATY35iB6xlFdoAVJLPTn1OsjyptWVTLkDlBm0qR0O755TTUvnu7j3T/bw8pqS8p7V12hHoNawcH2IS4p61DjT1jAT4upXDRpy4TPkXYOuW6BFVtYR8QzlDm6Kw6by48kQaFejTLgorykJGmbhaVGvMEQ7YNufnZR/A7KguTjO1ckScJaUIB9aGjcr+11+FBJAWF0miGWVJi4OOBOMKrYXKNzQLlMSry2G0ozV+FlcZqP22lbYY6OpwKEwmGU8jktO8558t9enilHkiTeur6Gnaf7WFGV+6QzJtpasglOCPfFtQuLsWMYmbj1OX0Y1ArhTnMPiAmBpRrsl1K/yVwRbf3OEbejJEl89qaF/GFv+4gIl45uu5e7friLo6myrNwDIgvLXAW6Iug/nX1fAq70JcLlK8DRhVduQK2QpXQAojaii7g51mknFI7QFs1UaigxYPcERmITMhKX6waI/D2VceZybT1DE86zBRGPUF+kF/lzMTRjJngB1/hF2+gkYCisQ6VIvmwvLjdzoivmtA1QoM9hIBiLnhgRbSc40NBYZka01VqS3E0ymYQ26vr+xp1L2fOFrbx5bTUvnMowKJkIQR8o1HgDIeyeAGXRjs/r66wjDpd9rYP8z9tXUR7n0Co2qLHolFx0KsTCSVzMh8cfQiMLI0XF8ph7XadSYNYqee/mupQRF0srzZwYkiWJBuqIF4PJJJyvBbUimzQVbpuI54ibmAy6A1ii8Qg1Vh1tA66RxSCbyz/y3FiWVJg4csmeNtNWCgeQT9EAVrH2vehu+eqUvFcC274Ct3w780RNM7o4uKm+EHcgxL62iQmG7TY3kiTKKnuGfdg9ARYVRr9fpY7aQj01NXU0K7pRaLNHC005OuuMRgYtrFuAzGsbOd6Odw5zukdcy4I+NyH5qPhSV6SnzeYmEArnvliUjog4FzXqxOOzsdjA6W4HXXYPepUcg3qCIqfGhCbkRK2Qsa81eT+9gRBSJDiloi1AeWkpTnuyEBoORwiFgihnK+szFfpiUX6fBY1SzrfvWcHpr9/C4lRxW0GPqGpJg2Qsh+EuVtVYePlsf0Ku7ZkeBxf7XRzrtIvvyOei3y9PyvAGsaC1qtqCS2YAz1BKMT7s9+CNqGgsTXacXd1UzAun+0adtvHiRfQeEwyFudjvprZwdCx2bVMxKrmMC8PS5DJt48Y2Dm8QfZw7dnNjETvPjBH7YyXRbiE0D3n8mLUq3riiglPdjhEBPLaQOZabFpfxxNFuzve5qC9OHFuWmTToVAo8JOezp6LX4UOviCCLO36rC3QMuQNioVJtHHEhy8J+lOrchLcpR2MWAnwg92q5/3vbYh7c38F3nhK5y7GxvybsSjseXdmykPtW6TFqlDQU6ykza9h1TiwgH+2wc6bHwSdvaOQv+zsIDvcIsSYb5iqwtwujhyRDY6nka3cu5Tv3rsj60vKyCooVbrb954t8+ZFjhMIRLgy4qS3UcUNLCTtnO9c26BVRNGPjYYxjyv4D7pxF28ePdrG1pSR1XFwGFHIZ9UV69l4cTIqdyoROpWDPF7bywj9cl/L5mkId333LSuQyiX+/Z3lKoV0mk7imqYhnT/TS6o2esyUt2T/cWg+2LGaiNJm2IKpp37d1FbJIkOcPpzFSjcHmEotBcln0upfCxatSyGgqMXKsc5hne3TsvmMnXPXJnN4/HWXFxbgd4x9b9A57UU7DPT0TRQY1ZSaNGIdHGVttubG+MFG0dWRy2mY+/gecPorGIdoWG9XUFel5789fw+EN5p22kyQv2uaZFt67eQEAq2tyF0XftXEBP3j76qTMmnTcd009bW41Xoe4GPU74mz7MdHWVCUGIKmYC6JtzNUZJ0a1lJu4aUkpjx/JXIoSC/d+6vjoBfhk97B43NUv/n4QAk66Uul4/GnERICGGwDoK7smfXyF2ogi6CQYjnCuzzkShG9QK7iqoZAnjma4UcQI+vjd/h5OdcdNTNTG3JzCU4HXDlqRGzWRxlZuf4jGEsNoyR6kcdqmuClmE22VetxhWWrRNhrGH4lEoq7JHG6q0eZKkxZtx+W0HZ8jIYGx4vcYJEmi1KRhQ52VvRfF/nQOeXjz/9s1qQxSYMQB3m33opRLI6vYSyvNHO0Yxubyc7LbkVR2KEkSC0uMnBqSI2I+Ro9rjz+EVh4eybR87BNX8403JVaJpGJJpYlTdjnhMd+5OuKlqKBANMmyZDjnx+TZwmgOMgjR1uUPYYtmrg66R124Y1m3wMprF22jTtsxDgpZyI88xy7Ms0bFKtjwd5mFyrh4BJVCxq3LynnowMScQ202N1c3FtE24OZk9zALCvVoJb8o94+53S3VQsxKMwG6nFi+sAFL2M7JrmEGXX62f+8lPvX7g4AQbcNxDsoKsxaLVsneC7bR69cEiUQXSseKtiuqzfQ7few5b6NqjDtwXGjMSN5hti8r56EUjTjd/iCy8Jg4oCmgrrKCoHsoqeGWyx9EThjVXHLaZnP9jCHVvQ+ICp4ZnJWmShju4KYlpfgCYb795EnWfeMZ3vDdnWz77k6u/84L3Pq9l3nqeDd+txMvmtTZucDb1tdwyaPGPthH4z8/zpmeRBHVPuzAizKl6LutpZSdp/rwqyzinhIfCxC9xzx7shdJIqH8WSaTePPaKg71hiYh2g6L63SUmNN2ZN+WlHKu1zUyrgRGnbbR8WQss92sVfLOjTX8vxfPMewVommqUuxblpbx4uk+jnbaqS9OdOBJkkRzqQEXucUj9Dm86BQkxHuYdUrKzRqRFRwXjyAP+1HPmtM2+h2PozqsodjAgx+9igf2tLH9v1/i/j2trF1QgOS1J/xm8agsFZTJxG8lSaKJ3zMnejnX5+RbT5zkjSsquGlJGTtP91EYsaMyJbsUk7DWi3Opbbc4Z+QK3rWxNiGqIx2SzkqB5OQ7b17JzjN9fO2x45zsGmZJhZnNDUWc6nEwEJeVP+Oku0YYysS4LHYMpoha6Rjy4A0kN4x74VQfN7bkIIan4OalZdhcfgpzGavHoVHKU5tm4t73Tx++iqYUi0Yx3rJOnLs/cFyLZ+1HoDiH3j2FTdCfIZs4FBDfXZpMW4C7r1pMBIlvP/Rqyu9zLAlVg77htNELSytN7G8dpHXARU3dwrTnTK4sbajB7xrkpy+dp9/p44mjWWIhovQ6fCgj/hkVbSH6m+8bNafFO21BiLavxSp+Jum0HRhnPALA9mVl7G8b4qEDHSNNZfNMjLxom2daMGmUnP3GLVy/KIeBQpQys4Zbl5fnvBKzvs6KT2ni+HkhTlwYcFEd65YZE23NlWDvSF2O4RkUk/HZRKkRrrcxAsyqakvW7LVjncNUmDX87OULnIgKdh/45evc9v2XOXDyDMQ6gpqrYag943sBhHxO3v7ro7j9weQn67bAu/5Kh2VdRtFW8jm5qr6AF0710mZzj/we25eV89jh7De+UNDPL/d08OO4UrG0TY6mA+8QfqWRt/9kDztyEZnH4PYHWVph5mL/qFMxSbRNlx2cTbTVmKNN4JIv282lRobcfnqGfdjcfqy5OG21BUKICvlFRt9ExYOcG5FNfTxCKtbWWmmzuTnf5+S3u1vZe3GQX7yS28p+WqIuqC67aIQTc8Aur7JwvGuY/3jqFC3lxpQdlptKDZwYCAFSwuKDJyCctjGhrr7YwDtSlf6OocSoQW0oFGVmMcJhtPgoKy6ic8grJl8DaVwR7mTRNr4ru16toMigptUW19gujWi7sb6Q1y8O4pUbRLl5wJPwvCwSRDEFjchmnTHn8J2rKnnscFdCOWquxETb8/0uXjnbz9JKc/JAOdoFmNIlk93zOY/GXIxKCvLm7z3Flx89hlIucbbXidMXxO91I49zUMpkEvesreJzfzmMT2WelNM2EBT3Oe0Y0VanEmXsf9jbnrJEPmeiOc93rargscOd+MZMUr3+AFIkPOUTvKqKcoy4ODimuZHDK0TbOeW0NZSMS7RNSyBLx3dTOTi6UCvkfHrbQn784nm2LS7l3nXVPPrxqznx1Zv5xA2NPHSgE69zEI3BknYc+qZVlXjkRn70+D6ApCzRoWE7fkmdUlhZWmlCp5bzWlf0fhCfaxvyY/PB3/1mH9uXlidVWVzXXMKRAYikWMAecPr4zB8PJpSmJzHGaescI9qaNEruXFXBNx8/iS8YPVZNlaJSzT1AUGPFGwiPVF3cu7aaZ0/0cqrbgVGjwJyiGqOp1EhlgZYH93ekNGOsqbUwFNLk5LTtGfahU4STMpkXlRmFMzVetI0E0GhmyWmrUIsxfY4RCTEaig08+elrqbZq+d1r7aytLUj6zRIwlCQ0FBJj7E7u+dEuZJLEZ25aSEu5EK+MEQfSmHt+2n0vaoJTj4uFw/GgK0QKerm6RsPP37OOvx7oQCGTqC/SU6BXUVeo51C2aJLpJOhNjkYAMX6VKUa/yxSNmDZ/8zk+8tt9I//uHPKwr9VG64CLptIMWfgZ+PCWBv77rSt5+4YpbqyaA5saCvnczc3cfPNtaG/7Zm4vKmwUY8p00Qax8WimeDmZHDQmKrV+nj6epakZiRVgmaIXllaaeehgJ1qlnHLz5BdrSktKqdMH+P5zZ1n79Wf48G/3j8RaZaJ32IcsEkx9nE0j79pUy9+OdI30ohh0+xMaabaUm5AkON41nHTdSCKL07Z/nE5bgM9ua+Z9mxfw/Km+pCzmPOMjL9rmmTYUM5BdUlZaxu5j5+gY8nCswy4mwH63uPDoCsWgM+BK7dCbC05bSHBxxVhZU8DB9iFRBpqGS4Nu3ry2mvuuqefjD+zn8CU7Ay4fX7y1hVeOnCaii7oaLdWi5CkLEZ8TW0CVkFXW7/SJzrYyOTTcMOK0SInaCES4fbGFX75ykT0XbCPxGG9YUsbB9iH+z58OZd6HoA8/Sk7Fu1fSNTmaDrx2evzipr9nAu5Mty9ES7kJdyA02owsyWkrbor+4JjfNpNo6xkCrQVfMJTSbaRVyUfyRW3OUddkRmKfF5pkrmJM/M2Gqw/0uS/iJH+OJSdx2KxTcu/aar77zBmePNbNp25sYufp/oznUlaisR09w17KTInl2p/ZtpA/7m3nw1saUr50eZWZ/e1Rx0zcceAJhFDLkiehuVBXXYU85BsVSYPivxXFhcJpW7wofQNCjy0pw0xEmYwuJDQU6zkbzaa2uQIUpIlHWFhqoMKiYcfpqEtlzOKKIuxHoZolx9NUMsbVuba2gAqLlv95fnxdsSORCG0DbjY1FLKiysxPXrrA9qVlyQPlsuXiv6WLJ7/vcx2NhYgkp0By8PDBTu5dW02VVcvLZ/oI+Nwo1IkT6M9ua6bCrOWiUzmpRmRenxC4tKrkY3v7snKOdw2PxKBMCI0ZIiFWlqkoNWn4475RZ3Y4HMHni5ZPy6ZWRJXrCihRevnVrosJjzt9QTTyCNLY8uDZxFCSUzxCVoLejPEIwmkr3M73rKli9+e38o07l/KBq+tYVmVGo5Rzz5oqnjvZi9/RR0Fx+m7qMplESUkpYc8gZq2SA21DCc87nA4CUupJrSRJ3NhSyjOn+sX9LD7XNujnRK+PT9zQyLfuWZ702mWVZoYx4rEnl5n/eOd5HtzfkTKGY4QxmbZOXxDDmP4R79tcx65z/fzbjui9I9bI1z2AW2kBRvsZNJUaaSk38dH79ye5aOP5wi0t1BXpuXlpWdJz6xYU0B00IOVwXx90+xMWOWO0lIvGSqhHF/cVkQBqTfYGyNOGZmJj1iKDmv96yyrev7mONy4uEAuh6UQwQ1mC+LJuQQHFBjWD7gA/e89aSowa5DKJ335gA29q0eWWWwpiofDEI8LsMR60BeJa5uxhQZGeH79rDfddWz+y+LCy2sLBMefKjJLOaSuTRUvGY6KtN+FeHDNfPH9q9Lz7/INHuPtHr+Lyh1I6zHNBo5Rzx8rKjK7Z6eSj1zWmHbOmpDDaVLHnWOrnvUPi+83Sw0DSFnBjrZLnTma/7sf3WiDgSRvfd31zCf1OH0sqzROvjIlHY8Esufn2PcspN2vYsrA4a2WVPxjGEwghC4+J+JsBGooNrKkp4NFDnUQikSSnrVwmsb4uGpFgLMsi2mbOdB5w+ikcp9NWJpO4Zam4p+bSmD5PevKibZ55TW1VJcutYT7wy73svWhjaYU56l6IdibWmMRgzp7igjtnRNtksW551JVw2/de5gfPn+VAivzEQbcQUz65tQmDWsHbf7Kba5qKedv6GsLOfgYj0RUtc012p20kgizgxoWa56N5oJFIhKu/9Rx3/OCVkX/bPYG0+Zax0pU3tRi4fWUF1VYta2rF92vVq/j5e9fyt8NdGctiZOEAy2qKOdntGN1OY5rBTNtBuv1qtEo5RzqSB91OX5BeR/qsMrc/hNWgosKs5Vxf1D2SlGnrxh5UsvCLjyc2LNNZxUA/nOL78YhyYH8wjCrNYsiKKguH2oeiTttxiLZB3+RF21wcb87JOm0zxyPE8+Et9Tx5tJtzfS7etbEWlULGsc5JuLWDPpArOd/vosaaOOj48JYGTn39Fm5bXpHypZsbizjQNhRtXhMn2vqDqGWhCTWAW7SgMvomQwBEoqV9teVF9Dv9eC0NotrAlaIhW6wKIUpMSIz/uxaVGTkZzUgecqdfBJAkiXvXVvPYsf6ouyjxO5ZFAijnejxCLoxZeJEkie+8eQX/u/M8rQM5NlkE7J4ADl+QuiI9f/nIVfzwHau5cXFp8kBZXwQ3fR2a3jCVf8XcRJKQdIU8dd9i/n5rE5+4oYltLaU8fbyXkN+Dcoxoq1LIeNemWk4MySfltPX5fQQjMjSq5EWTe9ZU0VJuYkNdjkJHKqICmeQb5qtvXMJ3nj5DX3SNxe4JoIhEK1om2gAyHRozhoiLJ451czGuAajDG0QtJznTcTbRT5HTNugV1590GMvFRDUkvvMysyZpcl9bqOe25eUovDYqKjMLViUlpZglF9+6exl/O9KV0ATG6XQk5DCP5cbFpTx9vEcsqsddn23DDi45Qty7NvVny2US1ZUVBFy2pOdi2bKH2zMIhWOdtt4g+jHH/sJSI3/+yFX8ed8l4bYtqBPZ6K4+XHIzepU8oZHMV+9Ywvo6K9++O1lkjv97n/8/16VsQLOmxkJXyIhrKLvrzu0PoZSFkxY5WsqjTVijC2uBUBgVAbTaWXLawriakY1Fq5LzpdsXU62LHlNpSsIxJmZTSpLEk5++ln1fvDHBMHN1UxFNhkDuc52mN4i87/ot49txSUoQhDbWF/KpGxeOPL2yxsKBMe7/GSXoSe+AjHcfjrkX98VFOsQqa8JxbtMrptxboYK6a+Hs06mfz7WJs66ItSVhXjzdlxThM5ZBt3+0x00wfTVFtVXHt+9ZznfenD17OSei5+8bFpfy6ue3sn1Z2ci8OB1OXxCIjMwVZppti0t56ng3jxzqJBCKJDhtATbWW0UTzKxO2/TxCN5ACIcvOG6nLYhFpRtbSrhhHNXXeZLJi7Z55jWSvoiryiMUGlQ4vEG2NBcLUUJbMDo5MVWk7no5V0TbFNl8MpnEt+5eRrFRzQ+eP8u/P3kq6WVD0bJluUzi89tbcPlDvGFJGXq1gg2lEXZ1R0SH81yctiE/skgQo9HM6xcHCYbCnOtz4Q0Id+I//vkwdZ/fQe+wD1M6p61MDmoTktfO529p4dGPX50wMbq+uQSTViGcuyn3IYiMMEtritGr5CNOv5GGWTOB28ZgxMTaBQWc63WORhxE+e7Tp1n/jWeFmzEFLn8IvUrBgiIdbQPRchptQaKjJuCmzyuOzYSy/dixmMp1MngRChbgC4ZRp1mZXxvNFx10pS9nT2DEaeuf3CAjVRf3fb+C1l2j/w6Hwd0/yUxbS84TodpCPVc3FVFbqKPQoGZNbQH7M7mQshES8QgnuoZHSg7jyRTpUlWgo6pAi0vSJRzHo07b8X/3q+tKcaIl7BZ/k9/tIBiRUV1kwaBWcMEhE06Z3hPJL3b2JjQliQmJ1dbRiUpzmYlTPWJfba7Mzu3rmkt49dwAkRQN6RSRAMrLwWmrtYjcu9BodMziChPXNhXnFPsSo3XAjVWvwqhRopDL2L6sXIgZqdwNV30CVFeIK0FfhDZo59PbFlJm1gih51QvQZ8blTbZXXNdczHtXjWOwYk3t/H6A4SRpTx3LToVj//9NdyxsnLC749cIco5vXauaizirtWV/O9JsRg44PJjUEbvLVOdf6cxIwt6uHNZcUJHeoc3gFoemZCzf9oYZ6ZtWgJZnLbGMlHWm2myCnzl9kVYJRdvWJc5lkRlqeRja/S8YUkZ9UX6hMxit8uZkMM8lqsaChlw+fCqC0e61rfb3Dyy7wILKwpHI75S0FhbjcI3lPBYOBzhWMcwd66s4FhnJtF2OEG0daVw2oKI5jJpFOw5bwNLjXB7dh7AhjlpXLG8ysIP3r6a5rKJlbwaNUqCSiODfdmvoU5fECWhpOO3pdzIqR4HIa0V3AO4fEFUBNBoZ9NpO3HRdgTfsGgmnG5sZqoUi/lxecBKuSx1Z3fPYFIkUlpabheNnJbcNf59jmUgp2BltTAVhLMIddOG35X+fhrvWh5T9XKu10WlRYtWKR9pptw64MZ4pYi18Sy+Aw7cn9BQd4Rcmzjri6nTugmFI1njMhKdtt6MDtB711ZnvHaOC405Gvclfu8tC0s4dMnOkNuf9iUOb0A0FiYy4/EIALcsK2P3eRt///uDvGtjLSZN4nVjY30hey8OEtaViMXCUIoYxEgkevynvn8NuPxIErlVco5BkiR++p51Gasy8mQnL9rmmd/oS5C5+vjJu9fy4EevEhldY5xkojTuUvJrU2Q7zgppnIo3Ly3ntx/cwCMf38z+tsHRnLEo8auQG+sL2fvPN3LXKjHJXFMmp8urZsfRrtFM23RZRDAy8FvdWIUsmn2z61w/1zQVsaBQxx9eF6Lv7/e2JzkNE9CJgTOQ5GSRJInmMhMXOzrh6F+S9yckVrRLCkwsKheNtYC0nemnBfcAtoiR5VVm3IEQPcOJjRNao0Jsqk64kYjItNWp5FQX6GiPDvDQFY18JwD43XR7ZCypMPHksbjcXKVWrCSnco/ZzoO1LqPTdt0CEanRM+xNKI1JS+y4yxI8n/P7xAj64NFPwi9uGR3ceYfEIGgyTtsc4xFifGbbQj56nSj/Wlhq5Exv9ty8tAT9hGQqjnXYU4q22djcWMRAMDHnzu0PoZbCE8oSXlRuZDii51K3mCD5PA7cqNGpFSwsNXC6x5E+IsHZA4bR3+FUt4NSkxpj3CBvUblxpBngkDuQ0bm9sNSARinDqyoQwnwcikgQ5Ww1hJlKYg6SMRPxN66s4NFDKRYE03C+30l9UYoSvywlaZc9+qIEQW11TQESoqmTVpf8fRk1SgoKSxjon7jg5/X7CEnT7DrVmEfuXZ+7qYlFlggfuf8gPcNeSnTR6/hUu3KiDt+PbiziwQMddESbYjp9UaftdP/N48FQnFVIzYkMLixAfMeG0tSL93EYIy4kwqiMWe5TFjGmkiSJt6yr4f7drbh8QULhCL2D9oz7olbIWVhqZFCyjERD/PCFs9QXKFlVl7mpUW1VFfqIK2HCfaZXNH+9aUkZbZlyF7Nk2saQJIkbWkpE+bJCJQStkJ+zUt2ES8EzodQa8dizn8fumGg75n65oFBPJAKdAT24B3D6gqgIop2tTFuYGtE2W88NfTGojGJsmPW9bLkbVFQ6uOlrWcvcUxIfMzCGRWUmQuHI6Lh+pvG702aiYiwdvQ6Nce13DHmoLNBSbdXSPijExkuDbv72yWs4+KVtM7Djc4ild4kx3qXXkp/zDuXWI0ZfhNw9wObGQuH8zIDNHRACYTgcNU7M0Fgydp2MzjfKzBqaSgzsPJOici2KwxukIKbVznAjMoBys5bdn9/K0a+8ga/dmdzQuLnMiD8U5qJPD0RSxxIFvcJlr0q9CDfg9GHVqXLuO5Rn6smLtnnmN4YScPWhUymoig0oXWNE21gzsrHMFadtikzbeBqKDRjUCg6PaUw25E7Mmiw2qkfyoxRBN0sWVPDnfZfEBMPvSPqMXef6+dnLUaen30UYiUKLmfV1ooziaIedZZVmlldZAOFu6nf62FRfSFq01kRX6RiaSgwUHv8N/Pn9cOTPiU+GxCpmqdXE4ljJG8xsIzLPIH0hHcUGNVUFWs73JQp9Z3sdrKy2sPt88t8YCEM4Isqlqq062m1RN64+sQySgIcBv5x3bKjl4oA7cfU2XdSA7TxY60UjMmXqy3ZDsQGVXMawN5hjPIJFfNZkG/KN3ef2PUKoVmhgIJr56eoXwnCGzrJZ0VjGlWG5tNLMW9aJJg8LSw1JXb5zJRyOMDDs5L2/PoROrWB1rWXc77FtcSkXXQqC7qGRxzz+ECpZaEJOW6Vchk9pou2SuK75PU48qNEo5DSXRQXX4uYMou2oOHCkwz5yjsdYWGqk3+mnzyEa22VybkuSxKIyE0Myc1Icg5IAqsvBaavUit9pzPF3Y0spHYMeXs4wmI/nXK+LhlROg8kunMx3jOUJk325TGJjQyFq/Bj1qa8ZdVVVuFLke+aK1yecttNKXB67RinnrgVhFHKJhw50UKiNTnym2vmq1IBCwwJ9kG0tpfxkpxB1HN4gKhkiw3GuYCgV51Rwkl3l0+VVxmMqB0eWBRZ39D6VzeFurgZ7GwB3ra5k0O1nyb88ybbvvsj5rn6KCywZX76w1EhPyDjiMt5z3kaDVZnVoVVfI6IT+qOLFftabXzvuTNsqLfSUGyg3eZOqg4awZfotB32BlKKtgBbF5Xy7Mke8V4mEftzxqXJvGA/QfQ6oxizZ8HlD6Eg+X6pkMtoLjNy2qEEjw2n149KCiApZl44GWEq+jA4e8T8Jh2SBIUNojnUwDn4xXboTZNj707OsZ8WMjhtVQoZ2xaXjqsyZUoJuNLfY+PFZu9wQiRF15CHCrOG6gJRPTfk9hOOiPmWZQKOw3mNQg3N2+HEo8nPeQZzi0fQF4G7n9U1BUl54GMR0VxKISbCzC1sR6tG48/h65pLeCFDRILDG6RAE732zoLTFoS4nO6arpTLaC41cqzHKxbi7CmMbLEYwjTztAGnf0LRCHmmjjk0esuTZwKkykRLctpWwfAY0TYcjq4MzgHRVmdNnT0ZRZIkNtQXsjtuVTISiTDkCWDRphk0+JwsqChh7wUbAaUR1OaEXNtIJMLH7t/P1x47zsMHO8DvwidpKDJpuW15BT956QLPnexjSYWZD11bz4oqM9++Zznv3lTLyhpLhr+lMNFVOoaFpQZq+18Uk/RzzyY+GRTipdVooKXcOCraqs0z6LS10RvUY9IqqbHGuWUBXzBEm83NOzfWsvv8QNLkyB81lepUcqoKtHFO28JEB2LAhS2goK5Ij1WvGnHvAlEBdIwgHInAwFmw1otGZGmctjKZNOICzSkeQRctz5zs4oW2QAyq/NG/o/ckVK6ByrVCwIVoE7JJRCOAmHCOw2kbT1OJKKGcSGneqR4HPp+HRZWF/OK969ClyMDMxrVNxXjlBs60jV6HvIEQKmlimbYAksZCT69wavvdDjxokMkkFpYahdO2pAX6kmNVxsYjHGwfGsnQjmFQK6ix6jjZPSziNtLlWEdpKTfRGzKkdNqqZtPxNFVIUvQ8Tjw39WoFn9q2kC8/eiynRnfn+pzUF6dy2mbu2HvZk2Ky/5EtDTRaFSwoS71IuKRpAUrvIJ1DqaNqsuHzeQlJ01ziqjEnLDhKEtyytIw/7btEoVYmHDlT0Tgl1ed67Xx4SwP372nlZy9fwObyo5FH5pbTVlcESCMxARMmF6e6qRKGswhGY8eO6bBUC9duOIRGKef+D27ki7e2sHVRCfcsL8JoyLw4uajMyEWvAVx9tA24Od/volAdyrpwYzAY8aHi4qVLBENh3vvzvTx1rJv3rS+nfv+/ovHbGHClKeH12gmpjPxl3yV6HV7O9jrTlqpuaiikc8hLl90Ld/8U3nK/aFY5DU1kLEYj+tAQ/c7Mwr3LF0Se5n65qMzIEZsCImG8Qz3Iicx4M6AEpsJp6+zN3ri1sEEsjD//DWh9BXZ9L/V2M2VQydLk6PYVFSPNkmacjPEIpeCMVr2NcYx22r2UW7TCiDHoYcDlR6+So1XNoevoTNK4FS6+lPy4156j07YYXH2iMV37YMZjwRaLeouJtjPltIWkc/i65mJ2ZsjhdXgDFMSmXbPgtM2F5VVm0azSUgNDbckb+Bxi3xXq5EbZiHzn8TYhyzO15EXbPPMbQ7EQCuKbN7kHQD/WaTtmVck3LMoA5oJoayjN2kF5Y30huy+MiqHDXlGKZ9GnEVP8LsqKi1ApZKKhlqUmIde2z+ljyBPg+29bxT//9SiOYRseSUuBTskdKytYUWWm3+njqoZCllaaefjjV1Ni1PDVO5aiVmQYrOisyaJjHI3FeqoD52Hzp8QgMw6vz0M4IlFo0kWbSzjEDT1VZup0EImAe4CugB6TRikiDmyjgkDXkBeFTMb2ZWUMOP2JYivgCwmHmFohS3baxgvZAQ82v4Jio4raQh2t8SWN0QFNAsOd4LUTLGwmHAG1Iv1l++t3LuWWpWXocxlQmquFA33Soq1VCAGxYzjqCqZ0yWimqqt3ctEIICbTGY6tTDSXGfEHw5zvH39EwqluB3pZiH++Y+WEM7NkMomqsjLOxom2bn9UtJ2g005rLqKzq4tIJMKgfQivJAa0zaVCoKZ4UZpM21EHTyQSYff5ATakcM+vrrHw1LEeguFI1kWAlTUWLri1CYtPkQioCKC+HOIRIHpuJl+n372pFpkEP3kpe5lq+6A7dffcQJby7ssdY3lCUx0QTvkKPUhpxDhLcRXlimGeOTGx8nqfz0dQmuaGIRpTkjv71qVlABRppQm57HP7XAt4B1lWZeb3H9rEt584ycMHOzCrpbnViEyuENf1yebaBr3Z3U3G8uTF+7G4+nMTbU2VYvwYXWhoLDHwwWvq+edbF7OoUJ5VQF5RbeHYsAq3rYvt33uJrYtK0ER8Obnt3XIjHZ2dvHp+AJ1azsmv3cKWwT+jfO2HfEN7f/qIBM8gO9uDfPZPh7h/dxvHO4dZUpE66kejlLOgUCcqNqx10HIbbTb31GVGxiFpjBRLw7x+IbPb1uUPoYikvl+2lJs40hMAhQb/YPQ3niW3G5C0WDMhnL2ZnbYA1Rvh6IPC+fjG78O555O3iUTEuEk3A3MdQ1nSdTyea5qKcfmDWcvip4WM8QhlcU7b0YZa3kCILrtw2tZYdbTZ3PQ7falzg68UqjdA91HwOYWJIuaSz9lpWwyufpZWmhlyB7g0mH7RdSgWjxCIbjOjoq0lQbRdU1uAQa3g57Hq1DE4vEEKVGFAmlu58XFsbSnhmRM9RDKJtioDDm+AhV98nD/uTeyF0233UmK8go/9OUBetM0zv9GXiMFzvAMqZabtmLI4z6C4sKa7ic8kGXKgYmyqt7KvdTTXtnfYi0YpSx+G73chUxvYUBfNDTJXJQjXp7od1Fh13L6igvpiPYdPX2AwYqRAp0KSJH78rjUc/cobcnNsxqMrBHd6gXWhzoEyEsBes03cNPyjE4whh4sACgr0ahpLDNg9Afqd/qzu3Skj4IaQjw6fBrNOSVWBdqTxAMClQQ8VFg06lYKrGgv5yUvnE9x1vpBw2UqSRHWBjn6nT3Sb1RVFG36JHLqg18lwSEWhXk2tVUdrXIdvcSyMGfT2HIXCRnySuFlmEs2bSo386J1rkvKEU2KuEu4CZ09ug610yGSJx7DtvHCAFDePOj1d/ZMXbfXF0e8xkH3bMagUMlZUW9h7cfzi/6keB2opOGnnTnVFOZ5hG26/OA7c/lA0o29iwk1hUQkK/zDPnOjlj6+cwmwSbtmFZUbabR5cpgaxoBXv4g/6xXcYddq+em4Atz/EympL0vtvX1bOb3a3AmRturGpvpCzLg2+uGzCQCiMQgqjVl8mDlJDigUVRNnZN+9ezg+fP8cjWfJtu4a8lJtTfB8B9xUej5CmrDZT8xFDKcbwMK+fm5ho6/d6CE27aJtcJbKkwsh/v3Ul71pfMX1dpuNc4WtqC3jTqkpO9zgxa2Rzy2kL0W7WUyHaZnPapmlIG0+uzTLlSiECD7UnPxfwZhUXllWaafcZGOzrYMvCYn723nU551qH1BZ6e7vZebqP65tLRL5g227Y8BG2RnbT15FCVAh4we/kkE2BQibx38+eQZIkGkvSj38XlZk42T0aKdQ64KKuMEWVwCTxKq1o8PHS0XMZt3P7gsgJphVtT3Q7QFdIYCj6G8+m221KnLaJMUYpadoGvcehdjMseZO4ho51k/uGRT+BGYlHSF58i0elkPGujbWjsWwzSaZ4BGNcdEq0oZbHH2LR/32CF0710VhijBox3Nhc/ivbbWiuEpUGJx6B/14B/9EkvrOhVmEOykY0Lk6jlLOo3MjBdI2pEU5bq14pro1y9cxG+2jMCQuuSrmMz928iN+91kYgFOa/nznDhbi5m9MXxKxGLBZNR/XMFHBVQxE2l58BRWlq0dbvBLWRhw6Iha+fvHQ+wQm9r3WQFSnmCnlmjrxom2d+o9SI7Jl4B1RK0bYjsfFVzF04Fy6uhpKszThErq2S/a1DAJzucdJUYkwvzvkdoNJzVWMhu871i5tsnNP2ZJeD5lKR27S6poC+ng4GIgbMWjGJVMhlabNxMqK1ZhRYjc6LdEklnPJakpoo2B1OApISuUxCp1JQadFyrs85c6KtsxdkCjq9auG0jZZDxegYclNZICZV79pYyx/2tnPr917C6RMinC8sRFuAIoNqtNtsbBIYdYkGvC78khqzVkltoT7RaZtqAtt3EkpaRspVVBmctuPCUCqcXr3HJ+84N5aOii7RpmkUN0P/afGYoyv7BCQbsXN6gsfC1kUlPHIwy6Q9Bed6nSgITHoSaLYUUqz08toFcRx0272iXHmCbjuFvoAN5RIfe2A/5fowZcXi+ykyqCkyqDlhi4homPhcW1cfIIGuiEgkwr88coxP37gw5TG1taWUt6yt5pt3Lcu6CFBsVCM3FuOwjU4Yg9FFCo3mMnGQpnLBR1ldU8B/v3Uln//L4YSBfDzeQIgBl59yS4rvI5i5M/Jlj7E89T3Qn2GiHV0EOnH2PN5AKPU2GfD7fYSmy+kaI0W2pSRJ3LGykkqjfPpEW31RwrH6uZsXsam+EItGPrecthAtqU4v9OREwJu9cZKpMm3e5gi5xiNAtMFriolvDueyRimnsLQalbefm5ZE74s55lorDYW0Xurg0UNdXNccXQjtOgSL38hpwzoKjt+fsP2ZHgdf/v2LRJDY2xPhMzct5F0ba/nV+9ejTBO1BLC4wsSRjiEA7O4Ag+7AtMQjBOVaQkojR48fy3geu3xB5JFgynOmpcxEp91LUGMlYo/e42fTaau1ZOztkBOuvuxjJmsdfOgFuPdXIoe1aKE4FuJx28RCTVye8bRhLM16Lr95TTU7z/Ql9nKYCTLFI5irxbnvd4/EIzx+VFwrPnJdAxvrrSIuzeam3+GjUH+Fuw2X3gMPfQSq1kLNJtj3Cxi8CAW12V+rG703rakpGBkPj8UbCOEJhITTNuiZWGO8yZBi4eW65mJsbj+rv/Y0333mNJ/786ER447DG8CsDM9uLEsWNEo51zUXc9BpSuO0FaLt662DfHhLA11270gvnVA4wv7WQdYtmAPN269g8qJtnvmPvjhR6Bo78DZXioF0/CBqrjQhA1FSlMVpIkkSWxeV8PRxMbE91eNgYWnqDo9AdIBiYHNjEXsvDhIwVCS4Qk52O1hUJl6/vMrMYH83fSHD+J21Y8kSj4DtAoPqSk73OqGocbRRFTDsdCWUqzaUGDjb64zGC0xyAJwLQ21EzFXYfWFMWtHYrt2W6LStsohB39aWUk59/RYsOhU/euEsAL6QNBJLIEnSaK6tQi0E6qjjMeRzIVPrkckkEY8wECfypMoEG7wIBQvwh6ZYtJXJhPuo6/AUiLZR0SUUFPtrrYeiZrFQ4HOKGAZz1eQ+Q6ESjuAJ5h/es6aK1y7axp2B2TbgQhH2i8+fDBozVdrASGlgq82NVh6euHCjLWBpYQS9Ss7GSg1S3IR/RZWZQ5fsULIoUbR19ohro1zBT146T5fdyzs3ph5oy2US37pnOW9dn4N7Aigvr8I/PPrbePwx0fYyESOjZX3p2NpSyvZl5SPXg7F0270o5RJFqSZ8V3ojsliFQXhMjprHll5EkyuJ6App0rtGJtjjIeD3EJ5u0TaT4y40+YWgtIxZYLDqVfzuQxtRSpE5KNpWZM+azUYwu7sVUy7xCAPRnN0csIw2I0sg00JDHE0N9VgZ5ubFUeE1x1xrk7WYUqWb7mEv1zWXiH12dEHpUk7WvI2Wzr8kNHb79aut7D1+loDKwpk+DxvqrHztzqWsqc18z19dU8C+VpE5eXHAhVWvGlnUn2okSxX1qiEOZXDdufwhZGniEcw6JbWFOoYlE3JXN+HZLlHWFyflu4+boTYxd8lGxapRQbaoCWxjHMse28wZVAxl4noXSD/GqinUsbjcxFPHJlYhMWH8blCmcYrri4TYNtwRddpaONnt4N2bavnHmxchSWKs7gmEOHzJTrHxCnbaAmz+e7jhiyKSY8174NDvYbAVChZkf62+ONp80s+1C4vZeSb1eL7P4UMhk8Q1J5BDJcVUk+LerVMpePH/XM+v3r+eA/93Gw5vkM8/eIRwOEL3sFdEHk3XQuwUcdPiMl7o1qQUbZ86cIaTtjB7ztvY3FjIrcvK+ct+UaF7omuYCIz0TckzO+RF2zzzH0NJopAzVrRV6YXYMxyXazunRNsSUbrjy5y3edfqSv6wt42jHXZ2ne1naWWGi2dUtK0v0lOkV3HGV5AYj9AzzKLoxXd5lRmfvZeBiClrw6Gs6DI7bXF0EzKUCzG2sFE02Ioy7HQllKs2FOtHnbY++0ijsmljqI2QUXRnFk5bLb0O34j741S3g4aS0UGfXCbxqRubuH9PG8FQOBqPMDpRqC3UcbE/KvrqR5uRRXxOlBpDdBs9F+OzcQ2lKUTbVrDU4guEUcgkUQ45VZQvFy71XBoIZCJW3jx8CYiAuUYMhLUFQpgf7hBOp8mSwe2YjUKDmjU1BTx7MvdS3EgkQvdgtER0sivo2gKKFS5eOddPJBKh3eZGIwtPfHKptaLyDvLsZ69jRalSXOeirKi2iAlw8aLEjtLRJmSDLj//8eRpvvuWlVPWUKOxvg6FZ2Ck2ZvXH42xuFyyWse4F1Pxd1saeORQJ2d7HUnPdQ55KDOLZnFJ5BuRQSQ0pmGjKOnO5HyUDGXc2ajkgT0pxLMsBP0+wrJpnnxnyrYMBWbMaTtCJDT34hFyEVOzkZNoG21ElqkJ0th+CJlI57TNscHte7etQy5FUPujwkCOESmStoAPrSvgsU9cjUYpF4ukuiLQmJA1Xs8wWjj+8Mj27YNurNIwDpmJXoeP6oLcFodWVJtHsvsvDrhSZ3FPFaZK1lvdvN6aPr7I7Q8iiwTTVqZsbiyiw69D5e4iJE1Tg79cybLAl5VwSIyNi5rH9zprXUL1GiDiynQz5I7TFYpxkj3z+Xzr8nIeOzLJhZrxEnAljJESkCRhKhhsFVWKWgsX+l3UxsWBaJRyFhTpefp4z7RkO88rNCa49h+E6WPRbcIY4BsGSy5O29GKuY31hXQOeRKNK1HO9TmpKdShkMtmx2mrtaRccDXrlKyuKaBAr+JX71/PngsDLPrSExzvHKbaJJ9dh38OXN9cwm6bgchQe9K98ODZS3R5lXQPe1m3wMq966p5cH8H7TY3r1+0sbq2YGrnn3nGTV60zTP/Sem0HeOWMFclDiTmkmirLRAD0SwRCRvqC/no9Y3c9v2XOdY5zN1r0jgXwyExAVDpkSSJq5uKeG1QPxKPcLJ7mKMdwzRHnbZ1RQYKcDCIEa1ykhM6rTWzK9bRidJSIbrbFzbCwKgroG9oOMHN2FAcddrGsrgm2IQqZ+zteA1V0XgGOcUGNRqlbCQo/2iHnaWViSVmG+sKUcgk9rcP4Y+LRwBYWGrkTEy80RWNDOIlvwO53gLAgkIdfQ7fSM5pStF2qBUKavGHQlPnso1RuVb8t27L5N7HXCUmsLbzYuAmV4iBcFE013a4QwzwJsskJ0O3rSjnD3vbcu5ePOgOEPDHOtdOUuDRF2MM2TneOcyFfhdOXxC1bOKZtjE3j1WvQhoz4V9eZebwpSEh2o512hpKePpED4srTGxbPMnIijiWL2zEgp19reI8DQa8BFBM/nubK+izZ282lhi4Z00V33s22W3bZnNTa00zacwxz/KyRakVC6vx5eux632m+7ShhKvLghy+ZBf3lHEQ9HuJTLfTNlOZdMg/fY3I9MWjDWLiCYfmntPWVJE9tiAT4ZD4LrOdP8ZyCPkyj0/cOTYiAzF+6U/hqs9xbCmpdNEKnOg1JdeFG20B6sDw6Fhk8MKIw21DfTE/991IcM//jmx+adDD5nK45NehVsgozrGRjE6l4NqFxfztSBetA+5pybONEbHUsFQ7yN6LqX8btz9IIBRBCgfF2CIFWxeVcHJYidbbS3i23W6xxeUcxxlJDLWJ4zqXcvN4rPUJY2og6rSdIdFWJovuQ7SCLhIRi29j2L6snF1n+xl0zWBEQqZ4BBDO+e5otITGQuuAiwVjFioWlRlx+IIsmMZzYd6h0sFbHxD/0+TgwoxVzLn70asVrK218uLp5AXGc30uGoqjmduz5bT1DGXcpNSk4elPb8GqU7G/bYhKo2x2s7RzwKxTYi6rQwp5E8azfQ4fIa+dqrIS7rumDo1SzpraAu5YWcHf//4Az53qY/2COaKZXMHkRds88x9DyejANxKJirZjBimxXNsYnqGZG8hkQ5KiYl12B+CHtzQA8I4NNZg0aQam/uiqpVrc8K5uKuapDhU4e3jPT3by5v/3Ku/fXDcyCJfLJOp0HpTG4twaWGUirgFKShzdGIurORNz2vaPxiP0DTmQxa1SNpYYON/nEjd5tXn6c237TuHSVWHWKpEkKRpxMNp8oNPuTRJtZTKJa5uKefnMAL4QCa7F5jKj6L4M0YgHsf9K/zAavbj5WfUqDGoFrTG37dimdJGIiLWw1OINhFFPtWi77oPw7oeFQ2MyxFzT/WfE/49Rsgi6j4gGMJONR4Cc3I6ZuGdNFef7XJzoyk3gOd/npNwQ/c4n67TVFyH39NNQpOfXr7ZSbtYgj4QmLtzoi8EZ/S6iizQxVlRZuDjgxmFuFt9/bPIY7Ui9v3WQjfU5ihM5ojIWoyLIE/vFOR0MePHJLiMhMscFg7+7toEnjnUnRKsAXBxwp8+EvNKdtpDcxMbVLyZ3aUQaAAyl6Pw2bl1ePm63bdDvm/4Jlr4k/TETDk5jPMI8ctpONh4hGFtUy+LEUumiFVcZXICu/tzjEYoXQf+p5MfHYwgwxBkOcl240VrFZ8QYGi1LrrBo2Vdws+ju3nmQSCTCpUE3G0sjdAf0VBVoxzXGu2NlBQ8f7Ig6badRqCpexIJwK/taB0cqNeLptntRKWRI4UDa++WWhcXYIkbkzm4i0+2gz4a+SCwkpHPZZ6Njn8inHa/4bG1I4bS1zZzTFkTsWWxc/9u74Bulow1po1QV6FhVY+GXuy7O3H5likcAKFsGJx4DjZmIQkPrgDvJXX51o4gyqbnSnbZjWXSr+F+uxN2fti8r4w9725OMFGd6HNQXR3+vWcu0Hcq+mVLOB68R86cKo3zOi7YAyxaUMawoFAt+iIrCl870UWeM0FRdzj/funhk2y/euhi1Qs7O0335PNs5QF60zTP/iRc8Y51Sx7olTBVjRFvb3HHaQk7NyEAIrCe/djP/fGtL+o1iom10gLK5oZA9vTL8KFhmcPL/3rmGL92+OKFMd515mI+88dpJ/QmAGBz67CLbNBWOLgorFtDn8OHQ1yZk2vbbnShUiaJtx5AHuycg3ncy5WaZ6DoMz3wZzj5Ld/HVmDSjIsHCUgMnux2c73NSalKnFMo31Ft5vW0IX4iRTFsYFW2DofCo0zYcRhlyoTaKm18sK2tEtDWWJkZleIeEO8hYhj8UnnqnrdoA9ddN/n0Km4TDo/sIlC4ZfbxqPez/tRAKCiYpDMOk4hFAuIeuaijihdO5RSQc6bCzrDQ6WJxs2ZO+GEJ+bmvW88tdF0UmdSiQWZTKhCHOzeNPLP0r0KtoLjXyZF+heG6oVTxhbwdTJQfahlg51V1gNWbCMiW7Dp/C7gkQDvjwyy+jyU2OCwbVVh03LynjJy8lTp5bB1zUppvsBa7wRmQgIhKG4xoF5tIUKnrffMeGGv6y/xId48irDgVnQrQtTmySmrAD/omf+zl9bopjNRyeg07bScYjxPJbc4lhydaMzJ0hQ3ksRU3iGB3raB6PaGuqHD3mc8211hYkirbRzPsYd25czDPyqwnv/w1ddi/+YJgWnZ3OSCH1MedajtzYUkqbzc2D+ztYUDR91/JIcQsG+2kk4NCloaTnu+1eys0apAzCtkIuo6qqhjLJhmymBZ6xqE3i2jKRMWvAC6/+D6x4y/hfa60X9/j4KLGZdNqCGAv2n4a2PXDpdVh6N7z4raTNPr+9hf/deR6XL81cYaqJNmdOS8Vq6NwPpUsZ9ATxBcOUmxOPtdtXlFNj1Y2KiXkmRpw55Z411XTZvbx0ZvRcCYUjPHOil2saY3nfs+G0taTPox/DB6+pZ/fnt2JRReZFZdnVjUWcC5cRGThLl93DDd95kc/88RDNlnBSw0KtSs5/vmUFSytNrJjqOUOecZMXbfPMf0yVo3mt7gGxEq8e06TLXJkYj+Dqzz27bCZIVRafBo1Sntkt4XeKCUx0QlhoUFNXbKIzXMiHV6nZ3DjGSeJzIPWdRKpaO9G9H2UkyiBNNtlwF/rCKkpNak4HS8RN0W3DHwxjG3agVI/emIsMahqK9ew+H528T4fTNhyG371NOAOWvoku3UJMcc02llSYOdpp50K/K21J1LoFVg5dstPrlSg0jAp7C0uMKOQyjnUOj2ba+oaREcFgHj32EpqRaSxisB89FiKObgIyDR1uOb7ANIi2U4W1Xkw6T+2AsqWjj9dsFAspJS1TI1BMUrQF0QH2xVO5vceRDjtLSjVCdJ6s2KE2gkLDXc1iUFdkUEMG51BW9MXi9d6hlHmIH7imjh++0k6kdDF0HhAPDrXhNVRxutfBqhrLxP+WVEgSMn0RqwuD/GlfB+GAj+DlJNoaSsQ1KJy+w3mMD29p4NevtvLOn+4ZKQG90O9iQVG6eITc8iwvawoWjDg/gBxFW3HfXF1TwBtXVPCen7+WsQN9PKGAD2m6J1iG4pHFuuQd8E+faBwXx5NAODj3nLamyug1bHwNIkcIRBc8cxJtMwjEkYi4R+tzdNpqTMIlPNZt6xnKXbS11IpS+Egkd7e9rjBxIWCMaPvW9TXskF9P4NCfONreR1OJEbXzEtesX8N337Iyt/2Kolcr+Jfbl7C6xpI8bpxCIiVLkJw9vKlRzpMpGlR12b1UGBXCKZ7hOnntykWYJTcqzSyLapI08Sin138mTA9rPzD+15oqxXgitkgL0YWIGTSoVG+Aiy/Bru/B6nfD9f8MJx5NctOvrimgtlDHE0e7k95i0OXnJzvP53wtzwlHj1gYTEftZvFftZEuuweTRoFenThmNWqU7Pzc9Qm9K/JMAFMFOMRilVYl5yNbGvjYA/v5xt+O4wuGuH9PK2qFjE0N0fv/bDhtxznnLDNrxALiZCvyZoBrFgrR9rHnX+Jbj5+kxqrj9S/eyEprQFy3xlBu1vLYJ64RGep5ZpU5qgDkyTMOCmpFgDxEu/8WJjchMFUlDtZdfbmXwc0ExtxF26z4naBKdFQ88MENmMrqMLhTTFjOvyAGe5kGNLmi1AiHb6qbXdAvJkXGCpZVmtndERC/ge0CxzrtGBVh1OrEG/M1TcW8fKY/IV5gSml7VZRXvvmX8MbvM+wNJbhpl1eZOdQ+xIV+V9rV9boiPdUFWnb3ylhVPbpKKZNJrK+zCtE51h3dayeMDLN5dBBdW6gXMRAQF5UhjoXDJ8/QETTzTw8ewe0PolPO0cGiUjPqPKpaP/p4YQO88X/g+s9Pzefo04gR4+C65mL2tQ4y7A1k3fZoh51FxeqpEVeiE7lqlZvff2gjn9zaKCZnE21EpjIIocLVL0r/xrhI7lxZiccfol3THCfatnIuUESFWUupaRoGwYYS7miU88tdrVwa9qLSGbO/Zr6gKwIiOV2HFleY+PutTbx8tp+3/O+rnOlxcKbXybIx8SojBDyXT8O2iVLUlJgR6ugS98VMRKtsJEniq3csRSbBI4c6M78mitfjQaGaZveOvlgITakWMUPTGY9QLCo2/IkRHURCIndyLqErFN/DcG6/WxJ+lxDycvm7TBXpP8fvEmOBXJ22AMULE0u/QwGxSJmzaFsjRNuQHyLh3BZujOWJEUqDFxOyTzVKOVu23s5AUEPP64+ISKehNhqbFmNQj/9e87b1NTz40c1ikXG60JigfCV3F5zliaNdSaXS3cNeamK3kgzCtrF8ofg/uXSxn250hRNbYD72EKz/4Ei82biQyUTUVXyurWcc7vGpoO5acUyefAw2fUyMAeuvg32/TNr07tVVI93p4/nd3ja+seME//n06anZp1BQLHQYy9NvYyyFt/8Jbvxy1Nl9hVe+TCdjrsP3XVvPz9+7jlfODrDkS0/ybztO8p17V4w2vZoNp62hePxz8pB/zjciA1Ar5GxYu54CTxsPHezk/VfXUWRQI40nHijPrDDHRm958kwAS63oWh8KgLM79UTPHOfGhaijInlFadaIiXpTwZhSaYASkwZrVTPYLiRu67bBjn+Aaz87NZ8N6W92zh6QZKAvZvuych4+2EHEWg+28+y5YKPJqkQaM4nd3FjEK2f7p89p27EPajeNZIcNewOYtKMTmzW1BfQMe/nbkS6aSlILUJIkcd/VCwBYW5s4WdtYXyhE21imsm8YJzqK4wSzFVUWDrTHTerjjoWTZ8/g0xSxv3WQNpubCsscFnbe+D9wxw9FQ4d4Vr8LGm+cms+YAqdtVYGOJRUm/rIvebIQIxKJMOjyc7bXSXOxeupKnvRF4OplY32hyAgMT6KDvCQJ96ejO7pQk3jOqxQy7rumnkd6S4h0HhRuv6F2dtv0rKmdJueNuZq1Fhd3r65kmdGLyWSZns+ZDZQaUfaa4/H36W0LOfX1m1lTa2Xbd3di1iopN6c5f3Mtjb6cKWxKiMvBdl44+DNhKBH3fER00Meub+RfHj7Gh379+kimsMsX5IO/ej0pOsHj9aDRTPP1VKUXi5ipjpmQf+ILNtnQFoh7rXvMAlc4NH2fOVEkKTkaYzykGO+kJVN+rntAuJA1ltw/u6hZlILHiJXTanN8j5hoG3ML5+K0NZYKASocEmNee0eSSHnn6moOWW+m+PxD3L68THyGpSa3fZotGrey2Lmb7mEvp3ucCU+d7HbQYIm6vDJ9R7HrhSbN4thMMtGxSu/xxIXv8WJtGFOxMMPxCCodfPBZeOeDo81nV78bDj2QVHFw56pKjncN85k/HsQZF5Pw5NFu3rOplt+82oojh8X1rDh7hJs9mzFl4U1Q0kKn3Uv5XB5rz3fiY2GirFtg5bFPXM1zn72OnZ+7PrHnwmw4bfUl4txJF/WXipB/4uP5Gaa6cTmbC4bY9U83sGVhVAtxzTFdJE8SedE2z/zHVCEG2/ZLQsBItZoau0nEBg2ucZTBzQTmajGwngp8yU5bQKx428Z0lt37M+FwWvO+qflsSJ8b5+gSN0K5gluWlmNzBeiSl+PvO8df93ewqiw51mJDvZVWmxuH3JQg2h6+NMSOI8mOjHHTdxJKRkPXhz0BzHHxCDqVgpXVFloH3GxtKUn7NnevruQ7G4JJoszGeit7Lw4SMIh4johnCHtER4VldOKxbkEBZ3qd9Duj2Xym8pHvz9F3CWNRFTKZxNPHe6gqmMPCTvU6WPWO6f2MKRBtQazs//SlCwRCKcqWgd+91s6qrz2NVa+mSMPUlTyN3f9QYHIiSuxcSzMxe+v6al5y1xJq3ws9RwnL5Pz0SJBblk6Bqz4V5mpkwx18+sZGNlo9qa9D85mYSJ4jaoWcL79xMdc3F/OJGxrTx9oE3Jk7W18JFDWKRcXYJMl2XggQmTBXCdEqGllxx8pKHv74ZgwaBR/81ev4giGOdQ7zzIkevv7Y8ZGXefwhQn4fGs0MuHfSZSGHA9PntJXJohEJYz53LjYig+xZs5kYT7SIqUIs8KfC3S+y88fjRC5pETnuMYZaxXU413zqEdE2uqCQy+sMpcKV6+oTr5Vk4vuLQy6T2PbWT3KT8hDXGS4JYbuwKcc/apZouR3FuafZ1mhOKJkPhUWTnE21enGvzCSKjLhTJzkunAomEo8Q8IgF2MkIJymdtjPcQKhqLTRuHf130xvEMdj6SsJmxUY1v//QRi4NeviHPx0CwBsQ1+wPXlNPY4mBxw5PoklhDEeX+E5zFNTabW4qLXmn7bRhLE+5SCeTSdQU6ig2jhlvz4bTVl+MqKwaxzk8T+IRAChsRLKdp8IUt7+uvrmli+RJIi/a5pn/yORi8jbUKm4EKUXbCjFJcveLFVdX/8yWDGWjoHbqRFu/M3VplbUBBsZ0lj36Z1j9nuQ4iclgTJMb5+gSgiQix+ij1zXwVJeO1/a/jkYlZ7GVJIeESaNkZbWF8y7tiGgbCkf4xO8O8NH79/N4ijyscdF7XHSBjmJz+zFrEyfS33vbKv7l9sVZuyenipttKTNh1ip5tV8Drl5ctq6oaDsq7hYa1KxbYOVPr0cnk9GcO28gRMTZi7GokrW1Bew6N0BVwRU+kNRHu21PUqy/ZWk5aqWMrz92nF6Hl7O9wtnz6KFOtv/3S3zhr0e4fUUFD9y3AWkqS57GdpOfjNMWxHXNfilt/qdOpeDdd95GX0BL96Nf4VCkifWNpdyQYQFiUpirwC6uY/KwN3cH3HzBXJVYsZEDaoWcX7xvPe/bnKERXz7TVlz3YDSPcSAHp625WuS0xgnpC0uNfOvu5SjkEv/z3FlO9ThYUKjj2RO99DnEwliX3YNGHkqK45kWDCWpm5GFJnnuZyOVaDQXG5FBtC9B+8ReOx6nbabz120bf2lozSbRbCnW+KnvNBQ35/56S40YKzl7QW3O7bdRqIUw7OiGnqNQsijl6xTFjcgqV8GD90HVurm/KFS2HPRFvKf0PH/Y28beizZ+tesiP33pPAqZjMVFityukdd9Aa793PTvbzZybFyZgKsfkCYnskar10ZwD86s0zYVChUsuxcOPpD01KIyEz98x2peOdvP8yd7OdQ+hEmrpKpAy71rq/jj6xO8LsTTf0ZUW+bIia5hWspNk//cPKlJ4bTNyGw4bRUqUXXhTHHvTkfIPy8akQGiOiPkH52rh0NigScv2s5p8qJtnsuDWK5tOqetUitEDfslUcIWDsyti5OlRuzbeEox0pFuElO0EAbOjjbScfaKPLb4FfGpwJSmBHHMb/OOjTXoy5owuNr44TtWowo6kxvIAdc0FfFarzRy8/zNqxcJRyJ8YfsifrXr4uT2dfCicCBH6Rn2UWpKFOjKzdrMgksGZDKJu1dX8rODLpAp8V7Yw5CsIKmRwfs31/HrVy8K52fUfXOs006FYhhDUSVrF4hBd23hHJ94TTemCpE76LZN6m3kMokfv3MNB9uHWP+NZ7n5v3by8Qf284nfHWDA5eO/3rKS7711JQtLjdHV86mMR4h32gYn3ogMoudahxBt0zRWvHVFBfbmeyjrfIZjuvX8570rUSumSbiJE0UUYR+Ry060rZ64uJSJDF3RrxhkciE4DJwV1SL2NnHPyoRCJc6BMQueSrmMf79nBT956TyPHuxk2+JS1tUVjAgAp3ucFGlAmon8uXSOu+nOMU4VUzRXnbaWGhiaAdG2YIE4VlI1hpvIQn5xsxiztL4s/t1/KvsxG4+xXCyYd+7Pnt8cT6z5btdhIXam47p/EtVVa9+f+3vPFpIEi+9gjetFGkoMvO1/d/PksW7+7fGT3Lu2CnnQm9v5ct0/CiF7tplIVdCI23sS5+hY0XY2nLapWPl2OP4Q+BxJTxUZ1Hzp9iX83W/28b5f7uVt66uRJIk3rqjkWOcwZ3qSX5MzkQjeV37EnwObONZpz2HzCMc7h1lckRdtpw1ThVjIjC12ZSOQ47k/1UQz83MmOAuO4ImiUImF8lgklatPVHDk4xHmNHnRNs/lgaVWOHQcnelzi2KCgv0SqIwin3CuYKoS/03X2Xg8pMi3BEbFyVjpVPseUd6Xa9OMXEm3ijrGBa1WyHnzTVtYqR8UpUhee8rf5N2bFvC6TYt7QIhBv3q1lc/f0sIdKyvZ1zo44p6KYXP5eXD/pezRCT6naBBjHs1g7Rn2UjbFDZreu7mOva1DeMz1aC88xYC6KmmbbYtLUcpl7DjSNSLaHmy3U6d2IBlKuWdNFd+8axk3toxjYnc5ojaI43UKhLOmUiMPfnQzu/7pBn71/vXsPm/jf96+ij1fuJE7V1WOlrJPqdO2OHEQOGmnbZVYeAkHMgoOi+7+v3i2fIk3feQbo80dpgNL9Yj4ogh5LkOnbfW4nbY5kXfaCoqaREZo73FxruQiZFlqErulR1lcYeJD1zbw2kUbb1xRyUe2NPKjF85x/55Wvvn4CRqsqpnJnxt7zscIeqdXqDeJSJ4EwnOwERmMxgRMhPGcO+Zq4XBOFcXg7k+78JUWSRJ5nS98S4xvLrwE5Styf71cIX6n9r1CIMiVkha49Boc+ytUb0i/XcMN8I+tsPzNub/3bLL4DqTTT/Drd6/g+Fdv5oH7NnLsK2/g/9zUHHXbzRNBBCYm2k5FpqS1PtrcLiAEUr9zfMfWdFG+XMzTTj2R8ul71lTx0Mc28+cPXyV+b8CsU3LzkjJ+uzv5+p4r4XMv4us/z9e61vPNx09m3b7X4WPQ7aelbA7NDy83DCVi8TDXSJzZOvfTVcmkI+CdF43IRiheNNpIc+CsuD/Op2vsFcgcHL3lyTMBYk7b/jPpSyqtDWJVaahVbD+VkQCTRa4Q5TtTEZHgdwlReiwyOZQuhu7D4t9tuzMP+CeKqVyI52NJ5YK21oubotcuui5rkgdKVr2KW69ei8zRwaG2QToGPWxZWEypScOqGgtPHBstjY1EInzgV3v5zB8PZc/Csl8STWLiROueYS8lUyzaWvUq3rWxloP+SvSuNlTFyTmNcpnE+zcvEM7haL7x4fZBSmR2MJRSatLw1vU1KOT5S/ZEStTTIZdJVFi0bG4s4vUv3shtyyuSNwr5p9BpO8Z1N9lM24JasfgiU2ZehFIb0V7/WfS6aR6QmauF+BHwoAy5Rcnv5UScKD1lBP2ixD8v2kL5SujYL3JCS5fk9hpL+mihj1/fyB//bhPLqsxc3VTEx29o5McvnueGRaUsLdXMzAQrnXgz3U7bVNfJOe20neDYZzxOW4VKiKQpRH4RMTOB6qurPyVKd/+zRUyAl41TIC1YILI+szVJiqd8Obzy3yLyYNU7M2+ba1O0uUDFatCYkS68iCqaN6VXK5DJpPnXrNGUJiYsE1PRvd1cJcb6Q23iXqUyTL0xY6IseROceCTt04srTCyuMCVkv394SwO/39vOFx86wtGO7E7ZsVza+wjPSht5+nO3cKBtiNcvZq7SOtZpp65Ij1Y1B6+Tlwsyedpc25TMltM23YJrOqZ7IXaqKVkEvSfE/+8/LRbN88xp8gpAnsuDksVw/nkxSCpbmnqb4kUic2ywNanb7pwg5haeLOmctgAVq+DSXvH/23ZDzcbJf95Y0jltHV3JExOdVbgAek+CdzhlPALAbVevRYOf9/zwSd6wtAy9Wghdb1xRwQN72giHhav2+VO9XBr08NU7lvCtJ07iDYTS76f9khjgRgeIwVCYPoePsnQd3ifBfdfW86JDZGo1taR24rxxZSWHL9nplIrBN8y59g7MQdv4yiavBKbL7ZiOqYxHiC9ZDoeAyOTcfmXLhKis0s2NRShdkWjEMNyBJjBIZDxCxHzAXDX18QixzvFzPXNyJqjZCG2vQuuu3Duop3HaAqgUMtbXjZYGf3hLAzs/dz1fun0xaik0fY3A4jGUpBZtp3uCZ65KbroVDs7NTFtLrTivJpJVPh7RFsTYb/Bi8uMT7XOgNsK7H4Z/OAefPppy4TkjVWvF8TseN2TjNiHGXfX3c/P3nCjRiASOP5z8XMA9vwQRczTyLFUURzqmohGQTC6OcdsFIdxaaubG2ACE8/viS+P6ThZXmPj2PcsZcPp5y49fzVm49fhDouHkpX3Iq9ZRYtLwvs0L+Oe/HuXLjxzjpy+dT1mNd6xjmMUVl9li81wkFu2VC7PptB13PMJ8ctq2jIq2fafnfrPKPHnRNs9lQu1VwikhU6ZfVS5uhr4TYsAea3oyl7BE3cKTxZdBtK27Fs6/KJytXQdFI42pxlgubnShQOLjcY3IEihpgd5jwmmbxi0o0xgJq818er2Oz24bzYx789pqPP4g9/y/XTx8sIPvPHWad2+s5R0bajFqlPzm1Qzfp71dTGyjtNrcKGQyig1Tf9MtMqi596Nf4cINP6Rxw60pt7HqVWxtKeHbz3cSUptRDp1D6R+aG6Vtc4npyhVNx1TGI8RP5GLnx6QybaPNNWZCfMoFmQzMlUj2S2gDg6nzxecz5mox0QhnWAwaLzHRdr5koU0nVWvFvePon3PPWrfUTOy+GZrCxZhMGEoSGqWNMN1O21juaTzh8OSc/dOFuUpMeMczQY4x3miRgjTjLPfA5AQzfdHEXK01V4n/jqeBWcki+ELH/Ik9GA8Lb4YzTycL+IF55mIzV4mxw3giEtz9U9NrY6SqMCrazhUqVokc/95j43rZHSsr+dE71/Chaxv4zB8Pit4PWbjhOy/w7p/tpsR1iqKFYgHwg9fUo1HJOd3j4Mc7z/PrV1uxufw8cbRLNP6NRHj0cCfXNM6hfieXK5bq3E1Ks+m0HU88wnzKtAUx3uo6KMYiba9C5ZrZ3qM8WZiDo7c8eSaAxgxbv5S5KUPVWug5Jhyd1/3TzO1brhTUilyZyeJ3pRZHAeq2wF8/Ak//CxQ1i8+cagylYmXf0S1uzDHSNYkrXQrdR0X+VgaXisxcyXuWqKBoVJDWKOX89aOb+cPr7XzhwSNsrC/kQ1vqkcskvrB9ER+7fz93r6ni648dZ12dlbtWV440YTp64hhKr5kDr7Wx69wANVYdmxsLR8ryppr6skIoe0fGbf7l9iW846d7OOkp4DONvdChBn3JtOzPvMVcBR37Zu7zptJpa64SYpGrd/Q9JzMRlSS466dQnaMrcSawNiANnEYTGCJyuYm2pkoh2Dp7hFNkKgh4xLEgzw/HUGrh5m+KSX3VutxeU5A+HiEjUxl7kglzTepFpqBvmuMRqkWmbSQy6rSbq/EISg0YysTvON7Kkok4bWO5/vG4BybmtJ0sDTfA+5+aW9fw2aR6g/hNe44lVs3NN6etUiPGbvb23I9pV//UiKwVK8UYSWuFgok10Z0W5Aqo3QQXdooqoXHy0esb+NuRTn760gU+cl1yzFgMm8tPl92Lx96HXuNh6bKVAJi1Sh766FVIksRrF2y87Se7+caOE0QiEa5vLuHD1zXQbffyxpVTdG/Pk56xDfMyMVuNWg2l4ljNlaBvfjltrfVCmD72VxGb2HD9bO9RnizkZwl5Lh+u+Wzm581V4iLVf1oMlOca1no4/eTk38fvFKVzqdBa4PovwFP/DHf8YPKflQq5QtzshjtHRdtYZm3MGRhP1TrY+R9pG5GNYKpMLvcECvQqPrylgQ9vSRzEXdNUzIpqC5u/+RyeQIhnT/by70+e4q3rqlm3wIrj3Cn8pjp+8MJZ2m0eAH7zgdmdOFVYtDz0sc14ftPEYvkRMcGci41jZhNzVeryyeliKp22CeJEGSBNPqdvrrmtqtYhnX8BedhL4HITbRUq8bsNtU+haJtvQpbAhg+Nb/uCOuEoHe+EKTiF53UmLDXCbRdzVI98vkdcD6YLc6X4DLdttMFWODR3y+ljMRfVOYr1Mfyu8TVvstTCueeSH59oPMJkkcmgZhp6C8xXFCqou0b8Rgmi7TxrRAZirDLUJgwjueDqF27UyVK9Hg7cL+5V6z4w+febSuquFULYpo+N+6VKuYx/u2sZb/vJHtoH3fzL7YtHTBjxXBxwoVbIaFEOEVBaMJtHqy9jebnr66z891tXcrxzmPuuqWf7917iLT9+lduWV6BRztFr5OWEtQEuvpLbtsFprkpJx3jjEaa7emaqkSSRwf7QR6D5VvH35pnT5NWAPFcWb30A7v7Z3Lw4xTo5TiTXLZ5MmbYAV30c/uF89gYWk8FSm5gbN9Qm3NCpygdrNkHPEeFeyxSEbk7RDTsL37hzGVtbSvjbJ6/m4Je28T9vX8XOM33c9+vXWWN2cc8Nm3jpczdw7l+3c+TLN3FN0yQ7904BZq2SskUbkC7sBOsccknMFeZzpi2MNt2JOcQuN1G+ej2ys08RkGkzL8LMVyw1qTMxJ4o/L9pOCnOVEHPGW6US9M6M01ZfJEomx16zprvkUxVtshnv8g1PsvHhdFJQO7HzyudIm4WfksIG0bB27DjL2Ts3x4VXIg03JAvrAdf8u05axhnl5Oob3wJEOqo3gL0NLr02NSLwVFJzlWieOp6sX2cfHH0QQkHW1Fr5ybvX8toFG9f/+wspM247Bj20lJv47T0VKK3pncu3La/gczcvokCv4t/vWYFGKee+a9I0ss4ztYzLaTtL0SixHga5zsmDvuldiJ0OrvkM3PR1uP2/Z3tP8uTAZTZbzJMnC0VNsOye2d6L1BQ2ioHpeDvOjsXvSu+0jaGfZkdJUZNwNMcYbE1f9mUsBWVUZM7U5dZUNe7vpqZQx/+8fTVLKsxIksRVDUX87r6NfHJrE+VS/0imrVwmYdRMIlt0qok14SlsnN39mIuYq8DZLQZyM0FoikueYo6yXM7T+ciCawAYMDTPnQYoU0nRQug/NXXvF3Dnm5BNBkkSv0nfyfG9zu8cf9OoiSBJYKlBGhvhMBPNVcbeMwOeuSt8WRtSxxZkY7yxBiUt4jWxhpAgrsV+h6iCyDP7NNwgmhEGPKOPufqnRtCcSca7wDxVmbYqPWz5J1h699xrLlS2TPyuA2dyf81jn4I/vw/2/gSALQuL2fHJa3jHxlre9pPd7L1oS9i8Y8hDZYEW+fClnOMmrm4q4siX38DiistwoXkuUtggxvE+Z/ZtZ8tpa6kR4wTPYG7bB2cpe3cyaMxw1SdEk+Q8c568aJsnz1xBqRGlnuOdfI5lLohBRU2Jg7KhtszN3z55AD66J/N7mioSnbbDXWIFfpwYNUo+uaUWmf3S9GT6TgXVG+Daz8HVn5ntPZl7GMuEyJ/rKv1kCU5x9mXMaetzjC+Lcb4gVxD4xGFerxt/+eO8IFYRMVXMx7LfuUZJy/h/k/E6NCeDpQbJPka0nYnmKuYqEeUBwi00l4+1sQu9uTLeBmIqvRAMuo+MPuboFg0hddbxf36eqaewUbieW3eNPubsmX9OaEvN6PmXC1MpTF//ebjn53OvkkehEg2P2nbntr1nEE7tgG1fg9f+d8T1qFLI+Nj1jXxhewvv+flr/NNfDvPIoU5AOG2rLNpos+HqTO+eZ7bQFYpKrMEL2bedLaet2ihyoXOtAJmPom2eecUcu5rnyXOFMxWCgC9LPMJMULRQlCDGsJ0T+azpMJaKjsiZiC+fdPXDfy6C379tYvtnOydurqaqib1+ulFq4IZ/nn5H9HxEkqCocWIT/IkwLU7baDyC+jJ02gKYKgjJ5lFDhvEw5aJtPh5h0hQ3j3+x0zs8c/EdlhTNyGbCaVvYMBobEfQBkbl7rMXGDOONh5pIA7GyZaLxSgxnz2gD1TyzjySJpjjxEQnO3vnnhDZX594k0e8S9wLdFDht5zrVG0REQi5cel3MHdZ9UBg1ek8kPP229TX8570r8QRC/OOfD/P8qV52nuljZbVFfPfmOTrGv9KRJBGRkEt1xWw5bSHa6LQ1t23zom2eaSYv2ubJM5eYyORzLH7n7ItBRQvFzTgcEv/uPQEliyf/nsOXxOD2zNNiItx5UEQvjIdIRHzHRU1zz4WQJzeKFo6vvG4yhALTlGmboWFgnrlLcbNweQd9U/N+edF28kxESJ9pp+1Y8WYmnLbxUR6xRmhzNXOvsBF8dpHrmSuRyCRE26Oj/3Z0i4XjPHOHhq1jRNt56LQtbBQGgdg4OBOufpBkmSPCLhdqNuYu2rbvESKvSgeNW+HkY0mb3Ly0jP9+6yq+8aalvO8Xe3H5gtzQUiIWyix5p+2cJX5RMROzGetjqc194SXgnbv31zyXBXnFIk+euUTJYug5Nrn3mAvxCJZaiITFzS4Sgd7jooR1MuiLQW0WYvC552D5W8Xk69Le3F7vGYLvr4UfbhLda0uXZn1JnjnKWCd3Ol76DvznYmjLcYKQiqluRGatFwsNnqHZd8TnGT8jja8mkL+ZirmcMzpfKF4kJn+5CunhsMgwnUHRNmniF5yBks/462QwmgGumKPxCCodmGvGV0Hhc0DIP37RtnSM03a4E4zl43uPPNNL3bVicX24S/zb2Svc0PMJa50QbHNx6rn7xXF8JRgJqtaJ+6erP/u2PcehbLn4/y23pxRtY9y1uoq/ffJqdnzyGtQKuYimyMcjzF1KFou5YSbCIXHvmq3c/4La3I1BeadtnmnmCrg75Mkzj6haA12HExswjIdQQJRzz7YYJFcIcar/9Gh+Z3GW+INsSJJwx/adgvbdUHuVGPzlKtoe+ZNYBTUUw+s/h4VvmNz+5Jk9csk/9DnhhW9BzSb4/duh/TXY9X145itiYSNXpjweoRbkSug6NPuLK3nGz8h1aJIVETH8rnwjssliqRH3vGwTwBj+aPOTmRJtCxuRbGcTS/8DM1DyWdwMji7w2kc/by6LQuONvXEPgEwhmqmMh8rVwi3vGhD/Hjgjzuk8cwedFSpWw/nnRZSJb1jk2c8n5Erhts2lCsDVf2VEI4D4bYubc3Pb9p2E4oXi/zdsFVnUGcTeJRVmSkwacV/12HJuRJZnFihblpgtnoqRCpHZctrWjCMewZcXbfNMK3N49JYnzxVIQZ0Y0HTsn9jrY5PRuSAGlS8Xf8f556Fq/dQIE5Wr4cQjoiNv5ZrxibbHH4bV74F7fw2bPwWNN05+f/LMDrnkH55/QQy47vkZrH43/OIWOPGYcGk/+qncP2uqG5HJZGIB49Jrs7+4kmdilC2HroNT815zuTnUfEGSoGJV7vdNn0P8d6buk8XN4HejDQyMPjYTTludVbj3+s+Kye9cn1AWNY8v5sJ2XjjpxptFqy8SLq+LO8W/+89AYV60nXM03CDu1/2nhaA5HxvFlS0TC7TZcPWPr6HefKd6ffZmZEGfaFQVM3wYiqFkiRjbZcN+SVQVjNeFn2fmKFsmKmT87vTbxJ6brbGyZUHu8Qizmb2b54ogL9rmyTOXkCSR99T26sReH3MQzoVy25pN0PoKHPoDLLxpat6zar0QbSvXgsYEVWujzmRv5teFgtCxDxZcLTLDtn0l726bz1gbhAgx3JF+m+7DYmIAcOO/wBf74ANPwtt+Bycehd4cnZLTkTlavkIMVufC4kqe8VO1TjRImQrymbZTQ8Uq6DyQ27Y+hzj3ZPLp3acYCjUUNWHyRJuRhUPRRoQz4PQtaha5tvMhhiNXgStGz1Eom2DMUcMNcOoJsfDXfzrvtJ2LNNwA556Pui2bZ3tvJkbVOlHlkw1X3xUm2uaQaztwVlyzTJWjjzVcJ4wg2RiK5tnmmwvOXYzlYj42prlcAgEXSPKpNU6Mh8J6sF0QVazZmImc+jxXNHnRNk+euUYug5l0+Jyg1M+NEsimbXDxJeg7AWs/MDXvufAmMTnf8Hfi3wULhHibrcSm5yjIlGICm2f+o9QI90WmCX7/GVGaGCN2TpgqoPkWOPz73D5rOhxx9VvEf6vWTu375pkZqtYKgTAUnPx75UXbqaFitWhMmQsz2YQsSqRkMeaYaOsZAiKgnQHnYHGziI2YD47uipViETaXxk0grv+lyyb2WUvvEvmY3YfF71G6ZGLvk2f6qFor3JYHfjt/RduajUK09bvhyJ/hL/cJF+hY3P2ib8OVQs1GcQ/NZLiIifXxwmvDDXDuhcxVVgD2tnye7VxHkkRvkfh88bEEPMJlO1viu2WBEIyzNUwL+kWU2gyPK/JcWcwBZSdPnjwJ1F8HF14SAux4mYXJaFosNfDJA/CJ/UJYnQo0ZvjQC7DsHvFvSYLyldlLlS/tFXnBc0HMzjM1lK/M7KwbOJvePbX8XjGBCoezf850ONQatsKSu6DljVP7vnlmhqJmkaWZa4ZqJuaDA3I+ULFK/B6ZSi1jOHtm3NUWKV6MMSbaugdE6e5MVHtUrhaxEfNBtC1qFg1Mc+ko7rbBqccnnk1fvlL87xe3iqilfFTN3EOuFM7Ktldh6T2zvTcTo2wZmCvh/nvg0b8XGdN/em+y6HglZdqC6HmhNmUeu/edSjZa1GwSruRs14iY0zbP3KZ8eeZxvH+WF7VlMtFEO1uD8Fjk0lyZf+e5LMkrGHnyzDVKF4sBzdE/j/+1HtvcynCy1k9/Dln58mTHZSQiBm2xgXH7ayJaIc/lQ6Zy6EhEdCeOd9rG07BV5D/n4mgPuKde7NCY4M2/AMUslXzlmRwymRDDLuVQ9pqNfCOyqcFcBYYS6MghtsJ2XtybZhDhtI1m47kHZu4+XbVeiLY+x9wXbeUKIXLl4ph+8gtQd61w504ESYI7vi8+79p/mNh75Jl+bv8e3PNz0Xh2PiJJcNt/CTHnnQ/C2/8AgxeTS/yvtExbSYLaTXDx5fTb9J5IdlgrteJ1557L/P6DF0UlXp65Te1maN2V/vnAHBgflS7OQbQdFgv5c/0em2dekxdt8+SZi2z5HDz9JfjtPfCtOviPZvjpjfC/18Gf3pe+e6p7YH42a5gMlWuTxbenvgj/tRQe+YRwU154ERZsnp39yzM9VKwSk/tUZXLDnaIpQDphRqGCRbeJ5nTZyDsh86RiwdVw/sXJv898cEDOByQJFlwjqlSyYTsvmn7OIJGKVRh83cIh6rHN3H26aKFwLHa8Pj+Os4qV2Stneo7Dsb/Crd+Z3GdZ6+H9j0NTvinpnEVnhaV3z+9s0tpNQqyt2SAc3cvfAgcfSNzmSsu0Bai/PnNTsXSZ1fXXi6zjTMzCNT7PBKjZBLZz4OhO/bzfLSL/ZpPSpbmJtmrj/L5O5Znz5EXbPHnmIkvuhDt+AA3Xwzv+BG/5DWz4MFz1CeH8+8sHUpd2u2dwMjhXWLBZlEoNd4l/2y/Baz+B9zwKp5+AP7wDQn6omadOjTypKVsKnkGwtyc/N3BGxHMo1Olfv/hO0dQuW0RCwC0ydPPkiafxRjHhzKVBRSbyiwJTx4KrMzu3YsyC0xZ9MQ5NJVLbKzO7uCqTifL/Czvnx3FWtS57V/mD94vrt7lqRnYpT54pZeXb4cRj4B0efcw9cGVl2oLIp23bnToKzucUDaBSZVY3bhX9MgKe1O8biYjXzvQ1Ps/40VpEnnjrK6mfD7hn32lbsjh7FJbPIeI+8uSZRvKibZ48c5WW22HTx0Qzhur1Isd16d1w10/EgOT1nyW/xj0wM81N5hLaAihfISalAEf+JCbvddeKsrq2V+GGL4rSyzyXD0qtECNSuR37z0Bhlm7gddeKiIRs5dR5J2SeVJStEA0qLuVQjp+JgGt+iGnzgbprRH55plzboA869gmn/gzTZ1yMdPGlmY1HAOFm6j0+P8YGtZuF0zZe0BrLiUdFI7E8eeYjpUtE3n6s0icSEU7bKynTFsBaJ3JnUy209R4XzmNjafJzpUtFFM7pJ0cf8w6P5oq6B8BnF++fZ+5Te3X6Chn/HBgflS0VZiBnb/ptvMN50TbPtJMXbfPkmW9oTHDLt+CFbyavUM+1TNuZom6LiEAAOPwn0WgKhDD3uQuw7oOzt295po+mm+DMU8mPZ8qzjZFrRELAO/uDxjxzD5lMOH7OPJl920zknbZTR0EdmCpGF/Di8dphxz/A798hJldlKRxc00y/cTGyizuh7/TM5i0uvkP8d6JNu2YScyVYatO7bR3dMNQmhOg8eeYry+8VBgMQYmPQe+XFIwA0boNTO5If7z4ixNlUSBKsfAfs/an494Wd8J1m+M4iaNsjeh1YG/JNoeYLC28STSVTVb0F3LPfJFJbkNkNDOIcnqqG23nypCEv2ubJMx9ZeDMUNsCeHyU+fiVm2oIoVT79JLTvhcELsOjW0efyGUOXL03bUpeoD5yBoiyiLQgx4/jDqXNxQTw+HY3I8lwetNwOxx5Kf/zkgj9/fE0ZkiQWYk4+mvzcM18RDSuLm0UFxizcF/oNLcKtc+gBqN44cx9csgju/lnifXEus+BqaE0Tc3Fpr+jmnZ8g55nPLL1biEDDXWLMqjELcehKY8mdwjkfCiY+ni7PNsba9ws37p8/AA+8Bbb/B1z3T/DgB0WTsqp107rbeaaQBdeIRYtLe5Of8ztnX7QFUQFyMZNoO5xfJMgz7eRF2zx55iOSBNd9Hl79wWhJEAgXir5k9vZrtqjdLCZxP9sGK96Wv3leKZQtF4LX2BXwXOIRAOqvE2VNHftTPx8KQCSUd0LmSU3jNtEUsvPAxN/DN5wXoKaSltuEaydeBAh44NDvRYXKG74hGgPNAkG5ltC2b4C5WkQezSTL7hENyeYDdVvgbJru8Jf2isioPHnmM6YKMW49+hdRGWRtuDINBtUbRczQxTHVEZf2Zo6w0Vnh7X8EmQLe+gCsegds/Jiottj9Q7Ggn2d+IFeKBcUTjyQ/554j1aMLNmdx2uZF2zzTT160zZNnvlJ/nSgB3/Nj8e9IRJRdFi+c1d2aFWQyuPfXIgbhhi/O9t7kmSlkMuFYOfi70cf8blE+W5SDaKtQQ/MtcPyh1M8HotmYeSdknlQoNUIkPPqXib0+HI6Ktuap3a8rmeoNIMkTRYD2PaLhSfnK2dqrESIr3gafPir2J09qmrZB30mR3T+WS6/nXXR5Lg+W3wuHfw+2c1du0yyZTORTH3xg9DFXP/QcgwXXZn5t1Vq468eiYXPsve78EVz9aViSz7yeVyy7RyysBryJj7v65kaDvtrN4p7k6En9vGuGc+rzXJHkRds8eeYrkgTbvgov/afohu3oEgJA0RUo2oLIKLz1P67MeIgrmZXvECv0scY1vSfEMWAsz+31i+8Qom3KPK1od2JFXrTNk4aVb4dDvxMNrsaL3wmRcF60nUpkcljxVtj3q9HHLuwU+eZXopNtPqK1iN/r5GOJj4cCoiqiaoZdynnyTAeL7wR7Bzz3dShfPtt7M3us+6CIqRpqE/8+tUNUURkmINaZK+HGLwsBN8/8of56MW4fuwDu7J0boq2+SOSop+uBYW8HU+XM7lOe/9/evUdHXeZ3HP9MIAkBkgGCSQhELupaEBEJFggqLIWoa4qIa12wERRXEUHcYK0oFeSUwroVcKUoKJujPaclbpWtR9lokHAT0GwIyqXEuywwkXsSiOQCT/8YM2EIlyTO75LM+3XOnMM888zk++Xkm9/Md57f8ws7/FUDmrPuaf6mQc59/oNd/BWsCkR4Serr36fy0x9X25Z86m/gN7RBc+VIqabq/Bc0q/nBf+peq9ahixctS4+b/HsR7j7PqX2XcqpUkkeK4rS6kEqd6P/gX3u159qmLZqP2v2iz/b9Lv+ptOH6xTRaluj20u0v+LdyGjDB6WicE3+FdPUvpI0v+L88L1jh3+YM4cPjkQZNljb/PvgaFScPu6NpK/lXhF/orKqy/ZK3m73xIOzQtAWau1v+zX9lyw9mSUMfdzoawH43zfCvOK/+Qfpus9Q1teHPbR0l/e2D0tb/qP9Y5Qn2s8XFeTzSwEn+ffQae0GyU6X+/WxZFRRa8Vf4L2b1yXL///H+bf7mOpqPa+70X2ioZGfd2L4C/9926gUtRd+x0rS/sF3KyNnSrlX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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_mean_m3s\"],\n", + " label=\"Gemeten Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_model_m3s\"],\n", + " label=\"Wflow model Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Afvoer [m³/s]\")\n", + "plt.title(\"Gemeten en gemodelleerde afvoer bij Lobith, 2005–2010\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "6030c384-4922-4458-8d32-4a2630473d3c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RMSE: 1790.8730714693356\n", + "Bias: 797.7560808003882\n", + "Correlatie: 0.7918415491387085\n" + ] + } + ], + "source": [ + "obs = comparison[\"Q_mean_m3s\"]\n", + "sim = comparison[\"Q_model_m3s\"]\n", + "\n", + "rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + "bias = sim.mean() - obs.mean()\n", + "correlation = obs.corr(sim)\n", + "\n", + "print(\"RMSE:\", rmse)\n", + "print(\"Bias:\", bias)\n", + "print(\"Correlatie:\", correlation)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "8b855167-7b66-48d1-a680-86e3fbd2ce74", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_mean_m3sQ_model_m3s
02005-01-012198.0416674478.155762
12005-01-022084.2083334328.943359
22005-01-032039.4166674163.805176
32005-01-042041.0000003979.241455
42005-01-052085.5416673801.807129
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" + ], + "text/plain": [ + " date Q_mean_m3s Q_model_m3s\n", + "0 2005-01-01 2198.041667 4478.155762\n", + "1 2005-01-02 2084.208333 4328.943359\n", + "2 2005-01-03 2039.416667 4163.805176\n", + "3 2005-01-04 2041.000000 3979.241455\n", + "4 2005-01-05 2085.541667 3801.807129" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "calib_data = comparison.copy()\n", + "\n", + "calib_data = calib_data.dropna(subset=[\"Q_mean_m3s\", \"Q_model_m3s\"])\n", + "\n", + "obs = calib_data[\"Q_mean_m3s\"]\n", + "sim = calib_data[\"Q_model_m3s\"]\n", + "\n", + "calib_data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "7f075951-3900-482b-96b0-f659f00925ef", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Origineel model\n", + "RMSE: 1790.8730714693356\n", + "Bias: 797.7560808003882\n", + "Correlatie: 0.7918415491387085\n", + "Gemiddelde meting: 2174.954263654344\n", + "Gemiddelde model: 2972.710344454732\n" + ] + } + ], + "source": [ + "rmse_original = np.sqrt(((sim - obs) ** 2).mean())\n", + "bias_original = sim.mean() - obs.mean()\n", + "corr_original = obs.corr(sim)\n", + "\n", + "print(\"Origineel model\")\n", + "print(\"RMSE:\", rmse_original)\n", + "print(\"Bias:\", bias_original)\n", + "print(\"Correlatie:\", corr_original)\n", + "print(\"Gemiddelde meting:\", obs.mean())\n", + "print(\"Gemiddelde model:\", sim.mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "878053f7-2a0a-4cec-b93e-b8e30e469d9b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal laagwaterdagen in kalibratie: 1155\n" + ] + } + ], + "source": [ + "low_flow_limit = 2000\n", + "\n", + "low_flow_data = calib_data[\n", + " calib_data[\"Q_mean_m3s\"] < low_flow_limit\n", + "].copy()\n", + "\n", + "print(\"Aantal laagwaterdagen in kalibratie:\", len(low_flow_data))" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "69cf3526-5707-4075-bd28-1e25daf2904e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "a_low: 0.10175690704075954\n", + "b_low: 1410.8686473385449\n" + ] + } + ], + "source": [ + "a_low, b_low = np.polyfit(\n", + " low_flow_data[\"Q_model_m3s\"],\n", + " low_flow_data[\"Q_mean_m3s\"],\n", + " 1\n", + ")\n", + "\n", + "print(\"a_low:\", a_low)\n", + "print(\"b_low:\", b_low)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "fda33a85-38b7-4537-86f0-cd309e73a69b", + "metadata": {}, + "outputs": [], + "source": [ + "calib_data[\"Q_model_lowflowfit_m3s\"] = (\n", + " a_low * calib_data[\"Q_model_m3s\"] + b_low\n", + ")\n", + "\n", + "calib_data[\"Q_model_lowflowfit_m3s\"] = calib_data[\"Q_model_lowflowfit_m3s\"].clip(lower=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "fb13925f-1111-4449-8220-5be6fb8f0081", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Laagwatergerichte kalibratie, prestatie op alle dagen\n", + "RMSE: 829.8176482978904\n", + "Bias: -461.5918061360144\n", + "Correlatie: 0.7918415491387086\n" + ] + } + ], + "source": [ + "sim_lowfit = calib_data[\"Q_model_lowflowfit_m3s\"]\n", + "\n", + "rmse_lowfit = np.sqrt(((sim_lowfit - obs) ** 2).mean())\n", + "bias_lowfit = sim_lowfit.mean() - obs.mean()\n", + "corr_lowfit = obs.corr(sim_lowfit)\n", + "\n", + "print(\"Laagwatergerichte kalibratie, prestatie op alle dagen\")\n", + "print(\"RMSE:\", rmse_lowfit)\n", + "print(\"Bias:\", bias_lowfit)\n", + "print(\"Correlatie:\", corr_lowfit)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "918f1907-9166-4aeb-a3b4-10abbbe943b0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Alleen laagwaterdagen\n", + "Originele RMSE: 1030.3796681882666\n", + "Gekalibreerde RMSE: 256.7453901785215\n", + "Originele bias: 130.0516905813506\n", + "Gekalibreerde bias: 0.0\n" + ] + } + ], + "source": [ + "low_check = calib_data[\n", + " calib_data[\"Q_mean_m3s\"] < low_flow_limit\n", + "].copy()\n", + "\n", + "obs_low = low_check[\"Q_mean_m3s\"]\n", + "sim_low_original = low_check[\"Q_model_m3s\"]\n", + "sim_low_calibrated = low_check[\"Q_model_lowflowfit_m3s\"]\n", + "\n", + "rmse_low_original = np.sqrt(((sim_low_original - obs_low) ** 2).mean())\n", + "rmse_low_calibrated = np.sqrt(((sim_low_calibrated - obs_low) ** 2).mean())\n", + "\n", + "bias_low_original = sim_low_original.mean() - obs_low.mean()\n", + "bias_low_calibrated = sim_low_calibrated.mean() - obs_low.mean()\n", + "\n", + "print(\"Alleen laagwaterdagen\")\n", + "print(\"Originele RMSE:\", rmse_low_original)\n", + "print(\"Gekalibreerde RMSE:\", rmse_low_calibrated)\n", + "print(\"Originele bias:\", bias_low_original)\n", + "print(\"Gekalibreerde bias:\", bias_low_calibrated)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "85a42170-1c4e-41b0-ad0d-bc61ceb5ac8a", + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'plt' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[1], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mplt\u001b[49m\u001b[38;5;241m.\u001b[39mfigure(figsize\u001b[38;5;241m=\u001b[39m(\u001b[38;5;241m14\u001b[39m, \u001b[38;5;241m6\u001b[39m))\n\u001b[1;32m 3\u001b[0m plt\u001b[38;5;241m.\u001b[39mplot(\n\u001b[1;32m 4\u001b[0m calib_data[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdate\u001b[39m\u001b[38;5;124m\"\u001b[39m],\n\u001b[1;32m 5\u001b[0m calib_data[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mQ_mean_m3s\u001b[39m\u001b[38;5;124m\"\u001b[39m],\n\u001b[1;32m 6\u001b[0m label\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGemeten Lobith\u001b[39m\u001b[38;5;124m\"\u001b[39m,\n\u001b[1;32m 7\u001b[0m linewidth\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0.8\u001b[39m\n\u001b[1;32m 8\u001b[0m )\n\u001b[1;32m 10\u001b[0m \u001b[38;5;66;03m#plt.plot(\u001b[39;00m\n\u001b[1;32m 11\u001b[0m \u001b[38;5;66;03m# calib_data[\"date\"],\u001b[39;00m\n\u001b[1;32m 12\u001b[0m \u001b[38;5;66;03m# calib_data[\"Q_model_m3s\"],\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 15\u001b[0m \u001b[38;5;66;03m#alpha=0.7\u001b[39;00m\n\u001b[1;32m 16\u001b[0m \u001b[38;5;66;03m#)\u001b[39;00m\n", + "\u001b[0;31mNameError\u001b[0m: name 'plt' is not defined" + ] + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " calib_data[\"date\"],\n", + " calib_data[\"Q_mean_m3s\"],\n", + " label=\"Gemeten Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " calib_data[\"date\"],\n", + " calib_data[\"Q_model_m3s\"],\n", + " label=\"Wflow origineel\",\n", + " linewidth=0.7,\n", + " alpha=0.7\n", + ")\n", + "\n", + "plt.plot(\n", + " calib_data[\"date\"],\n", + " calib_data[\"Q_model_lowflowfit_m3s\"],\n", + " label=\"Wflow gekalibreerd op laagwater\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Afvoer [m³/s]\")\n", + "plt.title(\"Gemeten en gekalibreerde wflow-afvoer bij Lobith, 2005–2010\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "00fa5a97-87ca-4638-8f1a-d01957b5a7bb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Schaalfactor: 0.7316401571755837\n" + ] + } + ], + "source": [ + "factor = obs.mean() / sim.mean()\n", + "\n", + "calib_data[\"Q_model_factor_m3s\"] = calib_data[\"Q_model_m3s\"] * factor\n", + "\n", + "print(\"Schaalfactor:\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "d04549af-5c15-425c-b6ee-ceb8507e4aa0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Na schaalfactor\n", + "RMSE: 1064.395200160694\n", + "Bias: 4.547473508864641e-13\n", + "Correlatie: 0.7918415491387091\n" + ] + } + ], + "source": [ + "sim_factor = calib_data[\"Q_model_factor_m3s\"]\n", + "\n", + "rmse_factor = np.sqrt(((sim_factor - obs) ** 2).mean())\n", + "bias_factor = sim_factor.mean() - obs.mean()\n", + "corr_factor = obs.corr(sim_factor)\n", + "\n", + "print(\"Na schaalfactor\")\n", + "print(\"RMSE:\", rmse_factor)\n", + "print(\"Bias:\", bias_factor)\n", + "print(\"Correlatie:\", corr_factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "e3ad4b91-1656-4ffb-840e-395f019c84b0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "a: 0.30804936335155964\n", + "b: 1259.2127346164684\n" + ] + } + ], + "source": [ + "a, b = np.polyfit(\n", + " calib_data[\"Q_model_m3s\"],\n", + " calib_data[\"Q_mean_m3s\"],\n", + " 1\n", + ")\n", + "\n", + "print(\"a:\", a)\n", + "print(\"b:\", b)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "b2c5371d-fb5e-460a-b4b3-af90ee27422c", + "metadata": {}, + "outputs": [], + "source": [ + "calib_data[\"Q_model_linear_m3s\"] = (\n", + " a * calib_data[\"Q_model_m3s\"] + b\n", + ")\n", + "\n", + "calib_data[\"Q_model_linear_m3s\"] = calib_data[\"Q_model_linear_m3s\"].clip(lower=0)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "9da50c54-3329-43da-b96a-8dc342cc0c0c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Na lineaire kalibratie\n", + "RMSE: 520.700172331775\n", + "Bias: 4.547473508864641e-13\n", + "Correlatie: 0.7918415491387085\n" + ] + } + ], + "source": [ + "sim_linear = calib_data[\"Q_model_linear_m3s\"]\n", + "\n", + "rmse_linear = np.sqrt(((sim_linear - obs) ** 2).mean())\n", + "bias_linear = sim_linear.mean() - obs.mean()\n", + "corr_linear = obs.corr(sim_linear)\n", + "\n", + "print(\"Na lineaire kalibratie\")\n", + "print(\"RMSE:\", rmse_linear)\n", + "print(\"Bias:\", bias_linear)\n", + "print(\"Correlatie:\", corr_linear)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "dbbc3573-0e6e-4989-8875-a24b3cbdfe1b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " calib_data[\"date\"],\n", + " calib_data[\"Q_mean_m3s\"],\n", + " label=\"Gemeten Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " calib_data[\"date\"],\n", + " calib_data[\"Q_model_m3s\"],\n", + " label=\"Wflow origineel\",\n", + " linewidth=0.7,\n", + " alpha=0.7\n", + ")\n", + "\n", + "plt.plot(\n", + " calib_data[\"date\"],\n", + " calib_data[\"Q_model_lowflowfit_m3s\"],\n", + " label=\"Wflow gekalibreerd op laagwater\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Afvoer [m³/s]\")\n", + "plt.title(\"Gemeten en gekalibreerde wflow-afvoer bij Lobith, 2005–2010\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "5986bfe4-79af-458c-b37a-3469f49f4504", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Opgeslagen als: /home/niels/BEP-Niels/model_output_lobith_2005_2010_daily.xlsx\n" + ] + } + ], + "source": [ + "output_file = Path(\"/home/niels/BEP-Niels/model_output_lobith_2005_2010_daily.xlsx\")\n", + "\n", + "model_output_validation.to_excel(output_file, index=False)\n", + "\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4c0decbe-b277-4ab0-86a0-cfece431dac7", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/010_Kalibrate1000_hetluktniet.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/010_Kalibrate1000_hetluktniet.ipynb new file mode 100644 index 00000000..23a57fb8 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/010_Kalibrate1000_hetluktniet.ipynb @@ -0,0 +1,9232 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "a22ea64b-870e-4ed4-866c-b2145c1ab95d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Project map: /home/niels/BEP-Niels\n", + "Temp runs: /home/niels/BEP-Niels/temp_runs\n", + "Results: /home/niels/BEP-Niels/results\n", + "Figures: /home/niels/BEP-Niels/Results-figures\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import shutil\n", + "from pathlib import Path\n", + "\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources\n", + "\n", + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"Results-figures\"\n", + "\n", + "temp_dir.mkdir(exist_ok=True)\n", + "results_dir.mkdir(exist_ok=True)\n", + "figures_dir.mkdir(exist_ok=True)\n", + "\n", + "print(\"Project map:\", project_dir)\n", + "print(\"Temp runs:\", temp_dir)\n", + "print(\"Results:\", results_dir)\n", + "print(\"Figures:\", figures_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "35312162-8910-4126-8e9a-53800e2c45f6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " date hh:mm Q_m3s\n", + "0 1901-01-01 --:-- 2035.0\n", + "1 1901-01-02 --:-- 2270.0\n", + "2 1901-01-03 --:-- 2445.0\n", + "3 1901-01-04 --:-- 2325.0\n", + "4 1901-01-05 --:-- 2175.0\n", + "Start GRDC: 1901-01-01 00:00:00\n", + "Einde GRDC: 2020-12-31 00:00:00\n" + ] + } + ], + "source": [ + "grdc_file = project_dir / \"Data Lobith\" / \"data grdc\" / \"6435060_Q_Day.Cmd.txt\"\n", + "\n", + "df = pd.read_csv(\n", + " grdc_file,\n", + " sep=\";\",\n", + " comment=\"#\",\n", + " skipinitialspace=True,\n", + " na_values=-999.000,\n", + " encoding=\"latin1\"\n", + ")\n", + "\n", + "df.columns = df.columns.str.strip()\n", + "\n", + "df = df.rename(columns={\n", + " \"YYYY-MM-DD\": \"date\",\n", + " \"Value\": \"Q_m3s\"\n", + "})\n", + "\n", + "df[\"date\"] = pd.to_datetime(df[\"date\"])\n", + "df[\"Q_m3s\"] = pd.to_numeric(df[\"Q_m3s\"])\n", + "\n", + "df = df.dropna(subset=[\"Q_m3s\"])\n", + "\n", + "print(df.head())\n", + "print(\"Start GRDC:\", df[\"date\"].min())\n", + "print(\"Einde GRDC:\", df[\"date\"].max())" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "1723f844-6857-4eb8-95f4-4002aae8c684", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script\n", + "Directory bestaat: True\n", + "Forcing file: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script/wflow_ERA5_Rhine_1986_1995.nc\n", + "File bestaat: True\n" + ] + } + ], + "source": [ + "forcing_dir = temp_dir / \"forcing_basisrun_1987_1995\" / \"work\" / \"diagnostic\" / \"script\"\n", + "forcing_file = forcing_dir / \"wflow_ERA5_Rhine_1986_1995.nc\"\n", + "\n", + "print(\"Forcing directory:\", forcing_dir)\n", + "print(\"Directory bestaat:\", forcing_dir.exists())\n", + "print(\"Forcing file:\", forcing_file)\n", + "print(\"File bestaat:\", forcing_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "80a8b2ca-b70b-4bfe-be2c-22d4d3e8e6a0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Size: 1GB\n", + "Dimensions: (time: 3652, lat: 169, lon: 187, bnds: 2)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 29kB 1986-01-01T12:00:00 ... 1995-12-31T...\n", + " * lat (lat) float64 1kB 52.05 52.02 51.98 51.94 ... 45.97 45.93 45.89\n", + " * lon (lon) float64 1kB 5.227 5.264 5.3 5.337 ... 11.97 12.01 12.05\n", + " height float64 8B ...\n", + "Dimensions without coordinates: bnds\n", + "Data variables:\n", + " pr (time, lat, lon) float32 462MB ...\n", + " time_bnds (time, bnds) datetime64[ns] 58kB ...\n", + " lat_bnds (lat, bnds) float64 3kB ...\n", + " lon_bnds (lon, bnds) float64 3kB ...\n", + " tas (time, lat, lon) float32 462MB ...\n", + " pet (time, lat, lon) float32 462MB ...\n", + "Attributes:\n", + " Conventions: CF-1.7\n", + " software: Created with ESMValTool v2.11.1\n", + " caption: Forcings for the wflow hydrological model.\n", + "Start forcing: 1986-01-01T12:00:00.000000000\n", + "Einde forcing: 1995-12-31T12:00:00.000000000\n", + "Variabelen: ['pr', 'time_bnds', 'lat_bnds', 'lon_bnds', 'tas', 'pet']\n" + ] + } + ], + "source": [ + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(ds)\n", + "print(\"Start forcing:\", ds[\"time\"].values[0])\n", + "print(\"Einde forcing:\", ds[\"time\"].values[-1])\n", + "print(\"Variabelen:\", list(ds.data_vars))\n", + "\n", + "ds.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "792cd945-a781-45d3-930b-ed2778565b1d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "start_time='1986-01-01T00:00:00Z' end_time='1996-01-01T00:00:00Z' directory=PosixPath('/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script') shape=PosixPath('/home/niels/BEP-Niels/Rhine/Rhine.shp') filenames={} netcdfinput='wflow_ERA5_Rhine_1986_1995.nc' Precipitation='/pr' EvapoTranspiration='/pet' Temperature='/tas' Inflow=None\n" + ] + } + ], + "source": [ + "shape_file = project_dir / \"Rhine\" / \"Rhine.shp\"\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing(\n", + " start_time=\"1986-01-01T00:00:00Z\",\n", + " end_time=\"1996-01-01T00:00:00Z\",\n", + " directory=str(forcing_dir),\n", + " shape=str(shape_file),\n", + " netcdfinput=\"wflow_ERA5_Rhine_1986_1995.nc\",\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(forcing)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "1586e64c-c155-4f6b-828a-4886fc9f37cf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set: /data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config bestaat: True\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(\"Parameter set:\", parameter_set.directory)\n", + "print(\"Config bestaat:\", parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "41d3785f-2327-40e6-940c-d3a60161207d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Lobith modelpunt:\n", + "Latitude: 51.849999998\n", + "Longitude: 6.0999999998\n" + ] + } + ], + "source": [ + "lat_lobith_model = 51.849999998\n", + "lon_lobith_model = 6.0999999998\n", + "\n", + "print(\"Lobith modelpunt:\")\n", + "print(\"Latitude:\", lat_lobith_model)\n", + "print(\"Longitude:\", lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "5c9539e9-6931-4ded-b7ea-4ef97ad606b1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal GRDC dagen: 3287\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1995-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3s
314111987-01-014865.0
314121987-01-025756.0
314131987-01-036160.0
314141987-01-046973.0
314151987-01-057579.0
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" + ], + "text/plain": [ + " date Q_grdc_m3s\n", + "31411 1987-01-01 4865.0\n", + "31412 1987-01-02 5756.0\n", + "31413 1987-01-03 6160.0\n", + "31414 1987-01-04 6973.0\n", + "31415 1987-01-05 7579.0" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "calibration_start = \"1987-01-01\"\n", + "calibration_end = \"1995-12-31\"\n", + "\n", + "grdc_calibration = df[\n", + " (df[\"date\"] >= calibration_start) &\n", + " (df[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_calibration = grdc_calibration[[\"date\", \"Q_m3s\"]]\n", + "grdc_calibration = grdc_calibration.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "print(\"Aantal GRDC dagen:\", len(grdc_calibration))\n", + "print(\"Start:\", grdc_calibration[\"date\"].min())\n", + "print(\"Einde:\", grdc_calibration[\"date\"].max())\n", + "\n", + "grdc_calibration.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "6748ebd8-e399-4115-87dd-3b3416d5171f", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_last_column(tbl_file, factor):\n", + " tbl_file = Path(tbl_file)\n", + "\n", + " original_text = tbl_file.read_text()\n", + "\n", + " backup_file = tbl_file.with_suffix(tbl_file.suffix + \".backup\")\n", + "\n", + " if not backup_file.exists():\n", + " backup_file.write_text(original_text)\n", + "\n", + " new_lines = []\n", + "\n", + " for line in original_text.splitlines():\n", + " stripped = line.strip()\n", + "\n", + " if stripped == \"\" or stripped.startswith(\"#\"):\n", + " new_lines.append(line)\n", + " continue\n", + "\n", + " parts = line.split()\n", + "\n", + " try:\n", + " old_value = float(parts[-1])\n", + " new_value = old_value * factor\n", + " parts[-1] = str(new_value)\n", + " new_lines.append(\" \".join(parts))\n", + "\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " tbl_file.write_text(\"\\n\".join(new_lines) + \"\\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "d3f627ef-7400-42e2-8d9c-7e8fd0b1346b", + "metadata": {}, + "outputs": [], + "source": [ + "def apply_parameter_factors(cfg_dir, factors):\n", + " cfg_dir = Path(cfg_dir)\n", + "\n", + " for tbl_name, factor in factors.items():\n", + " found_files = list(cfg_dir.rglob(tbl_name))\n", + "\n", + " if len(found_files) == 0:\n", + " print(\"Niet gevonden:\", tbl_name)\n", + " continue\n", + "\n", + " for tbl_file in found_files:\n", + " print(\"Aanpassen:\", tbl_file.relative_to(cfg_dir), \"factor:\", factor)\n", + " multiply_tbl_last_column(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "840044aa-47d5-4543-81e8-fb7163943ae0", + "metadata": {}, + "outputs": [], + "source": [ + "def show_parameter_files(cfg_dir, tbl_name):\n", + " cfg_dir = Path(cfg_dir)\n", + " files = list(cfg_dir.rglob(tbl_name))\n", + "\n", + " print(\"Gevonden bestanden voor:\", tbl_name)\n", + " print(\"Aantal:\", len(files))\n", + "\n", + " for file in files:\n", + " print(\"\\n---\", file.relative_to(cfg_dir), \"---\")\n", + " print(file.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "f8616eb3-73ba-4b5d-8b12-d848fcf68ed5", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "VOOR aanpassing:\n", + "Gevonden bestanden voor: FirstZoneCapacity.tbl\n", + "Aantal: 1\n", + "\n", + "--- intbl/FirstZoneCapacity.tbl ---\n", + "1\t1\t1\t400\n", + "2\t1\t1\t7100\n", + "3\t1\t1\t7100\n", + "4\t1\t1\t7100\n", + "5\t1\t1\t7100\n", + "6\t1\t1\t7100\n", + "1\t2\t1\t3200\n", + "2\t2\t1\t10000\n", + "3\t2\t1\t10000\n", + "4\t2\t1\t10000\n", + "5\t2\t1\t10000\n", + "6\t2\t1\t10000\n", + "1\t3\t1\t400\n", + "2\t3\t1\t1000\n", + "3\t3\t1\t1000\n", + "4\t3\t1\t1000\n", + "5\t3\t1\t1000\n", + "6\t3\t1\t1000\n", + "1\t4\t1\t800\n", + "2\t4\t1\t14200\n", + "3\t4\t1\t14200\n", + "4\t4\t1\t14200\n", + "5\t4\t1\t14200\n", + "6\t4\t1\t14200\n", + "1\t5\t1\t800\n", + "2\t5\t1\t14200\n", + "3\t5\t1\t14200\n", + "4\t5\t1\t14200\n", + "5\t5\t1\t14200\n", + "6\t5\t1\t14200\n", + "1\t6\t1\t800\n", + "2\t6\t1\t14200\n", + "3\t6\t1\t14200\n", + "4\t6\t1\t14200\n", + "5\t6\t1\t14200\n", + "6\t6\t1\t14200\n", + "1\t7\t1\t1200\n", + "2\t7\t1\t6750\n", + "3\t7\t1\t6750\n", + "4\t7\t1\t6750\n", + "5\t7\t1\t6750\n", + "6\t7\t1\t6750\n", + "1\t8\t1\t400\n", + "2\t8\t1\t1750\n", + "3\t8\t1\t1750\n", + "4\t8\t1\t1750\n", + "5\t8\t1\t1750\n", + "6\t8\t1\t1750\n", + "1\t9\t1\t800\n", + "2\t9\t1\t14200\n", + "3\t9\t1\t14200\n", + "4\t9\t1\t14200\n", + "5\t9\t1\t14200\n", + "6\t9\t1\t14200\n", + "1\t10\t1\t800\n", + "2\t10\t1\t14200\n", + "3\t10\t1\t14200\n", + "4\t10\t1\t14200\n", + "5\t10\t1\t14200\n", + "6\t10\t1\t14200\n", + "1\t11\t1\t12800\n", + "2\t11\t1\t24000\n", + "3\t11\t1\t24000\n", + "4\t11\t1\t24000\n", + "5\t11\t1\t24000\n", + "6\t11\t1\t24000\n", + "1\t12\t1\t400\n", + "2\t12\t1\t1250\n", + "3\t12\t1\t1250\n", + "4\t12\t1\t1250\n", + "5\t12\t1\t1250\n", + "6\t12\t1\t1250\n", + "1\t13\t1\t1600\n", + "2\t13\t1\t3000\n", + "3\t13\t1\t3000\n", + "4\t13\t1\t3000\n", + "5\t13\t1\t3000\n", + "6\t13\t1\t3000\n", + "1\t14\t1\t400\n", + "2\t14\t1\t750\n", + "3\t14\t1\t750\n", + "4\t14\t1\t750\n", + "5\t14\t1\t750\n", + "6\t14\t1\t750\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "Aanpassen: intbl/FirstZoneCapacity.tbl factor: 1.5\n", + "\n", + "NA aanpassing:\n", + "Gevonden bestanden voor: FirstZoneCapacity.tbl\n", + "Aantal: 1\n", + "\n", + "--- intbl/FirstZoneCapacity.tbl ---\n", + "1 1 1 600.0\n", + "2 1 1 10650.0\n", + "3 1 1 10650.0\n", + "4 1 1 10650.0\n", + "5 1 1 10650.0\n", + "6 1 1 10650.0\n", + "1 2 1 4800.0\n", + "2 2 1 15000.0\n", + "3 2 1 15000.0\n", + "4 2 1 15000.0\n", + "5 2 1 15000.0\n", + "6 2 1 15000.0\n", + "1 3 1 600.0\n", + "2 3 1 1500.0\n", + "3 3 1 1500.0\n", + "4 3 1 1500.0\n", + "5 3 1 1500.0\n", + "6 3 1 1500.0\n", + "1 4 1 1200.0\n", + "2 4 1 21300.0\n", + "3 4 1 21300.0\n", + "4 4 1 21300.0\n", + "5 4 1 21300.0\n", + "6 4 1 21300.0\n", + "1 5 1 1200.0\n", + "2 5 1 21300.0\n", + "3 5 1 21300.0\n", + "4 5 1 21300.0\n", + "5 5 1 21300.0\n", + "6 5 1 21300.0\n", + "1 6 1 1200.0\n", + "2 6 1 21300.0\n", + "3 6 1 21300.0\n", + "4 6 1 21300.0\n", + "5 6 1 21300.0\n", + "6 6 1 21300.0\n", + "1 7 1 1800.0\n", + "2 7 1 10125.0\n", + "3 7 1 10125.0\n", + "4 7 1 10125.0\n", + "5 7 1 10125.0\n", + "6 7 1 10125.0\n", + "1 8 1 600.0\n", + "2 8 1 2625.0\n", + "3 8 1 2625.0\n", + "4 8 1 2625.0\n", + "5 8 1 2625.0\n", + "6 8 1 2625.0\n", + "1 9 1 1200.0\n", + "2 9 1 21300.0\n", + "3 9 1 21300.0\n", + "4 9 1 21300.0\n", + "5 9 1 21300.0\n", + "6 9 1 21300.0\n", + "1 10 1 1200.0\n", + "2 10 1 21300.0\n", + "3 10 1 21300.0\n", + "4 10 1 21300.0\n", + "5 10 1 21300.0\n", + "6 10 1 21300.0\n", + "1 11 1 19200.0\n", + "2 11 1 36000.0\n", + "3 11 1 36000.0\n", + "4 11 1 36000.0\n", + "5 11 1 36000.0\n", + "6 11 1 36000.0\n", + "1 12 1 600.0\n", + "2 12 1 1875.0\n", + "3 12 1 1875.0\n", + "4 12 1 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[ + "test_run_dir = temp_dir / \"run_test_parameter_change\"\n", + "\n", + "if test_run_dir.exists():\n", + " shutil.rmtree(test_run_dir)\n", + "\n", + "model_test = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file_test, cfg_dir_test = model_test.setup(\n", + " cfg_dir=str(test_run_dir)\n", + ")\n", + "\n", + "cfg_dir_test = Path(cfg_dir_test)\n", + "\n", + "factors_test = {\n", + " \"FirstZoneCapacity.tbl\": 1.5\n", + "}\n", + "\n", + "print(\"VOOR aanpassing:\")\n", + "show_parameter_files(cfg_dir_test, \"FirstZoneCapacity.tbl\")\n", + "\n", + "apply_parameter_factors(cfg_dir_test, factors_test)\n", + "\n", + "print(\"\\nNA aanpassing:\")\n", + "show_parameter_files(cfg_dir_test, \"FirstZoneCapacity.tbl\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ecee8520-e2ec-40ae-b700-5384345da49c", + "metadata": {}, + "outputs": [], + "source": [ + "def get_tbl_last_column_values(tbl_file):\n", + " values = []\n", + " \n", + " tbl_file = Path(tbl_file)\n", + " \n", + " for line in tbl_file.read_text().splitlines():\n", + " stripped = line.strip()\n", + " \n", + " if stripped == \"\" or stripped.startswith(\"#\"):\n", + " continue\n", + " \n", + " parts = line.split()\n", + " \n", + " try:\n", + " values.append(float(parts[-1]))\n", + " except:\n", + " pass\n", + " \n", + " return values" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "9e362f10-1e58-41c8-8318-d3bb3759d4fc", + "metadata": {}, + "outputs": [], + "source": [ + "def print_parameter_summary(cfg_dir, factors):\n", + " cfg_dir = Path(cfg_dir)\n", + " \n", + " for tbl_name in factors.keys():\n", + " files = list(cfg_dir.rglob(tbl_name))\n", + " \n", + " print(\"\\nParameter:\", tbl_name)\n", + " print(\"Aantal bestanden gevonden:\", len(files))\n", + " \n", + " for file in files:\n", + " values = get_tbl_last_column_values(file)\n", + " \n", + " if len(values) > 0:\n", + " print(file.relative_to(cfg_dir))\n", + " print(\"min:\", min(values), \"max:\", max(values), \"mean:\", round(np.mean(values), 2))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "a70b7674-e94c-434f-9472-49f41cd22aac", + "metadata": {}, + "outputs": [], + "source": [ + "def run_calibration_model(run_name, factors):\n", + " cfg_dir_test = temp_dir / f\"run_{run_name}\"\n", + "\n", + " if cfg_dir_test.exists():\n", + " print(\"Oude runmap verwijderen:\")\n", + " print(cfg_dir_test)\n", + " shutil.rmtree(cfg_dir_test)\n", + "\n", + " model_test = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + " )\n", + "\n", + " cfg_file_test, cfg_dir_test = model_test.setup(\n", + " cfg_dir=str(cfg_dir_test)\n", + " )\n", + "\n", + " cfg_dir_test = Path(cfg_dir_test)\n", + "\n", + " print(\"Runmap aangemaakt:\")\n", + " print(cfg_dir_test)\n", + "\n", + " if len(factors) > 0:\n", + " print(\"\\nParameters vóór aanpassing:\")\n", + " print_parameter_summary(cfg_dir_test, factors)\n", + "\n", + " apply_parameter_factors(cfg_dir_test, factors)\n", + "\n", + " print(\"\\nParameters na aanpassing:\")\n", + " print_parameter_summary(cfg_dir_test, factors)\n", + " else:\n", + " print(\"\\nGeen parameters aangepast: basisrun\")\n", + "\n", + " model_test.initialize(cfg_file_test)\n", + "\n", + " Q_model = []\n", + " time_model = []\n", + "\n", + " i = 0\n", + "\n", + " while model_test.time < model_test.end_time:\n", + " model_test.update()\n", + "\n", + " q_lobith = model_test.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[float(lat_lobith_model)],\n", + " lon=[float(lon_lobith_model)]\n", + " )[0]\n", + "\n", + " Q_model.append(float(q_lobith))\n", + " time_model.append(model_test.time_as_datetime)\n", + "\n", + " i += 1\n", + "\n", + " if i % 365 == 0:\n", + " print(\"Stap:\", i, \"Tijd:\", model_test.time_as_datetime, \"Q:\", round(float(q_lobith), 1))\n", + "\n", + " model_test.finalize()\n", + "\n", + " output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model, utc=True),\n", + " \"Q_model_m3s\": Q_model\n", + " })\n", + "\n", + " output[\"date\"] = output[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + " output = output[\n", + " (output[\"date\"] >= calibration_start) &\n", + " (output[\"date\"] <= calibration_end)\n", + " ].copy()\n", + "\n", + " output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + " output.to_csv(output_file, index=False)\n", + "\n", + " print(\"\\nRun klaar:\", run_name)\n", + " print(\"Aantal dagen:\", len(output))\n", + " print(\"Opgeslagen als:\", output_file)\n", + "\n", + " return output" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "99743316-ae19-4569-a793-edebe8edc1dd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bestaande basisrun gevonden:\n", + "/home/niels/BEP-Niels/results/basisrun_1987_1995_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_basis_m3s
01987-01-0113869.678711
11987-01-0215741.568359
21987-01-0316061.675781
31987-01-0415124.300781
41987-01-0513978.630859
\n", + "
" + ], + "text/plain": [ + " date Q_basis_m3s\n", + "0 1987-01-01 13869.678711\n", + "1 1987-01-02 15741.568359\n", + "2 1987-01-03 16061.675781\n", + "3 1987-01-04 15124.300781\n", + "4 1987-01-05 13978.630859" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "basis_file = results_dir / \"basisrun_1987_1995_lobith_daily.csv\"\n", + "\n", + "if basis_file.exists():\n", + " print(\"Bestaande basisrun gevonden:\")\n", + " print(basis_file)\n", + " \n", + " model_basis = pd.read_csv(basis_file)\n", + " model_basis[\"date\"] = pd.to_datetime(model_basis[\"date\"])\n", + " \n", + "else:\n", + " print(\"Geen bestaande basisrun gevonden. Basisrun wordt nu gedraaid.\")\n", + " \n", + " model_basis = run_calibration_model(\n", + " run_name=\"basisrun_1987_1995\",\n", + " factors={}\n", + " )\n", + "\n", + "if \"Q_model_m3s\" in model_basis.columns:\n", + " model_basis = model_basis.rename(columns={\"Q_model_m3s\": \"Q_basis_m3s\"})\n", + "\n", + "model_basis.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "72c9f61d-6392-47a4-a8bb-d19cedf3aaae", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal vergelijkingsdagen: 1826\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3s
01987-01-014865.013869.678711
11987-01-025756.015741.568359
21987-01-036160.016061.675781
31987-01-046973.015124.300781
41987-01-057579.013978.630859
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s\n", + "0 1987-01-01 4865.0 13869.678711\n", + "1 1987-01-02 5756.0 15741.568359\n", + "2 1987-01-03 6160.0 16061.675781\n", + "3 1987-01-04 6973.0 15124.300781\n", + "4 1987-01-05 7579.0 13978.630859" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison = pd.merge(\n", + " grdc_calibration,\n", + " model_basis,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal vergelijkingsdagen:\", len(comparison))\n", + "print(\"Start:\", comparison[\"date\"].min())\n", + "print(\"Einde:\", comparison[\"date\"].max())\n", + "\n", + "comparison.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "d5df1d10-c626-47d3-9c19-6b4cb87ac8fd", + "metadata": {}, + "outputs": [], + "source": [ + "def calculate_scores(data, obs_col, sim_col):\n", + " d = data[[obs_col, sim_col]].dropna().copy()\n", + " \n", + " obs = d[obs_col].astype(float)\n", + " sim = d[sim_col].astype(float)\n", + " \n", + " bias = (sim - obs).mean()\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + " \n", + " eps = 1.0\n", + " log_obs = np.log(obs.clip(lower=eps))\n", + " log_sim = np.log(sim.clip(lower=eps))\n", + " \n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) ** 2).sum()\n", + " \n", + " return {\n", + " \"bias_m3s\": bias,\n", + " \"rmse_m3s\": rmse,\n", + " \"log_nse\": log_nse,\n", + " \"n_days\": len(d)\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "c530afec-6fa2-44ed-b69d-bdd425de1e12", + "metadata": {}, + "outputs": [], + "source": [ + "def make_score_table(data, model_columns, obs_col=\"Q_grdc_m3s\"):\n", + " rows = []\n", + " \n", + " for run_name, sim_col in model_columns.items():\n", + " scores = calculate_scores(data, obs_col, sim_col)\n", + " scores[\"run\"] = run_name\n", + " rows.append(scores)\n", + " \n", + " table = pd.DataFrame(rows)\n", + " table = table[[\"run\", \"bias_m3s\", \"rmse_m3s\", \"log_nse\", \"n_days\"]]\n", + " \n", + " table[\"bias_m3s\"] = table[\"bias_m3s\"].round(1)\n", + " table[\"rmse_m3s\"] = table[\"rmse_m3s\"].round(1)\n", + " table[\"log_nse\"] = table[\"log_nse\"].round(3)\n", + " \n", + " return table" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "dd31698c-0f17-4e60-a025-6c6ff4bfe9c3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison[comparison[\"Q_grdc_m3s\"] < 1600],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "4b4cedb2-99ea-4a99-9342-0b0580c44a5b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "b5aafa75-91cb-4f56-84f5-ea3381280405", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "start_time='1986-01-01T00:00:00Z' end_time='1992-01-01T00:00:00Z' directory=PosixPath('/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script') shape=PosixPath('/home/niels/BEP-Niels/Rhine/Rhine.shp') filenames={} netcdfinput='wflow_ERA5_Rhine_1986_1995.nc' Precipitation='/pr' EvapoTranspiration='/pet' Temperature='/tas' Inflow=None\n", + "Model start: 1986-01-01T00:00:00Z\n", + "Model end: 1992-01-01T00:00:00Z\n", + "Vergelijking: 1987-01-01 t/m 1991-12-31\n" + ] + } + ], + "source": [ + "# Modelperiode beperken tot 1986-1991\n", + "# 1986 = warm-up\n", + "# 1987-1991 = vergelijking\n", + "\n", + "model_start = \"1986-01-01T00:00:00Z\"\n", + "model_end = \"1992-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1987-01-01\"\n", + "calibration_end = \"1991-12-31\"\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_dir),\n", + " shape=str(shape_file),\n", + " netcdfinput=\"wflow_ERA5_Rhine_1986_1995.nc\",\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(forcing)\n", + "print(\"Model start:\", model_start)\n", + "print(\"Model end:\", model_end)\n", + "print(\"Vergelijking:\", calibration_start, \"t/m\", calibration_end)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "92f23d7f-f82e-40c3-b466-7a125be8b93d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal GRDC dagen: 1826\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3s
314111987-01-014865.0
314121987-01-025756.0
314131987-01-036160.0
314141987-01-046973.0
314151987-01-057579.0
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" + ], + "text/plain": [ + " date Q_grdc_m3s\n", + "31411 1987-01-01 4865.0\n", + "31412 1987-01-02 5756.0\n", + "31413 1987-01-03 6160.0\n", + "31414 1987-01-04 6973.0\n", + "31415 1987-01-05 7579.0" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grdc_calibration = df[\n", + " (df[\"date\"] >= calibration_start) &\n", + " (df[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_calibration = grdc_calibration[[\"date\", \"Q_m3s\"]]\n", + "grdc_calibration = grdc_calibration.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "print(\"Aantal GRDC dagen:\", len(grdc_calibration))\n", + "print(\"Start:\", grdc_calibration[\"date\"].min())\n", + "print(\"Einde:\", grdc_calibration[\"date\"].max())\n", + "\n", + "grdc_calibration.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "01105fc7-bb42-4f39-a29a-552f8a14cc6e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bestaande basisrun gevonden:\n", + "/home/niels/BEP-Niels/results/basisrun_1987_1995_lobith_daily.csv\n" + ] + } + ], + "source": [ + "basis_file = results_dir / \"basisrun_1987_1995_lobith_daily.csv\"\n", + "\n", + "if basis_file.exists():\n", + " print(\"Bestaande basisrun gevonden:\")\n", + " print(basis_file)\n", + " \n", + " model_basis = pd.read_csv(basis_file)\n", + " model_basis[\"date\"] = pd.to_datetime(model_basis[\"date\"])\n", + " \n", + "else:\n", + " print(\"Geen basisrun-bestand met deze naam gevonden.\")\n", + " print(\"We gebruiken de bestaande model_basis als die al in het notebook staat.\")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "641fe6a4-9617-4ded-96d9-ebd53fc2a1d0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start basis: 1987-01-01 00:00:00\n", + "Einde basis: 1991-12-31 00:00:00\n", + "Aantal dagen basis: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_basis_m3s
01987-01-0113869.678711
11987-01-0215741.568359
21987-01-0316061.675781
31987-01-0415124.300781
41987-01-0513978.630859
\n", + "
" + ], + "text/plain": [ + " date Q_basis_m3s\n", + "0 1987-01-01 13869.678711\n", + "1 1987-01-02 15741.568359\n", + "2 1987-01-03 16061.675781\n", + "3 1987-01-04 15124.300781\n", + "4 1987-01-05 13978.630859" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "if \"Q_model_m3s\" in model_basis.columns:\n", + " model_basis = model_basis.rename(columns={\"Q_model_m3s\": \"Q_basis_m3s\"})\n", + "\n", + "model_basis = model_basis[\n", + " (model_basis[\"date\"] >= calibration_start) &\n", + " (model_basis[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "print(\"Start basis:\", model_basis[\"date\"].min())\n", + "print(\"Einde basis:\", model_basis[\"date\"].max())\n", + "print(\"Aantal dagen basis:\", len(model_basis))\n", + "\n", + "model_basis.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "84ceb9d9-81a3-4139-bfce-eebaa5656c1d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal vergelijkingsdagen: 1826\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3s
01987-01-014865.013869.678711
11987-01-025756.015741.568359
21987-01-036160.016061.675781
31987-01-046973.015124.300781
41987-01-057579.013978.630859
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s\n", + "0 1987-01-01 4865.0 13869.678711\n", + "1 1987-01-02 5756.0 15741.568359\n", + "2 1987-01-03 6160.0 16061.675781\n", + "3 1987-01-04 6973.0 15124.300781\n", + "4 1987-01-05 7579.0 13978.630859" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison = pd.merge(\n", + " grdc_calibration,\n", + " model_basis,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal vergelijkingsdagen:\", len(comparison))\n", + "print(\"Start:\", comparison[\"date\"].min())\n", + "print(\"Einde:\", comparison[\"date\"].max())\n", + "\n", + "comparison.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "262df91c-406e-4bc1-bf85-67e93ab8b2aa", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_lowflow_FirstZoneCapacity_x15_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: FirstZoneCapacity.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/FirstZoneCapacity.tbl\n", + "min: 400.0 max: 24000.0 mean: 7830.95\n", + "Aanpassen: intbl/FirstZoneCapacity.tbl factor: 1.5\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: FirstZoneCapacity.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/FirstZoneCapacity.tbl\n", + "min: 600.0 max: 36000.0 mean: 11746.43\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11876.8\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2224.0\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3958.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4676.8\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6410.8\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7189.5\n", + "\n", + "Run klaar: lowflow_FirstZoneCapacity_x15_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/lowflow_FirstZoneCapacity_x15_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"FirstZoneCapacity.tbl\": 1.5\n", + "}\n", + "\n", + "model_lowflow_1 = run_calibration_model(\n", + " run_name=\"lowflow_FirstZoneCapacity_x15_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "43c9fa88-5b66-4fcb-86cb-ba3c58fce682", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3sQ_lowflow_1_m3s
01987-01-014865.013869.67871113869.678711
11987-01-025756.015741.56835915741.568359
21987-01-036160.016061.67578116061.675781
31987-01-046973.015124.30078115124.300781
41987-01-057579.013978.63085913978.630859
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s Q_lowflow_1_m3s\n", + "0 1987-01-01 4865.0 13869.678711 13869.678711\n", + "1 1987-01-02 5756.0 15741.568359 15741.568359\n", + "2 1987-01-03 6160.0 16061.675781 16061.675781\n", + "3 1987-01-04 6973.0 15124.300781 15124.300781\n", + "4 1987-01-05 7579.0 13978.630859 13978.630859" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_lowflow_1 = model_lowflow_1.rename(\n", + " columns={\"Q_model_m3s\": \"Q_lowflow_1_m3s\"}\n", + ")\n", + "\n", + "comparison_lowflow_1 = pd.merge(\n", + " comparison,\n", + " model_lowflow_1[[\"date\", \"Q_lowflow_1_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "comparison_lowflow_1.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "ed0352ee-4742-47f3-9c43-16ea2abcd63e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1lowflow_1582.01876.4-1.0421826
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 lowflow_1 582.0 1876.4 -1.042 1826" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"lowflow_1\": \"Q_lowflow_1_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_lowflow_1,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_lowflow_1[\n", + " comparison_lowflow_1[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "7a37699e-55a8-42cb-95ae-25be8f733454", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1lowflow_1-147.0740.8-21.205669
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669\n", + "1 lowflow_1 -147.0 740.8 -21.205 669" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "910bb57d-3376-4175-a919-171fe43d7e52", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_lowflow_1[\"date\"],\n", + " comparison_lowflow_1[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_lowflow_1[\"date\"],\n", + " comparison_lowflow_1[\"Q_basis_m3s\"],\n", + " label=\"basisrun\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_lowflow_1[\"date\"],\n", + " comparison_lowflow_1[\"Q_lowflow_1_m3s\"],\n", + " label=\"FirstZoneCapacity x1.5\",\n", + " linewidth=0.9\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 5000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Low-flow calibration test at Lobith, 1987-1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "e039c147-5f33-4111-ab2f-f4788820e9cf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max absoluut verschil: 2.2737367544323206e-13\n", + "Gemiddeld verschil: 8.949881118555479e-16\n", + "Aantal dagen met verschil: 0\n" + ] + } + ], + "source": [ + "verschil = comparison_lowflow_1[\"Q_lowflow_1_m3s\"] - comparison_lowflow_1[\"Q_basis_m3s\"]\n", + "\n", + "print(\"Max absoluut verschil:\", verschil.abs().max())\n", + "print(\"Gemiddeld verschil:\", verschil.mean())\n", + "print(\"Aantal dagen met verschil:\", (verschil.abs() > 0.0001).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4b31ac1e-3710-4b42-909b-c1154a2c6402", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_test_fzc15_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: FirstZoneCapacity.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/FirstZoneCapacity.tbl\n", + "min: 400.0 max: 24000.0 mean: 7830.95\n", + "Aanpassen: intbl/FirstZoneCapacity.tbl factor: 1.5\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: FirstZoneCapacity.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/FirstZoneCapacity.tbl\n", + "min: 600.0 max: 36000.0 mean: 11746.43\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11876.8\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2224.0\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3958.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4676.8\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6410.8\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7189.5\n", + "\n", + "Run klaar: test_fzc15_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/test_fzc15_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"FirstZoneCapacity.tbl\": 1.5\n", + "}\n", + "\n", + "model_fzc15 = run_calibration_model(\n", + " run_name=\"test_fzc15_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "aceece3a-80b5-49e1-8b79-8c0488f9c893", + "metadata": {}, + "outputs": [], + "source": [ + "model_fzc15 = model_fzc15.rename(\n", + " columns={\"Q_model_m3s\": \"Q_fzc15_m3s\"}\n", + ")\n", + "\n", + "comparison_fzc15 = pd.merge(\n", + " comparison,\n", + " model_fzc15[[\"date\", \"Q_fzc15_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "c88a72d0-e051-4e1a-afa5-f3d86ecf6ed9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max absoluut verschil: 2.2737367544323206e-13\n", + "Gemiddeld verschil: 8.949881118555479e-16\n", + "Aantal dagen met verschil: 0\n" + ] + } + ], + "source": [ + "verschil = comparison_fzc15[\"Q_fzc15_m3s\"] - comparison_fzc15[\"Q_basis_m3s\"]\n", + "\n", + "print(\"Max absoluut verschil:\", verschil.abs().max())\n", + "print(\"Gemiddeld verschil:\", verschil.mean())\n", + "print(\"Aantal dagen met verschil:\", (verschil.abs() > 0.0001).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "2ec6689b-c136-4482-979f-1f8f9461065f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/MaxLeakage.tbl\n", + "True\n", + "<,10]\t<,14]\t1 0.0\n", + "\n" + ] + } + ], + "source": [ + "maxleakage_file = Path(parameter_set.directory) / \"intbl\" / \"MaxLeakage.tbl\"\n", + "\n", + "print(maxleakage_file)\n", + "print(maxleakage_file.exists())\n", + "print(maxleakage_file.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "2240e58f-4684-4d74-8251-319c488bbb37", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal waarden: 1\n", + "Min: 0.0\n", + "Max: 0.0\n", + "Mean: 0.0\n", + "Aantal waarden groter dan 0: 0\n" + ] + } + ], + "source": [ + "values = get_tbl_last_column_values(maxleakage_file)\n", + "\n", + "print(\"Aantal waarden:\", len(values))\n", + "print(\"Min:\", min(values))\n", + "print(\"Max:\", max(values))\n", + "print(\"Mean:\", np.mean(values))\n", + "print(\"Aantal waarden groter dan 0:\", sum(v > 0 for v in values))" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "1a79f55b-7ad4-429d-8f44-af4fe2a4b6b5", + "metadata": {}, + "outputs": [], + "source": [ + "factors = {\n", + " \"M.tbl\": 1.5\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "1ceda8c8-c59d-43cf-b510-cac54e00862d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/M.tbl\n", + "True\n", + "<,7]\t1\t1 1504\n", + "<,7]\t2\t1 193\n", + "<,7]\t3\t1 12880\n", + "<,7]\t4\t1 183\n", + "<,7]\t5\t1 176\n", + "<,7]\t6\t1 183\n", + "<,7]\t7\t1 133\n", + "<,7]\t8\t1 1450\t\n", + "<,7]\t9\t1 183\n", + "<,7]\t10\t1 190\n", + "<,7]\t11\t1 1100\n", + "<,7]\t12\t1 17\n", + "<,7]\t13\t1 128\n", + "<,7]\t14\t1 17\n" + ] + } + ], + "source": [ + "m_file = Path(parameter_set.directory) / \"intbl\" / \"M.tbl\"\n", + "\n", + "print(m_file)\n", + "print(m_file.exists())\n", + "print(m_file.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "2ed73003-d0e5-40da-9d81-649c3b844393", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal waarden: 14\n", + "Min: 17.0\n", + "Max: 12880.0\n", + "Mean: 1309.7857142857142\n" + ] + } + ], + "source": [ + "values = get_tbl_last_column_values(m_file)\n", + "\n", + "print(\"Aantal waarden:\", len(values))\n", + "print(\"Min:\", min(values))\n", + "print(\"Max:\", max(values))\n", + "print(\"Mean:\", np.mean(values))" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "f5b4647e-2238-4b3c-a9db-fcb8f312df10", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_test_M_x15_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: M.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/M.tbl\n", + "min: 17.0 max: 12880.0 mean: 1309.79\n", + "Aanpassen: intbl/M.tbl factor: 1.5\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: M.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/M.tbl\n", + "min: 25.5 max: 19320.0 mean: 1964.68\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11876.8\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2224.0\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3958.0\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4674.7\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6402.7\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7189.0\n", + "\n", + "Run klaar: test_M_x15_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/test_M_x15_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"M.tbl\": 1.5\n", + "}\n", + "\n", + "model_m15 = run_calibration_model(\n", + " run_name=\"test_M_x15_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "ea5e25f4-d872-4a1d-ba9a-b24de6e6c8da", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3sQ_M15_m3s
01987-01-014865.013869.67871113869.695312
11987-01-025756.015741.56835915741.561523
21987-01-036160.016061.67578116061.661133
31987-01-046973.015124.30078115124.301758
41987-01-057579.013978.63085913978.650391
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s Q_M15_m3s\n", + "0 1987-01-01 4865.0 13869.678711 13869.695312\n", + "1 1987-01-02 5756.0 15741.568359 15741.561523\n", + "2 1987-01-03 6160.0 16061.675781 16061.661133\n", + "3 1987-01-04 6973.0 15124.300781 15124.301758\n", + "4 1987-01-05 7579.0 13978.630859 13978.650391" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_m15 = model_m15.rename(\n", + " columns={\"Q_model_m3s\": \"Q_M15_m3s\"}\n", + ")\n", + "\n", + "comparison_m15 = pd.merge(\n", + " comparison,\n", + " model_m15[[\"date\", \"Q_M15_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "comparison_m15.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "c64e07b9-8dd5-419b-b506-1ecc5af85802", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max absoluut verschil: 40.21630859375\n", + "Gemiddeld verschil: -0.5419921373615904\n", + "Aantal dagen met verschil: 1824\n" + ] + } + ], + "source": [ + "verschil = comparison_m15[\"Q_M15_m3s\"] - comparison_m15[\"Q_basis_m3s\"]\n", + "\n", + "print(\"Max absoluut verschil:\", verschil.abs().max())\n", + "print(\"Gemiddeld verschil:\", verschil.mean())\n", + "print(\"Aantal dagen met verschil:\", (verschil.abs() > 0.0001).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "aaa3cf34-56fb-450b-9b5d-7b4f3ad5b6dd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1M_x1.5581.41875.2-1.0401826
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 M_x1.5 581.4 1875.2 -1.040 1826" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"M_x1.5\": \"Q_M15_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_m15,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_m15[\n", + " comparison_m15[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "1001ce55-867a-4ede-9fe5-e8288b143ca6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1M_x1.5-146.7740.8-21.196669
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669\n", + "1 M_x1.5 -146.7 740.8 -21.196 669" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "f5f033fc-19c2-4910-8837-f98f80aa2946", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/InfiltCapSoil.tbl\n", + "True\n", + "1 <,14]\t1 5000\n", + "2 <,14]\t1 5000\n", + "3 <,14]\t1 5000\n", + "4 <,14]\t1 5000\n", + "5 <,14]\t1 5000\n", + "6 <,14]\t1 5000\n" + ] + } + ], + "source": [ + "infilt_file = Path(parameter_set.directory) / \"intbl\" / \"InfiltCapSoil.tbl\"\n", + "\n", + "print(infilt_file)\n", + "print(infilt_file.exists())\n", + "print(infilt_file.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "71c013b2-a081-4b1f-804b-5c3f5efb408a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal waarden: 6\n", + "Min: 5000.0\n", + "Max: 5000.0\n", + "Mean: 5000.0\n" + ] + } + ], + "source": [ + "values = get_tbl_last_column_values(infilt_file)\n", + "\n", + "print(\"Aantal waarden:\", len(values))\n", + "print(\"Min:\", min(values))\n", + "print(\"Max:\", max(values))\n", + "print(\"Mean:\", np.mean(values))" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "3712cd16-3699-49c5-bec7-abf8e5eaba00", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_test_InfiltCapSoil_x15_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: InfiltCapSoil.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/InfiltCapSoil.tbl\n", + "min: 5000.0 max: 5000.0 mean: 5000.0\n", + "Aanpassen: intbl/InfiltCapSoil.tbl factor: 1.5\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: InfiltCapSoil.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/InfiltCapSoil.tbl\n", + "min: 7500.0 max: 7500.0 mean: 7500.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11876.8\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2224.0\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3958.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4676.8\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6410.8\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7189.5\n", + "\n", + "Run klaar: test_InfiltCapSoil_x15_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/test_InfiltCapSoil_x15_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"InfiltCapSoil.tbl\": 1.5\n", + "}\n", + "\n", + "model_infilt15 = run_calibration_model(\n", + " run_name=\"test_InfiltCapSoil_x15_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "f5d9ee34-4b6d-48a7-9ea4-ebc2f0bd83b1", + "metadata": {}, + "outputs": [], + "source": [ + "model_infilt15 = model_infilt15.rename(\n", + " columns={\"Q_model_m3s\": \"Q_Infilt15_m3s\"}\n", + ")\n", + "\n", + "comparison_infilt15 = pd.merge(\n", + " comparison,\n", + " model_infilt15[[\"date\", \"Q_Infilt15_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "9eb56a22-e150-478e-af62-77071a4ed78e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max absoluut verschil: 2.2737367544323206e-13\n", + "Gemiddeld verschil: 8.949881118555479e-16\n", + "Aantal dagen met verschil: 0\n" + ] + } + ], + "source": [ + "verschil = comparison_infilt15[\"Q_Infilt15_m3s\"] - comparison_infilt15[\"Q_basis_m3s\"]\n", + "\n", + "print(\"Max absoluut verschil:\", verschil.abs().max())\n", + "print(\"Gemiddeld verschil:\", verschil.mean())\n", + "print(\"Aantal dagen met verschil:\", (verschil.abs() > 0.0001).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "539c7828-b839-4b7f-a6db-cba069f32043", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/FirstZoneKsatVer.tbl\n", + "True\n", + "<,7]\t1 1 8000\n", + "<,7]\t2 1 100\n", + "<,7]\t3 1 100\n", + "<,7]\t4 1 1000\n", + "<,7]\t5 1 1000\n", + "<,7]\t6 1 1000\n", + "<,7]\t7 1 1500\n", + "<,7]\t8 1 100\n", + "<,7]\t9 1 1000\n", + "<,7]\t10 1 1000\n", + "<,7]\t11 1 750\n", + "<,7]\t12 1 4000\n", + "<,7]\t13 1 1500\n", + "<,7]\t14 1 8000\n" + ] + } + ], + "source": [ + "ksat_file = Path(parameter_set.directory) / \"intbl\" / \"FirstZoneKsatVer.tbl\"\n", + "\n", + "print(ksat_file)\n", + "print(ksat_file.exists())\n", + "print(ksat_file.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "eb3b40a0-6978-4782-8a52-4b5774f73cc2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal waarden: 14\n", + "Min: 100.0\n", + "Max: 8000.0\n", + "Mean: 2075.0\n" + ] + } + ], + "source": [ + "values = get_tbl_last_column_values(ksat_file)\n", + "\n", + "print(\"Aantal waarden:\", len(values))\n", + "print(\"Min:\", min(values))\n", + "print(\"Max:\", max(values))\n", + "print(\"Mean:\", np.mean(values))" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "4afe086c-0671-4e68-91f9-144d6f2db7ce", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_test_FirstZoneKsatVer_x05_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: FirstZoneKsatVer.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/FirstZoneKsatVer.tbl\n", + "min: 100.0 max: 8000.0 mean: 2075.0\n", + "Aanpassen: intbl/FirstZoneKsatVer.tbl factor: 0.5\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: FirstZoneKsatVer.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/FirstZoneKsatVer.tbl\n", + "min: 50.0 max: 4000.0 mean: 1037.5\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11876.8\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2224.0\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3958.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4676.8\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6410.8\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7189.5\n", + "\n", + "Run klaar: test_FirstZoneKsatVer_x05_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/test_FirstZoneKsatVer_x05_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"FirstZoneKsatVer.tbl\": 0.5\n", + "}\n", + "\n", + "model_ksat05 = run_calibration_model(\n", + " run_name=\"test_FirstZoneKsatVer_x05_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "9fd21771-6506-4e1c-bbbf-6d504d5deaa4", + "metadata": {}, + "outputs": [], + "source": [ + "model_ksat05 = model_ksat05.rename(\n", + " columns={\"Q_model_m3s\": \"Q_Ksat05_m3s\"}\n", + ")\n", + "\n", + "comparison_ksat05 = pd.merge(\n", + " comparison,\n", + " model_ksat05[[\"date\", \"Q_Ksat05_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "dff66179-3dda-47ec-b83c-00725b5c0b7f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max absoluut verschil: 2.2737367544323206e-13\n", + "Gemiddeld verschil: 8.949881118555479e-16\n", + "Aantal dagen met verschil: 0\n" + ] + } + ], + "source": [ + "verschil = comparison_ksat05[\"Q_Ksat05_m3s\"] - comparison_ksat05[\"Q_basis_m3s\"]\n", + "\n", + "print(\"Max absoluut verschil:\", verschil.abs().max())\n", + "print(\"Gemiddeld verschil:\", verschil.mean())\n", + "print(\"Aantal dagen met verschil:\", (verschil.abs() > 0.0001).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "86c34b0b-b0bd-44a4-b832-e42baa53f444", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config file: /home/niels/BEP-Niels/temp_runs/run_inspect_parameters/wflow_ewatercycle.ini\n", + "Run directory: /home/niels/BEP-Niels/temp_runs/run_inspect_parameters\n" + ] + } + ], + "source": [ + "inspect_dir = temp_dir / \"run_inspect_parameters\"\n", + "\n", + "if inspect_dir.exists():\n", + " shutil.rmtree(inspect_dir)\n", + "\n", + "model_inspect = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file_inspect, cfg_dir_inspect = model_inspect.setup(\n", + " cfg_dir=str(inspect_dir)\n", + ")\n", + "\n", + "cfg_file_inspect = Path(cfg_file_inspect)\n", + "cfg_dir_inspect = Path(cfg_dir_inspect)\n", + "\n", + "print(\"Config file:\", cfg_file_inspect)\n", + "print(\"Run directory:\", cfg_dir_inspect)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "59253b32-a756-44e1-8149-bcc7b71d78e3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[inputmapstacks]\n", + "Temperature = /tas\n", + "Inflow = /inmaps/IF\n", + "[modelparameters]\n", + "starttime = 1986-01-01 00:00:00\n", + "endtime = 1992-01-01 00:00:00\n", + "timestepsecs = 86400\n", + "[model]\n", + "modeltype = sbm\n", + "ModelSnow = 0\n", + "InterpolationMethod = inv\n", + "WIMaxScale = 0.8\n", + "UpdMaxDist = 300000.0\n", + "[misc]\n", + "[framework]\n", + "netcdfoutput = outmaps.nc\n", + "sizeinmetres = 0\n", + "[outputmaps]\n", + "self.RiverRunoff = run\n", + "self.InwaterMM = iwm\n", + "[summary]\n", + "self.MaxLeakage = MaxLeakage.map\n", + "[summary_sum]\n", + "self.Precipitation = Sumprecip.map\n", + "[summary_max]\n", + "self.Precipitation = maxprecip.map\n", + "[summary_min]\n", + "[summary_avg]\n", + "self.Precipitation = avgprecip.map\n", + "samplemap = staticmaps/wflow_landuse.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "self.RiverRunoff = run.tss\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "self.ActLeakage = lek.tss\n", + "RiverRunoff = 2, m/s\n" + ] + } + ], + "source": [ + "config_text = cfg_file_inspect.read_text()\n", + "\n", + "zoekwoorden = [\n", + " \"tbl\",\n", + " \"intbl\",\n", + " \"FirstZone\",\n", + " \"Ksat\",\n", + " \"Infilt\",\n", + " \"Leakage\",\n", + " \"Rooting\",\n", + " \"theta\",\n", + " \"N_\",\n", + " \"River\",\n", + " \"M\",\n", + " \"Cfmax\",\n", + " \"Max\"\n", + "]\n", + "\n", + "for line in config_text.splitlines():\n", + " line_lower = line.lower()\n", + " \n", + " if any(woord.lower() in line_lower for woord in zoekwoorden):\n", + " print(line)" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "40cc0ffa-ed8e-409c-a9ee-c8014ee9d7d1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal tbl-bestanden: 22\n" + ] + }, + { + "data": { + "text/html": [ + "
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filen_valuesminmaxmean
0intbl/CanopyGapFraction.tbl60.100000.800000.583333
1intbl/Cfmax.tbl13.756533.756533.756530
2intbl/EoverR.tbl60.110000.150000.116667
3intbl/FirstZoneCapacity.tbl84400.0000024000.000007830.952381
4intbl/FirstZoneKsatVer.tbl14100.000008000.000002075.000000
5intbl/FirstZoneMinCapacity.tbl8420.00000350.00000232.559524
6intbl/InfiltCapPath.tbl65.000005.000005.000000
7intbl/InfiltCapSoil.tbl65000.000005000.000005000.000000
8intbl/M.tbl1417.0000012880.000001309.785714
9intbl/MaxCanopyStorage.tbl60.001001.200000.292000
10intbl/MaxLeakage.tbl10.000000.000000.000000
11intbl/N.tbl140.036000.120000.080571
12intbl/N_Floodplain.tbl10.100000.100000.100000
13intbl/N_River.tbl140.027000.180000.092571
14intbl/PathFrac.tbl60.010000.400000.105000
15intbl/RootingDepth.tbl842.00000525.00000107.880952
16intbl/TT.tbl1-1.41934-1.41934-1.419340
17intbl/TTI.tbl11.000001.000001.000000
18intbl/WHC.tbl10.100000.100000.100000
19intbl/cf_soil.tbl10.038000.038000.038000
20intbl/thetaR.tbl60.010000.010000.010000
21intbl/thetaS.tbl60.600000.600000.600000
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" + ], + "text/plain": [ + " file n_values min max \\\n", + "0 intbl/CanopyGapFraction.tbl 6 0.10000 0.80000 \n", + "1 intbl/Cfmax.tbl 1 3.75653 3.75653 \n", + "2 intbl/EoverR.tbl 6 0.11000 0.15000 \n", + "3 intbl/FirstZoneCapacity.tbl 84 400.00000 24000.00000 \n", + "4 intbl/FirstZoneKsatVer.tbl 14 100.00000 8000.00000 \n", + "5 intbl/FirstZoneMinCapacity.tbl 84 20.00000 350.00000 \n", + "6 intbl/InfiltCapPath.tbl 6 5.00000 5.00000 \n", + "7 intbl/InfiltCapSoil.tbl 6 5000.00000 5000.00000 \n", + "8 intbl/M.tbl 14 17.00000 12880.00000 \n", + "9 intbl/MaxCanopyStorage.tbl 6 0.00100 1.20000 \n", + "10 intbl/MaxLeakage.tbl 1 0.00000 0.00000 \n", + "11 intbl/N.tbl 14 0.03600 0.12000 \n", + "12 intbl/N_Floodplain.tbl 1 0.10000 0.10000 \n", + "13 intbl/N_River.tbl 14 0.02700 0.18000 \n", + "14 intbl/PathFrac.tbl 6 0.01000 0.40000 \n", + "15 intbl/RootingDepth.tbl 84 2.00000 525.00000 \n", + "16 intbl/TT.tbl 1 -1.41934 -1.41934 \n", + "17 intbl/TTI.tbl 1 1.00000 1.00000 \n", + "18 intbl/WHC.tbl 1 0.10000 0.10000 \n", + "19 intbl/cf_soil.tbl 1 0.03800 0.03800 \n", + "20 intbl/thetaR.tbl 6 0.01000 0.01000 \n", + "21 intbl/thetaS.tbl 6 0.60000 0.60000 \n", + "\n", + " mean \n", + "0 0.583333 \n", + "1 3.756530 \n", + "2 0.116667 \n", + "3 7830.952381 \n", + "4 2075.000000 \n", + "5 232.559524 \n", + "6 5.000000 \n", + "7 5000.000000 \n", + "8 1309.785714 \n", + "9 0.292000 \n", + "10 0.000000 \n", + "11 0.080571 \n", + "12 0.100000 \n", + "13 0.092571 \n", + "14 0.105000 \n", + "15 107.880952 \n", + "16 -1.419340 \n", + "17 1.000000 \n", + "18 0.100000 \n", + "19 0.038000 \n", + "20 0.010000 \n", + "21 0.600000 " + ] + }, + "execution_count": 60, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tbl_files = sorted(cfg_dir_inspect.rglob(\"*.tbl\"))\n", + "\n", + "print(\"Aantal tbl-bestanden:\", len(tbl_files))\n", + "\n", + "rows = []\n", + "\n", + "for tbl_file in tbl_files:\n", + " values = get_tbl_last_column_values(tbl_file)\n", + " \n", + " if len(values) > 0:\n", + " rows.append({\n", + " \"file\": str(tbl_file.relative_to(cfg_dir_inspect)),\n", + " \"n_values\": len(values),\n", + " \"min\": min(values),\n", + " \"max\": max(values),\n", + " \"mean\": np.mean(values)\n", + " })\n", + "\n", + "tbl_summary = pd.DataFrame(rows)\n", + "tbl_summary" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "e59bdf75-2913-46b2-9303-612b43681a03", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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filen_valuesminmaxmean
0intbl/CanopyGapFraction.tbl60.100000.800000.583333
1intbl/Cfmax.tbl13.756533.756533.756530
2intbl/EoverR.tbl60.110000.150000.116667
3intbl/FirstZoneCapacity.tbl84400.0000024000.000007830.952381
4intbl/FirstZoneKsatVer.tbl14100.000008000.000002075.000000
5intbl/FirstZoneMinCapacity.tbl8420.00000350.00000232.559524
6intbl/InfiltCapPath.tbl65.000005.000005.000000
7intbl/InfiltCapSoil.tbl65000.000005000.000005000.000000
8intbl/M.tbl1417.0000012880.000001309.785714
9intbl/MaxCanopyStorage.tbl60.001001.200000.292000
10intbl/MaxLeakage.tbl10.000000.000000.000000
11intbl/N.tbl140.036000.120000.080571
12intbl/N_Floodplain.tbl10.100000.100000.100000
13intbl/N_River.tbl140.027000.180000.092571
14intbl/PathFrac.tbl60.010000.400000.105000
15intbl/RootingDepth.tbl842.00000525.00000107.880952
16intbl/TT.tbl1-1.41934-1.41934-1.419340
17intbl/TTI.tbl11.000001.000001.000000
18intbl/WHC.tbl10.100000.100000.100000
19intbl/cf_soil.tbl10.038000.038000.038000
20intbl/thetaR.tbl60.010000.010000.010000
21intbl/thetaS.tbl60.600000.600000.600000
\n", + "
" + ], + "text/plain": [ + " file n_values min max \\\n", + "0 intbl/CanopyGapFraction.tbl 6 0.10000 0.80000 \n", + "1 intbl/Cfmax.tbl 1 3.75653 3.75653 \n", + "2 intbl/EoverR.tbl 6 0.11000 0.15000 \n", + "3 intbl/FirstZoneCapacity.tbl 84 400.00000 24000.00000 \n", + "4 intbl/FirstZoneKsatVer.tbl 14 100.00000 8000.00000 \n", + "5 intbl/FirstZoneMinCapacity.tbl 84 20.00000 350.00000 \n", + "6 intbl/InfiltCapPath.tbl 6 5.00000 5.00000 \n", + "7 intbl/InfiltCapSoil.tbl 6 5000.00000 5000.00000 \n", + "8 intbl/M.tbl 14 17.00000 12880.00000 \n", + "9 intbl/MaxCanopyStorage.tbl 6 0.00100 1.20000 \n", + "10 intbl/MaxLeakage.tbl 1 0.00000 0.00000 \n", + "11 intbl/N.tbl 14 0.03600 0.12000 \n", + "12 intbl/N_Floodplain.tbl 1 0.10000 0.10000 \n", + "13 intbl/N_River.tbl 14 0.02700 0.18000 \n", + "14 intbl/PathFrac.tbl 6 0.01000 0.40000 \n", + "15 intbl/RootingDepth.tbl 84 2.00000 525.00000 \n", + "16 intbl/TT.tbl 1 -1.41934 -1.41934 \n", + "17 intbl/TTI.tbl 1 1.00000 1.00000 \n", + "18 intbl/WHC.tbl 1 0.10000 0.10000 \n", + "19 intbl/cf_soil.tbl 1 0.03800 0.03800 \n", + "20 intbl/thetaR.tbl 6 0.01000 0.01000 \n", + "21 intbl/thetaS.tbl 6 0.60000 0.60000 \n", + "\n", + " mean \n", + "0 0.583333 \n", + "1 3.756530 \n", + "2 0.116667 \n", + "3 7830.952381 \n", + "4 2075.000000 \n", + "5 232.559524 \n", + "6 5.000000 \n", + "7 5000.000000 \n", + "8 1309.785714 \n", + "9 0.292000 \n", + "10 0.000000 \n", + "11 0.080571 \n", + "12 0.100000 \n", + "13 0.092571 \n", + "14 0.105000 \n", + "15 107.880952 \n", + "16 -1.419340 \n", + "17 1.000000 \n", + "18 0.100000 \n", + "19 0.038000 \n", + "20 0.010000 \n", + "21 0.600000 " + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tbl_summary[\n", + " tbl_summary[\"file\"].str.contains(\n", + " \"FirstZone|Ksat|Infilt|Leakage|Root|theta|M|N|River\",\n", + " case=False,\n", + " regex=True\n", + " )\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "850e965f-0e69-4d06-bf72-9b1456f0d05e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "netcdfoutput = outmaps.nc\n", + "netcdfinput = wflow_ERA5_Rhine_1986_1995.nc\n", + "self.MaxLeakage = MaxLeakage.map\n", + "self.Precipitation = Sumprecip.map\n", + "self.Precipitation = maxprecip.map\n", + "self.Precipitation = avgprecip.map\n", + "samplemap = staticmaps/wflow_landuse.map\n", + "self.Transfer = tra_lu.csv\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "samplemap = staticmaps/wflow_gauges.map\n" + ] + } + ], + "source": [ + "for line in config_text.splitlines():\n", + " if \"=\" in line:\n", + " key, value = line.split(\"=\", 1)\n", + " \n", + " value = value.strip()\n", + " \n", + " if any(ext in value for ext in [\".tbl\", \".map\", \".nc\", \".csv\"]):\n", + " print(line)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "ada56041-704c-440a-9ca7-b6af1d48adfc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Variabelen in staticmaps.nc:\n", + "crs\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n" + ] + } + ], + "source": [ + "static_nc = cfg_dir_inspect / \"staticmaps.nc\"\n", + "\n", + "ds = xr.open_dataset(static_nc)\n", + "\n", + "print(\"Variabelen in staticmaps.nc:\")\n", + "\n", + "for var in ds.data_vars:\n", + " print(var)\n", + "\n", + "ds.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "ccbc57b3-56a1-4543-a1a7-8d746d449e16", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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variableminmaxmean
0wflow_bankfulldepth.map0.20352199999.00000095398.382812
1wflow_catchment.map0.0000001.0000000.498497
2wflow_dem.map1.3286064004.066650596.836426
3wflow_dem10.map0.2355733807.011475555.421814
4wflow_dem25.map0.7420263893.656738572.306519
5wflow_dem33.map0.9060343930.636963580.402771
6wflow_dem66.map1.6897944065.198486612.152954
7wflow_dem75.map1.9944524101.097168621.645020
8wflow_dem90.map2.5138184166.764160640.358154
9wflow_demmax.map2.5138184166.764160640.358154
10wflow_demmin.map0.2355733807.011475555.421814
11wflow_gauges.map1.00000014.0000007.500000
12wflow_landuse.map1.0000006.0000002.635446
13wflow_ldd.map1.0000009.0000005.249651
14wflow_outlet.map1.0000001.0000001.000000
15wflow_river.map6.0000009.0000006.656228
16wflow_riverburnin.map1.0000001.0000001.000000
17wflow_riverdem.map-3.6062751699.142090285.279694
18wflow_riverlength_fact.map0.41701613.2001850.873824
19wflow_soil.map1.0000001.0000001.000000
20wflow_streamorder.map1.0000007.0000001.026833
21wflow_subcatch.map1.00000014.0000006.037070
\n", + "
" + ], + "text/plain": [ + " variable min max mean\n", + "0 wflow_bankfulldepth.map 0.203521 99999.000000 95398.382812\n", + "1 wflow_catchment.map 0.000000 1.000000 0.498497\n", + "2 wflow_dem.map 1.328606 4004.066650 596.836426\n", + "3 wflow_dem10.map 0.235573 3807.011475 555.421814\n", + "4 wflow_dem25.map 0.742026 3893.656738 572.306519\n", + "5 wflow_dem33.map 0.906034 3930.636963 580.402771\n", + "6 wflow_dem66.map 1.689794 4065.198486 612.152954\n", + "7 wflow_dem75.map 1.994452 4101.097168 621.645020\n", + "8 wflow_dem90.map 2.513818 4166.764160 640.358154\n", + "9 wflow_demmax.map 2.513818 4166.764160 640.358154\n", + "10 wflow_demmin.map 0.235573 3807.011475 555.421814\n", + "11 wflow_gauges.map 1.000000 14.000000 7.500000\n", + "12 wflow_landuse.map 1.000000 6.000000 2.635446\n", + "13 wflow_ldd.map 1.000000 9.000000 5.249651\n", + "14 wflow_outlet.map 1.000000 1.000000 1.000000\n", + "15 wflow_river.map 6.000000 9.000000 6.656228\n", + "16 wflow_riverburnin.map 1.000000 1.000000 1.000000\n", + "17 wflow_riverdem.map -3.606275 1699.142090 285.279694\n", + "18 wflow_riverlength_fact.map 0.417016 13.200185 0.873824\n", + "19 wflow_soil.map 1.000000 1.000000 1.000000\n", + "20 wflow_streamorder.map 1.000000 7.000000 1.026833\n", + "21 wflow_subcatch.map 1.000000 14.000000 6.037070" + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ds = xr.open_dataset(static_nc)\n", + "\n", + "rows = []\n", + "\n", + "for var in ds.data_vars:\n", + " data = ds[var]\n", + " \n", + " try:\n", + " values = data.values\n", + " values = values[np.isfinite(values)]\n", + " \n", + " if values.size > 0:\n", + " rows.append({\n", + " \"variable\": var,\n", + " \"min\": float(values.min()),\n", + " \"max\": float(values.max()),\n", + " \"mean\": float(values.mean())\n", + " })\n", + " except:\n", + " pass\n", + "\n", + "ds.close()\n", + "\n", + "static_summary = pd.DataFrame(rows)\n", + "static_summary" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "64227b56-6cd3-4926-91cb-6f344fb720bc", + "metadata": {}, + "outputs": [], + "source": [ + "config_text = cfg_file_inspect.read_text()\n", + "\n", + "for line in config_text.splitlines():\n", + " if \"tbl\" in line.lower() or \"intbl\" in line.lower():\n", + " print(line)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "eba792b8-73dc-4818-9b9b-057a6c16a69b", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- FirstZoneCapacity ---\n", + "Niet gevonden\n", + "\n", + "--- FirstZoneKsatVer ---\n", + "Niet gevonden\n", + "\n", + "--- InfiltCapSoil ---\n", + "Niet gevonden\n", + "\n", + "--- RootingDepth ---\n", + "Niet gevonden\n", + "\n", + "--- thetaS ---\n", + "Niet gevonden\n", + "\n", + "--- thetaR ---\n", + "Niet gevonden\n", + "\n", + "--- M ---\n", + "[inputmapstacks]\n", + "Temperature = /tas\n", + "Inflow = /inmaps/IF\n", + "[modelparameters]\n", + "starttime = 1986-01-01 00:00:00\n", + "endtime = 1992-01-01 00:00:00\n", + "timestepsecs = 86400\n", + "[model]\n", + "modeltype = sbm\n", + "ModelSnow = 0\n", + "InterpolationMethod = inv\n", + "WIMaxScale = 0.8\n", + "UpdMaxDist = 300000.0\n", + "[misc]\n", + "[framework]\n", + "netcdfoutput = outmaps.nc\n", + "sizeinmetres = 0\n", + "[outputmaps]\n", + "self.InwaterMM = iwm\n", + "[summary]\n", + "self.MaxLeakage = MaxLeakage.map\n", + "[summary_sum]\n", + "self.Precipitation = Sumprecip.map\n", + "[summary_max]\n", + "self.Precipitation = maxprecip.map\n", + "[summary_min]\n", + "[summary_avg]\n", + "self.Precipitation = avgprecip.map\n", + "samplemap = staticmaps/wflow_landuse.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "RiverRunoff = 2, m/s\n", + "\n", + "--- N_River ---\n", + "Niet gevonden\n", + "\n", + "--- Cfmax ---\n", + "Niet gevonden\n", + "\n", + "--- TT ---\n", + "starttime = 1986-01-01 00:00:00\n", + "[outputtss_0]\n", + "[outputtss_1]\n", + "\n", + "--- WHC ---\n", + "Niet gevonden\n" + ] + } + ], + "source": [ + "zoekwoorden = [\n", + " \"FirstZoneCapacity\",\n", + " \"FirstZoneKsatVer\",\n", + " \"InfiltCapSoil\",\n", + " \"RootingDepth\",\n", + " \"thetaS\",\n", + " \"thetaR\",\n", + " \"M\",\n", + " \"N_River\",\n", + " \"Cfmax\",\n", + " \"TT\",\n", + " \"WHC\"\n", + "]\n", + "\n", + "for woord in zoekwoorden:\n", + " print(\"\\n---\", woord, \"---\")\n", + " \n", + " gevonden = False\n", + " \n", + " for line in config_text.splitlines():\n", + " if woord.lower() in line.lower():\n", + " print(line)\n", + " gevonden = True\n", + " \n", + " if not gevonden:\n", + " print(\"Niet gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "1fc0f18a-0a48-4740-857c-e838aef5fb78", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "basisrun_1987_1995_lobith_daily.csv\n", + "lobith_model_point_wflow.csv\n", + "lowflow_FirstZoneCapacity_x15_1987_1991_lobith_daily.csv\n", + "lowflow_storage_leakage_1_lobith_daily.csv\n", + "test_FirstZoneKsatVer_x05_1987_1991_lobith_daily.csv\n", + "test_InfiltCapSoil_x15_1987_1991_lobith_daily.csv\n", + "test_M_x15_1987_1991_lobith_daily.csv\n", + "test_fzc15_1987_1991_lobith_daily.csv\n", + "wflow_lobith_1991_daily.csv\n", + "wflow_lobith_1992_daily.csv\n" + ] + } + ], + "source": [ + "for file in sorted(results_dir.glob(\"*.csv\")):\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "e10fba02-15fc-4b84-a733-9e487fa04046", + "metadata": {}, + "outputs": [], + "source": [ + "for file in sorted(results_dir.glob(\"*.csv\")):\n", + " name = file.name.lower()\n", + " \n", + " if (\"root\" in name) or (\"river\" in name) or (\"n_river\" in name) or (\"nriver\" in name):\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "ddb2632e-3fb9-4231-9edf-edd7dd94490d", + "metadata": {}, + "outputs": [], + "source": [ + "for folder in sorted(temp_dir.glob(\"run_*\")):\n", + " name = folder.name.lower()\n", + " \n", + " if (\"root\" in name) or (\"river\" in name) or (\"n_river\" in name) or (\"nriver\" in name):\n", + " print(folder)" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "51ef2315-3d85-4556-a5a9-ee017bea829f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "basisrun True basisrun_1987_1995_lobith_daily.csv\n", + "FZC_x1.5 True test_fzc15_1987_1991_lobith_daily.csv\n", + "M_x1.5 True test_M_x15_1987_1991_lobith_daily.csv\n", + "Infilt_x1.5 True test_InfiltCapSoil_x15_1987_1991_lobith_daily.csv\n", + "Ksat_x0.5 True test_FirstZoneKsatVer_x05_1987_1991_lobith_daily.csv\n", + "storage_leakage True lowflow_storage_leakage_1_lobith_daily.csv\n" + ] + } + ], + "source": [ + "run_files = {\n", + " \"basisrun\": results_dir / \"basisrun_1987_1995_lobith_daily.csv\",\n", + " \"FZC_x1.5\": results_dir / \"test_fzc15_1987_1991_lobith_daily.csv\",\n", + " \"M_x1.5\": results_dir / \"test_M_x15_1987_1991_lobith_daily.csv\",\n", + " \"Infilt_x1.5\": results_dir / \"test_InfiltCapSoil_x15_1987_1991_lobith_daily.csv\",\n", + " \"Ksat_x0.5\": results_dir / \"test_FirstZoneKsatVer_x05_1987_1991_lobith_daily.csv\",\n", + " \"storage_leakage\": results_dir / \"lowflow_storage_leakage_1_lobith_daily.csv\",\n", + "}\n", + "\n", + "for name, file in run_files.items():\n", + " print(name, file.exists(), file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "3562573d-d1f0-445b-8fe1-336186597f38", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "basisrun\n", + " start: 1987-01-01 00:00:00\n", + " einde: 1991-12-31 00:00:00\n", + " dagen: 1826\n", + "FZC_x1.5\n", + " start: 1987-01-01 00:00:00\n", + " einde: 1991-12-31 00:00:00\n", + " dagen: 1826\n", + "M_x1.5\n", + " start: 1987-01-01 00:00:00\n", + " einde: 1991-12-31 00:00:00\n", + " dagen: 1826\n", + "Infilt_x1.5\n", + " start: 1987-01-01 00:00:00\n", + " einde: 1991-12-31 00:00:00\n", + " dagen: 1826\n", + "Ksat_x0.5\n", + " start: 1987-01-01 00:00:00\n", + " einde: 1991-12-31 00:00:00\n", + " dagen: 1826\n", + "storage_leakage\n", + " start: 1987-01-01 00:00:00\n", + " einde: 1991-12-31 00:00:00\n", + " dagen: 1826\n", + "Aantal dagen in gecombineerde vergelijking: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basisrun_m3sQ_FZC_x1.5_m3sQ_M_x1.5_m3sQ_Infilt_x1.5_m3sQ_Ksat_x0.5_m3sQ_storage_leakage_m3s
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41987-01-057579.013978.63085913978.63085913978.65039113978.63085913978.63085913978.630859
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basisrun_m3s Q_FZC_x1.5_m3s Q_M_x1.5_m3s \\\n", + "0 1987-01-01 4865.0 13869.678711 13869.678711 13869.695312 \n", + "1 1987-01-02 5756.0 15741.568359 15741.568359 15741.561523 \n", + "2 1987-01-03 6160.0 16061.675781 16061.675781 16061.661133 \n", + "3 1987-01-04 6973.0 15124.300781 15124.300781 15124.301758 \n", + "4 1987-01-05 7579.0 13978.630859 13978.630859 13978.650391 \n", + "\n", + " Q_Infilt_x1.5_m3s Q_Ksat_x0.5_m3s Q_storage_leakage_m3s \n", + "0 13869.678711 13869.678711 13869.678711 \n", + "1 15741.568359 15741.568359 15741.568359 \n", + "2 16061.675781 16061.675781 16061.675781 \n", + "3 15124.300781 15124.300781 15124.300781 \n", + "4 13978.630859 13978.630859 13978.630859 " + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_all_runs = grdc_calibration.copy()\n", + "\n", + "model_columns = {}\n", + "\n", + "for run_name, file in run_files.items():\n", + " if not file.exists():\n", + " print(\"Bestand niet gevonden:\", run_name, file)\n", + " continue\n", + " \n", + " temp = pd.read_csv(file)\n", + " temp[\"date\"] = pd.to_datetime(temp[\"date\"])\n", + " \n", + " # Alleen huidige kalibratieperiode gebruiken\n", + " temp = temp[\n", + " (temp[\"date\"] >= calibration_start) &\n", + " (temp[\"date\"] <= calibration_end)\n", + " ].copy()\n", + " \n", + " q_col = f\"Q_{run_name}_m3s\"\n", + " \n", + " temp = temp.rename(columns={\"Q_model_m3s\": q_col})\n", + " temp = temp[[\"date\", q_col]]\n", + " \n", + " comparison_all_runs = pd.merge(\n", + " comparison_all_runs,\n", + " temp,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + " )\n", + " \n", + " model_columns[run_name] = q_col\n", + " \n", + " print(run_name)\n", + " print(\" start:\", temp[\"date\"].min())\n", + " print(\" einde:\", temp[\"date\"].max())\n", + " print(\" dagen:\", len(temp))\n", + "\n", + "print(\"Aantal dagen in gecombineerde vergelijking:\", len(comparison_all_runs))\n", + "comparison_all_runs.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "ef7e87d4-6b39-49a4-966a-cbd79c2ba1b5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1FZC_x1.5582.01876.4-1.0421826
2M_x1.5581.41875.2-1.0401826
3Infilt_x1.5582.01876.4-1.0421826
4Ksat_x0.5582.01876.4-1.0421826
5storage_leakage582.01876.4-1.0421826
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 FZC_x1.5 582.0 1876.4 -1.042 1826\n", + "2 M_x1.5 581.4 1875.2 -1.040 1826\n", + "3 Infilt_x1.5 582.0 1876.4 -1.042 1826\n", + "4 Ksat_x0.5 582.0 1876.4 -1.042 1826\n", + "5 storage_leakage 582.0 1876.4 -1.042 1826" + ] + }, + "execution_count": 72, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_all = make_score_table(\n", + " comparison_all_runs,\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "68125788-5d07-460d-99ea-dd2357e6c989", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0basisrun760485
1FZC_x1.5760485
2M_x1.5760485
3Infilt_x1.5760485
4Ksat_x0.5760485
5storage_leakage760485
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" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 basisrun 760 485\n", + "1 FZC_x1.5 760 485\n", + "2 M_x1.5 760 485\n", + "3 Infilt_x1.5 760 485\n", + "4 Ksat_x0.5 760 485\n", + "5 storage_leakage 760 485" + ] + }, + "execution_count": 73, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_all_runs[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_all_runs[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "56a409df-29a5-4f81-80e8-722b2b9aee83", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 669\n", + "GRDC dagen < 1020: 96\n" + ] + } + ], + "source": [ + "print(\"GRDC dagen < 1600:\", (comparison_all_runs[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_all_runs[\"Q_grdc_m3s\"] < 1020).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "1b8cd6dd-69e0-40a3-a41e-1d0037aad3ed", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- EoverR.tbl ---\n", + "Bestaat: True\n", + "Aantal waarden: 6\n", + "Min: 0.11\n", + "Max: 0.15\n", + "Mean: 0.1167\n", + "\n", + "--- RootingDepth.tbl ---\n", + "Bestaat: True\n", + "Aantal waarden: 84\n", + "Min: 2.0\n", + "Max: 525.0\n", + "Mean: 107.881\n" + ] + } + ], + "source": [ + "for tbl_name in [\"EoverR.tbl\", \"RootingDepth.tbl\"]:\n", + " tbl_file = Path(parameter_set.directory) / \"intbl\" / tbl_name\n", + " \n", + " print(\"\\n---\", tbl_name, \"---\")\n", + " print(\"Bestaat:\", tbl_file.exists())\n", + " \n", + " values = get_tbl_last_column_values(tbl_file)\n", + " \n", + " print(\"Aantal waarden:\", len(values))\n", + " print(\"Min:\", min(values))\n", + " print(\"Max:\", max(values))\n", + " print(\"Mean:\", round(np.mean(values), 4))" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "5067febd-3a8d-43ab-b413-e0cca1e4f5e3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_test_EoverR_x05_RootDepth_x075_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.11 max: 0.15 mean: 0.12\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 2.0 max: 525.0 mean: 107.88\n", + "Aanpassen: intbl/EoverR.tbl factor: 0.5\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.75\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.055 max: 0.075 mean: 0.06\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 1.5 max: 393.75 mean: 80.91\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11898.7\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2231.5\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3993.6\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4737.9\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6620.2\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7364.9\n", + "\n", + "Run klaar: test_EoverR_x05_RootDepth_x075_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/test_EoverR_x05_RootDepth_x075_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"EoverR.tbl\": 0.5,\n", + " \"RootingDepth.tbl\": 0.75\n", + "}\n", + "\n", + "model_et_lowflow = run_calibration_model(\n", + " run_name=\"test_EoverR_x05_RootDepth_x075_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "db594a5e-0836-40d5-a1fa-adad9390be6e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3sQ_ET_lowflow_m3s
01987-01-014865.013869.67871113890.761719
11987-01-025756.015741.56835915760.574219
21987-01-036160.016061.67578116078.226562
31987-01-046973.015124.30078115139.417969
41987-01-057579.013978.63085913992.887695
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s Q_ET_lowflow_m3s\n", + "0 1987-01-01 4865.0 13869.678711 13890.761719\n", + "1 1987-01-02 5756.0 15741.568359 15760.574219\n", + "2 1987-01-03 6160.0 16061.675781 16078.226562\n", + "3 1987-01-04 6973.0 15124.300781 15139.417969\n", + "4 1987-01-05 7579.0 13978.630859 13992.887695" + ] + }, + "execution_count": 77, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_et_lowflow = model_et_lowflow.rename(\n", + " columns={\"Q_model_m3s\": \"Q_ET_lowflow_m3s\"}\n", + ")\n", + "\n", + "comparison_et = pd.merge(\n", + " comparison,\n", + " model_et_lowflow[[\"date\", \"Q_ET_lowflow_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "comparison_et.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "6f63a7e8-4e5a-4f30-a67e-62009d0f94a8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max absoluut verschil: 922.056640625\n", + "Gemiddeld verschil: 61.38121463487339\n", + "Aantal dagen met verschil: 1826\n" + ] + } + ], + "source": [ + "verschil = comparison_et[\"Q_ET_lowflow_m3s\"] - comparison_et[\"Q_basis_m3s\"]\n", + "\n", + "print(\"Max absoluut verschil:\", verschil.abs().max())\n", + "print(\"Gemiddeld verschil:\", verschil.mean())\n", + "print(\"Aantal dagen met verschil:\", (verschil.abs() > 0.0001).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "7622c353-6246-4ede-a79e-b0eee5205fa5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1ET_lowflow643.31926.6-0.9931826
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 ET_lowflow 643.3 1926.6 -0.993 1826" + ] + }, + "execution_count": 79, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"ET_lowflow\": \"Q_ET_lowflow_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_et,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_et[\n", + " comparison_et[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "id": "c1f2dd1e-ff21-41f4-9619-6fc21f48b770", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 669\n", + "GRDC dagen < 1020: 96\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0basisrun760485
1ET_lowflow737458
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 basisrun 760 485\n", + "1 ET_lowflow 737 458" + ] + }, + "execution_count": 80, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_et[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_et[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC dagen < 1600:\", (comparison_et[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_et[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "a3bed982-55cb-4062-9164-4b875daa13d6", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_et[\"date\"],\n", + " comparison_et[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_et[\"date\"],\n", + " comparison_et[\"Q_basis_m3s\"],\n", + " label=\"basisrun\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_et[\"date\"],\n", + " comparison_et[\"Q_ET_lowflow_m3s\"],\n", + " label=\"EoverR x0.5 + RootingDepth x0.75\",\n", + " linewidth=0.9\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 5000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Low-flow calibrated wflow run at Lobith, 1987-1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "195f755b-4ef8-4c50-98a9-e0e7dead03da", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1ET_lowflow-104.1757.7-20.127669
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669\n", + "1 ET_lowflow -104.1 757.7 -20.127 669" + ] + }, + "execution_count": 82, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "id": "c8412365-7cae-4bbb-9bdb-094be466f8f5", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_calibrated_ET_Root_NRiver_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.11 max: 0.15 mean: 0.12\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 2.0 max: 525.0 mean: 107.88\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.027 max: 0.18 mean: 0.09\n", + "Aanpassen: intbl/EoverR.tbl factor: 0.5\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.75\n", + "Aanpassen: intbl/N_River.tbl factor: 2.0\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.055 max: 0.075 mean: 0.06\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 1.5 max: 393.75 mean: 80.91\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.054 max: 0.36 mean: 0.19\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11113.4\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3192.4\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 5289.8\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 6295.0\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 5592.9\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 9771.1\n", + "\n", + "Run klaar: calibrated_ET_Root_NRiver_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_ET_Root_NRiver_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"EoverR.tbl\": 0.5,\n", + " \"RootingDepth.tbl\": 0.75,\n", + " \"N_River.tbl\": 2.0\n", + "}\n", + "\n", + "model_calibrated_1 = run_calibration_model(\n", + " run_name=\"calibrated_ET_Root_NRiver_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 84, + "id": "3f4b957c-92ec-4256-825b-be9b4cc3d7ea", + "metadata": {}, + "outputs": [], + "source": [ + "model_calibrated_1 = model_calibrated_1.rename(\n", + " columns={\"Q_model_m3s\": \"Q_calibrated_1_m3s\"}\n", + ")\n", + "\n", + "comparison_calibrated_1 = pd.merge(\n", + " comparison,\n", + " model_calibrated_1[[\"date\", \"Q_calibrated_1_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "id": "f1d863b8-feb0-4082-82b5-16c2cb9cb043", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1ET_lowflow643.31926.6-0.9931826
2calibrated_1643.11703.2-0.5561826
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 ET_lowflow 643.3 1926.6 -0.993 1826\n", + "2 calibrated_1 643.1 1703.2 -0.556 1826" + ] + }, + "execution_count": 85, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"ET_lowflow\": \"Q_ET_lowflow_m3s\",\n", + " \"calibrated_1\": \"Q_calibrated_1_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_calibrated_1.merge(\n", + " comparison_et[[\"date\", \"Q_ET_lowflow_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + " ),\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_calibrated_1.merge(\n", + " comparison_et[[\"date\", \"Q_ET_lowflow_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + " ).query(\"Q_grdc_m3s < 1600\"),\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "id": "1ca507fd-910b-4f12-b619-a8649bfb54e5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1ET_lowflow-104.1757.7-20.127669
2calibrated_137.4750.6-13.760669
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669\n", + "1 ET_lowflow -104.1 757.7 -20.127 669\n", + "2 calibrated_1 37.4 750.6 -13.760 669" + ] + }, + "execution_count": 86, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "f49ab0d7-8d5d-44dd-9948-78bf03ed9857", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 669\n", + "GRDC dagen < 1020: 96\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0basisrun760485
1ET_lowflow737458
2calibrated_1701379
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 basisrun 760 485\n", + "1 ET_lowflow 737 458\n", + "2 calibrated_1 701 379" + ] + }, + "execution_count": 87, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_final = comparison_calibrated_1.merge(\n", + " comparison_et[[\"date\", \"Q_ET_lowflow_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_final[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_final[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC dagen < 1600:\", (comparison_final[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_final[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "abd6faf2-7f5a-4e84-a13a-630bd834026a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Size: 1GB\n", + "Dimensions: (time: 3652, lat: 169, lon: 187, bnds: 2)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 29kB 1986-01-01T12:00:00 ... 1995-12-31T...\n", + " * lat (lat) float64 1kB 52.05 52.02 51.98 51.94 ... 45.97 45.93 45.89\n", + " * lon (lon) float64 1kB 5.227 5.264 5.3 5.337 ... 11.97 12.01 12.05\n", + " height float64 8B ...\n", + "Dimensions without coordinates: bnds\n", + "Data variables:\n", + " pr (time, lat, lon) float32 462MB ...\n", + " time_bnds (time, bnds) datetime64[ns] 58kB ...\n", + " lat_bnds (lat, bnds) float64 3kB ...\n", + " lon_bnds (lon, bnds) float64 3kB ...\n", + " tas (time, lat, lon) float32 462MB ...\n", + " pet (time, lat, lon) float32 462MB ...\n", + "Attributes:\n", + " Conventions: CF-1.7\n", + " software: Created with ESMValTool v2.11.1\n", + " caption: Forcings for the wflow hydrological model.\n", + "Neerslag pr:\n", + "min: -1.6653344014124632e-13\n", + "max: 199.9449920654297\n", + "mean: 3.0991051197052\n", + "PET:\n", + "min: 0.1324683576822281\n", + "max: 5.864371299743652\n", + "mean: 1.8411091566085815\n" + ] + } + ], + "source": [ + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(ds)\n", + "\n", + "print(\"Neerslag pr:\")\n", + "print(\"min:\", float(ds[\"pr\"].min()))\n", + "print(\"max:\", float(ds[\"pr\"].max()))\n", + "print(\"mean:\", float(ds[\"pr\"].mean()))\n", + "\n", + "print(\"PET:\")\n", + "print(\"min:\", float(ds[\"pet\"].min()))\n", + "print(\"max:\", float(ds[\"pet\"].max()))\n", + "print(\"mean:\", float(ds[\"pet\"].mean()))\n", + "\n", + "ds.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "2b6180db-7bc6-4f30-b7ba-6ae3c7c4336c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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iultvvTVi/OBffvkFPXv2RKtWrRTbdO211wKozm96zJo1Czk5ORH7Mnz84U2bNmHfvn246667kJZWc6lVr1493Hzzzfjzzz9RXl6umEdtv3k8nlBaASAjIwMnn3xyRDn23Xff4ZJLLkG9evWQkZGBzMxMjBw5MqJcjCZe3iAiIiL3MGhLRERElvF4PBg4cCC++uorfPLJJzjllFNw2WWXqU574MABHDlyBLVq1UJmZqbiX35+Pg4dOgQAOHr0KC677DIsWrQIr7zyCmbPno0lS5aEHhMOHzYgOzs7IrCYlZWFiooKTdtQu3ZtnH/++RH/2rdvHzHt66+/jiVLlmDOnDl49tlnceDAAdx4442Kx7lLS0vx3Xff4cILL0TTpk1x5MgRHDlyBDfddFPU8VXD3XnnnQAQESjUqrCwEC1btoz4vlWrVqHf5cKnDY4x3KZNG0Prb9y4ccR3WVlZimNXWFiI5s2bR0yn9l24w4cPQ5IkTdvYqFEjXH/99Rg7dmzoEfDRo0fjwgsvxBlnnBGa1ufz4YMPPojIm8HhE4L5M0ht3bHceuutWLJkCRYsWIBPP/0UOTk5+Nvf/oYtW7aoTh++D4Mvhos3bIaWeYNDXPz1r3+N2N7XX38dkiShqKgo7noaNWqk+FyrVq2Y3wfPycLCQmRkZES8xM7j8aBFixahYxf8v0WLForpMjIyIrbxwIED+PnnnyO2J3iMw49fPNHyZ3hagmmMlhcDgUDEUA5q+0etHKtVq5aiHJs4cSJuvfVWtG7dGl999RUWLlwYulGmtbwzk6+IiIjIXtFfaUtERERkwIABA/DCCy/gk08+wauvvhp1uiZNmqBx48b4/fffVX/PyckBUN0Lb9++fZg9e3aody2AiBcUuaFjx46hl49dfvnlqFOnDp577jl88MEHePLJJwFU9+IsLy/H4sWLccIJJ0Qs44cffsDhw4dVfwsn77mnR+PGjbF///6I7/ft2weg+ljIeTwexedgMG3Pnj2G1q9F48aNVcfHjfaiJ7kTTjgBaWlpmrdx4MCB+O677zBt2jS0a9cOS5YswYgRIxTLC/bSfeihh1TX2aFDB8Xn8H0WT9OmTUN5p2vXrujcuTO6d++OQYMG4ZdfftG1LLOC++aDDz7AxRdfrDqNluC5UY0bN4bP58PBgwcVgVtJkpCfn48LLrggNB1QnSdat24dms7n80XceGjSpAnOOuusqGVQMJivJ41qLzwLz5/BNEbLi2lpaZrOdS2++uordOjQAd9++60i/znx0kUiIiKyH3vaEhERkaVat26Nf//73+jbty/69+8fdbrrrrsOhYWF8Pv9qj1bTz31VAA1wbBgD7CgTz/91L6NMOipp57CySefjGHDhqG0tBRA9dAIOTk5mDFjBmbNmqX49+abb6KyshJff/11zOWOGTMGAKIG1OK58sorsX79eixfvlzx/dixY+HxeNCzZ8+Y859yyimhYS/sCgh1794da9euxfr16xXff/PNN3HnrVu3Li666CJMnDhR0UMwEAjgq6++Qps2bRQv+Orduzdat26NUaNGYdSoUahdu7ZiGIbs7Gz07NkTK1aswFlnnaWaP9V6D5tx2WWX4e6778avv/6KhQsXWrrseC655BI0bNgQ69evV93W888/P9Q71g5XXnklACheTAcA33//PcrKykK/9+jRAwAizpcJEybA5/Mpvrvuuuuwdu1anHTSSarbozdo27NnT5SWlmLSpEmK78eNG6f4fOqpp6J169YYN24cJEkKfV9WVobvv/8eXbt2RXZ2tq51R+PxeFCrVi1FwDY/P9/wMCpEREQkFva0JSIiIssNGzYs7jR/+9vf8PXXXyM3NxePPvooLrzwQmRmZmLPnj2YNWsWbrjhBtx0003o1q0bTjjhBDzwwAN48cUXkZmZia+//hqrVq2yJe3Hjh2LOgxBvKBpZmYmXnvtNdx666147733cOONN2Lx4sX45z//iSuuuCJi+ksuuQRvv/02Ro4ciYcffhh//PEHXn31Vdx0003o2LEjKioq8Ntvv+Gzzz7DFVdcETFWr1aDBg3C2LFj0adPHwwZMgTt27fHr7/+io8//hj//Oc/FQHNaD766CP07dsXF198MQYNGoR27dph165dmDJlStygsxaPPfYYvvjiC1x77bUYMmQImjdvjnHjxmHjxo0A4vcyHjp0KHr16oWePXviySefRK1atfDxxx9j7dq1GD9+vCKwlZ6ejrvvvhvDhw9H/fr10a9fPzRo0ECxvPfeew+XXnopLrvsMvzzn//EiSeeiNLSUmzduhU///xzxDjAVnj55Zfx7bff4vnnn8f06dMtX3409erVwwcffID+/fujqKgIf/3rX9GsWTMcPHgQq1atwsGDBxU9ka3Wq1cvXH311fjPf/6DkpISXHLJJVi9ejVefPFFnHPOObjrrrsAVI/1euedd+Ldd99FZmYmrrrqKqxduxZvvfUW6tevr1jmkCFDMG3aNHTr1g2PPPIITj31VFRUVCAvLw+TJ0/GJ598omu4j7vvvhvvvPMO7r77brz66qvo1KkTJk+ejClTpiimS0tLwxtvvIE77rgD1113He6//35UVlbizTffxJEjRzSVjVpdd911mDhxIh588EH89a9/xe7du/Hyyy+jZcuWUYfZICIiosTBoC0RERG5Ij09HZMmTcJ7772HL7/8EkOHDkVGRgbatGmD7t274y9/+QuA6seNf/31VzzxxBO48847UbduXdxwww349ttvce6551qeru3bt6Nr166qv3m93ogXHoW75ZZbcNFFF2H48OGhR7bvv/9+1WkzMzMxYMAADBs2DMuXL0fLli2Rnp6Ol19+GYcOHYLH40GnTp0wZMgQPPHEE4aHR2jatCkWLFiAZ555Bs888wxKSkrQsWNHvPHGG3j88cc1LePqq6/G3LlzMWTIEDzyyCOoqKhAmzZtIl5kZFSrVq0wZ84cPPbYY3jggQeQnZ2Nm266CUOGDEH//v0jXu4Wrnv37pg5cyZefPFFDBgwAIFAAF26dMGkSZMiXvQEVA+RMHToUBw8eDD0AjK5008/HcuXL8fLL7+M5557DgUFBWjYsCE6deoUGtfWam3btsW//vUvvPnmm5g7dy4uv/xyW9aj5s4770S7du3wxhtv4P7770dpaSmaNWuGs88+O+IFYVbzeDz48ccfMXjwYIwaNQqvvvoqmjRpgrvuuguvvfaaopf9yJEj0bx5c4wePRrvv/8+zj77bHz//ff429/+plhmy5YtsXTpUrz88st48803sWfPHuTk5KBDhw645pprdA9RkJ2djZkzZ+LRRx/F008/DY/Hg969e+Obb75Bt27dFNPefvvtqFu3LoYOHYrbbrsN6enpuPjiizFr1qyIac0YOHAgCgoK8Mknn+CLL75Ax44d8fTTT2PPnj146aWXLFsPERERucMjyZ/bISIiIiISyH333Yfx48ejsLDQ1kf0iYiIiIhEwp62RERERCSEIUOGoFWrVujYsSOOHj2KX375BZ9//jmee+45BmyJiIiIKKUwaEtEREREQsjMzAw9yu7z+dCpUycMHz4cjz76qNtJIyIiIiJyFIdHICIiIiIiIiIiIhKIsbdZEBEREREREREREZEtGLQlIiIiIiIiIiIiEgiDtkREREREREREREQCSfoXkQUCAezbtw85OTnweDxuJ4eIiIiIiIiIiIhSlCRJKC0tRatWrZCWFr0/bdIHbfft24e2bdu6nQwiIiIiIiIiIiIiAMDu3bvRpk2bqL8nfdA2JycHQPWOqF+/vsupsZ/X68XUqVPRu3dvZGZmup0cshiPb3Lj8U1+PMbJjcc3+fEYJzce3+TG45v8eIyTG49vcku141tSUoK2bduGYpbRJH3QNjgkQv369VMmaJudnY369eunREZPNTy+yY3HN/nxGCc3Ht/kx2Oc3Hh8kxuPb/LjMU5uPL7JLVWPb7xhXPkiMiIiIiIiIiIiIiKBMGhLREREREREREREJBAGbYmIiIiIiIiIiIgEkvRj2hIRERERERERUeLw+/3wer2hz16vFxkZGaioqIDf73cxZWSHZDu+mZmZSE9PN70cBm2JiIiIiIiIiMh1kiQhPz8fR44cifi+RYsW2L17d9yXN1HiScbj27BhQ7Ro0cLU9rgatB06dCgmTpyIjRs3ok6dOujWrRtef/11nHrqqaFpBgwYgDFjxijmu+iii/Dnn386nVwiIiIiIiIiIrJJMGDbrFkzZGdnhwJegUAAR48eRb169ZCWxpE+k00yHV9JklBeXo6CggIAQMuWLQ0vy9Wg7Zw5c/DQQw/hggsugM/nw7PPPovevXtj/fr1qFu3bmi6a665BqNGjQp9rlWrlhvJJSIiIiIiIiIiG/j9/lDAtnHjxorfAoEAqqqqULt27YQP6lGkZDu+derUAQAUFBSgWbNmhodKcDVo+/vvvys+jxo1Cs2aNcOyZctw+eWXh77PyspCixYtnE4eERERERERERE5IDiGbXZ2tsspITIvmI+9Xm9iBm3DFRcXAwAaNWqk+H727Nlo1qwZGjZsiO7du+PVV19Fs2bNVJdRWVmJysrK0OeSkhIA1TtJPoh1sgpuYypsayri8U1uPL7Jj8c4ufH4Jj8e4+TG45vceHyTH49x4vN6vZAkCZIkIRAIKH6TJCn0f/hvlPiS8fgG87Ja0FZrOeWRgnvGZZIk4YYbbsDhw4fxxx9/hL7/9ttvUa9ePbRv3x47duzA888/D5/Ph2XLliErKytiOYMHD8ZLL70U8f24ceN4t4aIiIiIiIiISEAZGRlo0aIF2rZty2ExKeFVVVVh9+7dyM/Ph8/nU/xWXl6O22+/HcXFxahfv37UZQgTtH3ooYfw66+/Yt68eWjTpk3U6fbv34/27dvjm2++Qb9+/SJ+V+tp27ZtWxw6dCjmjkgWXq8X06ZNQ69evZCZmel2cshiPL7Jjcc3+fEYJzce3+THY5zceHyTG49v8uMxTnwVFRXYvXs3TjzxRNSuXVvxmyRJKC0tRU5OTujlZJQ40tPT8f333+PGG29U/T38+M6ePRtXXnklCgsL0bBhQ8vTc8UVV6BLly545513LF92UEVFBfLy8tC2bduI/FxSUoImTZrEDdoKMTzCv/71L0yaNAlz586NGbAFqt+61r59e2zZskX196ysLNUeuJmZmSlVcKfa9qYaHt/kxuOb/HiMkxuPb/LjMU5uPL7Jjcc3+fEYJy6/3w+Px4O0tLSIl1EFH5kP/i6SAQMGYMyYMbj//vvxySefKH578MEHMWLECPTv3x+jR492J4EC2L9/P0444YSoxy78+F566aWheTweD0aPHo3HHnsMR44c0bXe2bNno2fPnjh8+LAi+Dtx4kRkZmbampfS0tLg8XhUyyStZZSrOV2SJDz88MOYOHEiZs6ciQ4dOsSdp7CwELt370bLli0dSCEREREREREREVF0bdu2xTfffINjx46FvquoqMD48ePRrl07F1NmTlVVlSXLadGihWoHy2hq1aqFFi1a2NarulGjRsjJybFl2VZyNWj70EMP4auvvsK4ceOQk5OD/Px85OfnhzL50aNH8eSTT2LhwoXIy8vD7Nmz0bdvXzRp0gQ33XSTm0knIiIiIiIiIiLCueeei3bt2mHixImh7yZOnIi2bdvinHPOUUwrSRLeeOMNdOzYEXXq1EGXLl3wv//9L/S73+/H3//+d3To0AF16tTBqaeeivfee0+xjAEDBuDGG2/EW2+9hZYtW6Jx48Z46KGHYr7gavDgwTj77LPx6aefom3btsjOzsYtt9yi6L0aXO7QoUPRqlUrnHLKKQCAvXv34rbbbsMJJ5yAxo0b44YbbkBeXp5i+V988QXOOOMMZGVloWXLlnj44YdDv3k8Hvz4448AgLy8PHg8HnzzzTfo1q0bateujb/85S+YN29eaPrZs2fD4/HgyJEjmD17NgYOHIji4mJ4PB54PB4MHjwYAPDVV1/h/PPPR05ODlq0aIHbb78dBQUFofX07NkTAEI9dgcMGAAA6NGjBx577LHQ+g4fPoy7774bJ5xwArKzs3HttdcqnvAfPXo0GjZsiClTpqBz586oV68errnmGuzfvz/q/raCq0HbESNGoLi4GD169EDLli1D/7799lsA1WNerFmzBjfccANOOeUU9O/fH6eccgoWLlyYEBFxIiIiIi0Kj1aitIJvuyYiIiIKkiQJ5VW+0L9jVX7FZzv/GXn908CBAzFq1KjQ5y+++AL33HNPxHTPPfccRo0ahREjRmDdunUYNGgQ7rzzTsyZMwdA9VABbdq0wYQJE7B+/Xq88MIL+O9//4sJEyYoljNr1ixs27YNs2bNwpgxYzB69Oi4QzBs3boVEyZMwM8//4zff/8dK1euxEMPPaSYZsaMGdiwYQOmTZuGX375BeXl5ejZsyfq1auHuXPnYt68eaGgZbAn7ogRI/DQQw/hvvvuw5o1azBp0iScfPLJMdPy73//G0888QRWrFiBrl274vbbb0dhYWHEdN26dcO7776L+vXrY//+/di/fz+efPJJANU9gV9++WWsWrUKP/74I3bs2BEKzLZt2xbff/89AGDTpk3Yv39/RPA7aMCAAVi6dCkmTZqEhQsXQpIk5ObmKoLg5eXleOutt/Dll19i7ty52LVrVygddnF1TNt4J0GdOnUwZcoUh1JDRERE5LySCi/Oe2U6ACBvWB+XU0NEREQkhmNeP05/wZ2Y0PohVyO7lr6Q2V133YVnnnkm1JN0/vz5+OabbzB79uzQNGVlZRg+fDhmzpyJrl27AgA6duyIefPm4dNPP0X37t2RmZmJl156KTRPhw4dsGDBAkyYMAG33npr6PsTTjgBH374IdLT03HaaaehT58+mDFjBu69996oaayoqMCYMWNC75P64IMP0KdPH7z99tto0aIFAKBu3br4/PPPUatWLQDVwee0tDR8/vnnoeEKRo0ahYYNG2L27Nno3bs3XnnlFTzxxBN49NFHQ+u64IILYu6vhx9+GDfffDMA4OOPP8Zvv/2GL774Av/5z38U09WqVQsNGjSAx+MJpTFIHhTv2LEj3n//fVx44YU4evQo6tWrh0aNGgEAmjVrFvWFZlu2bMGkSZMwf/58dOvWDQDw9ddfo23btvjxxx9xyy23AKh+2eEnn3yCk046KZT+IUOGxNxGs4R4ERkRERFRqtpWcNTtJBARERGRSU2aNEGfPn0wZswYSJKEPn36oEmTJopp1q9fj4qKCvTq1UvxfVVVlWIYhU8++QSff/45du7ciWPHjqGqqgpnn322Yp4zzjgD6enpoc8tW7bEmjVrYqaxXbt2oYAtAHTt2hWBQACbNm0KBUT/8pe/hAK2ALBs2TJs3bo14on3iooKbNu2DQUFBdi3bx+uvPLKmOsOFwxaA0BGRgbOOeccbNiwQdcyVqxYgcGDB2PlypUoKioKvdBs165dOP300zUtY8OGDcjIyMBFF10U+q5x48Y49dRTFenJzs4OBWyB6v0dHIrBLgzaEhEREbnIrhcsEBERESWyOpnpWD/kagDVQwaUlpQip34O0tLsH+mzTmZ6/IlU3HPPPaGxXD/66KOI34NBxV9//RWtW7dW/BZ8UdeECRMwaNAgvP322+jatStycnLw5ptvYtGiRYrpMzMzFZ89Hk9o+VoF26Hy9mjdunUj0nzeeefh66+/jpi/adOmlh4PPe3isrIy9O7dG71798ZXX32Fpk2bYteuXbj66qt1vUAt2igAkiQp0qO2v40Mo6EHg7ZERERERERERCQUj8cTGqIgEAjAVysd2bUyHAnaGiUf5/Xqq6+O+P30009HVlYWdu3ahe7du6su448//kC3bt3w4IMPhr7btm2bJenbtWsX9u3bh1atWgEAFi5ciLS0tNALx9Sce+65+Pbbb9GsWTPUr19fdZoTTzwRM2bMCL34S4s///wTl19+OQDA5/Nh5cqV+Ne//qU6ba1ateD3+xXfbdy4EYcOHcKwYcPQtm1bAMDSpUsj5gMQMa/c6aefDp/Ph0WLFoWGRygsLMTmzZvRuXNnzdtjB3FzOhEREVEKSGNHWyIiIqKkkJ6ejg0bNmDDhg2KoQuCcnJy8OSTT2LQoEEYM2YMtm3bhhUrVuCjjz7CmDFjAAAnn3wyli5diilTpmDz5s14/vnnsWTJEkvSV7t2bfTv3x+rVq3CH3/8gUceeQS33nprxFixcnfccQeaNGmCG264AX/88Qd27NiBOXPm4NFHH8WePXsAAIMHD8bbb7+N999/H1u2bMHy5cvxwQcfxEzLRx99hB9++AEbN27Eww8/jOLiYgwcOFB12hNPPBFHjx7FjBkzcOjQIZSXl6Ndu3aoVasWPvjgA2zfvh2TJk3Cyy+/rJivffv28Hg8+OWXX3Dw4EEcPRo5LFmnTp1www034N5778W8efOwatUq3HnnnWjdujVuuOGGeLvUVgzaEhEREbnIA0ZtiYiIiJJF/fr1o/ZIBYCXX34ZL7zwAoYOHYrOnTvj6quvxs8//4wOHToAAB544AH069cPt912Gy666CIUFhYqet2acfLJJ6Nfv37Izc1F7969ceaZZ+Ljjz+OOU92djbmzp2Ldu3aoV+/fujcuTPuueceHDt2LLSd/fv3x7vvvouPP/4YZ5xxBq677jps2bIl5nKHDRuG119/HV26dMG8efPw9ddfR4wBHNStWzc88MADuO2229C0aVO88cYbaNq0KUaPHo3vvvsOp59+OoYNG4a33npLMV/r1q3x0ksv4emnn0bz5s1DQ1eEGzVqFM477zxcd9116Nq1KyRJwuTJkyOGRHCaR7J7AAaXlZSUoEGDBiguLo550iQLr9eLyZMnIzc31/XMRdbj8U1uPL7Jj8c4uRk9vmv2FKPvh/MAADuG5nKMW4HxHE5uPL7Jjcc3+fEYJ76Kigrs2LEDHTp0QO3atRW/BQIBlJSUoH79+kIPjyCywYMH48cff8TKlStdTUdeXh46dOiAFStWhF6ulozHN1Z+1hqrTI49QURERJSg5DHa5L6VTkREREREWjFoS0RERCQIxmyJiIiIiAhg0JaIiIhIGAF2tSUiIiIiGwwePNj1oRGA6peKSZIUGhqBomPQloiIiMhFHB6BiIiIiIjCMWhLRERE5CIPaqK2EgdIICIiIiIiMGhLREREJAz2tCUiIiIiIoBBWyIiIiJXcXgEIiIiIiIKx6AtERERkYsUQVsOj0BERERERGDQloiIiMhVijFtGbMlIiIiIiIwaEtEREQkDMZsiYiIiIgIYNCWiIiIyFXKMW0ZtiUiIiJKJAMGDIDH48EDDzwQ8duDDz4Ij8eDAQMGOJ+wMKNHj4bH4wn9a9myJW699Vbs2LEjNM2JJ56omCb4b9iwYRg8eLDqb/J/eXl57m1gEspwOwFEREREqUwWs0WAMVsiIiKihNO2bVt88803eOedd1CnTh0AQEVFBcaPH4927dq5nLoa9evXx6ZNmyBJEjZu3Ij7778f119/PVauXIn09HQAwJAhQ3Dvvfcq5svJyYEkSYrA9AUXXID77rtPMW3Tpk2d2ZAUwZ62RERERC6S97Tl+AhEREREiefcc89Fu3btMHHixNB3EydORNu2bXHOOecoppUkCW+88QY6duyIOnXqoEuXLvjf//4X+t3v9+Pvf/87OnTogDp16uDUU0/Fe++9p1jGgAEDcOONN+Ktt95Cy5Yt0bhxYzz00EPwer0x0+nxeNCiRQu0bNkSPXv2xIsvvoi1a9di69atoWlycnLQokULxb+6deuiXr16iu/S09Mjpg0Gfska7GlLREREJAiJUVsiIiKiapIEeMur/w4Eqv+uSgfSHOh/mJkddmc9voEDB2LUqFG44447AABffPEF7rnnHsyePVsx3XPPPYeJEydixIgR6NSpE+bOnYs777wTTZs2Rffu3REIBNCmTRtMmDABTZo0wYIFC3DfffeFhjMImjVrFlq2bIlZs2Zh69atuO2223D22WdH9JKNJdgrOF6wl9zBoC0RERGRq2ouCDikLREREdFx3nLgtVYAqh8Tb+jkuv+7D6hVV9csd911F5555hnk5eXB4/Fg/vz5+OabbxRB27KyMgwfPhwzZ85E165dAQAdO3bEvHnz8Omnn6J79+7IzMzESy+9FJqnQ4cOWLBgASZMmKAI2p5wwgn48MMPkZ6ejtNOOw19+vTBjBkzNAdt9+zZgzfffBNt2rTBKaecEvr+P//5D5577jnFtL/88gt69Oiha3+QeQzaEhEREblI3okjwKgtERERUUJq0qQJ+vTpgzFjxkCSJPTp0wdNmjRRTLN+/XpUVFSgV69eiu+rqqoUwyh88skn+Pzzz7Fz504cO3YMVVVVOPvssxXznHHGGYrhCFq2bIk1a9bETGNxcTHq1asHSZJQXl6Oc889FxMnTkStWrVC0/z73/+OeHFa69attewCshiDtkREREQu4pC2RERERCoys6t7vAIIBAIoKS1F/ZwcpDk1PIIB99xzDx5++GEAwEcffRTxeyAQAAD8+uuvEYHQrKwsAMCECRMwaNAgvP322+jatStycnLw5ptvYtGiRcokZmYqPns8ntDyo8nJycHy5cuRlpaG5s2bo27dyN7ETZo0wcknnxxnS8kJDNoSERERuUgeqGVHWyIiIqLjPJ6aIQoCASDTX/3ZiaCtQddccw2qqqoAAFdffXXE76effjqysrKwa9cudO/eXXUZf/zxB7p164YHH3ww9N22bdssSV9aWhoDsgmEQVsiIiIiQfBFZERERESJKz09HRs2bAj9HS4nJwdPPvkkBg0ahEAggEsvvRQlJSVYsGAB6tWrh/79++Pkk0/G2LFjMWXKFHTo0AFffvkllixZgg4dOjiyDaWlpcjPz1d8l52djfr16zuyfqoh7u0JIiIiohQg713LnrZEREREia1+/foxA5wvv/wyXnjhBQwdOhSdO3fG1VdfjZ9//jkUlH3ggQfQr18/3HbbbbjoootQWFio6HVrtxdeeAEtW7ZU/HvqqaccWz/VYE9bIiIiIkEwaEtERESUWEaPHh3z9x9//FHx2ePx4JFHHsEjjzyiOn1WVhZGjRqFUaNGKb4fOnRozHW+++67MdMxYMCAiBeMhcvLy4v5u9FpyRj2tCUiIiJylST7i1FbIkpMXy7Mw/fL9ridDCIioqTBnrZEREREgmBPWyJKRPnFFXj+p3UAgBvPaY30NI/LKSIiIkp87GlLRERE5CLFmLbuJYOIyLCjlV63k0BERJR0GLQlspgkSQgEeNlNRET6sf4gIiIiIiKAQVsiS0mShBs/XoC+H87jhTcREWnC2oKIiIiIiMJxTFsiC5Uc82HV7iMAgILSSrRoUNvdBBERUULhmLZERESU6gKBgNtJIDLNinzMoC2RTfgGcCIi0kI5pi3rDiJKbJIkAeCLyIhIv1q1aiEtLQ379u1D06ZNUatWLXg81eVJIBBAVVUVKioqkJbGh8aTTTIdX0mSUFVVhYMHDyItLQ21atUyvCwGbYmIiIgEwZF1iIiIKFWlpaWhQ4cO2L9/P/bt26f4TZIkHDt2DHXq1AkFcil5JOPxzc7ORrt27UwFoRm0JSIiInKRvHetxPERiIiIKIXVqlUL7dq1g8/ng9/vD33v9Xoxd+5cXH755cjMzHQxhWSHZDu+6enpyMjIMB2AZtCWyErJcUOIiIhcwpAtESU6lmNEZJbH40FmZqYieJeeng6fz4fatWsnRVCPlHh81SX2QBFERERESYQdbYmIiIiICGDQloiIiMhViheRMWpLRERERERg0JbINrzuJiIivVh1EFGiYxuYiIjIGgzaEhEREblI2dPWvXQQERnHFzsQERFZjUFbIiIiIkFI7GtLRAmJZRcREZHVGLSlhFd4tBITluxGWaXP7aTAw04GRESkkzxQy562RJToePOJiIjIGhluJ4DIrDtHLsaG/SVYtKMIb9/axe3kEBERGRZg1JaIEhJ7LhCRuyRJgoe9qCjJsKctJbwN+0sAAL+v3e9ySoiIiPTjmLZElExYjhGR0yq8fvR+Zy6embjG7aQQWYpBWyKbsL1KREREREREZK/f1+ZjS8FRjF+8y+2kEFmKQVsiIiIiQbCHGhEREZE+HF6KkhWDtkRERESC4EUHEREREREBDNpSEhHhMpfDnhMRkV6KMW3dSwYREREREQmEQVsiC/Fim4iIzJDY05aIiIiIiMCgLREREZGrJNktP4ZsiSjR8d4TETnNw0deKUkxaEtkE/aWIiIivVh3EBERERERwKAtkaV4rU1ERHopxrRlPUJERERERGDQloiIiEgYjNkSUaKTWJIRERFZgkFbIiIiIkGwpy0REREREQEM2lISEeJCV4Q0EJErnv5+NQZPWud2MigByasOjmlLREREREQAg7ZERESm7S8+hm+W7MboBXk4VuV3OzmUwAKM2RJRApK/uZ33nojIaR544k9ElIAYtCWyCRusRKnD56854QM8+Uknee9ajgVJRImIVR8REZH1GLQlshAvtolSk6KHkXvJoGTADERECY7FGBERkTUYtCUiIjLJI4vackxS0kuK8jcRUaLw8MlkIiIiyzFoS0REZCEG3cgMDq9BRImIRRcRuYk3jihZMWhLZCE2WIlSk7ydyHKA9JLnGeYfIkp0fOKEiIjIGgzaEhERmcS7+2QVhjqIKBGxHiQiIrIeg7aUNPgSMCISAosi0q0m07CHGhERERERAS4HbYcOHYoLLrgAOTk5aNasGW688UZs2rRJMY0kSRg8eDBatWqFOnXqoEePHli3bp1LKSaKjZfaRKnJIxsggTeQyAzGbIko0bEYI0psw37biH+NX8EbyUQCcDVoO2fOHDz00EP4888/MW3aNPh8PvTu3RtlZWWhad544w0MHz4cH374IZYsWYIWLVqgV69eKC0tdTHlRERENfhYKJmhGNOW4Q4iIiJy0SdztuHnVfuwek+x20khSnkZbq78999/V3weNWoUmjVrhmXLluHyyy+HJEl499138eyzz6Jfv34AgDFjxqB58+YYN24c7r//fjeSTUREFBU7JZAZzD9EREQkAq8/4HYSiFKeUGPaFhdX38lp1KgRAGDHjh3Iz89H7969Q9NkZWWhe/fuWLBggStpJIqFj5AQpSZ5R1uWAqSXPM+wGiGiRMdyjCg58EkyIve52tNWTpIkPP7447j00ktx5plnAgDy8/MBAM2bN1dM27x5c+zcuVN1OZWVlaisrAx9LikpAQB4vV54vV47ki6U4DamwraqcXu7vT6f7G/r81yqH99kx+ObuPx+2bnv9cLrVW/l8hgnN6PH16eoO3zMHwLjOZzceHyN83l9sr+98ApzlVmDxzf58Rhby+fzC7UvYx1fv98fMR0lllQ7f7VupzDV6cMPP4zVq1dj3rx5Eb95wm7xSJIU8V3Q0KFD8dJLL0V8P3XqVGRnZ1uT2AQwbdo0t5PgoOps7Pf7MXnyZFdTctRbk57Zs2ajcW171pNaxzf18PgmnlLZuT99+nTUy4w9PY9xctN7fLeVAMH8s2zZMlTtYDc10fEcTm48vvodOAYEy7Gp06YhW5irzEg8vsmPx9is6hN44cIFyF/rclJUqB3flYc8ANIBwPWYAJmTKudveXm5pumEqE7/9a9/YdKkSZg7dy7atGkT+r5FixYAqnvctmzZMvR9QUFBRO/boGeeeQaPP/546HNJSQnatm2L3r17o379+jZtgTi8Xi+mTZuGXr16ITMzTtQgSTy6cCoAID09Hbm5V7ualsKjlXh26RwAQPcePdCukbU3ClLx+KYSHt/EVXi0Es8dP/evvPJKNK6XpTodj3FyM3p8l+QdxvvrlgAAzjvvPFzVuZldSSSTeA4nNx5f47YfLMNrK+cDAHr16oUGdcTbfzy+yY/H2BrB6+uuXbvh3HYN3U2MTKzj61+9H2O3rAEA5ObmupE8MinVzt/gqADxuBq0lSQJ//rXv/DDDz9g9uzZ6NChg+L3Dh06oEWLFpg2bRrOOeccAEBVVRXmzJmD119/XXWZWVlZyMqKvFjOzMxMiQMflGrbG+T2Nmdk1gzWnplh3zFI1eObKnh8E0+m7NxPy8iIe/x4jJOb3uObkVHTHEtLT2feSAA8h5Mbj69+GZk15ZidbWAr8PgmPx5ja2RkiNkmUTu+6enpit8pcaXK+at1G10N2j700EMYN24cfvrpJ+Tk5ITGsG3QoAHq1KkDj8eDxx57DK+99ho6deqETp064bXXXkN2djZuv/12N5NOpEr+4gWJryMiShk828kMvsSSiJIJ28BE5LRow2cSJTpXg7YjRowAAPTo0UPx/ahRozBgwAAAwFNPPYVjx47hwQcfxOHDh3HRRRdh6tSpyMnJcTi1JDpe8xKREFgWERElhLxDZXh8wkr8s8fJ6HW6+tBrRESpi4FQIre5PjxCPB6PB4MHD8bgwYPtTxCRhRhEJkpNPPVJL3meYd1B5JyHxy/H2r0luHfsUuQN6+N2coiIhLLncDnq185Ap+bsMEfkljS3E0CUTPg4GFFqUgyNwmKAiCghbD5w1O0kJA15fzzWg+SESp8f//1hDaavP+B2UpLWo9+sRK935uJIeZXbSSFKWQzaEtmE7VWi1MSbN6QXAxxE7qjyBeJPRJqwGCOnfblwJ8Yt2oV/jF3qdlKS3r4jFW4nIS4O5EDJikFbIhLCpvxSHK30uZ0MItMYgCNzmIHIHRVev9tJICLSLL9Y/EAiEZFZDNoSWUnxiDQvvLVasO0Qrn53Lq56e47bSSEyRN67lmc+6cXe2eS2NXuKcdrzv+PFn9a6nRRKUIrhEVxLBYlAkiRMW38A+44cczspREQJj0FbInLdb2vyAQD5JbxjTomPN2yIKNG8PW0TAGDMwp0up4QSFWs+Cvpl9X7cO3Ypug2baet6PHwe3hZq7VjeXCZyD4O2lDREq0pESw8ROYMxW9KNL7IjlzHfkZV48zK1Ldh2yO0kEBElDQZtiSzEJipRiuLJT0REKYydHqmGM7nBw662tlC75+LhGU7kGgZtiWzCTgZEqYnnPunFLENuS/U8yNiPeameh8h57NFNcizHKVkxaEtERGShAC8iyATmHiJKdCzHiBIXz18isTBoS2QhZayGVR5RKuKZT3oxzk9uY481Moud3CjIqR6PHB6BiFIBg7ZEREQmycMdDH4QGRMISCiv8rmdDEpBDP2Yx5qPKDmwHUskFgZtiWzC+o4oNfHUJ70kWa5J5brjlk8X4vQXpuBgaaXbSSEiE1K5HCPn8GYLEaUCBm2JLCQxXEOU8nixSmTMsp2HAQBT1+e7nBIiIjKKwdTExmYskVgYtCWyCSs8otTB8ayJKJHxZhMREQGJWx94eLuAkhSDtkRERBZK1MYuuYd5hshdfKGRefJyjE+ekSN42hJRCmDQlpKHAO1DRYNVgPQkCl4rUTLhqU9mMNhBbmC+IyIiQL0+YB1B5B4GbYlS2BfzduC+sUvh9QfcTgpRQuOLpMgMZhkiSios1FKaU50x+Dg8EaUCBm2JbJIIdySH/LIeU9cfwM+r9rmdFKKkkQjnPhGRHG82kXnMRFTNqWAq21v2SNT6gE9uUrJi0JbIQglax6Gsyu92EoiSRqI2dsk9ksSe2uSuVM93vNYnIiIiETFoS2STVL8AIkolHM+aiBIZe6yRlZibyAkcHoGIUgGDtkRERBZi8IP0Yo4hokTHG5ZEJAqJBRIlEQZtiSzER1yJiOc+mcHsQ25guUVEVnHsRWTsaGsL1gdEYmHQlpIGe7cRkVvkpQ8bu6Qb84wCH3klSmysB1MbS/DExmtqIrEwaEtkE1Z4RKmJ5z4RJZpUL7XYY8+8VM9DRMksEW6mylPIG0eUTBi0TSEFpRUYv3gXyqt8bifFFiJUJqwgiIjlAOklD/RzHDYiIqL43L/yS05shhCJJcPtBJBzbvlkIXYWlmP1nmIM7fcXt5NjOdF6t7HCI0pNPPWJKOGw4CILidYmJ6LUwhKIkgl72qaQnYXlAIBp6w+4nBIiouSifAkhm4qkD7MMkbtEeFor0bEcoyAPxxtJaGqnMm/EELmHQVsiIiILsVlLRImGF+RERJTI5PcK2IGCkgmDtkRERBZiO5H0Yp4homTCMo0ocTHgSSQWBm1TEgtiJ7C+SzySJGFJXhFKKrxuJ4USjPJ858lPRImFbRYiSjQchYGiYZVGyYRBWyIL8aLHGFHaXN8v34tbPlmIGz+c73ZSKIGxHCAzmH/IDcx2ZJZ8iA3mJ6LExfOXSCwM2hLZhOPDJZ6fVu4FAGw/VOZySiiR8cwnvZhnlNh7KnW9NWUTPpmzze1kEJEJTpXhfIEgRcMb4JRMGLRNQclaiCXrdhFRYmFZRGQOzyHniTCG4Z7D5fhw1lYM+20jAgGH08PYj1B+Wb0PX8zb4XYyiFKSANUBEclkuJ0AomSieDSMFR5RSgrw5Ced5AEzPqVBbhAh11V4/W4ngUyQV31mbwI8PG4FAODSTk1wSvMcU8siIp1EqBAMqbn7xrYUJRP2tKWkwccpiUgEjNmSFQIBKWVfisj63HmpXm4xy4mpqKzK7SSQAU4NW8C6gohSAYO2lDREuOBQ9DJwLxlE5DDluc+zn/RRyzF3fL4IZw2eih0cY5tSEEtRIiJ3JEM7VoS4AJFVGLRNQSzD7HPkWE2vKBHGhyMiF/DUJxOCVcfC7YUAgP8t2+1iaihViFFssdtcIlMOj+BeOsh97AFLRGQdBm2JLHTziAVuJ4GIXMZrVdIrVoAjFYMfqbjNpMQb30RE7mDxSyQWBm2JLOQPyF8mQ0SpQu0lhJIk4cnvVuHd6ZtdShUlA9Yl5AjBrtLFSg0RaVFQUoFR83fgaIXP7aQQESWNDLcTQM5LlN4LB0oqkF0rHTm1M91OChGRZsEA7qo9xfjfsj0AgMeuOsXNJJHwIoP+0T6nAj5aS05jnjMvGcbBJHP+9tmf2O7gOOw8be2RiGeyJEkYMWeb7LOLiSGyGIO2JKSDpZW46LUZAIC8YX1cTo0xrCy08/BqiZJI8Nyv8PrdTQglBQZCyAmi5TK2oYgSj5MBWyK5xTuKsGr3EbeTQWQLDo9AQmKh6yy3Q6aJ0vubSAvmZtIrZhHIDEVECcaqZp3b7VMSHDt92CIRr8sKSisVn3nDm5IJg7YpKBGKMCNpFG+7xEtRNImTUiIxKd+azTOKjGPuITeIVmw5fcHtYXjQNNHyEBGlDsbvKZkxaEtERGQhXreSXuxoS6S86GYAkIjIHclQ/LIOoWTCoC0JKRlulrGyIEpRPPfJQuy5TU7go6RkJeYnckIyXC+KKBGbHXxagpIZg7ZE5Dq+iMw9DAhZQ74XA9ynpFOs4TWYnYiIiIi0Y9OJkgmDtimIF4DOSKTdzJBpavp/c7fj4qEzsLOQb/u1EstYshKzEzlBhHJL3hYRIT3kPt7UJ3Iee8oTiYVBWxISqwpncX+nplcnb8CBkkq8/MsGt5OSVHg+EVGiYZCUrMT8REROCr+/wycJKZkwaEtkE9YVlCjYsDFPvg+5P0kvea+W8NyTitmJfeucJ1o2c7qnFzt0EhEdJ1qFQJTiGLRNQckaUEjW7SKixMKSiKyUio8pWrXF+44cY9uAyCE81chpvNlCQeFZgcURJRMGbYlswgtFotTEU5/0ipVnmJ+M+W7pbnQbNhP//WGt20lJCKK1WQRLDulk5vCJlheJUg3PQCKxMGhLSYMvKzCOey618dQxT4rxiUgXZh9L6qQ3p2wCAIxfvMuCpZET5O04p08DVoPiYMyWtPLwzKUoWI5QMmHQNgUlaxkm2p15sVJDWjDwT1YQrCiiBBAry4hWtxERqVGMzc1yiyhhJeLpy0s4SmYM2hIRHceLDLICcxFZifnJGO63xMb6OHXxyBO5S20s/YQrkhMtvUQxMGhLZJOEq9yIyDD5+c5zn/SSB6jCL5aYn8gJouUzwZJjuUBAwsrdR1Dp87udFKGx9xzFwvxBNZgZKHkxaEsp59DRSjz9/Wqs2n3E7aQQURJS66FAZBTzkzGiBSFFl+r5zOnhkT6ftx03fjQf//xquaPrtZPi5qWp5aR2XqTUc6zKj0BAnHyfiKdgeBGe6nUaJRcGbVNRipdhz/2wFt8s2Y0bPppv63pYWRClpkRs7JK4mJ+M4o5LZMme70fNzwMAzNxY4G5CBJTkh55skqjB/sKjlej8wu+45dOFbieFiATFoC2lnC0FpW4nwbDpGwrwxqp0bCk46nZSkhJfREZWSMzLBhJFgl53Cof7UR8R9lcq1cCptK1EThChDDNi+oYDAIBlOw+7nJIaCborFRI1PxCpYdCWyC42VBb/HLcSe8s9GDRhtfULJyIT+NZsMi5WlmFuopTkcMZnENU8+SEzUw2yCqVU4kmQ0ofnJZF7GLRNQcla5ibrdqkprfC5nQRKKonRYCRKRbxQIieIls2SfYgpPtlDZJ78LErYEkPAoiAROx+E78bE2wKi6Bi0pZTjVCFu53pYEdkjERspJB5mI9JLHqCKzD7MUEZwrxElJnl5KGA8iwTFNry9RL+RxhthlMwYtKWkwaKayCixG2KJQPnWbO7PVLBq9xHkF1fYvh5ehxrDC3h9RNtfgiWHdDN+AHnsSSt5nC5Rs42I16/JcA6KVqcRmZHhdgLIeclaiIm2VXbu5mQ9hm7jXVoi0mJjfglu+Gg+ACBvWB/Ty4s5pm0KFvdWFMUpuNtMSZb9FQhISEsTvy5PxuYG26bkpkTNfoly7SH6/k2MvUhkDHvaEiUgwetNSjhs6lgp2LBVjLUmemuXdLHzLc/MKtwHrhBsnxtJzsHSSlz42gy8+ut6y9ND+vAcJqcl6lNObIHbIzFzA5E6w0HbrVu3YsqUKTh27BgAYxekc+fORd++fdGqVSt4PB78+OOPit8HDBgAj8ej+HfxxRcbTTKRoxK18WBGICBhzZ5iVPkCbieFyFFqZ3vqlQBkh1SsS6zAoFHiUTzqbOAAfj5vOw4drcT/+2OHgZXrn8WMBOlcRyQ0eS9VlvnWUduX3L1E7tEdtC0sLMRVV12FU045Bbm5udi/fz8A4B//+AeeeOIJXcsqKytDly5d8OGHH0ad5pprrsH+/ftD/yZPnqw3yUTJR9Ca87M/tqPvh/Pw8LjlbieFyDWqjV1Bz1kSA4dHUGJAy3kpmM1c5UnC/nVW5aFULPModbG+s0b4fhShHJm35RBu+HAe1u8rcTsplOB0B20HDRqEjIwM7Nq1C9nZ2aHvb7vtNvz++++6lnXttdfilVdeQb9+/aJOk5WVhRYtWoT+NWrUSG+SKYwAZVhKEKGycNrnx3u3TF1/wOWUkB5sMForBU99slB4z1rmJ2M4JEliM3L0EikQmuz1rpmzj08XkBEs8q2jdg6yTtXvzpGLsGpPMf4xZonbSaEEpztoO3XqVLz++uto06aN4vtOnTph586dliUsaPbs2WjWrBlOOeUU3HvvvSgoKLB8HUSJRtRqM9kvQoiiideWFfWcJTHEyh8BXigZwr2mj9YLcn/Avj0rT4LT2Z7NF6LElqjBfl47WSOip61A+eFwudftJFCCy9A7Q1lZmaKHbdChQ4eQlZVlSaKCrr32Wtxyyy1o3749duzYgeeffx5XXHEFli1bFnVdlZWVqKysDH0uKanuju71euH1Jv8JE9zGeNsq+r7w+3yhv/WkVdO0sisBO/eDz+ezbfmSJFm6bL/fb8ny5PWlnuVJUs0YuG7mTSngbjq0nr9WCwQCwpcJovP5vLK/q899v19ZjgXSPK4dY7KWz+cP/S0/lkaPrzyvhJfHUgqen1bUSfKgn5X7L1nPYS37a9GOItwzdjmezz0Nf7ugjeo0ZvhkbT+fzwuvV1/fkkBA/bzUSn6tYPvxtSl/usnn9Sn+NrpdVVXyfGBtWzpZz1+R2bmv/X7lOe/1SAl3jP1+Ma6B5Lyyczn0nY3XtXpEO77ydhlgrgyynrXX7cks0c5fs7Rup+6g7eWXX46xY8fi5ZdfBlA9AHggEMCbb76Jnj176l1cTLfddlvo7zPPPBPnn38+2rdvj19//TXqkApDhw7FSy+9FPH91KlTVYPNyWratGkq31Yfbp/PJ/zYwGuKPADSAUBDWqu3S5K0TAscPZqOYHjR+v1Qc0otXrIEpVusvstXvfzKykqL0l69vLVr12LyoTWml1ZZYWzf5u1IQ7Djv5t58+BBMdKhfv7aofr4HzhwQPgyQXT7yoHg/ly1ejXq5K/C1pKa73777Tekye5qOHeMyQ5r82PXUXqP76qCmuWtWbMWDQ6uQTDv7NmzF5Mn7zaT3ARSvc2rV69B3QOrTS3J57Ozrk++c7isLP7++u+SdFT5PHh+0nrUP2ju+Kg5eAwI5oHp02egfi1982/baaQOr16f1+tVzGPH8a30A/PyPTirkYSycnvzpxt2lALB/Tnnj7nYYvCyq9Jfs5w//1yIA+usSJ1Ssp2/4ogMLdiZvzfvrak7p0yZiqz0mt/cPMabjniw+KAH/U4MoG5m7GlXHdRzzesMeVkctHDBAuzPcSU5qsKP77rDNfsRAKbPmIEGOusQ61XvQ7/fL8yxTRSpUkaXl5drmk530PbNN99Ejx49sHTpUlRVVeGpp57CunXrUFRUhPnz5+tOqB4tW7ZE+/btsWXLlqjTPPPMM3j88cdDn0tKStC2bVv07t0b9evXtzV9IvB6vZg2bRp69eqFzExlLfHowqkAgPT0dOTmXu1G8jSrtaEAn29aCQDIzc2NOW1wu7RMCwDvbp4HVJRrnl4PeVouuOACXN6piS3Lr5WVhdzcHpYt78wzz0TuhW1NL++1dXNQ7K3u6a5n3y6fvBFz8nfpns9q/zu4DBuLC11LR6zz1w7B49+ieXPk5p5j+/qS2ab8Ury+aiEA4KyzzkLuua2xOK8IH6xbCqD6pZoZ6WmOH2OyR/GS3fhuxwYAyrLC6PE9tnwvxm2rjkwEy+Pg+dmqdWvk5v7FwtSLK7jNZ531F+SeZ64n57PLZwLHezBbWZ4n6zn89qY/gMpjAKLvr8GrZqHs+FMFdtSReYVleGVl9bXElVdeiaY5+p7gWz91C2bs26ErfcE8l5mZidzcq209vi/9sgGTdu3GL7uBdo2yccimtqhbVuw6gnfXLgYAXH7ZZTilubEIz9FKH7B4JgCga9duOLddQ6uSmLTnryjk10FBdubvXXO245ddWwEAvXr3Rr2sDCGO8aPPV++Hk05si1dyz4g5rX/1fny5tbrjjChlgbwsDuratRvOsfBcNCra8c3efBCfbVwR+nzllVeimc46xGrB8yEjI0P42IsoRDh/nRQcFSAe3UHb008/HatXr8aIESOQnp6OsrIy9OvXDw899BBatmypO6F6FBYWYvfu3THXk5WVpTp0QmZmZkoc+KDY2+sRfl+kp9fcKdOTVi3TemSD3ti5H9LT021bvgfWpt2qtKYb3LdpaTWPQLqZNz1R0lFW6UN6mge1M9PVZrOc0+WVJy1N+DJBdBmZNdVpelr1+ZSeXvNdZmYmMtKV+Yv7PHGlpcWuo/Qe3zRZnRdeHns84tfZVrO6/rRj/yXfOayv/rZj2zMyMmV/Z+heR1q68bZE+Hlmx/FduvMIACAgOdcWdVJ6Rk05lpFhfP9lyJ5yzsiwpy2dfOevuGy91lLkuQzbz2G99pdUxU2D0WteO8nL4qB0A2WyncKPb0a6MqxlpA6xk0hpSQQinL9O0LqNuoO2ANCiRQvVIQj0Onr0KLZu3Rr6vGPHDqxcuRKNGjVCo0aNMHjwYNx8881o2bIl8vLy8N///hdNmjTBTTfdZHrdqUykgblFsGDrIczefBBP9j4VtTJ0v5svKjv3sqhH0JOEo+lXeP0448UpyK6VjvVDrnE7OZQAVN+660I6KDGF5xXmHWP4puvEIz9myX70kq+1pMRrDXKaiDlOy3ku4rVTQtafFu7Go5U+bMovwbntThDy+FDq0R20nTt3bszfL7/8cs3LWrp0qWIc3OCwBv3798eIESOwZs0ajB07FkeOHEHLli3Rs2dPfPvtt8jJEWhAFUp4t3++CADQLCcL/7iso8upIdHsOFQGACiv8seZkkiJzTzSLAGvj0THXaoPg2z248W/NsyJZISIcUYtp3zilAoC7uAYzOSHmz6ajy0FR/HWLV3wV5NDNRFZQXfQtkePHhHfyRsh8rc4allWrDs5U6ZM0ZU2IjN2FWkbCFqzxKrbLJGM1yMiNgKtloSHzXHyfJIKeYack4r5ycNSKSXJs7rT+d7x9ksSZvFULKsSybKdh1FyzIuepzVzOyn2EDD/aetpa3sydBNwV8Zl5W7cUnAUAPDTyr2WBG0FPMSUYHQ/C3748GHFv4KCAvz++++44IILMHVq5ODjlNwS8vEJh9jZa0XU3S5iw8OsVOh9lPxb6Cy1/SnqOUtiUJQzYZklFbOOFeUuzzl9tOwv7lLSysz5p5w3CRuWLrl5xAIMHL0Ee48cs2yZ+cUVeG/6FhSUVli2TKNSob3uFLXzNxXrVD4dQaLQ3dO2QYMGEd/16tULWVlZGDRoEJYtW2ZJwsg+VhW6L/y0FrM2FWDyI5chp3biDxSdipWR1dKSsHJjviCjmHXICrw5Sk4QLZsZCcAkUgskkdJKySW/+BhaN6xjybLu/mIRNh84itmbC/DDg5dYskw95E9liFaGAdqCfnyyxB4M4lMyseytS02bNsWmTZusWhwlgLELd2J30TF8v2yP20mxhNWFu52NB1ErIlGbHTsLy3C00mdoXuVj72Lud3JfvOERRD1nSQyxipZUzDlWXMTynEs8qTTMTDL24LJseIskP/Zus/Lc2nyg+jHyFbuOxFifMwdUxGyTuGd54r1QNxnLVKIg3T1tV69erfgsSRL279+PYcOGoUuXLpYljMhpyX6B4AQRK8zNB0rR+525aFAnE6te7K17/lS48BfvqCUH7tfkZWepkPwljjNYp6ceAZsgUSVQUh2XCu0uNzm9dyUpsc5NK2nZ7rQU3Td2YxuAkonuoO3ZZ58Nj8cTcdfs4osvxhdffGFZwsg+LMOcYWtPW0EPoojtjlkbCwAAxce8huYP7/mTqg1P0k7tglPUc5bEEDN7MO8Ywt2mjxhPkkgqfyUPefOBbQlyi9Onup2rk59HYpRh4TQMjyBgWZCIY9oKuBtDROzURIlFd9B2x44dis9paWlo2rQpateubVmiKLEkS0EkeF2UEJIkKygwX5AW8kCt6A1bMs/Joo69zsgJWnKZk2Wb0wGYJGy+uMpMucU61F5iBjfNE3GrkvG6SFTh+9qK/MDDR6LQHbRt3769HekgSjoiNh7sJmIA32yS5I3bVDymRBTJ1uERpNifiZKV2byeSC/0SaS0asWyKjE4PzyCBLvCX8kxDrb8ZWqSENdSarsyWYP98YhyTCi1aQravv/++5oX+MgjjxhODDkkNcvckGibn6J1kaVErNLMXhilQrZI5LZIsBEpUoMqFfIMWStW/RNg5WQMd5suomUz0dJjBYGqKaEl4aEXSjINj6B4yknAnKP3lOcwbNaxIsgsAbh5xAI0qpuFz/ufbz5RRAZpCtq+8847mhbm8XgYtCU6LhXvSBptaOgJrPoDEgrLKtEsx5khWRQ9bW3sLeCmRM6q945din1HKjDp4UuQkZ7mWjoU+zCRdygRUQpy+sZfsgdmzFSDqdh+dpLTwU3HDqeA2UbLea4Yl9e+pOiiOqat88lw3dYDpdhXXOF2Moi0BW3Dx7ElkrO74encYwmJUx1Z3QCyavc68bjfQ18vx+/r8vHNfRfj4o6NbV8frx3ENn1D9Yvm1u4rwdltG7qbmBiYjygW5ZjIkiJokYyPUauxOlAjYq8rio1HLLHZEWxN9uC2K5LoRFMMj+BeMqLSUn/LpwhIEtIFqPMTsf4M39dWFEfK/hgcJoHc4163JCLBWN3WTKTqzqptd6Iu+31dPgDg0znbNE1vekzbKH8nk2Rog4i0CcmaT8g5DPKbx31oPSd7QCbj8UuGutYJSXjoheL4mLYOrVHEMkNbT1v5mLY2JsYkkdMG2FO+WrVIFv1klu4XkQHAnj17MGnSJOzatQtVVVWK34YPH25Jwsg+VleedhdETo3vI3pllAicvAN5tNLnyHqYL0gv5hnSK+LlY+4kw1WpfOOUqiV72Zns22cH7jPrOT6mrUPrE7F3qN7LIlG2geddJI43TG7SHbSdMWMGrr/+enTo0AGbNm3CmWeeiby8PEiShHPPPdeONBIlJDsrPFEq9XBO1mWlFdYHbdXSrxzT1vJVkgDW7yvBq5PX499Xn2bbEAuinrMkHuYUImNlppkLaqevxZPxMVuryi62teyVTO0R0dvoeodHEHEbgkTPN3aUqIpe0DYsXwTvTt+MnNqZ+PulHdxOCsWge3iEZ555Bk888QTWrl2L2rVr4/vvv8fu3bvRvXt33HLLLXakkYgShJPXIHb0tFWrkJO1kk5WX/25Exe/NgNbC0o1z3P7539i/tZC3PjRfEvSwJeopJb3pm/BXSMXwesPGF5GeI5RjGmbfLEdR/A8TDyiBwXMSqVz2dSLyFJiYCr3sGh0kM4XkYkiGfJIMmyD3XYXlePd6Vvw8i/r3U4KxaE7aLthwwb0798fAJCRkYFjx46hXr16GDJkCF5//XXLE0jWS7RCzLmXjlq9JvPLKzxaCZ9KIEDYF5EJGLQ125slIL+Ln6QXD8n0oqPnflyL/JIK/PeHtZrnOVLutTQNqsH/5Mw6BOCd6Zvxx5ZD+G1tvmXLTMXsIl4NTG5K9jIzeWpdSjSOj2lr55OHgr+ITAv5ZUog2Qu+BCbijeDSCnPXL+VVfotSQnbTHbStW7cuKisrAQCtWrXCtm01LwM6dOiQdSmjxCHiLUIAw6dtxpCfE/fO0Y5DZTjvlem46eMFbidFszQH80J5pUMVjXh1tOWSMRjtDzi7TQK25chhVT7jPW0R9oinKPnpaKUPP6/ahzKHxhC3kij7kIxx+vA53ZQVtOlsimXnnDwQx/M44Tn3IjLxMouW01zecUKUTVA9ZoKkLaqwnW11vjO1NJWMsONQmal245cL8/CXwVPx5Z87TSSshojnD9XQHbS9+OKLMX9+9SOkffr0wRNPPIFXX30V99xzDy6++GLLE0ipSfFglIFCxOcP4P0ZW/DF/B3YXVSubZ1WvwTF5PImr9kPAFizt9iC1DgjCa9BwvKia8mgBKKWT5h1SA9RbqQ8On4F/jV+Bf79v1W2r0tR1ydjZZIE7M6VZutY0bONPDiTjEFbOVHKMIrkdHDG1A3NOMLb6JIkWf70lBl6n/bjWaOP1x9AwOFOGlaYufEAer41G7d9ttDwMp7/aV31/z9qf7KQEpfuoO3w4cNx0UUXAQAGDx6MXr164dtvv0X79u0xcuRIyxNI1rO6aBOx3SnfxsqwxkK0xopoRX7dWulRf7MirbYM3u/kVYjGVelJkfqLyHQsIAFUeP1YvecI76gSCSRyTNuav90M7szYWAAAmLzGuqEfRCBJEj6dsw1zNx90OynCEC2IaKiOEm0jYkimYYmsxtaJvZxu/p09ZBpe+MmewFL4trz8ywZcMHQWVhWKcX5pSoVsIlHa5onQ+aDS60fXoTNx8yfqT6SK1hlLbtyiXQCAFbuOWLdQkwTJehRFht4ZOnbsGPo7OzsbH3/8saUJIrKCkara8sLd5PzZWbpPT9c52UTSui4913DqLyJLrlrsb5/9iZW7j+CNv54V+i5RLx5FadwCynwiTqrINjbmvVTNP05u99wthzD0t40AgLxhfRxcM8WSDONTpjKr2kvMB8ln7MKdGHLDmbauQ5KAL+bvAAD8tDMNz9i6Nm303kdiftdu9d4SHDpaiUNHK21bh/z4WXk9KMrlS7Jd4yYz3T1tBw4ciBkzZgh1sUzJzXxOS8y8miML2lb6lOO3WnH62dGTK4E6uWiWbEXdyt1HAADfLtntbkKSmFr9yDqTYgnPHswu9tpzWNuwSZTcnB6rWd5GSsb2khzLMHElU6BGecNcvO3SNqZtDZHPG9HSlpEWe++KlNxEKO6D+8vnD+DP7YWo8PIlZSLRHbQtLCxEnz590KZNGzzxxBNYuXKlDckiMsdIQW35gOUmFyfvaXu0IjFeAuNoT1sbhkdQwzFtxcXjQa6xOeIi4sUnkZOcKN+HHe9tTWJRBOJYFFrCliHRBCPidmkZ01Y+jSg3+AVJRkzpsqBtICDZHqW1cp+IsnvVtumd6Zvxt8/+xINfL3c+QRSV7qDtpEmTkJ+fjxdffBHLli3Deeedh9NPPx2vvfYa8vLybEgiWU2UCkErs8lNsM0NkVfzpQkStE2zKJAhSVLcx12ceqQ/0c4XkSzbeRjPTFyNw2VVbifFdvGyCXNRkrG4XFBeUEsJW2+ZkYrbnHDsvih2uKRcvKNI9snZvlCJ0PNKdPuLj+HnVfvg89v3oqtklExlrehDaSRVT1vB9rA8aOtTeRmZFddvdt2fF/HaMpim0fPzAAAzj7/TgMSgO2gLAA0bNsR9992H2bNnY+fOnRg4cCC+/PJLnHzyyVanjxKAiI94GSoLLR/T1twC5XP7AmEvU7N40Air6g49eaG0wou9R46p/vbfH9bi/Fem4/e1+61JmEY7Dh2N+E7ZIBSvkhXZzSMWYPzi3Rj88zpbli/S0cgvqQj9LWBbjBIMs5C9eI4mAh6khGNRAE3R7opxsnZ/Yzb+NX4Fvj7+Uh+KTvTgplHKa5nE3zJRtiARrneUQdtAAqSYyDhDQdsgr9eLpUuXYtGiRcjLy0Pz5s2tShclmPX7SvDQuOXYfjAy6GWWlcHPRJUo7RA9vV+7vDQVlwybiX1HjkUEe8cvrm6Avz11c/R1aR0eQeOE09YfwO6iyCByIjRcRJd3qMzxdTrZeJ++/gDu/3KZY+sjMVmZ55Lh4lMvlrWkDNbpn1/APgTRidjjQRBaD33V8R6287Yesi8xSSgV6xfXaDjNFS+7cuDYbDt4FA+PW46N+SW65hMt28TtaWvBOuTXtck4PIKciGmiGoaCtrNmzcK9996L5s2bo3///sjJycHPP/+M3bv5YptEYPVJ6YEHN340H7+u3o8Bo5ZYvHTnWL1fzA/rEONt9Ja8iKxmIW68iCxYvy7bedialZv0zWL1nhpmLyJF5Wij3aaLU1EuPD6du03xWS34JEhSSVDMHkTuYgzVWlbVz1qWwkOnT1LVN7GulQSgdyg3J7bh7pGL8cvq/bj54wXR0yHizgwjfxGZ329PghUBdRNHJ7wDkYj7V8Q0UY2M+JMotWnTBoWFhbj66qvx6aefom/fvqhdu7YdaaMEErzbvatIjDcyG3mJgSgBoKBEfAGWkxc9WldlNk2Jsu/NSMaLVa09rO2QCnmG7MUsRKkuGc8BT5S/k4VVx0xve9yq9ykks0S8ptBLxO3SmzUDDmxEcGi6siq/rvlE273yfesNBCKOvxW70q7DIdq+JPHpDtq+8MILuOWWW3DCCSfYkR6iCKZ7rIYVjdEWZ3lPW9cX4PzinXo5GOBcUE6K8neiczKoadeaEup4JFRiyWmxLjacLFfdJOIFNynxEJHTtJQLjNnqlTxnsrYrPPdoyZqSgBcagiRDM7/K8AhWUA5dYcsqhMEhqsSme3iE++67jwHbBGd1obNq9xFrF2iBZCtYtQae3Wak4Wx3Y1v5Vtboey5aOkTrgW0VEbbLH5CwbGcRKrz67vYHxdoEN7fP/T1LiUySwExEKc/QmLYJFLxLpLQaYdWLyLRI9n1pBcWQa0lUv4g+hJnevCngJoSIcN0gJ0+Ozy+pBB3Np1dxDWl6abJlCbIvBUkGaWDqRWREAPDtUrHHMtY+PILV6zX7ArXEa2CJODyCnJEbscpHyhLkQAgmWr74ZM423DxiIR74Krle4qWWTXgHm2KJvNRI7fzCGIzzRKje5GlYscv+8e7ldZMjeU62wmTM43bkIS1lYao8jWAVAU51W4i4XVrypohDVyTa9Y7ai8hEkgg3lqw85LM2FWDymv3WLZAYtCUSVay7x1ZUpnbUx0YazoYb2wZmM7LfEqzdEtPqPUdUv3eyt7Pc6AV5AIDZmw4aWm6sizk3x7Ql0iu8bEqmcofIiKcnrnE7CbZiHWUd7kp9kql+Eb2Di/6etgJuxHGipUx+vP2BQMzfrVmfaHvAPDvymyRJGDhqCR78ejkKSissX36qYtA2yVV4/Sgqq3I7Ga6KVcYekw3CnnxFsfOMNJxtb6DIEmWop63gb6bVyucP4PoP56v+Znc7xI2LUycbV+E3HkRtdO8qLMf8rYfcTgbFEfGQX4oEJJLweoh0Mlt2sselOMycz3rH+OSLyOJT7tLkLGwTdbvk7VVROowKkoyY5Gn0+iXb2xDWDo9g4cIEdrjM63YSkobuF5FRYuk6dAYOl3ux9Lmr3E6KLmbHKNI6T+cXfte/cIco9oENY9ra0bgR8eVW8umMvJU1WepV0R8dMkKURo+Wc0mEtF7+5iwAwI8PXYKz2zZ0NzEOkaTqhnxamrVlk9WH046nKYis5nS+lCQpaXukJuNWuRU0S9IsYptkql6SbkxbQTZCkGRopvYiMpE3IVFvMGghzztGrrtJne6g7aRJk1S/93g8qF27Nk4++WR06NDBdMLIGofLq+9wLM2zf2wwUUUEPKOUH1ZXlGYXJ+IYR/EYaTcb7Rnj1IVcoux7kblxPeXmhb7oeWb1niMpE7R98OvlWLevBFMHXY7ameluJyeqmDfmBM9PRFYJLzsDEpDOgFzKUTzyrmF6ZpH4lB1Bkof410qJOaatKpfTdqCkAst2HsYVpzSuTo5sZ/kC9oRB5dcSVh4bEY+zVWmSL4ZBW+voDtreeOON8Hg8EQGu4HcejweXXnopfvzxR5xwwgmWJZTMEeXOnVbyeIuRYjgZ7mDZfcxsGdPWueFptS9btvDYlYd6KuTzJNhppJntY9q6cEXl5vAIoe/ljT2nEqOB3Ydj/tZDaNGgNk5qWs/mNcX329p8AMAfWw6h1+nNLVuu1fswvLdQspY1sSRDvU3WCkgS0h0KyTldT4nUO9SeHs3Gz2e95V+y9sa2S6JdEyayxM2a4uWRXsPnoKTChxevOw2NoEyhz2//mLZmiJoN7N5HKkMNk0G6x7SdNm0aLrjgAkybNg3FxcUoLi7GtGnTcOGFF+KXX37B3LlzUVhYiCeffNKO9JJBApVbjtNaIFn+uKuNe12kikjOUE9bj3P509BQG9YnI+VEDWo6nA6npeKF0Yb9Jbjj80W48u05bidFwfInKSxdWuTylD3NUi8fEQFGgnf2pMMqHsXfYiT2WJUfPd+ajaf+t8r0styq8kQ/7mSfWEPJiUBv1gxuT3mVD3/7bCFGzttheZqMcnv/llT4AAAzN0a+vNiuIeAUxy/Ze9patIHKMZoF3NAEpbun7aOPPorPPvsM3bp1C3135ZVXonbt2rjvvvuwbt06vPvuu7jnnnssTSiZk2onjaHNFWwXxXpcRrCkhjj5MggjqzI0pm2yPlOWBEQt1lIxWBu0Mb/E7SQkpIgsI+g4fat2H8GI2dvw9LWn4cQmdS1dtkjbSe4IzwKp1nZ1w5R1+cgrLEdeYTne+GsXy5Zr6kVkOpcjSgBcZG4H3JwgYnGh6VpFJfD85cKd+HN7Ef7cXoS/X+r8sJMi7sug0Pi1sjT6/FJE29vqPG/l8pL5fOTwCPbQ3dN227ZtqF+/fsT39evXx/bt2wEAnTp1wqFDfEO1SBL5nHEq7ZYX7mbHtI1x91jUoJCTvR20v4isZsokfBdXYnDhekq0MW2FOmdt3DeiXjwLtPdVhY/hKOoYdzd8NB+/r8vHfV8udTsp5AKns6JIed9yghSVidRLNRCQMGtTAYrKqhTfJ9I2iCCZzqtkC34Fr1PKqvzuJkSFKPnGe3wnyY+9z67n8FOobLHj+DJoax3dQdvzzjsP//73v3HwYE3X9IMHD+Kpp57CBRdcAADYsmUL2rRpY10qyTSeNIktcQ6f4LWbkeERBH/0SqtE6a2tR6zjIVSQNIWIevEsen4QPHkRdhaWu50EUxJsd6eM8PPUybarEzecRCwfM9J0XwraTp4P5PX8uMW7MHDUElz73lzF9ALuVuEk7RvdBX0qJUhLuaK4aXt8I9zO0wLuyhC18WsDUuQVgdX5IdlfRGYV+bapHCoySPfwCCNHjsQNN9yANm3aoG3btvB4PNi1axc6duyIn376CQBw9OhRPP/885YnloxLtMLB7BPpRnopiVe423vQ7MgTaQ6+iExrT0qtLyKLtrhEDtTKubkdbjc+bRe2gcE9naovIiPzEulmkc8fQEa6+cCP2FtJbtCbJxKpbBMlrelGG24qpCh/m1mO3JR11S+WPFBSqfjeyaG5SFwi1pV6s6Z4W1BDlFhCcPza8Be42l0MWLn5S/KKLFyaNew4vH4+4moZ3UHbU089FRs2bMCUKVOwefNmSJKE0047Db169ULa8bu1N954o9XpJJOS6q6qTm5V4mbXmohDqRqpMI3WsdqHR6hhbExb9b8TTXjanbzEsashFet4ODo8Qngv5uBwW4mcYZKM6Ici1lhsIqc971AZrn53Lvp3OxH/ze3sdnI0Y4jHGLvzIse0dV6GhUFbO0TLAlW+mi5cjNnqk0ynlahDCQVpGtJWwOsMN9NxrMqPdfuKcW67E5CmUj75/JGJUx+WzHxarCpaFJ04JCmph+tT6zlO5ukO2gLVGe+aa67BNddcY3V6yCaJXDgYOeGNzaN7FlspGyLWJ86OYLaT41lqbaSb7fmhZ9fvO3IMX/65E3d3bY+WDeoYWJtznMzu0fKFnRdaojUUBEuObdwcSzgW0evA8Iu2RLlp996MLaj0BfDZ3O2mg7ZOnrMi71O3iHjqSg4+WunE9stXUS7ImJXp6cpggghleLSiQP79ea9MC/0tQpoTSbKWfyJul/68KcZWqNXHTqWs/6jFWLyjCM/16Yx/XNYx4vfg+LUR13c2JDA82GoFUa8H7Ng+0dveicRQ0HbGjBmYMWMGCgoKEAgb+PmLL76wJGFkLdECGE5ya9Ot3Od2j9NjFUM9be1+nMXkOF7yeeLN3f+LxdhScBSzNhbg98cu170uO8VKu6gvj4pHmNMgYniE449uuZAULew85xIzJ7kvooyX/y1qRiKyWTL3tF2zt9jtJABQ9rT1ByRkpBsvxRVj0Vp06KItprTCF/qbMVt9kumaUJnnEnO71IJcqZynF++oHjpg/OJdqkFbv8rwCGosf8G4YMuxgt2njD9Bz0kR6Q7avvTSSxgyZAjOP/98tGzZknc3E4T147XaexKazVaGelQKVYwm5oW6FcWB9rylbWUBk13W9MyypeAoAGBjfqn+FdnMzcZs0lcTUYZHSEWiHmvRyvdwES8KTMFMJN9iti3d9+70zchMT8NDPU92bJ1mX5jJbKOf/EVkvoCEjHQXExOifuSjleM87PElytMbeom+XbrHtBVkI9SSIUq7xKs6PII9rTxbnnQVZD+GsyNVyXzj1Wm6g7affPIJRo8ejbvuusuO9JBNrD5pbB/XzMJKWOv8lge2Tc9v75iGdixT9OERDD2moXhsOXErHzdTbt+YtolzPEQPGlpF1F7boj+ipSjvIYWVz4In3gaJdG4no8KjlXh3+hYAwMBLTkR2LUMP5pnGCz77yXvWev0B1M50P2or6Wx3MVgfmz8gYevxTgUAkrZKEbHe0NImUj7mL942iCb0IjJFuymSeC8YP74caxZjCbX8Zjp+kSTXzaLR3QqrqqpCt27d7EgL2Uj0C1arxSojolWIou2iWBftoqU1xJKetuaXEW2BsS4AoyWdDSjz7ArkCXNkIoZHOP6/MAlUsjOwyotnY2LWWYLmI0peVf6aoc/kb3+2vz5ULt/uoK188aladKXLhkdQe8GPHsphXZwruNJY8cT07/+twsTle0Ofk6ldK9+Sm0csdC0dVhGlvld9sZfTaYjyvdrwCE7sNzPnjbyEEuUYh7MjXX4Hx6VPdmnxJ1H6xz/+gXHjxtmRFrLYmj0142WJOq6LpnWZXJlrd3ksXK0tPW2tX6TBix57G9tSlL+1kt/wELSe1UTURkLKSJH9L+qlsxP1gJk1hM8r+iOfdlAE0BiEEYab+U/vaas33yRT8MooecDTJ0gPD3kq/thyqOb7KMljaRGbPGALsD1oh4KSCkxcvgeVPuULBo0OjyDqU0si8KpGAsOfUBJXstc78u3j0zLW0d3TtqKiAp999hmmT5+Os846C5mZmYrfhw8fblniyJy+H84L/W11OyzWBfCtnyxE7l9aYMAlHaxdqR4Gtle0ciVWsNGKAMThsirTy3CT1uaMYoB/AyeCaPnCMBe3w77hEWKt08UGrxT56JZIbH0RWYpcZ9j5RIAkiZt3KDXIAwZu1oFJU/8eJ8LNiPdnbEHLBrVxy/ltI37zBcTrFjVy3g78/dIOaNWwTvSgrQD7NZEk02klShlx3QfzUFBaiW0Hj+LfV58W+l5LzlS8TO340XE7S6s+Nh/2lT8goaC0Ai0b1HEoVdWcvLlkx0hVouTZCDZsH4dHsI7uoO3q1atx9tlnAwDWrl2r+I2VprisPmliLW1xXhEW5xW5G7SVcau4MHvRbXdB98BXy0J/W3VH14pH1LRuteYxbU3ux0BYMCVRiRgEsrMngZsNBdWxtRxPhVvEbAeIfu7G7GkreuKtkiKbmQgU9auDxyU8q7OXjrXW7yvB8GmbAUA9aGtyeATFOwDMLCZs5v3FFWjVMHpgiJef+iTTaSVK27agtBIAMGNDAZ7sfWro+0R9EZkW94xegjmbD2LsPRfi8lOaOrZen0pPW0mK3HeivatGRHbnN63DI0iShGNev2vj5ycC3Xtm1qxZdqSDbCbqYNzaVpZ0K9LNjv29bl9JzfIt2najDWc7G9zyG7JGLgDFzRX6xNx0my94bLuhlywHJ4mIevEsyoWdVmaHdaE4EunK2AXKmK17+4pBW+MkScK6fSU4uVm90MvFio95VacLEmV4hGii5UU+Sq5PotWHiUbvUD+K+l6UQ6MhHXM2HwQAjFmQ52zQVm1MW8fWbow8GwhzjMNYVS7Il6K1Dn/w6+X4bW0+Zj/ZA60b1LIkHclG95i2lJisbviKXuEr3ijpUlKtXG94TytR975yoHVjqVSbb1N+KT6YsQXHqmrGiorXSD9W5Ufue39g6G8bQt8ZuR5Re2yJSC48J4ayjKDZRe3MWbD1EH5auVflF/PLFoGojeSgyB4i7tdhIiqv8rmdhIRRWuHFjyv2orQiMlAXl0sXmLF6nNuyPp3BFbOcLB+/W7oH130wD9e+90fouzSVBMh3sVoPNqPMHDu9bS217aLokqlOEXFb5EnSmzXFvs4QI22hoG3YtX5E/WH1+3ysGj5AkP3oBK3xp9/W5gMAvl60087kJDRNPW379euH0aNHo379+ujXr1/MaSdOnGhJwshagt88j8mpwk20ij+R7iAGyS96JElbrzst01z97lwAwFHZBXu8+X5cuRfr95covjMSSBYtXxjl5mbYdT1ltmw4VuXHtA0HLEhH+Of4Y4G5bcaGAzipaT2c2KQuAOD2zxcBAM5s3QAnNa1neLmiDpMk2v4Pl0qN+Gji7YMPZmzB29M24/O7z8dVpzc3tzJB86mVBn27EtM3FOCqzs3wef8LdM0rSs9F0c9bkY39Mw8AsONQGf7YchCXdWoat3z2mhwewbKeWlEWE31MW0tWmzJS4bQqrPTg0jfnYMw9F+K0FvUdXbfiWkND3lQOh6R5NluJnEfUygEn2lB2l29usywoLVuQ3k6DZuugZKapp22DBg1CFX2DBg1i/iMxWT6mreDnlDJ92hJr9SaZXV6sykH0/Q8ApRU+jF2Yh4PHx3mSi+g5rDFAvWZPseb1qz3mF+vmRbRGvyR49Hzt3mJMWrUv7nSx9nmqev6ntXhk/Arbli/qLp6/rRB/H7MUPd6aHfHbgZIKU8u2ore9HcRJibqInrZR/k5lbx8fi/O/P6wxvzCB8qZdpm8oUPxvlJOP7jo9pm0y5wL5O8XGLKjuvaTWzpHvYhFfRCYX7XiJerNQWDadVyLV+QBwoKQST363ytF1bswvxRHZMCR6b4CJsgdVA6OiJO64eOmxJL02bLNbu/FIeRX+NX4FZm+qaROopcVsaaoYHkFnleK18GmPZKOpp+2oUaNU/6bEIVpB6ySt2y5aY0PO7qRZ1atGvpSnvl+FKesO4Os/d2HKoMsV0+m8CR13XVqJfIyNuu6DeQCA1g1r47z2jaJOF9kb1Dm2DWlrciO+X77HknREHR5B/p0wTXFgWV6RbcuWH+uABKQLci0t+rmvDIxJKfkiMq2bmchPDiUK5Xns3g63PWibxOeWfN8Fj6d8GAFJkiKCnVaOaWumzos8LLGXJUg1kzDsyvVulM3xzmHTL9czYMjP63XOEdkzkfch4gu/oWh3eW5HT1QnvTFlE35etQ8/r9qHvGF9In63I1V+ndvqxvmaKHSPabtjxw5s2bIl4vstW7YgLy/PijSRDSwf09bBc8rIukQ45c3uI2UHT7t7m1i0fFkjY8q66sfONx0oVVmf8m+tA7SrNWJ8/gAWbitUjHcbjZGtTJQeb1sLjrqdhKiitT2tbpS+O32zrunTbGoVi5xPAP2NKD08YUEBUYiTEnV6gxSpTKR8lUzUHtEF3A7a6puegY4a6jfHPSq/10zoF/2OSJTksaetPnad0sLnH4dszK8Zmk1v1hSlelMd5suFdGilljarO9qaW56s7DW1HOMOFMd+ku6PLQfxwk9rUeEz19tV0X7QWSawp210uoO2AwYMwIIFCyK+X7RoEQYMGGBFmsgGVtejIvUaiyeih2GUpIu2RZJ1NYVj5D12YzVUrLjoDjbS35uxBf/3//7EP79eFnceIxefRpN679il+OpPcQZUj9gOUVqGJsi3oMofwLvTI28oxmL3y0tE3cV2XlfJywChrt9ESouKRKpTnRDr1LQ7iFjp82PZzsMpHYBQ5EdHb9K7+UxIcpGfJ8EblGlxelBb2dnA1HJ0HnfGbPWx68aXGzd4RCwhzD1NKOIWuSTu8AeS4m879pwd54pb1wbpcS56Hv1mJcYu3Gm+7aO46atvVm8Kt7vi0R20XbFiBS655JKI7y+++GKsXLnSijSRDRK6p62ReQSIlqTiRbiRhvPqPUcgv7EWa7+pDeMwZkEeAGD2poNx1xVrbB0tQ0ToyVbT1h/Acz+u1T6DzcL3q7PDI9h/RWWkkWFbT1u14REEKg7kd779AQkfztQX7I5J3tM2BctAw8J6OUbr9ZjMtN6ntHt3PDp+JW4esQDvz7DwvEg0Ji66rKR13T6V3jla2oFOb5qTwUX5ttUMjxB5U83oUCwzNhzA3z5biD2Hy+MnQKfIZHiOL1J9oXbfgE12kiTh7i8W4++jlxwfnkdCWaUv/oxh3OyVLxK1cy/m9ALW96K3YwHny2/LYgsu7ccMlfHK7I6X6B8egT1to9EdtPV4PCgtjXzcubi4GH5//MeTyR0iBDHdYsWmu7H/ErCjreY7yvLt+WjWNnwxf4e25ZtsmBsJIiXKvo8rbEOsGFfYbWbPS/uGR5AU/4tGfmH15cI8vDVV37ASsShfRGbZYk0T9VgExQ5Sipd2N3u26X3cTq/f1+UDgOZ6KRnJ97C8vLA7J4YvP7huSZJQXqUeRCo8WolzXp6GJyYoXzikt/xJtt6aamPaxhurWM8u+/uYpfhzexGe/t6CFwNqFO2YWvVehlQRvhsLSisxd/NBzNhYgNJKH56YsApnvDgFa/dqf/kv4M7wCCK1M4IU557BF5FxyA/zRH0Ju1ttuvS0yLCfLb2TZUvVewy8HNM2Kt1B28suuwxDhw5VBGj9fj+GDh2KSy+91NLEkXWsrtScPKWMFLrGeueqfz9x+R6c/8p0zNtyyJLlaZ9fXuiZW1Y8lr2ITLaYWEuMtT1atzW4LkfzooDBE6Oc3BajuWvzgVJMPR5AsWMdTvbOESnnyC+s/tBZrsUjv9AQ6WJK9Ceuwus5xU07AdNuR5okxYWus+tWw0vmak5lv4KSCtw3dqniu+DTMf/8ajlOf2EK8g6VRcz37dLdKK3w4fvlexwP3lV4/ThcVuXoOrVS3pj1KP6X/x4tQK/V4fKa7V+287Du+bWJnS7Gt/QJrw8DYWXvxBV7AQD/74/tppYbbtnOIpRUeHUtMx4h2+U6k6Q4BwVprKilQrh9HeMJJdFofXeLndReDGx3WjimrXV0B21ff/11zJw5E6eeeioGDhyIgQMH4tRTT8XcuXPx5ptv2pFGsoDlY9raXuJYt3ytaY021eMTVqGwrArjFjs7Pqmyp63ANZGM1gsmK7bHSCPd0EvtRG4FyMTb9+Fb4eRmGb2g6v3OXNz35TIsyStS/d1sb3TbejIInmXk9cHuaI+2GiTfo24/Kpko5y4Q9nhk+OfE2QxHuJ2vUoGZF4kY9eyPa1FSoexNG2wrBHs/j1u8S/PyNKXa5KZ1HToD57w8DYVHKzVN72RQOaCM2lb/F6enrZH9IV/mx7O3mVmUYakYs92YX4JbP1mIRdsLTS9La5F6oKQCR2MMmxCvrLh5xEL0/WCenqSZ5kZ1IV+l7heRWZqS5BX+rqxEenGaW+lS62lrBzPnnC/WOIYpTvfRO+OMM7B69WrceuutKCgoQGlpKe6++25s3LgRZ555ph1pJAtYHfQTtSBUozWt8S7wK7z6CpJE2kdW0do4sbIRZVVjXUva9x2J/eZNkYXvc2cbsuaO0ob9JfEnMsDu3jlGxwq0m7ynbVmltcMaKXoTWLpkcyx/2sTqx+4sXVpi0roPnOqIlJbCA2UqH290Zp37i49FpsPEup0ocw+XV/caXGpbD1Pj5OV8cCggtaCtIkAvSEGk94XBqfgo+T2jlmBxXhFu++xP3fPGOjei7cuC0gpc9NoMnDNkatR5tYxfubPQ2hvFAjWtQsJ7Lscj4k1atTwiStoAYMY+j8oTSdYn0I5Ndut6IFOtq61g+4zDI0SXoWdir9eL3r1749NPP8Vrr71mV5rIBlb3lHCyvNl0oBTd6mXpmseOCtCu8S+jcrAStyqo7+Qu8sCDCq8/omdOLGaHZbh5xALkDeujeX3xDJ28Ace8fgy5wf4bXonSW1sPs+e5Ved0+GJE39NO9VR0u0eksveq2Ecl4qaKPGgmeNqd5tT+iFY67DhUhgOR8cWk4sa5o9YLNbwMiXexq/emkZkecYrlCHiKqo1bL9/Hah2arDzWpgLuEemIfXBSMGaLgxp7d2uh5VAt33kEQOygitt1vppEyxus77XZU+aJO4yg9TfrLVqONYvRTe1GtGinLF9EFp2unraZmZlYu3ZtSt7RTHSW3z138CS//f8tMjW/VRVght5eNyZLQuVFe6JwrmzweIDXJm/QNY+hF5HZtPMrvH58Onc7xi7cqdrDSC+92+boo4sOZAsjx9aqjnSRvZiP92CyZvGWi5WnzT6+qzZmolsie2FYx+p2UKyejW7vRzW291KP8VuwPbO7qBxjF+ahwuvcS3ArfX70fm8+XluZ4eh6nRAt4KloP9qYF9XKcFF6fsanMaEmzptKnx+PfrMCPx4fbzQetReRyZ+Olb/kLchIWePMkA+RaXU+DWIxs82x2wDGufFkc8IUETEoyr7jf7odalHbr8mwr82wKp7gVptOLY4hWk9iX+JU+o7TPTzC3XffjZEjR9qRFrJRot25M/0SL5UK0Kx01ccK7OPko9W2vIgsRovDaI/X8N8mr9mvMWXxOd1Akl9Q+Rx4HCRaYNEJ0Xat2V1utlxLd/DxZ5ECb1oeYTRK+bIF69az98gx/POr6OMbx2P5fUub30ocPsataOx5EZnW6aon7P3OXLzw0zoMn7bZ+sRAvSd+uWw4ET1PeSQyvb3nvP6AZedH+HL03CzRkgTr0ml2/vgLGLdoF35auQ+PfbtS0zLVHtFW9LRVubkoSk9J/cMjGF2PhGU7i3Cw1Lpeq4kgvO0UPRiuj51ti2jirdKNLG3mPBLjDIRACYku/H5i5G4XZyPk55JbMRmnrnnMbB2HR4hO1/AIAFBVVYXPP/8c06ZNw/nnn4+6desqfh8+fLhliSPrWP4iMoEKwni0pjReHau3p23i7CHreKL8Hc5o/pHP54H+xpihF5HZdCTlaXFi7MTwrVA8OmlzxNq2xZvsARa+3UbTGTE8guAnvz9GhWA2vysaphbuhycmrMSf24vw29p8zUOUKC5ERT8oYRIsuQCAH1fsxY3ntLZkWbGCWMGfjh3v6bpg2yFL1hkuXnkg0jjVVjPa+7LwaCW6DZuJK05rhhF3nqdrnerDI0RPVzxOtlPNrikgqb/ZW66orEr3MoPU6ni1asDIdkQ7T6r8zvVEN9qEWr2nGDePWIha6WnY/Oq11iZKYIZ6VGvYx069tFB0iv2rYccpx5UWdx+KVudZ0blJkiTN10CCbb5uqj1tbd4mvYsXLY+JRHdP27Vr1+Lcc89F/fr1sXnzZqxYsSL0b+XKlbqWNXfuXPTt2xetWrWCx+PBjz/+qPhdkiQMHjwYrVq1Qp06ddCjRw+sW7dOb5IJ1lcCwp9TMa7V9aRdXng42SsPMB2PcoUVLyKLdaFlvge2gXls2vnyHgmOPFwYPjZgwuQqjS9ysGm5RgTTIlLjw7G0xHs7uUG7i/QPIZJIZagiSBaeWgETr1bWvzdji6llai2T3LyodfuRVacYvRieuHwvKn0B/LY235J0/LRyL+4du1Tz9HpvGlmVk8xmSS15Wm/Wk+K0MULD+Ji9+Rnl+3tGL8WWA6X6F2ggGeFBF39Awl0jF8UdQmv98ZecVvkDiTfciZkxmMM/a+qVHn8ad8pm8SpIU+M5O7A5WuoxEa4RYqUg8j0AkdOPX7w7Zv31z6+W4boP5sUcR9Wqp54KSivxy+p95hdkQnpaZNjPjmuDBO4vITTdPW1nzZpl2crLysrQpUsXDBw4EDfffHPE72+88QaGDx+O0aNH45RTTsErr7yCXr16YdOmTcjJybEsHanA8heRWbo0e5evteJRm07eI013T1uzAUZBIg6BgGR5T1Cjm2O2d6hIQTT5OenImK8mbl6YZdd4c4pTxMD2hD/+nMzxGDeyvjhnm/gNx4iLaMWY5oIn3mEBCdhacNSy5UXraROvjkmVo+JU5zm13T124c6waezrKWRqjFCTucEfkJCZbmoREdTaS/J0qh1XQ0G3GOfJh7O24r2/naN7kdHaatGSF0xC8TEvsjLSsGhHEf7Ycgh/bDmE/+Z2jrqe1g3rhP7eX1yBDk3qRp02mcTuOGFcrKd4UpXumy2h+ZK5RWqNeEMh/m/ZHvQ7pzW6ndxEdf7gzcU1e4txTrsTDKVh7d5iPP/TWjxzbWdc2KFRzGkfHrcC57dv5NrN33RZzDbY7hHtjBW9re4m3T1t5fbs2YO9e7UNiK/m2muvxSuvvIJ+/fpF/CZJEt599108++yz6NevH84880yMGTMG5eXlGDdunJlkpySrB3YWKfilxkgwR206+X5zuqetnFsX7buLytFlyFS88ftG3fPGqpS0PPqq+lvY8Ah6xdqL0dJr156XN26TvXHmRAPFyMVm+Clt1TARwaSIVEpGS4udF1luP+bn5LjgZhkd51skVp7m8Tb5quFzLFt+1ECQ6nfOldWj5u/AR7O2OrY+OWXvIu0Z0O62iqjnsaU36UPfSdhVWG54m9VeRKb2GHaslyCKJlryPPDgaKUPXV6ainOGTIPXp+2NWPLluV1faVFS4Q39baYk0nqeyttEmoZHcOPmcJx1unH9pPecVdZH9qdX09NrApwOVtS2e46oP6Ul712bma4tHKZ2bO74fBFW7DqCWz9dqGkZlT6/a/tW3tM2GN+wIy1mXqTOTgrR6Q7aBgIBDBkyBA0aNED79u3Rrl07NGzYEC+//DICFr42cseOHcjPz0fv3r1D32VlZaF79+5YsGCBZetJFW71tC2p8OL+L5fiNx0vjPL6A5Y2nrQuyeqgrdmKV4SC653pm1Fa4cPHs7dZulz3t8x9Vr+wQW8wobzKuUcB7Qramn1sKWJMW3PJCVE7d91uAEcrj/JLKixeUZS/XWCm4ei08MCJ2/nFCNNJdmmbD5WJ9xIinz+Al35ejzenbEJ+scXnqAaKHpkB9e9FZ9Uj35rWZXJ+tTbvu9O34PI3Z+HtqcZetKcY01bld7UbdobqUQPzxKM3HR4PsCm/eiiGY15/AuVS7aasy8dZg6fi9eOdKMy0q2LfJDS+99wIfItYV5ppBgm4Oa6Jty/Cby6q5YUGdTJV562SBW1rZUQPh8VrRxYf86p8G50HHtfqUfkTw7a+ANtEhwkRz2dR6B4e4dlnn8XIkSMxbNgwXHLJJZAkCfPnz8fgwYNRUVGBV1991ZKE5edXd1lv3ry54vvmzZtj586darMAACorK1FZWdMALympHq/I6/XC69V3YiWi4DaGb2uVz686nVE+DfN7vV68P30zpqw7gCnrDmDLy73jzlPp9aP723+gMOyFC1rTG5yuSja9z+cLmz/aY1eBiPVUVCrvauvZb/5A5PL08MmOmdfnj1iWlfnZ5w/fR9Uk2dWalvX5o4wLFD5vrPwjP3aSJCnmVRb+UkTFJ5/Wr/ISDJ9XfTuByBsbwel8YedOVVWVrh6Z0dZXWVXzfZXXC683Per5q4XPH5lH5KrCftsru/scMJlX4wkEpLjLj/W7P8q2eX3K81wuPO+oUTuMRvZDeKMkuD/9sjR5fV5FPeR0feSNMWaXXCBOPorH56/Z5srj+doaNftYe31Qc+7GOj8eHr8SAQn46P+6aD63/So3qeX5VO8+lJedgYBfkZ8DGvKyE9TqIPnNei3nXMzly7Y52jmvRst6w3+X1w/3jlmK/91/UcQ8Ho9K3SUrc+xsV1bK8u7Rikp4s+OfR4GAhOcmrcdpLXJw98XtFL9pSae8HJMfi6oo26n2nTwf6903Wi7u1OqqgOxY+gOydpPXiwxP7HIvENamMFpGR7Yzo4iyjZVVVaiVpvwtOEb0h7O24tErOirKHC3rkm9b8BzxeiOPq7ys8cZoI0UT6/wz2rYIr899x9vAUpTOQVIgAI9Uc+zl7Z1obWcrtt1JL/y0FgAwYvY2PH7lSYpguf76Rlm+KveXrO6RHT+/T3luqZG3a2MxVU/4A/jvD+twccdGuPnc1ghIcdo2kvPtLXlZpqVNpZYP5XWUnemPtmxv2DlY/Z36tgRUrp+Dvl++F39sKcTrN5+JrBjBUTXx6nb5fvP5/PBnRLbfaqerb2OZLNjqkaIfI3mRHesaEtB2nKp8XkBS7gcrjq+2+qfmXDlWWYkMT2ZEWWtoueHz+NTLkGjGyIZBkrd3RS6PraR1O3UHbceMGYPPP/8c119/fei7Ll26oHXr1njwwQctC9oGhV9AxXvL39ChQ/HSSy9FfD916lRkZ2dbmjaRTZs2DfLDm7dzF+QdqydPnmxq+SVVQLzsM3nyZKzamhZar5Z1bin2oLAs8uIk9rwZEdMdqaz5fvHiJTi6pabUPXYsHWp9Aw4VFkas56i3Zjm7duZh8uTtcbagJi3r1q3D5KK1caaPbm2+B0D1vli6ZCkqtklQ21bjapa1du1aTD64JmKKPXv1Hb9du2qmr76Y96jOW+5Trl9u6tSpod+OHj16fN7qz4cOFYWWWVZWhur2Yc2xlK9nnWz/BS1YuAD7oxyS/P01aZcva+Ne5XImT/4tRg+HyG2Ktt+KZHl0xsyZaJRV81v1+atV9TLWrFmNugdWRZ3qUIV6+gBg/759mDx5j4516ktbfv5+TJ4cOZSO/FxU30/V869dtw6TCyMPnPw8X7R4CeTH6fDhI3HzbEW5siyQpICh86qwUJl3duyoLivWHa7JO7Nnz0aT2jXz6DvG5lU/LVq9r9IgIRClf9Sffy5C4Qbjt7o3Fdds84wZM3FCVuzptYqfVyJ5Zdu8fv16TD4c+SLTch8wZX31NN/+9Bvq19KWnvX7I8uX1atXIzu/et/pPb47ZWXnli1bkXVocyjtRUWHLSjvjQqvc6o/+/1+TJ48GXtldURZWZmpdBbL2hXV+zK8PFMvv4qLS2KWHzVpryGvH1btKQ77vXq+yoqKmHXXH3P/QEOL8ne46gchqtczd/ZsNK4dc3IAwMYjHny3oXqbmhSthd72QkVFzTk2e9bs0Pzz5s3DznrV0wQCyvMwrxTIO+pBt2YSyn3AxsKa/ao3LxQfUW+byW3fvgOTJyuf/Nkkq6M3btgY+vv3KVOQFSfWfUxWB5SXlSvSrO0crt5HK1asRPqeFXGnLipS38YpU6chOyJ7K4/f1t362mNVVTXr2r17NyZP3ok9ZTXLnTVrNprWATbLyuyly5bBm6e1/K9eTvEReV2r3Ih9BtsWO0qVy1qwYAHy1wJHouSRjRs3QNpf00ZesnQ54uXDadOmYb2sjp47dw421VGdVAjhdaDfr6dOVB6XTZs2YXJZzbBn8vahvA2+d+9eTJ68GwCwuijauV2z7Ll//BGxLjVm6ok/Czz4cVs6fly1H3XyVymuO9SUlJY6VH/WbPexYxUIHpstW7ZicmXs3vIrD9Xs2yVLl+LYNgmb9xovS+OS4uedNUWRbZxVK1cic6+8nKve5oKCgqjLeXph9TR1yvbishb6ypbINoUyby1duiyUxtVr1qBOOiLS/OeixTiyKXK98vbG3DlzsD6ijq3+rby8HMF9NWfuHGyMKCPi1bPKNM+eNfv42LJWXM/rW4Y8TwXrHHn5r8ZI2uT7dv369Zh8JLLtLffKwprtOHr0aKjudfo6yS3VeSw+3UHboqIinHbaaRHfn3baaSgqKtK7uKhatGgBoLrHbcuWLUPfFxQURPS+lXvmmWfw+OOPhz6XlJSgbdu26N27N+rXr29Z+kTl9Xoxbdo09OrVC1g4K/R9qzZtgIJ9oc+5ubmm1nOwtBLPL4s9plxubi5mf78GSw7u17zOxXlF+HB95JuCY8376MKpEdPll1TgxeVzAQDnX3A+epzSNDTNGxvmApWRjxs2btwYubkXKL47UFIBLK1eTocTT0RubmTej5aW008/Hbld28ecPpbDi3fjux3Vb74977zzcGXnZqrbapR8WWeccSZyL2wbMY3e4/fnpPWYf6C6gZ6Wlgb/8ccvwuctPubFM0tmRcwPAL169cZ/Fs8EANSrVw+5uZeE0npCoxOA0iMAgLp168F7rAqQ9XySr0e+/4IuvrgrzmuvPtj87yWrsLLoQMSyds/dgV921bwV/dprr436Yjb5PlVLk9zuw+XA8nkAgB49eqLNCXUU529mpvojPdHW+Ze/nIXc81pHnW5nUTleXjFP9beWrVohN/csTevTI5i2li1aIje3S8Tvr6+fi8NV1eei2n4Kzn/mGWcg96J2Eb/vL645z/2NOwKouVt7wgkNkZsb2XtO7p3N83CosqayTEtLQ27u1XG2KtK4/CXYWnI49Ln98bIie/NBfLaxuoHbvUcPtG+UbegYW6HSF8ATi6YDANLT0xCI8mjUxRdfhIvivEwhlobbCvHx+mUAgJ49e6JVQ2uugt/cMBdFldHzipoKrx9PLpoBAOjc+XTkdossj49W+vDMkurypnvPK9CygYboGIBDf+7C93nKsb7POuss9PpLs5jHd8/hY/BLEto3Ut5EXvDTeuB42XnyySfjktOa4a01fwIAGmrIy3YJr3OCn9PT05GbezVm/m8Nlh6qriOys+siN/dSw+s6UFKBF5ZVn89q5Zla+QoADRrUR25u17hplytatAv/27FR9ffgfLVr10ZubnfFfPK667LLL0Pbxva8FLes0gccrwevuKKn4oVJ0XjW5gMbVgNQHqvg53iGrpsDVFU/qda9R3e8snI+AKDbJZfgL60bAACeXDxNUa93er56HT/kVS/j1vNaAzv3al6n3Mhdf2JXWUnMaTp27IDca05VfLdrznb8sqt67N/OnTtj0q7qAEnv3r1RNyv2Zc6bsvZgdt1s5OZepquMDu7jLl26IPfsVjGnBYCv9y8BZHVF0JVXXYUTspV3jMKP35YZWzFlz/bQ53ieXjo9NLZF+3ZtkZt7BtbvL8Gbq6vLlcu7d0eHJnXRcFshPjpeZp977rm4+ozo11hq6ZPXteHnaCuDbYvlu47g3bWLQ5+7dq1uu0XLI507d0b3Tk3wxurq4fPOOKsLsKX6Rm/4vpIf3+wdR/Dp8Tr6sssux8nN6ulOq1NeXjMb8FY/hZibm4tnls1A1fFhruLlh/Dj0umUU5Hbo2Po887CmvZh79698PTxMq5169bIzf0LACBzfQFGbloZsT75srt1uxQ4nr9iMXP9snfeDmDbltBy/vhhHRYdjP5+nZyc6usIu8n3Q+3atVHsrS5LT+50MnKvPDnmvL5V+4Et1R1nzjvvPFx5WjPs+WMHsKtmO630+KJpofFToi271oYCfH78eAeFl3PBbW7WrBlyc89VXU5wmtYdTkFuz5M0pS84T926yjZFeD4+77zzgPXVaTzzzL+gfu0MjN6yWjHN+RdcgMs7Rb6IbFdRObCsOs93794D7Rsr22TBdWXXqRNqe6qVEfHq2fA0d+/RHZnpaXhp+R8x59NCbx2/c8524Hhd2atXLzSok6ko/9UYSVt+SQVwvC13WufOyL3kxJjTy7ejbt266NXrIleuk9wSHBUgHt1B2y5duuDDDz/E+++/r/j+ww8/RJcukRflRnXo0AEtWrTAtGnTcM451W8eraqqwpw5c/D6669HnS8rKwtZWZFdHzIzM1PiwAeFb6skeWL+rldGRvzxMDMzM+GRDXqtZZ1ZUabRmt7gdBkZNV3z09PTw+aP1pPDE7EeT3rNctLSwpcTm97pw8kHDE/PyIA/7E6ylfk5ch9VS0urufumZX3y4109xqqkOm+GN/rd1szMmmLJ41EeE3kv++rAafR8nZ4eeecwPSMj6nZ40tSXJd8mAMjIzNQ1vnG09aWl1WxneroyXUbKq4wox7Dm9+jFfaUvgHX5ZejSpoFlL+OSS0tPU02bfF2x0h4tf8rP85HzI98yHm8fhgffPSplgBZpHmUeSU+r3l55Hsyw4Bib4UdNmZ2e5oE3StA2LU4+iiddls/S0qOfb7ppzCtyPtkjaGlp6nmwVkD2ohUdZXZ6WmTPHnk+VTu+Pn8APYdXN9Q3DLkGdWrV5A95XkxLT0dGRvRy0C3hacjMzESavMz3mKuX5O2KeOWZXJpH/djKhf8eXj+o1n8q+11ed2Vk2HcOp8maWFm1tK2nlqzuVDtW8cjLYy3nsdp3MzYe1LXOaOuPRu08TlOUs7K/MzMV7YkoK1Ws32gZnZ6hLb9Gu+Eb3gYIl5mZqdhO/cczWCdFHld5WWOk/I9VPkUrd+PJyAg/P4/vnyh5JCM9HbWzaoLe8idJoq0/MzNT0S7KiNE+FIH8Me3MzExF61dvusOPizwPpGdkqk4nPyZR29Eq7W41ZvZz+HVJvHLDjfpT3rrScg7I922wLMjQeb6Hm7/1EA6XVyH3zJZRy51Yy/akqV1DRblW1FAHG7kmjnXspOPpCS0/PU3xOd56JY/yGjtq2hRtz/jldDzp6RlIT7f+el5b/SOLyRxvv6THuDY0mrbMDPn1hs7jLjvmqRK707qNuoO2b7zxBvr06YPp06eja9eu8Hg8WLBgwfFHb/R1oT569Ci2bq15M+6OHTuwcuVKNGrUCO3atcNjjz2G1157DZ06dUKnTp3w2muvITs7G7fffrveZKc8n0svItM71rYdASMzg1rL3y7p9MDh4W8T/fyPeEMzCCbGoYz5EoQYi5TP59w7vO0hfxGZEy9viLWG6RsKMH1DAT658zxcc2YLy9ct6rFKCy9vDCY0vGwQ9Q3nQRHbbSFRX1QU7ZDIv7a6ngwnf/HFoaOVaCvrbRuevkR6o7sdRMhHdrRHtJKPsa79fLUuveHtj5q/Y8+ndexsEZnZe2bPUatfTAqEb0/k1gWPq+JlPgaS4WS7XWv6qjS+ZEeEckar8Haimf0eWd9Yw5UXkTm+xvj0NiWU56D5LSqp8OKOzxcBAMbfm4WuJzU2sBSVFxWKuLNl1NKn9sJFAKjwKsfjN7p8vXwBCWMX7jC/IJPsLPuUL2/TezJYnJgkom9EaADdu3fH5s2bcdNNN+HIkSMoKipCv379sGnTJlx22WW6lrV06VKcc845oZ60jz/+OM455xy88MILAICnnnoKjz32GB588EGcf/752Lt3L6ZOnYqcHHseR0tm0Qoto+wquHV0YIzJSCNUbTL5RbzebbZyF0mofqzWLtHSqrewNbOv7ZwvNH+MBXg0XrJZFZCTX5Tb3dD1ByTsLCyLO92va/bbsn7TF3VR5je718LLG1GDy3p4/QHM3Xyw+vFqGXkWszNoK2dlvjaSZL0NR5+OgJORLZPv9/B9o3wfkvItyInShk2UdJph9cV1NPI2m9vlkp7mo6m2poaTXM8u13J8rDqEZpvYdmQlj6IXceTvaml2I+hmFeWL9LSV5YlUzlp7TaGt54Tesif8hb4icCdLG792tGIXllfW9HQsPlYV8bvacf1m8S48/+Na1Zs5VrCj2anlWj/aDbEqRacsjevTOF0sYxbkYfSCPAuWpJ/a/rIjeGvmRqB4JYg4NPe03b59Ozp06ACPx4NWrVpZ8sKxHj16xGxUeTweDB48GIMHDza9rlTni/LGVdHYEUwwUwD4NN6tt4PZ3g+pQO9Fs5GL7PB5rDoU8oaE3Yf3kfErbAvIJjKrypvwgH/weLpxQfjOtM34ePY2XHJyY3z9j4tl63cmBXaVW1pvqkRLS/RpaibS09PW7LaFryv2RXRqVABG86hdeVuteHDqSCguNDVmfatuegPGg9N291bXw8mUmA3gawmW6j288vwb/FO+muA6lTe39IuVLqNZMjwdWgIM8l8Sucd3NFYGRMMXZdUNKKs7CMVzrMqfFNWjMl9X/y0/f2dvKkCPU5sZW7bG/fP0xOoxda/o3Aw9T22meqZZua+nrT+A539ci3f/djYu7mikJzAi9ppa8qKdN5WKnrYx1mFx/lq9p9jaBRqkdp0iAtGfVHST5p62nTp1wsGDNWNV3XbbbThw4ECMOUgkVrdf7LpI0jNWaCzKTkvG02om2G224HG04IqyLv2BEm29g2JtW+zKU7Z8Qz3vxOFX9OK2N2VuBGz3F9f0DLerp5jZ/RbeA9iqe0ZutjnGLd4FAJi/tVDxvdY0GQmORiNSry0twyPoueA0smXyNMRbV+QlnJg8Uf42S4Ssoxq0dShhiqaH1nPXwpveiiERdMxnd9Am3ibKfxchD2lVVFaFj2Ztxd4j1j1RpTg3VfZb8FiZ7T1udw86I/NUGelpK3h+CU+fqd0eqw1uosZx+p5N5xd+x8+r9sWf0GHKG/b6dsoDXy3Hm1OULzkdMGqJvvXL1ql2TGKds8Xl1S93tvp8CF/evWOXIr+kIjSMg+UrOC5aT9tKn/zdPGE30aPMY8U+cXNIFrXYiB2pMdN+FbwYdpXmoG14Bp48eTLKyuI/bkti8Fvc01b0xo2cVT1tnb77Y0//TufEahQY3Rp548PK4FIsEWN/WXQo5KekFQ3dH1bsxdGwR+L1siKPD5+6CU9/vxpv/L4p9J0bQ0Nq2RIre6appsHkxbAR0TbJqhtZ8YgUbJSvP9o5pieQaj49NcsPX1d4r2y3exv4AxLW7o3fI8TK4210k+2qC9SW60ZPW63rtDRoLvtbTw8/u3vaWn1aZKZb31HAiCcmrMKbUzbhlhELLEkPEPbi1uN/xxsr29CYtjFynlutZq09bZXll9s1VmxW3gQNX5JVS3bjRm1VnGMtavszlo9mbTO3fhNB4+D0avPZcXSNtruq20nKz3qWr7y+D1t21Jv81u8Bu69D5NxoVuoeHkHsYthVuse0pcTk2ovI9C7XogXreXFGLIoxbc0kyCRJcqfhYYbhx01s3NEx1+vw/pX34taaR/0BCSt2HVa9IFm4vRD/+X61Vckz7P2ZW/HNkt1YvedI6Dv7etqamz98eASrgj8iXvy5EQR0O/Coaf2ySfQNj6B/22IFiGMWiS7sxmG/bcB1H8xzfsUO0bJP49W5dh6WQEB/GybNwha9PPgiz6rilWwxaEis/GWA5l7sZG7PbMwvBQDsK64wtRw57cMj1BCl7grfn8FtiRpMkZT51CvQMB1WidgkE82VWMFVxU861+H08AhauBOo0ld+25lGo8sWIXhmxRB40fJ6rBvOdm56+HVGo7pZNq5NSW0oHDva6WaWKUodJCLNTTyPx6PyKGmCRZFSmPUvIrPnpLLnLq2ZZZooeExuipPjYVq1fMUwfDF72hq/sypfht6lGFlvZGVuzd5SXhRrW+ZbUzfhpo8X4D//qw7Ohp+Hv64WZ9xatxvvWmqniBeRJcHwCNE4lSSrbpiFMzscSrTzVv69nheRGSFPQayetuHTutGI/X9/7HB8nXIinELFx7wR36kFveygGD5H494we9Mp2qPiTuU/q68otKTb6bLayWpROTxC5N5Vy7+G9keMA2fVMQ2NaauxM4D24RGM1Ve/rt6Pf4xZEnqU3Anhx8vMvpUkoKC0AvuOD8cRddsVbfr4a3Sip62I7atwViTRTHkeKyAZb9nB/atePhjfMluGUYnz5AAQfXhII+e+PXnPuQytVsfbEnUx0X5IhPPbLZpfRCZJEgYMGICsrOo7AhUVFXjggQdQt25dxXQTJ060NoVkCct72tp0UkUbe0YvQ+NUqUzn5nhXikrXpULMtvsysRreMX40fbPAwOxmh0eQJEm1setXDI+gbaEjZlc/MjVxxV4Mv+1soSs3+fjUZm/weQDsKizH14t34p5LOqB5/domU2dNuuKJ13C2Q7Rt0noTyGyARj63vNopq/ThaKXPsmOnl5ZzxfSNhjizy8uv8Lou1sWHyOe5nAvFs2FaTv0j5V4Ul3vRIDsz9J2Wi0QrGGoL2fYiMuuWKxrl8XTgJr2TQVuVTK5WPsu3W5SOkhpiiGHfK2/jGxkeQY+Hxi0HALw7YzNe7HuGwaXoE57HzLRfAhJw4aszAADrXroa8j1hJguINI59LKUVXoxZkIc+Z7VChyZ148+gk95ON1bvNmVAUoygmd19sqJtZ7ThfWLdGLdzTFsnlhl9XSo3g21eP4dHsI7mnrb9+/dHs2bN0KBBAzRo0AB33nknWrVqFfoc/EdicrvXm1a2dNO3aF6j4wJZx74AU6xHzqxYjh2MrMuNsyD63V/zF/8in9WZ6fqe1V28oyjm77d+uhCfztmOB79eHvrO/PAIys+W9QqyaDlGRN0GFxIlLwMvem0GLnpthuIFdfnFFdh+8Kh969ewzfJp9A2PYCA9sr8jLiQSNFCbqLTu3zXh4/rqvBg3ysjwCPJz3/SLUKMEp90e8kQPLUm16nUPWosOJ3vNq72ILF4wx9CLyHTPEZ+h8lU2z34Dw0wYWWdRWZX+mQyyMu/I33OSX6LcV4o8oHt4BDOpcs5LP6/HW1M34+p359qyfLWnNPRy68mv4OQJVNQDiF4fR7sBGuvGpLLTlLU7wsh5vO3gUfywYo8F9XrkBw5HkDg097QdNWqUnekgm9n9cgir2JFMM2WckQsnq6jeEUsgRl9OoX2IBWtFf4GTuTUFJAlpKksPSObzlvWNCZPzy9IjHy822r6VH9+fV+3DhR0a4d3pmzF13QF8e//FimmDFxbLdh42mUr5+u25EVLzKKd75Uc4px6xlq9GHhAJviRv0fYi3HhOawDAxUOre/ose+4qNK6XdXweCYfKKtEsx4IeuRqCTfJv9dzcNFsuhNfJKuGTmr8Sr/g3RKTzJRq1ix47GHoRmaw8M93rWX4ei3owjtNybked16KDqHU5jg6PICvKw8dvl6dFnqSXf1mP2pnp6NullaH1uMUfUObZpXmxbwIHuTEMiFHhecfMfg8Prlp1iotYVoSnaM2eYvxv2R4A2ofRUFN8zIsKrz/u00Oabh4bTkX8dep/PF2KOp9IR1eSwoOr6tNFb9dFb29EW9b4xbvw8o1nak6jFlr26ZVvzwEAZKSl6SqbwwUMtCuMMFMMJNKNYafxRWQpwuqx+uw6p/S8pVgrMw0xPXOGFzRW7iNRyrDSCi9e+Glt1Aax1n1tdHvMNgit2I9G71qHkzckjG6XINkiRL4ZGfK3cuu4uHh3+has31+C7483qmOuz+I9YDSI6/ZFq5by3Y0yRO34qOX17YfKQn8/9u1KXPjqDMzYcEAxjdldHP1pgpof7L65KU9D5Ji20W/SiXaep5KYw/XYeGSUT2JoveFSw8q60qlAjNXlqJb9pvcxZrOcDGqpdZiUr10tLSUVPvxr/Apb06VF1DHIo+y/13/fiNELdoQ+y98MH29NiUJP3pmyLh/vz9gSdX/5w7qYS1H+jmdjfonisxXXcJIkYejkDfjqz52ml6VmxJytliyny0tTcdFrM3DYwd7WRqg+TaChQ4wo152xaLnujvoishiB7Wjlz5c25Ek9QcpVu4+YXJe276yke3gOm9KRDBi0TRGWv4hMa3BO53JF62mrp0Fv/ZhEynXbGRiKVqiGr3P4tM0Yu3An/vrJQnPri3khrHEZBna4oReRmTyu0RoM8p5UhoO2gtVu8uRkyMe0NRByy8yoqZ6e+3GtqbRoZfQUizwOamu352AN+20jTnv+d2w5UP328WjlhFNZJd6Yn2pl/BMTVoX+nrRqHwDg4+PjN1uWlqjT1Ai/kI25bCM7NFbQNsbyU6XnQSJsZqxHKq1k5LF9eW9K88MzO9Mjx21WHUOtyzFzXPS2AeWrqhkeQZYWta62Bph+OsMiE5bGv9Ebi+jlT3j6Yu31+79chuHTNmP+1kLV3+U3KD0qy1ajtr6bP16g+GzFe0nW7i3Bp3O3G2r3aWH1uPqbjre9otH2QkSLr9HN3IwKFgvONWMtES1pmsa0DZvEybJAz6rSw8d0M7EuKdZxNkn0pxYSFYO2KcLOgKKVrOqFYFXvCTMvHUnGImuHrEdcPDGHNjC4c8weV0PjpEV81nnXMMrkiqE3dKYpWlrc7vEpb3hmpOmvXuQvD8mpnRljyuD6dK9CIWJ3WTyGmBNlwCdztsEXkPD21M1x0mS8LDNKa6+HXUXlEd9ZcSj0Bti8mntnGSx/ZHNF9rQ1sEAB2PeuSjF3iDxddnbM9hs4X+Xlv5G2lHz+ZLhpoCXVlg2PoHEfubUv1Z4iEXrUtPAgirnZo09ndRvCQVqeDJKPIS8XXj5Eu9aRB+TVdlVZlT9suXGTFNcxrz/+RCZk10q3dfmi0d/TUTr+v/iUQUhJtTyP1qxLxGotzWTQVjk8gjPHWXfsJAGPi1MYtE0RVj+SZdc5ZcejY6YayTpmtTrlVr3VWNu6tEmP00hUexxP7/pibavNL3fXtgyLKiAjj7/GW7bb/V3kyZHHbLUGk0tkL2+ol2WuYa1lleF7PSdL8zDvynW5veMVaVBPjFPtoHiPVVtdlvkDEh74chlGxOmZG/1x25q/fVa9lShaGmTritXTNnysNhFJEjBx+R7F0BaiBlrNCM+u2w/KttfGetnI01HKF5GZW798dvlpEX6RLDItyZPvZv11u/4br4724JKtTC30FiyfzZ63dtR/ETfLdfYK0xxE156khBRtN8iHj/B4PNaNaWtB1LaW7CkrtaGfzOZXx4stg+sz886FeE9KxLw+Oz6DavstAc+Y8DxZ4fVHBHhj9bQVKahpMmar2Bg7zwMz+y8R85hTGLRNEYlyClh15z/m4/c6Sqrol9Xxl2v6okmAgxZeP5i9y2cpyaF9ZHIl0W5EyL83mu/DF632shF9CzQ5u2x+eU9brak6IgvaannkMmbwX+M65RrVq2VgLpV1q1xg2p1Xg4c+6vAIDpUn8RprWodXD9+OaBcw0zccwO/r8vH67xsj0xIlXcppan7Q1dPWwP6UzxL+GGms+kOEuiBcpS+AxyeswkqTY6yJYmvB0bjTTFt/AHd8vij02c7DYuhFlfKesiZTp+WFJVbnS6tbF04+lqw5mOhga1zRrlAbHsGibY/V7LDqZZ9OjItoZHfY9TJTTevWME3U4bliPOkRLY8qbwppW64RtdJr2o6VJl4UFo3VPcwteSrIgmUolqdoPxg8dwRsd4TT0k6St7X2HC7Hac//jofHrYiZ550sp/UcH7PXeOH1eiAg2XLz1cwSRWzvioJB2xRheU9bm84qe3raapxOpZgxdOFkES0BByfTAGjoaat1uTE2KGYgzkDPFq3r1bwMndNHbzTLlmk0aCva8Aiy9MhfRBYtXeHfy4dHsHocbi0a1rEmaCsi5WPdzuxbtfVEW3feoTJsjjE2XLSsfawq+qOUmsoLgxc3xsbHrpkn3pi2ZtflBiuzlZ5lWVHu3fH5n+rpkP09btHO6D9aTPEkhsYVyW90mX4qRUNwz4rxK91m1cWl1rLD5s78ynXJ0qR2sa+392o0sW6wWvUUkV2SIAvHFK0ckJ+7HuivY6LtNyvaFvKetlU2BG2d5nYWUzskWoavU8sTbl4Hq/0W/rta+uR16deLdgEAfl2zP+Y1tqjlgtmgraJeD0jo++E83PflMpOp0r5OTdPbk4ykYOxZUEo4VhdAdp1UdvR6MHPBK38UMu46Iz5X38Fat68EJzerh9qZ9j/ubZTW3a5nmNJYPRAMBynNXojG+C1aes3myGjz2/EiMjd7fQDK9MQL8MebX8s+sfrmkdlB/oNUG7uWLDm6uMdeUv1TZTJzKQ1vCH+zeBeW7zocd9093pptcH1a78qpTyf/1u77BPLFR9yUCDs+oj96bge36gUAOFBSGXea8HPMzmC6kceMzY5pK6ccAzvajUdrt9+K+kuRVA3JM7MJOlcFADihbvyx2qPR/cIvlUQp01z9KRGKGin0v7bEGumskSg3x4K0nC7Rbqz4FDeFop83ek9JK4K28maYFT1tI55iEfE423iNbnTRsQ7l98v2CLcXox3XqC8ii3FTP1ZA16yIALGOea18EVnxMS/W7Ssxtbyo65GMl6uJUB+5hT1tU4T1PW0tXVyI1kdn9TCa1q0FR/HipHWal6P2+7jFu3DdB/Nwz+glutdvVeDZSvHu8pl5JEcL0+P8Gpkl4g6szgooSp6WNyTk52eFHxgxZ7uml76Fp0SgwSsUQ2lovoDSELTVehHh5r6oSbpz560n7P9wUtQPsSY0R5IkPD1xjeKt3lqDUVoDFLHylt4LFz31pNniLbKnbfQFpmIjVpRNVh8XNPibfes18iIyef0crd4Jd+hoJfYcjnwRoJaLVjee4FKbItpsmlJn4uJSSxrCnZDt3NMc8h6LQVoeJwasGZvUjIjHlSXl/3rnjzqdKAWNIRqGkIqygQGT71SINocV13DyZVf6bHgpmcXHPN7NJqPXQmbasPJ16i2nY72gSgJwtNKHJ75bhSe/W2UihdYIf8Guak/bGHW42nLUPhtJj1alFT78Y8wSTfPGitne+unCuD3T5XnBzj4+Jm8ZW5SK5MOgbYqwvmFiz0ll1UWAFXfJFmw7FLZM/XeLvly48/iyCnWvP9Yg6VaLtnh5mV5c7kWxbMxRo8sE4gRaNP5W3TsgcuK9R46htEI9nVYEv/UuQdOYYrI/f8pLw/DpW9Fr+Jz4aQlbtulK2OyQuLLkyHvaau2RJT8+Whr/VscejeYOt4el0ELrTSCzZ0i8IQk0l/EW7FMtNwHCHxezk3xd3rAMHqv3RaI0Yd0KgDh1/oWvx87s4g/EPo/UGOlpe/4r03Hp67NwpLxK8b3y3In/vSj01vGmetrGKetU5zG+OlUv/bwO941dqtoWala/dujvzBhX+2pp8unYMXaMaRtZHupvf5tdpxZuVv1adm20Os2n6DQQ2baOJ2ow2IJKQL4IO8a0FbDYsrxjjplr4Hg3SCq9xgLptnQ+0pBv5eeA/JyJleflL+rT07v13JenYfr6AzGnUTtvp28oQH5JRdzlxypPF+8owm9r98ecX+tNOysZzX8UiUHbFJEoPW1FGhBbb6+aeGPimqG2mEmr9lmybK26DJmKP7YcijmN1kCz0co73lz7i4/hkmEz0eWlqYaWr75Oe+4ZKodHqPl+W2l1ztNy0RQ+hdsvIpPn93TZmLZaLwD1Do8gimgBNycbSHF7e2g9N2W/HS6rilkmV8RpvKvNajhIYiBrK8fxNT6NVZQ3JZQrC88rdj+1ICJRX/5Rw8HhERQ9iLStR546veXntrChoLT01BJxeAQ5LbvAVO9axbrcOUdHzc/D1PUHsHZv5GOuakHl8J5p0ficHHxXC0nxn9WLtWXZdtpzuDziRouaaO/W9If1tNVyHigCXlGmsbrdZseYtpa828LBp3LMUlt9zHGoj/+vdizd3pZYoqVN2dNW9jRKjDax/GaBnmEBD5d78Y+xS7XPoFO8AHK8mxxmemDrofcmkGJeS1OSXBi0TREiF7Rydlw0O9WYVluNmVWHzxt+PfPI+BXGF+4A44HZ6BVpvAuOpXmHAcQI0MRIktbLRb3HNFrFGG14BD0i8oihpVhHnhz5G4BrZ+qvaqIOjyBfnwXHU87pN4nbIVrcQ2tAPHj+Ldt5GOe8PA0PjVuuOt3sTQU47fnf8f6MLWHzy9ep1uh3Z+dEW63RGwVmh2cJn9vO3s9OsTTmJkijJVYq7Eyi2ceM9balwvNzlAdBlNMI2NVW6xMFqtPr3mf6pq+eycA8GsQLsgbLNrUgpVpZ5o0W7VNhx1j6keWj8fljvvhWkHJGr0tfn6XpGGkZjzogRe9Nr5c1N3JqlmHH8AhWHHL5ZlqR/a3OhpIU7YP2maPNZfR81z0mtwZaygl5XRqtp234nPJ8J1IREfddIXHSaiZbGKZzRYlaJjuBQdsUYfVJYNcpZV3P1MgeBqaX6dA8di4n6vLt6OEcY5FWrE6tl1/c+sxInMXk1YOWN28rxhnSs/CIwL7bLyKrSZD8jrDWcfys7GnrZLWvZbfb3YswuLujNYzVLtZVpzv+4+d/bAcATF6Trzrdsz+sBQAMn7ZZdf5o6wle1MUrcyy5iaK4EI2c0B+Q8PvafMVnrUzGbCPyd2Rv7cRruJot151sqxspK50sXo0MjyBndpgARQ/0KOdFtJccGWX17tWSPKvizlp3hZnzWm/+ixeQjlUGW92L2iqa26oGgpDJGCzQ0ks+IEm6t12S1MsFK7KNPCmV3sibESIcJl09bQ2uw1x9owzKG5pT7aa7qScT7L3OjPoisijXV7HKR3mPVVsD6jJagtrxY7axE2vlNVa8lDg/Z/LLcDsB5Ix9xfHHStHDrkaQLe1Ei2pM/Tcr9TeEwudX+1tocQI2Wn6L9aP8p4LS+G/71rVeC+fRsoBAlItyPesLr3TdHlvV7F1cvWPailK9Rwu4ORo4Dv4ftaetvDyJv7zamenmE6UimO3jpcGS3iuK9Uau8Ks/d2LIL+trprf5gCkbzGG/Kf6O8SNZwkjwx8kXkQV0nq+AufI34vzQEvAUMLCnN0Wm2mjyp4JcPknVbkIo03f8f7XgrcryfDq6etvR7Ih8MdDx/7XOz0ITQPRrKnnP7IAkxa5/VEiQ4FUL2lpcJqitwywrlmh1qmwNn6mc9LHaV3rPNVFIkvq2RsuTsa671G4W2E1Lmzfe8AjxqjNFu0JLogyK13mDjGHQlgyxukF0rMqP3YfLoxeukqSrZ4zeBkj1OjQvXvP8Vu2laMvRu19EEfNxtZgz2rdezcsw2YMpKHxMMSMqwh4dczsnRLvrrflCSx7UEjAgoJlaWeDy5ugN/Px/9r473o6ifP/ZPe2mBxJK6L1XpetPQaqx+7WhqAiCgAURQUGaiCAiqBSV3ntvoYQSQkI66b33ntx+72k7vz/O2bMzs1N399wbwn38SO7ZnbZT33nnneeNQmnBpiCbE6MptOP2bVFZ3pnNOoywokeIUgaF+ZfKov8TPBKsEPXwqp6g24xfauupGGItHe1lGFsrmpDlN/O3OK0tfYo2KV5S9Ajmhgx2ecSBqHym63I9lGVxEMcRmSrm1qhcoOVJmcU0zaZRUXaJ01KtuyUBPUMS1vfs4VMdlLYJJGlHpRQtjzgyj22/FhkJia3zYxQqAnQ3Ns0OGChQi7jKkIGlR+iajzZpb53fEl1J6z22hHnGWFd7wKKHHqEHkZD0oPr6naNw2j9H4r0565JNGOGyRi269toB956QGJnBrI7bCsnzPcWB6YIwb22L9N3bCs+b3TGXx+3rcnoEKkzEQ90/PD+d+e1aeDkVIbYSwlLPQF8Hchw2ipTTlhG6LMunQWTh2oBHtt5I6vDGH7c6S1sTgU/onDFhZYDphlyULf8JNhtOlUI6WnkUSrMIHWlDax5n3jMWL09ZaR13a8aYhRuxYF1rImnVU68V9+qiPaetPH9ZUZKmR0gCL00O+nvUOSoKohxM1hs6xXtNkSsok5WlbR1Oi0NnWF1Qb5Hy6O6TcgFYZb1M/uTHt36883kUBX0kiSvXSSvSw+ehyZaxXlixuSNyXFZ+UIcds3Ajk5cfPGmlXj04bWmYlJehR1DEZegRYpYrLuiy6fZ4uiqwvXEXFXGS/sTcLO4G9Fja9iASkh5T86ubqFemrpLmZyMYRln0+fRD2UX45jgCDOF+iBa8jkIZfXNb5jCWbRpnrGzCBY+JnRsBwKuSPgDoJ3OdUJCIAGi7GZY8l9Ej2GDkvPXM7+7ePzA8iIKTe2VcwsYxUQjEbc96CQfdKXLEtkit/huVHoGpUkFFBPQI9a8lWX8Uva+UyTztf74zTx9IAdn138qPWEkDAG5+Yw7GLNqIMYs24htH7Bw/wS0AjhNP9liwrgVn3jsWAHDd1w6yz58bXVuapQrjGdpSa6viWJbln/QBTFTlH12KOWvkB8LCuAl9Qld0BVX1iN4RkSDMC5YSlCzati5yB5H8NB0L9N+EQFbKrZFGgR7LcnoEdm2M0n9FjtASvyFVh+aJO1Y3tuYx9PYPzfMzsQYVBLlv1GKbYkmh24f6ayJflqSrPspYs/VTIsqBDuNItLZ8vO5wRCbdK1IvdHY5urbWGTIkBXbpscto65uRk0OPpW0PPhGId2qTTDhdMqLFI6nJRzbpJWYlIknG3vGFvjwfzt9gnMb8da24geactCuOIO0IcRQWcCYwceKSFCF8d1NlxLWQ6CqBQpp/YuNJoCCkHpU84JyHJ+GOd+cnkh+QoBO+arhcWi0emPQ1UZYiL+bC9LvgCIK3cK83JQeduorTFog/lja3FyPE6l7orEDi9oi5awILW+PhINvwWaRhgnypjOtemVk7iIvS/qyiyi5/vj+acN9tqc6qfJjUQayD9Qgb0ySVhDp5S3QOJJMkeYiuvrPvg8mzu+UOEUydEbNVuGX3Z1PQw1I2RstKTlsx6GYmhOXFDdK1KKgEW7oi/Z4PF2Ftc+BTY8vr/fq5z6TMwttJkUoTHTb7cllYhuKI+nKGKoaLWyix46MrYOI0MBWXHoHZY3XNd1lns2UP/25Fj9K2B5GwpS+q9KjvqrLqTvis0yPiv7WZbiGQbShslUv0aXP8NUaegLRcMfOUXi1NgNOWR0x2hNiQCVDmn0cpsg0UAqp0Taqi3ptN2dwzZaODDxdsxK3Do1tr/u+Dhbh35KLab18YlX2TrVKhF2VpK1ZC67f/IqEwqiMy6XcpEtIJqPyzel/3VikSTL/DIrcokWKh3panOj43G0Qpaij7BD/3wdFL8NBHS/CTB8ZXk1YrsHUw2ZAxlrm8pa0knG0eWzrifEGUNkrOstfAOpJ6f8/IRWgvlIzLIrr6TuNLt36gyTwewrcgzA77emB2y2nx+jYqvJnhRksn23+KJf2aGgVxrPTM0o+Xpu3hrkl2SX9n3PWjEu+TNdpI7T+G4RX9rDvoEWTdih5TWhlI02ZRHJxGQZz+/MnqdV2LLfNedQ+2eHT1XN5ZLKNPRBqAqGUNWdVYJsRf97aFNcH6FoaoZVNaRcT84iT6rW0/kPUBhh4hsYbsbktbuVJKhPAYC/6OK/xHiZ3Yhlr4LHga1zFtU3sRf3tjjl2ZLJUKND1CoewhlzajS2AtiuXK3q7gkpQdIsji1ttwkD3IUCjJwG26ItTVJ2y/BUA/ZrvboC9Ej5Bg2ss2tbNpR1BcxLHO5hURzR2BpbYsre5Q2tpkaaQs+QSOE6BSbrroorHBf9od7y3A5/YeHHovqgMdPQLfX5MGb8Rp20y6uV/07pPaF3iYzAO0P4zKAYBa0fvK1FW4+KkpVLoERYGlbdJzQj3aZEvk4k4aOllaZbCgrJ0tqO4IuD2HpGiy2zJMcC4uo7Ttok+W8k9Tc7GW01aXB/N3/T4sjizySTss6Er0WNr24BOBg699C6ubzEnZ414t5dMwSUd3JTpO/gTAhCWbEk2fSSdCLYlOm00FZRXa8iXpO1vrvCTAZxln80CDpUegwsdo07iWtnH7Ex3d5HqtKr7J1dstxeJfdpW/XrKHWAhXx7EtSkMmEA/a89EcHormCNNNnZZj3AAqS0L+veh3PaHiEBX9tkV3jIwkLddFbSEbZ5H6hnE5VO/qV8tRDhB0HM6h8MzGnn1HK2hklZX053cFJQoPnbJKHVecjjKOVQ5yeJyiTZgX937JhjahBZ4oFdX6y6dbj1YL9V/LijM99OAPy7YGeJp1Lxxe/+1/eG4a85sQsTV2EpQp9Vakxy0iv86ZLnv3fbgIJ986AuuaO0Pv6mv1aBneP1j/hA0Ik/0AQ2mr0BPEWReiQpYNfYCW0mjtdEXtKktbGrb5fMK6XZeiR2nbg0jojsn82YkrokU0LGzJ0wvBymxCv5OrJELEDja6U2lVr9NqlSORT6Iiw8TSNjlO20SSiQxb52M0eCdDsjqp5ydGvkYWusqZQGEUiHJN3FipQMJ5bGovmOdD1YXIWsuUHiFpiDZq/LN6c3SqNqOqnD8pm6e6b24k3T5KrpGUbFz+9XXkEW9zZeT8kfo7yhq0pXfLet9WYhR+hgnFGSK8lZguqTjfpuoPNt8Qdb0Oc35vmb2tOw4adGAcuhrc6pm6vBGTlzXWfovaV8TnLeI9TmJOrHdbx12norb4Da/PxsL1bbgtBi2WKZJQfIvagaD+6/xHC9V+T1TQ9R12DpWvsUkYfslgYhFMg94r6mR/bdsY7LGSQFIGaz1g0aO07UEkdIcAFXWCMY01ZXkjzrp/XO236uq2cd4JKYFl9Z3UpjFKMUUKji19srUt3/JN7biH4g2NkoasD/Dee5NAt28gaIGA2iyYfB4hvGWkWZw4qJfw+crUVbjr/QVcXsmlL+ovvpW1TKYzzV4UblObudKWhmiOMOWDS6Ivs9Uk2mAS7nfsLNXlgVn/JoREUgjxaSQNnhMzaWhvUsRNP6bcEqa0TfZglsZayhrLuCmZDZlJnuymVbqZlHzn1rDeJ7X2dnVV8O0lmi9FnyayQBWFUzki49/U5YaT5iaCXVpm+Wzp/dkUnqCNVfjrsNm4+U07uiVAsr4nXImJpJb04WxMB80FgSbdpES+k0qjPDX0SqpPqFngS9eD+uKH947TB6rCRDlN17+pzwdW/pJ/cSkJz3tVSB2RWYwpm4O8LrO0tewxW+oB3ZaAHqVtD7oMqxrN6Q1EsFlnRUHv+3ARHhy9WBlv9IKNVmky7wUndbGmHqPrjd03uek4z2SII9/H/V7bxeAPz08LPbNegCTB62GpvCU5IovyfUz8bvBMTlCxtjcVxPwyijbMt7w1t26ih5AeQTOyzC3Bqht56tnG1rDSVpYcnY/Y0lauKFAhrqNAAf2eYM6ub58TKUzqlXc9vuT1aavrkKoYovJ3900CfsOXbJOxif3j7XnUG7OM6FBG9AiG4W2VuTZ4cvwyPPzRktjpiGBSujgWVTr6FUksy1xkqRBt/css5Wp/K6Kr+0NIbasoQzR01fIvy2bumhZMXd7YNYVIGHT7JOm8kc9DVHfJ0yMk3xGS71t2dRz1QNp3UmkLa0MT/zBH8E526G7Szeq9XSWSPExk1aiWtiIFfFTI8rEZU7qgUWjrooCZHWz7X4/OVooepW0PIsFYAUD9fflzYQWYXZ7RRjIhFUuxG16fjT+/OgsdxWj8jDbXDui8o8JEuK7/bVT5SizkiKxnYQygkxtU9SWKG9XCkIZMeVkfeoTu02q0F0pSYTuSIx2jQwvj4hnjosc/xlF/fQdNlCMeER4avRiH//ltTF3eqLBEq8+IiLLpEPGoiUBCfwCNFvQINMpCRyV+8uqPSLorm3DaduVBgXY5iXtAVYdP0V7Ni52Dpk/EtLWl49seYlTidw2SmDdEhxTK8IRYW+nHLWa+VMYVL0zHta/MxIbWfOR0TCysbOMa5RslTkLjUmUZbZoXqf0bDmgzF9ZD7NBxftcDdH85/V8j8Y27RmNzAjKgKp+kUCp7mLK8EaWyx8gH0bjgw8/CtwzE37FFWtpyiFtG23XIKDfDMnUa7l/jKL794KJ68iTzTnco2gi4upUUwsRimA+iok6gUSjZK21l86XU0tZiLtbznOvzSwJdva5+WtCjtO1BJEQZVHEtbeesacFbM9cYheUXrHwpWOjKimtfNOJuEAmSmxTr7aW5OzcfVnl2fZZhWBZCtnmmD2htN9gAcOd78+0jaRC1Tf8zYgEOuuYtvDN7be2ZiZyhum4sO8BOcoMospx7Y8YaNLYX8eYMtVXhda/OQmu+hN8/OzW5AhlCeN1NQ4/ww/vMrpyJ+oDo4MHE8FXUhl05b+isJfg+Wn96BOpvhVKCv6URZZNfj09xu1BiHL1gI7NuA/KbBKZTgu7KqA5JUCaZQGX1YxrPiM+V2cCZlycp0OteR6GcuFbcpNhJKdC6Wh7i8xPN+2LlillBlY7IjFKoIDqnLTc/RkwH0LSNYI2g62iN4WGnKTa25vH5m9+PREegwk1vzME37xqNq1+emeh+QeVkVbimJryI1mNcJV3GrsSaJvv+aG9pK4/nEb2Fvwxm1ri2CmZ6TbcsAx2Xy9dj1kZ5ylGUtraHjPRcHOWwmUYcvyNR8ckdbVseepS2PYiEKIPdjXl3e/istfjFo5MwbpGcwkCE8AlaNOji6a6iWedHRZbxi3XrNYJuyDuuMNod1SV1RBbzmgp9fdZHVypVaPz9zbkAgKtemlF7Zuul1HHAVIQJvULS3Ed0aqbXCgtlT7qxqZenVrXFeDKaD52lgawI9NogsrRV8SgmDZZDVjQ/84J6nQ/HCF0edVnYd/HySgr1umorwjuz1+L6V2cxz7rjJoFa31Of/hJdRrGbb9jwqv5XH/mDcQpTh6o0q4Nk0o/k2M4SdP+vUPnYxZcdBgkP6lRKW15hbFcMI4QPLuo11gTrgqHCJgoeHbsUKxs78N8RCxNN9/5RiwFU6EZopWSktUN4KGzGmZwE7VfSTc0nF5vSNlQV6gST/B7T+tUeyCkGrSoLT6atTwhx60oUne7PtHy8YF2rPJ7uxL+KfASlrQxyZa5dGutb8jj+pvfwtzfCB0N0UlGMhaLAeu7u0fJK0aO0/ZQiPjeoPZIS7GauataG4Tcv9GYzshCmiRZKltgL1Wx2tPJDsmmKOLsl4eRBLOx272yr29MnUT7bFGRtV64HPUI3OyLLpoMlxfaq+eRljZyVZhdJFBKkDA+ZVCftdbNQE1m+JqbQCm/ko44bEaetn5RtilKLnwjUGz74LtaVNxq013+J4l03QdfHbMvpeQSt+cC5GR//8XHL2PztklciivUqn3+SBluq8Ral/Y04bTnllNR6XraZTHB3VQ8FuMm8FetgLYrclNBgvu/Dxdo6i5OXymdBvR3FEEKklraRrvurDsQE8yyRvBfBdtnNpOq/7fbqsHaI9ZThxJOYEzk3nOH3MT8qPj0CiyTq2DSJaLdu7OIEB+vheHEoXE2KHh73mjnOIH1mDaca7+ExS8UJ8ekq8k9SaSsbOzY3hAgIHhy9GGuaO/G/DwQHQ2a66NhISvfRAxY9SttPKWKfZkWI3110mwTsImta9iTKm5SALjtdjax/TkLIsEjjvTnBtfk49VpP5YWpJYFtGWRtV2Y2i8l8WHc7IuuTTdX+tv2k6SubmDhSeoQIvJQyhOqd+rllK23Dz5KaX22sanVQW2upUzVVQquS0Sme+Q1C/S1txX+H3vHxIrRAPT4l6fnlnIcn4JBr38LSjW1mERLMP0r11NMRWRLtr7WuUsDzVJ619fnFRV0sbeucL9MuXSzg3jZ8ntaAQfhp1MOLn5qCN2esFoazcUyX5Ke/MX01jv7ruxi3aFNiadpbJMdQ5GuQS3eF0tZcySOCqZW+WD5OtsKSSI7vnrNW6w1/bKCba5NUQpkqTW1vXTBxCfsvjQo9QhhJzQG26xa7buoNpeS0XvKDUtVcmKQfBJMbLbrvI0S9d6G/pd7yro+o/a8HYfQobT+liD8m7FPoSivA0GadvoYX1TrV4sTP/x2nnlkFlmQyj5F+XIjylpXnnIcmJpJn3PWxOxYDGX8W64gsmby60xEZAPTOpmt/Rxln3SFQyJA25JpQeY+Nu3mSpqvoMGJuQ/O8CfdvJb5xdAYiWpeutManczIZY/WnupMf1IQ2DTH7Cx3/0TFLcPxN72Lh+lZFDD1SmvnFdvoZMXc9AODpCcsB6NezJGe3V6assgrfli/hxckrmWd1o0eIehhL/W07f3bHfMsrqk3a16bOzZRPCcGw/pKsZZ2jVPEBHPtQ5iBYZWnLI0nZ/sLHP8aG1jyenriceV6v7smsc76FIfUs6XHRizrYrhc8fmDFgNQ5IZHsARKorgSLH0JLZxGL1hseEkoQ5jZPYEdtmIRpf0yiDoWHOZ5MWa9Pz4jTlstVNbeoDr7ZNPVlCKdlpvROcn6QXS60kcUJ1Nb8NgrgOGCtg23j9kCGHqXtpxTdrRCJg7h6qXpZp4oW7jiLOR1TzmkbVQHN/45yGm8XZ+S89caeTxW5xowfH7Z1ZUKPkJSQGnfrFFcJ0ScXbEjY77Pf0CZ5gm0K+vtNbzEWFUrbrvwCh/uXRtHQ+SIgtrKwWS90h00ipXC9oHNSEbK0rXOfU1pTKjYgttP8zFVNGL0g4H6/+uWZWN3UiatenKGIpYeefiZauqY8fUkeSplbW1XKduf7C0Jv7h65mOHFSwoqqx/jNAwiGfexOsmLppy6UWFGERH9YC1au9jHkUF3iGJyEJROueJbCFucs6ZkZOnQO1ZrG3qm60O2M1KvTCAjleLcNVcgrjxpGieJm2hx8o+SXmN7MXZ6vCJRV94kx3wUuTjq+Bb1/TKJ7ojM6BCNl4MsjKVkIaPla1aGJHUpFUvheHoEQliaOh7d4YjMFltqubYE9ChtP6WIOyaixO9KI0B+M0Jz2poWPbYCjMQTPljlh1i4i3yCmsTJsPHDCn7ywHhcJrHqMM5TW2y7TUx9ysDChB4hMU7bbqZHyKWDDUmUPR/rxEqSQB2/kW4GY0dkJU9xei9WzMeFbX/pLJkflugcs9hA1PcfGbMUpbJnfY1NVseLN5hZzYjqjO9iI+etN0orKujsVN7RVRsIE3zl9lHC57oN36rGDlz54nQsWNcifF8vS37RQYE4/7pkbwQRhcO4xZtxym0fJJK+6jqruRKFXlPs8lReh5fmZ1gwA5iuFzZWnVE26zbo7q1lKhXUhfiGhf6Z7CatktOWe9UV4zJWO1lGjmMlpgOttG2PbcQgRl0UM1wbb2wrYOaqplCwxJ3DJtwAuUx8tUfY0jZ2kuaGDYZ5qeSJ5s4i2gryvqdyUFjvwxzrvZDmxhIPuW8EebKqIiXZP39w91jsecUwPDp2KfPcRDEdvCdqS1uLtOIgjtFBd6+rWzJ6lLafUsRVEn2SBhUB4Tht63NKKHqtilMoefhw/np0KBZPHzIB2uZTPI+gpVN8yixLRyWMR6nGV6euinWVLm6/644DPNmVFy+CJaoOcZUqca850htAnZWjCPS8ZGJRkHR70krGdMqsLjwiL0e9+puoalRKZhsL95oCLeLG1cSB4sj567WJmnblu0cuUpSF+tvAgmFVU2cCtwHMECoOr6iLIfRGxYWPf4wnxi3D1+8cLXxvepBhC9ONYHeeSSX17SoObBmi3FSwVViqrJ2l81vMFZlN1/QbBeNYEtekfCpZuFj2MGr+BiMZzVixbhjOBGkNybSJTCqbo1VjsjscxdQrR9E6V8+5l+abNOlXURDXEZlovuF72im3fYA/vzpLENc8H9laG8f6XYd6rGG21HlxYHorRVWHw2eu5YNzcf14YajkXROUPYI/vTgdL09ZKXwf73BG+qb2l4mBBRtD3X5Jzg8tVaesV7/E3ohi5yNNXyNqS1ubWwRxwNaf5aEZSfCwaStDj9K2B5Fw8ZOTu7sIxuAtXk3ngtBpqm5h5jfdkqsOPm56YzZ+fP94/FpSl4zyQ5qO+cR29kMTcOh1b2PxhrZEhAibzRONeWvFVlxGedpM5EIljWV+wm+0g9zSNnqaMnS3IzJ60EQ5kKev8ZsKp3HAK7lpGpIkhPt6fYFI2PKLK1Lc54tRFEX03+ZfQgeV0boUStGv2NlAt/kWWpIYfmu/XFofSJEfPz7CV5m7HjNXViyn2gtl4eZGN79EbdOuokeIpsCo/GvqmFCFlyavxH5XvYEXJ6+Q5pMU7Dlt5eO8XhsoXi5LWp9ipLhWhP/nOwtw1v3j5DJahHqxiaOrDx3vekgmFWQtU9omZmlbRweZxnEt022tKk/0se37LJ1ae92UtmFFdFfBNL+b3piNA65+E1OXNyrTSHrqSSK9UJNHSHNdSyc+WrjBOokoijZ+KOvSqL0VhKvQI4RhOg5em7YKj49bhoufmiJ8b/t9vHLQVM5TpVOJQ4R/h+N1xQgzH8+EEGQpgxP+8M32Nk53oUdnK0aP0vZTirgnLKuaOhMqSX3An54ncboUZ8MnwkMfLQEAvDNbcupJxS1LOW3Ny+Jf/X1m4vJkJsSIaTw7KbxhrUeWorCJfLZl5f30gfGYsTJ8jYxxRGawes7SeIoGutbZnw9Zfcg4e2nwSpiyZZ3Et/Ri49P8tKaOyAC5wFqvzZOqC4qKkreiR2D/1eWngozWpTsOF8T0CNFbJUpcur/y1+0ZBXN4C2Gdly5/EXQHFfWytBVZd4vQHWdSfol0/KEm+O3TUwAAlzw9VZoPIDoANoSlnMPmqdqYSp7H7JZRbmN0JT3C4+MrzrBkMlp37yvpgwRxvYRLGFZOSJS5NsplVZt0dyVZwP/kn9w/vvYsacVGV1i6xaVlEivlTG8emWV49weVGzI3vznHuizWxhd1tNytpKnLP/zsuBvfxQ/vHYf3566zysv0VopyPdEkobS09WS8q0bF0jpPjDXeDOLK+rGq/Kp3kWjgbMNbROAtbU/710jcP2qxMO8kD2Ovf3UWfnz/uNoeLu4c9En2u1RP9ChtP6XoqvFA5zNnTXQLSxq2W6fIGyDbfHhLKWJ/wi+DlB7BPAkuXvxaIKhc9VxiyCnZFaDXY9s+Xk+FwM8emhB6xigoGYWNGOcI0uAR20lfhH5Blz0uDQmtNJVZALF5WGehBJ2nhc5WinrNsybXF2l0WljaCgVy0eZf8m2Mpa2kDV3H0dZNmNM2SucWjzHbZ+qUqWeGmyEAeGPGGrw5Y7U0vXrwIevS0fV5N0Ft+7qW4ODXVECPO7/FiZ+Epa0pojoiU/HiCsPTVjeefPaXjnWzYhkhyjcmEVbV92j+UWH6hP27s1iWUlDZ4NmJFWVxEn4Vws/YhzLHQmULB5uvT1+NU277QMj7nBTiyKxKhYwgD9pJYfIcnsnP6zxYebKLlR+W2YkOAuu6P00iba7M0ZRSlX9tefSN5RNFH9Ctt/6BTZybSDLQNSfm4bZLn/1OfRhFStbpAl2jXCTSH+Kw2VSwbi1Y14q/vBbQmNSrvA+MXowP52/AiOohRNxctmQr4O5Ej9L2U4ruOsVY1djRJfnwC5btZgaw9xAqChDnJIuOKWuv7jyMIgT40X1jceI/RuC9OWu7pDx2J44iRVMCyuoISTR1hDdytlaYG1rz2jD1chSkQkliTRll40Bfp4/iJTcuaCVjEpZ1slPtegg0tbY3dEijRQJKQ5m1lut2jQEWr1QJvRcqo81KlsTNiwdGL6n9rbyObJ9VJNAbaFHvT1JvefGTU2p/B9YZuljdx//SpUrbUD1EOUzTx2FlDLNwzPOY66mJjBMHRkuIYnPeO6tW2rLJEBx307s49Lq3lYpbk880ddhqfM1ZAdk6K7ncVUlXkO+Cda24iuNiTBKxuocqbgJ1aAO2uuszs3sx1246Thz6BxOIDwLp8sevI1ouTkRny/3Wy7fse5FxielnmsvF8olNm4SvtBUd5njispr2E0cjY1hbUfPKVk0YWTHDxl1mfTDa+IqjmNbMV0Qtq9Tb0v/chycmkk4Pp60YPUrbTylshsPG1jwmLNlkPYjmrW3BK1NXMc/aGK6orgEhsPpgOa+bZb6Id1pEl0O2UEc9RQ9fl7FPh4BgwpLNAIAnxi2LVA7rPC3KKV68uwc6eSYxR2SJpGIHqSOTCN9EK4BNrmcm3Z50/okowOskeNjzflmMG38TweQXDid16EDHk1lLO462zyd9ACHKT3TeYL4lEih8I8TxUaIs2/hbGknND7pUGKWtoP6TpEeYtGxz7W/TdTL2TYIYCowkrYy1eUrKoI3HbMhsw4v5AJXx7YIr86/HVGkyblRzqU5pyxsDNLZXlLWzVydzqyyUH1dWuuymVmuiviWqgrLngRCCZyYsD1EzyWpM6FgrKU7bhNMT5iH4sKQVG7Z9nhCC3z0zBde9MtM4D5nz2zgwnXtt16qumFXrcWuFTd8uPP3N1rKcIvzIeesxesGG0HM+D51s7b8V30SKV4F0PxLJGHz6plbylbDyvXvZI5i1qll+ABkqh/ydSZ4q2Mq2NkZnlbAKJTP1t4imKSmw85x9HfVY2oph70mjB1sFiGJRX93UgWtenomffW4PnLD3YHz+5vfRUSzjwZ8djZP23944j9P/NTL0jJ+srn5phpU1A1CxSGrqKGJAr4xxHJvxT0i0zaFQGE7oSpdUaduNE5vQcq3O5bFtR1EChBA8O2kFjth1IPbboZ99GhEgvAJG/Z3UxiCJK/0AMHnZZvzqicm4+qsH4YxDdlSGlVkImnDa8igaWNrW05hY5jgrKojk73pce1XVi5WFulAZKXhmkKZM8KofNyqRWtWIxphQqWG44Y3EZaaIw/c9ewUcwQfz1uPAIf2VYVRgNlSi9/piRILpFeQ4+Uf11O73/XSdlbZxNzlx01Bujuu1sHPJJs3JblJqVRitbGq4sWejmNel4zhMw4QP28V/q8rEh5M6SvUqFC6XP1+x+l3yt68o86o34t1aM1NiiPONnK0Qtjeslm5sxwsfr4yeR6QPiFPXdhBNq/U8zEmCLiLspFqTpyKA31ampZKN19Z8CT95oMLFPOcvZyjrUNcnVNa/Zc/+cI+GI/nbh51c5YS/U1K4a1+ZgcfGLkMfyZxuO7f66ArlopX8TrppLVcgSo49nLZi9FjafkqhWrguf24ahs9aix/eOw4A0FGsbHZGzLEjTBeNOXqBXrG5HY+OXYq7Ry6ySveG12fj8D+/jbXNcmdotFdWYmlBUgtq6SK0nkpMKadtnec1pSKovllHylR3gk1A8PKUVbj8uWk47Z/coYKxJYFZOBo6wTSphT+pTe85D03AysYOXPDYJG1Y2kleHE5hgLU2NLrem/AAoJXGSaSdPB9eNV1F2czc0cghEtjthEa94t119GVKoicz3yB6L3xm+LEJzPf0N8poRgCzsfDWzDU4+8EJOO6md+0KQUGnTNdZiEQdMrWNq25+l2VvcAjw4EeLLUtVQc3Sts7UM7zzVPZdhPQsNZYeEXObxs7DNK06SBQmc7hqnutlaVBgAps6C1/DZqGbF0zWH5kSxiMEU5Y3auPTEOa2Bey91UoM6m/LuIC9zEUnZ9IXOi2ciIrSTar6Tb/Sdk7QGTR8EhBHVrQVEWXhO4tBP2nNl6QGA4B+XvDnYtGcHJuqj7nNI89bFYYNL/6bD/PY2Mpt0DbJ4W2YZsHsg7pCCWoznokmTNfpQuNl1GNpK0aP0vZTCtXAXd0kV4bGBb3ps3GOI8IIidfNW9+ei+/dPab223aSSo4eId42hI5bf3qEKGnQCq545THOU/Pe5NrJuMWbkimMBcQb/nD9cY+tkdT14XYLq7SSxKLWxKKELy6dVlKctg+OXowv3vI+Vmxu14alFWdJ5J7kaFjfksf37x6Dl6esFFvaVmtTNAYi0Z9EtfYzSMPEERkPk65taxEhtr41K0/Sc134YE4yP3DoLJbxy8c/xu+fnaYNq4OOt7VeektjeoQYqvwNLYVYN2jqbWnL5BlxfaaDmXHaBmGUnLbSd/HGQBRfA8J0JHHNbgPIA2kdkVnmZYuQRR+Xh443XjyjmBW0VCYolCQy+la6oRZS6CTcsCy3vT7tKLd/ygLZ3AZsHLlcIYxrmZf2IDDhzpZEc9r6OzE5NDCVt6SUU9Tf/LgNUQ5o8qgFl8hMcdqEXkZF63mcvWmcdSBqvl1iaWuxTuqM1LrKgjWutXwPp60YPUrbTylsLbWSAj1hx508ZNHveG8BGw52C79sEtafcAlCJLQRSZoewfwUMdq7esGK01bUHIQ9kY5UhiiNqrW0TaYyk+IBtSlOWaJojcZpq1fa0oKeSQ5/fnUWlm5sx81vztWGLTOWtgaJa8BsqmOm97c35mDc4k24+KkpwrpNSqEmtLqKKJnKojmOfhwlQlHDCLuiDXk4DdN+K5xfItzG8KHanKvK9ODoJXh9+mq0GvDF676M2VAl5dDOAMEVUXUGcfSm2bQbefPwyJgluG/U4uiZW2caLoNRNELPvybhg79VnLaydonbH+Ju7LTpxwyjs65mLaDiy1TauLw1mE45J5GBDIKhTAjyEqWtlQxUx3XJOK4yXc2cHT1bSX7B3ybcsyoHlTKwB+ZdK6jbKlui0CPYfhGR/B0VoWkh1j7PLrLUcSD1vKNYVtahrkspdLZSy3wTeY2AU9QK4thz/IbziILo8eo/vmzWGULEYcydvSaPKHXUY2krRo/S9lOK7hoP9ITdVd7hCbE8ravWjq2sGcpDMnlGAe/QLWl8UuZHXTnpNpNZnkTlNqylEaGydFfAussR2c4DeyGbCi8DNoITbdVRYpS2QRjT5IrUJjHp+aEosxqiwzCWtvHzl1rtR0irqSPwSC6Kr2p7m/xEArtVeQ0OI1zHgB8hwm6fr2/t5i/GhjDKoYTSERm3gzc91NnUljfPX1PkuFZPUUeM6vuSmhtz6WjiLiHANS+bOwGKjAgKQBWSdHBTr40eO8eQxC25TQ6b2O9ORjOo+o44B7S21mBxmq3seVJLW7lFW/0kyXopR3Stn/Q3sTQo+rRpyijjPOJa2mrStI2rglA2jll+FZJoz7DOVrcuyt8/NWE5Fm9oM85bNn/QsndHoayZz/WKP1k4j8SbV7R0B7GmYJm8bbsO2ByUmqXXlRBl7RsrddUhTtxcejhtxehR2n5KobS0lUyqSVjx0Ul0mdLWcppKchKO84lmC03EtA3jmTo3IoJn9UDcqzKEAO2GlrZJLro6CzFRXfIwGX6RhmjM027aOtWLaWlbpC1tDaLbZGFSN/WdkyQCpfFHqOvW/z4hEYfVuCGhOFGHgtTSNlpy1tApPoWOyAy/VbyxNS8PD9ZxHzv7R7u6bg/d1cW4kjghBH99fRYeGLWYU+7778Nx6JszcbLPZSIqbbvhSDOq9RCjgDLoGHwfk8WwfW6Kunt1NypDnPRpBZxhHJs1S3MNW7fGCuc3w3Alj6AgURgm2VRlj+DPr87EsOmrleFitVOCivK4oM/mTNKOZmlL5WEdW5+mEpYZ6pznJj0t1GOeMbGYVuEbd44yz0vyAbT80F4oK9cCnZxLQPDwR0tw74eLw/nHkJF5iUJ0KGSzb6gEZdcQ0xsHZmnrEYXjN46TUP/vJRva0NheCIeVSCz+rYmusmCNu3/ooUcQI93dBehBN0ExHurpcIMeh8UIJ8hMWhHyrGd+/HuC+guLkTltI8VKJu+uylO8dhN0WljaJrT+a60JklpIbceu48T34EpbCNJ/s8KMmfaOtiopx5WEI4B2RJZE9zZzpmavbFfNK+K04o0bK0GaVi7LHJG5jnX1mtRRySOYs6YJBw7pH+JnFX2CqSJXhKQsmHwUFacUSqsZ+2JIob0OHjP9WaubaxtB2sJftRG8bfg8/ObkfSv5xyhALm3mVIqv626YhsKyhOlBgkARrg5Pr0Gq/mf3nE7f9LDfI9EtbaVKZSMZKjrYjanhvBHLmpfrm5qNsagf2ZwR5i2ppKJ82atTV+HB0Uvw4OglWPK3r8jTjqVcV7zTiCmJc6paho/EaSvxM2AK07VShLjX24HkFbVJ72hDXNOa8Loqae4sWSgJxc8ZS9timblZwsfRrg0EuPYV8e2SMiGxDrt1bWHbXxPb33PpxNUvJNmH+cPB5ZvaceI/RgjDekS8FtVoAbtBFxolyx56BDF6LG0/peiuAUEv6KpNapKwVZ76QW0ti02tGpJEPRasGSubcMnTU7SOm0R9aEv6XlnYDmNLW/O8dBB7SQ2QGKetbXiHVdREKYWU09ZA2cF/thGnLfOR5iW2VozaBRenodlUR81HVDWq+cqqexHmn9Df2uiM4kiitHXqY/Fyw+uz8NU7RuEvr82qlEVjnSwqgkmxotJeqNYh/hqsrQLOBLpkbDg8o6AtL557jXmEY4zKrCE9Al+Ucj06qihfpgyEe2dfBluFpSfhKlTnEa9uoswxoxdswPy1LXxBxOkblC8WXYG+CIL8LDLQKIf0lrZm2cjmQamlbYJjwsRBaD3B9sHwd+nkGFu5guGbNahGnjbHKA8vysjSwLQvWWYnMt6JchiiQpRxqgIva3WlVaCc0zaox44CqwTm+7V23lC8s6VHYB3v1VfGiENHFuYLN8tTVpdJXu8nXAf+eNlms7CC8nSdI7J4+fTQI4jRo7T9lKI7rCSBYCA2dxbjO4SyOAqzGf9RrjuIw9tvgmjMXdOiDWOSfFN7MfRMNaF+6z+j8eLklbjo8Y/V6dIcm92wsRWBlgeEnLZErrQ19Uwe5VtFCjVWqEoG1pa2cGLzCDKKVmZDot+c8HVZYqgW4pWLh63n+SS69OuaK5+VfJJRyCTHaUuqeRhonDVQXuvXlCpKv3xs7DIAwEMfLankofkEkYWnkbIrYt9QRaPHkY1yJsmpl7mqWocLN7L5OY7zN1PkBNzdJohzHdQG/OaWfWmcSu0vE8tVuj5VyunIN3o00aIoZ+atbcWp/xzJpiNL3yC9BKY5AObK2CRvX7F9RjCXGT4T50XknLZGKZhBlkeSeaqqXMdlmfihjUKZJkIkS9vYhymWAoYurgI6450kar/edEy6MibZg+T0CMHfHcUya51pWYDJCqWg7HBPttbQYdc1d+Kf78xT5m1tqR3KTyTT6dMMW9rGk0mSnDb4pFT7PAJx+/jPukPzE6UueixtxeihR/iUQjUgkvJAL8K6ljzaC2V89Y5R2GlAQ93yoWE79qNuAJKW7cYs2qgNo1uMXpu2Cr96YjIuPHFvNh6fDvXEF6KmrWjCwTsNkKb9zbtGC8qjKXAXQrhwwcaqC1iwrlX43BZCD7n03xErbof+OaxtphwRcfm88PEKrNzcoUzDdrR/tHAD5q1pwU9P2AOO47CWtrTS1UT5xf2mrUpMNh5W1dZVRKoUpq1oEj5nHebZQ9iHa5y26gOCKBBFlzt9oPOVH4DpysR/RdxlSXaIw8OI0kL6QrMBVbzmuQv5TZfNVfNIBYAJPUJ9JnhTpiSrwwfuWzNpw0M57ndXWdoyZYh6KEDFs938qtpAujHVlUf73m69kKYTceMc21KYir9gfSArqHpakn4OtPQIhs9EDUWIXKGapKIib6q0jWURba6A+fOrs5hnSR/a0ONSdvOARhRO2yTpEeypm+zCiyyJmfYy7cMKsLfJkp/Pk1giTMsld0QW1OPmtiIeHL2EisOloelTE5bIlbZx/D48NWG5NozNurW+kzt0i1IoPy6vtDVMTNZuSR6021grE6LuS91jYGWfZw+nrRg9SttPKZSciHXM9wf3jMWPj9sdALCqqbOOOQWIOkGGPITangB2wZyjy+K6Ki/Rf0csrFMONqESQNyMLBqFtiSOCz2nbVSlbQOjtOVzufy5aUqh33HsD2l+eO84AMB+O/TDCfsMllrasla34rT457TVhazcXebEKuFeTWR/mwqHGoWMr6xlrBmrir4o9DA0ovZPmcIrSmq2ltI8RN3JlDIhFCbhyZ0QEtoMiTYRdTxPBRD/6mJ0ZSNJPP3ImzAuYJJKG9cxPcyKu+Ux+172YIBY55TkMPA8EnmMR9k4AwkcZlHxR85bbxjHPNOwDKr+HcrLMB+xRa6CHiHBtfHukYuMwvk51nMKJCS4peEjaYsvOrkz7x2L/531GZxxyBBp+Cj0CHGVtiKY1rttdsWSSCury8MuF1YmsopqiPrOMzRk3YFu8+tfm8W9ZQsQ5yDSs1wnVmiMRnjwKauK2lx0MHrhRiasKLiRTBchDiBvD1W541gTEwLoLg2pDuu6wxFZFPRY2orRQ4/wKYVqQMn2bUltGE2vQ+lgfHouuS4gD9+14B3m2EBrrSa5lv9JPcSy8ywq3oiY1vZmgWfOSrrGRahBpwyJukDxV+f4fHRWGg6ij+sVjRVhjObSYjcL+o/ixzDN62miLKlnN+6qMVIvvko6nE0OfljGgiGiskzWhDLhOmnoFN1CAT+GpW3UmCErWwvFeVznjDTopUg0LcRtM8bCXNM2ScP4+jr3O45lEQ/jA7KoCmfqb6M6pYKovlPOFahTVphrFetiaauLZxk+CcTJg4/L8KMaZWY+WxCSbN+PjSQrjn6lSTdpS3s+uT++MF0ZPsp+iZHDEpIvTOcu2+oqapTSpjdkVHAYS9v4CDkiSyBR0zRk/VEl6/NR4gxrj9jtp89/dKJV+rYH4m/OXBvEld3+MlkKI57yymVBefw4zvp0N65ktIw12jOrnJNBlPHRw2krRo/S9lOK7hwPukU6aeiuC4TCRyxeaM43jJeKpQ3XK+VMosn6wzr66n0C5ak3dCfqMo+ofFxApTS0/0YbbkEb8JuqKF1JpkjRwe+3tOKYcURGCxqGwpSJIzJT8GnbVk3SPdnU2jhqWipnd1GUrrzH2iiQjaGKYKmZuxI2qTJVhJoJ+MmVARDzFoYVNMmWRQS9pW195ndz2sboCuqovLlJ+ktVnc8Syd+V3/Zl94iBp27q77JiMy6tuph1w36zXWKep5+fdP21XhvDl6asTCRPnXKIdWolmkNE85vZnKdsD0sluecRTF/RFHI61dJpf5upnhKmKO160iMA+vlb5KjLJo+u3+vZZahb+8RWg3Z5uMy+wL5C1rfkcfcHC7GprWLIwd8I0KXIj6U4so2s/OpDt8q/G1rz+Mdbc7F0Y1vk/Mue3Uw9x8A3C416HN4ZxY1YDrkjMkVe1uVkI+jpEeR5dh09Qrw5qEdnK0aP0vZTCpXgWO8rmEmd3ttYn9hZ2lYC256mRr0y5sYYhXpLW/Ez07K+O2ddIuVICjbZqBYuE0ThEpPBX2SXbmzDrFXNobLQC6mNkoC/Osdwdxl8rOM4kXkyfQtxejyXGKWtPn8+CL1BkcVnrCbs95UAgGUb23HhY5MwVcI5W0m7i4SbCNmI6RHk4eysMcNhrSzcoe8DJnNyXDoEviyi9hQNcZNPjeqskn/td2WTK7BJKJh0SdDzh2haWNWoozSKplQlhv3U7vCBV45Eqz8Tpc28tWYbU7WFjPjvqLDtL6rvjFocrTIjxjfTh/9RD8Ti1rMsvu8QUYQ4Ngu2Hs5jKTGirK2SSP/9YCG+duco/PapKbVnT45fhkOve9u8PDHUtaqYunR148ia85X/rUm/EMURGdXHotRarLq2HccCpTQzL4jysMuCkSWifNn5j07ETW/MwS+rzpnrYmlrGE6kw9/Ymlcq9/0+fMnTU3Dn+wvw8pRVEUpYzb/OYnE95mSjJAn/06wgcr8NRPre9hP58aCiR/CIOs8uU4bGzKfH0laMHk7bTylUw8HWA70tonhDjQPZyZMqfFL5miAdQ2ury8JU8UGnk3adyArLes+zdvQI8fKSHS5ESdc/6f/iLSMAABP+dIpQuVUqe2gsmI8/laWtSRPGGelu9aNk1rFReNVkVrsyKDc8hK+bCrdrZ9HDBY9NwqzVzWaFqjOibJBE4+A/IxaiNV8Sh7NSdrH/Ro3P5K8IU0/wlofhAKJH9SucqaVthdLHTkGTBOj5Q7R2XPmi+iqvTfrMQZXhehOnCswPedmAJmvOaf8ciSV/+4o2nDkvZLS21znwCYWnwpSJvOdLlaJmxTKC7SatVCbIpf1ySOYZS4Wctd+CCDUQq864yDp6BNO84igRaPDrj4+7P6j4VHh9+mrcVX12hYYWQJZnFJnFVEwQtX/SFBGhed0yvAlM/AnYIiKzixY6S2Kxpa1dHnE5bScvawQgdw6tnQcS7EL8nDVm4Uacee9YDOyd0WY/1sC5tQ6y6/dJIY6yTr5+Gewloq65knD+tCE2DLBdZ9j8lIe/kt5oejAeBbrvibbHiVqarRs9SttPKZSWttLnyShzo1z3iQPbCUM68SdoBURDdmUyl3a1nnX1llP28eptad1VkLWXqWWpVGkboSz8QciyTW1CKyOfJ1aEyvhjc1f1D6PNhqAqnjHw8AoE9AhSS9sIStck6RH46A6AS5+dihc+ll9dZcpmkZdJn5KfyJvlwQtuIjwyZikOHNLfOm1tfhHTkF7pN0iRr9Io8xL7DeE8ReugkaMo2XfphFfJexPKoEQsbTX1Xu8DWxp0SfyxrrccNK8DPqRHzPoxn0USnJbFsocLHp2knK9V49tY+WZwYMKmS8+3hplI8ov0njm4tBvjRQNzwi3RWMfOEZn6GjZDQWSoHDBXRijoMiQVvnB99GvX2vLULWV1Hkn3Idv0ouTPUodEOFigoljTStkevggWXO1ey3ZPl3Ab6hwE6uOLfY2YgJ/X/1c9EGlsl1ONJPn9FXqE+o1GWzmHNjKSGWhFWfdNSyGnrSLMvyZxZOAtbXX0CGJjhGreXaR+MdmvqNBjaStGDz3CVow9B/eRvuvO8dCZmCMy84B23tMrYe3pEVg8MHqxNCzN5TWob05SDnV+lTDqQDJlkipWlL5BuH/rBZtNor0gxSJRBxQivlFmg13511ZpsrqJva5Mxzdd9OgsF29oxeXPT5OGpfubf0VHpqhlrD1k6XG/6WviJvWv7MeCt6YKW23ifNA6WAeo8N+qoK5Nm9jnId64RlOWyTltzcbn0o1teGLcskQO+kTCqpjT1k7ZZQNZrIXr9MoOudVycvMUfemj3vpbfiNiFCdi+kD0TUA5gZtBb8xYY0w1BIS/07SNmbFH9IdJzBrkyXmmo1qy2hx027ZPkWoXWUzd5jju0IkkK8XIk28fXZ2F+5F5mZKaVZIy9oh3ACmPrEtWJIc0SpzUmsCatiTChzN0LV2817NVSIkcrbFrQ/SDB3Ea8SsktDfU5p8ceJnKTCFZ3dMmMBbLXn0tbW3TTqcYrxzR87UoBz0P626TicaDbkz3yaak+QF6PziqMVOPpkvCGj4cv0dpK0KP0nYrhqrTKwdEnXdr+WK5runzkBw8SdEVDl8eGbO09rdMuW5mKZMQtpIJ0kQRIOvdfHiVwskWOmWs39YplacaA7D0CPqC8rltbFNvRuiNsqu1tA3imW4WaeWczNLW+IpxXKEhYfFGqriOUNDxizcZhatx2kbQdokOFQTBjPIXxTWp3y/eMgJXvjgdD41eos9MmI9auBYqqA3SlVsQ68ojfr5gXUsoXFjpGC1PG3SlpS0Dww2FrP5EpQ5fdySRtqymSgjVOG6XXBuPkpYpbOUHVfh6iQeMKsVaaUtz2kY70AjRI1iVINrYi+OILNQXifRH5YlQGWt4AKBUWhglkSgCXxP2o9j0W0ThRHLIdQqHttZlqcPBwn9GBIe6ySnfzfDBvPVW6UaiR7DKQd/GtghZwCeQqOm4jHKGSGr/JlBOgWySJGzTphWY0rgGaYYtbeWRrnpphjZplT8J3TfyB0X8OqliVJTfkCC190lDl+Kzk1ZYp9lDjyBGj9L2UwrVeKj3ti0pS1vT2d2Wg+fD+esx39CxCJ+PKTZTyrFcWjwMozhy4iGTb5UKfW2udul1Jda35oMfMcuUJJcZr4uVKa3iKk3o2Cbl5zdAovy/fucoXPPyjFCaIkdkNOgr389/vAL/7+/vYfEG1qKQr4OiNaet+TtrhyEWzR/VmRuQ/Mk3XZJojsj8f4M4UZS+gHyDUeFsVSdDV+nEpaySOorlofC9UBlt0u+SaTV/82fCIZ7IxlBX55K/k4Ps5of5Wi6Or4e58pX9bXrjQtWGca5DAuZzBF0/tv1FyWkrzU9XHvP8ba9t0jzQ0kNBTRrdIbXE4mwMHeTYz9Gmitw41qmm6URBV8uaovZi+fDtZkrb0se9JrylyOYyiChjiOTv2jPb+VSTXr2RZBtEcbCZZP6J3kAUwLa/84YuYidcBnXEh1FEeXxc4GhSJ5NEkTH5tZAPrtsnqsZMPZrPpM5XKqj/ROihRxCjR2m7FUPV5ZWctpL5ICkjnC63tLUc+797ZipO/edIAZ+YOiGbbPo2BHTSsvIZcStqcpVN7nws/iQvKrpbQKSdW9iWJESPIOW0tf9GUTuwloyVH3HHGJ1P0eBIns9OZOg7bUVTzTKcVsQGjsjEu22+Kyzf1IGbhs1WhikZWNqago/d3VTNptbGScKLIKiZbupN+mocHl96/s2kXKb9otSZqRBoEowOsvPAXsZxpdfMDeo8iRsg2rAxJ6Cofbk+Gwn2t6dQSjLx+Ho3nIdU85XZAawiTKT+rp/zGEt01XfGUJYb52/ZCQq0pa1B+iLUUyEW54ABADoKYTnZdE5Q5W8K9YFo18t5cbJURdVdnRc5TqblLPvDYE7ppg1vl34ofpQ4Xdi8tKXtupZOjJi7jh2XIoWQZQFNDzcmL9uMpRv1VEV/5eTYrlQwRZGLVQrEKPknQVkhQxylbZwyrG/J4xt3ja759DBNSr5/J9L3uiYMW9qa9d9KWJk8GU4rKZikWLKkOOvR2YrRo7TdimFjhdaVEHEYxYHuRjmh/hsHSdYZ40BCuAAaZqYJFtd5zycZcdtLdqIcXTEhF9YjXWMXgG7vL906wjq+7gSX3sCIHJHZps/HZOgVZJVBewJWWQPVcdPKIxarhelQj2BdGniMtSiOoC+KrQWCv0/75wfC/KX0CJZlynK3EV6dtsqIV1D3DbKy2aT7pQO2N0tYkbjoscqqjo2b4IxdZ8FAevOjlr06f9lbk+FXb0tb1WbTlqogbGkbYaNOiHb9p/MpE8XBkiKPOGAPLu3i0oeFUQ/EQvVsWQZVcJnTOdM8pq5o1Do8YpRRhvno5nJZeiZpi2DKo6ntq+ZZWkG3RsgOpZPIr/JbN+d1nRwjQr0Zc2jjgi/+fQTOfnACXp+2WhlH9kmZlGaBgbw+l29qx7f+8xG+eMsIZd7C5A0UaXHT8BHFliHJq+a2N1et07cMn6aVtopDcV0//tc78zF1eWPNp4fp2qbjtDV1gEsjtKeyXKfEDnZJ9V91XBEWb2jDWzPXSN+brCm6dSBbdZLit1OPpa0YW7TS9rrrroPjOMz/d9xxx+4u1icGqsVeaWlbj8JQMPGUbQL/C0ycbXTF+LezeFKfnBlvMDXvhVx/dayPuMmedtAOiZQDiD/pm1xZNoXrOOzmoPafCgKLyHh50mNB5U02CM/2Eb3SNhi7flCbeuqd4wn2+fSDB0nWP2BPYWCTezqG1rae10dJhH4l5q9Vx5+3tjWUJyC/8lwR/M3L5At0Pi5+agrOun+cQUyDQwAOtlaRLnOIYFoaeXqycKJy5UtlPDZ2mSB0fMSh/JCmKXlufLgQY6hEnVtNLW1VwUzT8BHm4zWMF0MJqipj9INKm7B2mRRLtMJSdqChy9QqSyvkizKlrWF/8oiBbCuXI6VzjVHuXSMz09BSQ1ULFIVCSlbnncUyRi/YoIwrurEUZ2605VGOKwZFiS6+WVOfnWHZIzUlVUf1Fub7lNNGUfll7SlTDNGhZf16/jp7SjxdmvVAqP8Y5N0V9Aii7mG77gH2ZTWxtCXEft6Iq0T34wvlaZN0qYhM/4VedhaPGWBVYweWbNBbkvM46R8j8ItHJ0n5qsX0Onbw0/CNgXo4bcXYopW2AHDwwQdj9erVtf9Pnz5dH6kHWqjGfL2dkSThjdkG4ssceth6CLWZplQWEvx7ZY6aYDJBK+qmsJ7Ya3AfHLrzgMTSk32SKf2HrJ9GqSvXFVjCCK68xF2obEcuL+TqHKGxlrCVf20sbfvm0twTNi5t1WKUriJI3D5tIzyaOJCTzUL1FE4CTltzXP/arEoczRxlJHjGsbSlqjSTckMDdMbKZqs2iqL4Mgljs5mNY/0mCvPU+OXGeQN11VHFSt+PF9XSVhhWUH8mLcXnYTq/qcLZijyRlaQRDil8VLyCy8ZrRKWoBWzTKhpY2urqwLaOQp7bFdE7S2IaMNP5XkRvwbePLT2CnSK3a4VCvUf0CjIp+22rrJ0ufW46Plq4MZQHDZGjrDg7pNVNnVbht3ZOWyBcx7Ri0NQyHDDz4cHH7Z2tGBKYWoQL09e9T7AJIilCk8seNrfc35+7Th+Ig+3nsZa2ctjaVZgWQza+gtuTgnnYIHHZGCBEXTZCxBkQApzwt/diGcNMXd4YOa4pfNq9HktbMfgd9BaHdDrdY10bEao+r3onVWrFK04NxYS0FP43sFyH4skqkfGf5MLLTcLh94ZKW02hRG1mc2XSFrHq2RGVjSBqz5PVIW0VSIM/rJBytUqv4Mg/3nUc5Ql5YGkWr5P5n1AvQZ22hPW/x8rSNssuOSpLW5lwatob5q5twYJ14raOg6Ub29DO8Q3GEvgTbiu6n9WqMLYCW/RMPw6k85jBnEzXKM9pqyqX7L25EG4QhvqbnjaiXnU1GfeiutzYpqeIYPKxUIp2JQe0KfeylZKeq1NjTlsuD1N6hCj8pmwg4Z/V+EZFsI5Dh4niYGZ1o1oBpfUDQL32iN6ylEaRoh8w5VUPl48PL4/Qmi/h1Ns+wAl7D8at3ztckkKATonvhjiyHf+E5eokyrCycNWHwkfyNCQvYsC06ZPM+u1ZeqWSiNM2jl3LQx8tYX7brGFRECW6KM+uXA/oAzCbwweZwZFKRN11m942RROWZ+XmDjwwarFVOlERZZ5OUsb0PHN6hCjyt21RU25wiLOhNY9b3loVThP+2mIhPxgGVYi4AKLdXAOAls4SVmxux6E7D2ANfDRlkxmp1VMJarM/0KXhOuzvHrDY4pW28+fPx0477YRcLodjjz0WN954I/baay9p+Hw+j3w+8CDf3Fzx8lksFlEs6q8Lf9Lhf2OxWFQOmucmLcOkJb3xo2N3C72j49F15nleInVoS0gtQ7lcRrFYZASoQiFcvrLnoVSyL3eJs5TwiPr7C8WSMj06Lp22qF4LEoH/7ON2xUNjA+uqYqlk3SZe2UORK6tfl1FRrn4DITHallTqwsePUu/gd+lncWnxAlyQfg0Pl07DG94xMBUfywb9jP5mvuydBXF7vjl9FZ4ctxR/PGN/5CiuTZ0jF7pvFoslZpyVypX6K3B5MuUzsfUmpDLXGY+xsGJDhmKxiI58oCQqVfuert/TaEg77JzC5Uc7l1EJp7V5rqTO+5qXKMd0lrQspZJ4TIg4z8oGafv1xadZeaa3HoriEKlQTVtXTzyKxSIzT5e4+WHY9DXY0MoqDAuFAhzHYepCZn1YLJVQ0pSJUHFTjtgKMF+QKy2LxSLz3WXD9atgICsU6HFJfy9VT6I0+HYg1TWlVGbn+3LZQ6nMhi0UiigWWZHNsZ1vq/OD/DW7ObAF0aRfLovXNVJtG1k/9dNUKaJCayg/l5bKKGv6nGh8msornYUiihnx2sS3r58XDXrchMpguM7TckWxLF9LfBQouahc9qT1Wy6Lx86VL6pvvhWLRRQdeU+i8y8WS1ZzdJ5qq6KEP1ZXbwXB/EH3AVomeOnj5Vjd1InnP16Bv33roEp8xdrX2pFHsZgNPTfdzBZLJaY9isViSKah+xUvC4p8R3ieJ+yLomdlz2Pag03bXFb0uDlK1R6qd/56HEUBVSyx41qWj2hNyhdFfYg+XI67L1LPmfw+xBaeZOyqQM/DSe37VCgUikgh6Ce0rCNat2XriEyZ7lHrQ5Hru15tDQ6+WfW9nfnwnPHPd+ZJwwPhb+DHBGDezrxcKkorlH+EPiBNy/NCdVh7zuWxYnO7cbp+3AKXhk6moA3vR8wVX9/3PGJlaVssFvHAaLUSXrcHmbxkI7Y/eAdh2U0UqEP/PRJrmvP4z5lHoCEbfGS5XFbOv57nCfsSX69RINMTFDl9RbFYDM2l/Bwsg3/jwi/vp0FvB5h/5xattD322GPxyCOPYL/99sPatWtxww034IQTTsDMmTMxaNAgYZybbroJf/7zn0PP3377bfTubXei9knG8OHD0d6egkzB9fCYCg+et3IGBjWw7zZvCuINGzYMfjdZvHgxhg1bWA0VvetUFr1457YuPHR+/ByGr9sZnjewlt6wN94IlW3JkiUY2b4o9FyHKVOmAAg4ODdt2lytDzFWt0OZBx134RIXPjvJ2nVrQ+nmy+K0dssvZp6PHz8BLfPkC0BbW7gPLFy4EO+2z2fSWbBwIYYV51d/2bfthg0bMGzYMKxbF3yXLdraWjFv3lz4df7XzAMAgIeytwAAjsvOxgbSH98vXI2FZGdtegsXLtKWha73ZcvYsk/6eDLo9vdxx/uLAACbVi3B6bvwVo3iumtqasKbb75Zez927Bhs2hy0zfLlyzFs2FKs72DToMtHPPl49rFmzRoMGzYMBUn/4dHS0oLKvrWSbntHhzSPYcOGYRXVx8dPmIj2BQTTVzkQ1ZMIi+bPxbD2ObXf+QL7Ta1t7bXfxVJZWJZisVirl7lN6rzXb9gAv01XrloJm745cdIkFJeIxla4XteuXaNNe9y48dg8x7eoDr5r+Dvvon94bx/CuvVmY6ulpRV+vb377rsYkAVmbDZvI6DS1vNWBHGWLluGYcOW1N5fPCZcB68PewOuA8xcHcRbtX4zRG04YeJELM4RqProqtWr4H/v0sWL0NjkhNJ6441gTIm+YWEzau/b2toF83c47qhRo7C0r7RYAIDmQhB3yZIltXLOnj0bw5sq9BLDhw8PxZvdyLbDxo0bMWzYMMxZyT5fvmwZUpsJ8+zd994PrdULV9q1a3NLi3INa2oMxmPloNNunS4UCsr0l7YAojrf3NiEYcOGYUGz+L2fZqkkngMbGxu1a+iEGXOxvi9bp6J82ktsvMWLl8Bk3A0f/o50HM8StBNf3jWrg/E94oMPmDJMnDQJ+cX6jd6U9UE+s2fPgee58Ovr7DvfxPf2Yjf49HqzZu1alIrhMQYACxZEkw/eeutt5BTdk87/48lTsH69A9M5eszYYD5dukw8N348eQrcFZOladDjGGDXFgBYt25dLd0Z06fDr1s/zBqFzPfeBx9igWAeaVPI5TTGj5+Acilov2HDhmHJUvY7Z82aVSvTuLFjsZFyal/R2bJlW7duHaaV14LvizNmzAw9W7ZsOZrbgv5A1wsvp6iwcsUKFIuidNj45XKZ2W/wmDlzJoZtmoHmZrP6o/H++yMwuEEf7mOBzDd/4SIMG7aAeTZrFSW7cWujHuz3lWrfLcbcFXZzPI/Vq1dj2LCVoXxVGD16dC380qWV7+NltSTx5ltvVeeJSp6Vw5BKXn6701i8WDzeK4dy4TK2t7fj1deHAQRYzfXdlpZWDBs2DLMoGUklJ7yukDlkWL1qFYYNW1GLt3z58lD56b2PCvPmL8CwfKAk3rBBLxeuru4LPIM9hA7NLa0YRfUPH+vWrQvV29yF5vtBP+58Tqbv6Ojg0mXzbWtrg8m+yCuL1zYRnntFPg/x5Z22Vjw+f/XUVPzh8BIGZMJlzhvoQNY0V4wP7337Yxy3XRkZOCgijTlz5qBlOYR5ApXxml8XlnNGjQq3mS3mz5+HYR1zQ8/5/SY/ngBgxAj1HOz3zXK5MobHT5iAffqL5eitEe3tZgccW7TS9stf/nLt70MPPRTHH3889t57bzz88MP43e9+J4xzxRVXMO+am5ux66674rTTTkP//v3rXubuRrFYxPDhw3Hqqafi5lljsLmgvr52yFEn4MjdBjLPHls9AQtbNgMAhg4diovHvA0A2GuvPTH0jP0BoPYsCtxUGpCclJriN+kXcNHmF+D1/zxSqV+hXLUqOOOMM3DJ2HeYsLvvvjs+f9QuuHnaGKs8Dj/iCDy6ILAk2WabbTB06DHS8PPXtuJvUz+SwWPHTgABAABJREFUvh86dGjt76lvzAVWLwUAbL/99hg69DNM2NZ8CRj/XiiN//f/Pg9MHlv7ffTRR+ML+w6W5nnHgtFY28ESj++999740nG74ppJI2vP9tl7bww9dV8A0dp28KDBGDr0KDy3fhLmNG3URxCgX9++OGD/nfDasvnSMIOdZlyZfgLnFi/TprfHnnvW6lgGuk1GvzQTY9atrP0++NDDgAUzpXGLfYdg6NAjar9LZS/U93xsu81AnHb6UcC4dwEAxx13PD5snge0NAEAdtplFwwdegjmr2kCpgQOlujy/X78cC054o477oihQ4+Q9h8e/fv3R0dzJ9qqJ7e5XANQyAvDDh06FDNXNQNTK/3vs5/5LE4+cHusHLUYWCpvMxoHHHgAhn5+z9rva6a8B1AnsulsDvCtnxxXeEcmk8lg6NDTAQADFm7Ef2ZNkua33eDBmN+8CQCwyy67YML68NUpGT7zmc/g9IPDjvFE42OHHXYENqmvWh577DE4fq9BKBaLGPVo0E9OPvlkbNcvpy3PCxs+xuxGtdMUAOjdpw/QWREATjzpSxgyoAG5Oetw75wp2rg+hg4dikXvLwSWVw7pdt11NwwdelDtvagOTj/jDGRSLtaPWYoXllQEuzUdYsH0s5/5LHYb1Bs3KebLnYbshMkbKx5rD9x/X6ydtwFLW5uYMKedcQYwTjzmhg4diglLNuP2mRMAAL169cLQoV9gwoi+43Of+zwO2VktK6xvyePqSR/AcYC99twTI6rzzAEHHohTj9m5tgZnMhkmXr/5G/C/2R/Xfg8eXJk3l49cDFDz3q677YbDdh2AJxYG888XTzwRu23LHjyvHLVYOV/y6NevH4YOPUH6/r5lY4G2yu2kKOt0NpvF0KEnSd9PXdGE22aEHcgNGDAAQ4ceh3GLN+GOmRND7/158A8T3xF6txs4cCCGDj2WecbPgR+sdnHgF/YE5sstaIYOHYrmjiKumPB+7dkuu+0GrF0hjePjpC99CTv0F+9K+Palv8nHG81TgU1rAQBf+MIXceOU0bV3n/3sZ3HKgdsDAFo6i+ibSwupBPKTV+HxBRUFx3777Y83Vy6scbOPXuvijp+fjH4NQZ9csrENN1TzGTR4OyzraALKYcuhvfbeC0NP2w+AnXxw6mmnCXjMA9D5H3744VgydbWx/PCZo47CifttBwAY8cIMYF14bj/8iCMw9PAh0jT8cezDX1t8OXr77bcHNlXm3MMOOxRPLaocyPhtN39tq3QO++wxx+PoPbYJPb9x5gfSNZbG0UcfjccXT6u1x9ChQzH2lVkYTfXFAw44EFhSUeAce9xxOHbPbWvv8sUyLq3KGz622357HHrQDnhyISvXHHDQQcASdjO+y667oGllM1a1tzLfDABLN7bjhimjtN8AADvvsgvmtKxDR/U7Tj71dIxetAkYwyrTHdfF0KGnS/vXLnvth2OP2RX9Fk0E2u2uXZ/IzZ1++/I48sgj8dD8aWy+u+2OoUMPrP1u6iiCjAnmh912Y9dGHfjvS6VSNXlGhIXUOhwFO1RlQlG9fuuIIXhxyurQ8+OPPwH/nDEeALDH7pXvv37aCLQW7eh4TOHPE7Uyum5N1j3woIMw9PjdmfCTXp8DrAk74Exn0sjnw2tWNteAW2Y7SLsO/v39w4BpwRrUt29fDB36OfSdvwF3z6mszfzcTNfdyaeeBozTy9Y0hgzZCUOHHlZLZ7ddd8VYaq8BAPvutz+wfIEoOoO9qL0aADy9diLmNW1Sxtlhh0of+N244bGdKPTq3QefO+FQ3DadXcd32H4HDB16JPPs/eemA+vD/UsEv87HLNoIUDI9L7fx/bh37z5Ah1rhtcMOO2BR2yYUCmbyzJdOPgWYMMKovE0TlgOLZgvD9N/jMJx84PbARDatVCYjXGdFGDJkCH5cugsX517Fyfl/YP/9T8CBQ/oxciSN3XbbDXtv1yc0nx93/AlAdUxHxb777oehJ+0det5eKOEyStYaOnQoes9bj7vnBHP8SSedqKQiuWTs2wABctkMOjtK+Oxnj0LT/IlCOXprhM8KoMMWrbTl0adPHxx66KGYP1++ScnlcsjlwhvgTCbzqWh4H6bfWvCcUFiaF4h+57puInWYBKft19yKAtZdOgoOflV7nkqHy+c4LlIp+66eTnEnWU64rmik0uo8mLhOcProOOF6TUnWlizfVqmUskyu4E5IiQBprp6cmG3ruJW6cVyzU1URXNdBOq0/aT45NRmnD27FW6vV5nCOoy8L/c18eKKJv7GtwNaZK7+m5LouU+epVIq5y+WgUn8u10/p9E0c4jjVPvrmZDNByXEcZvOvurZTad+gfZxq3yMW1qspl++vbP8sM9fixGVxqHGY1oxrl+qPrkF/YMqqGVtcoQzSSwvTS6fFz0NZGN7voqstVU3bdv7LZDJw6bbWzH1ARcmXyaSYePKwKaQ182WJ6osN2YxwLlOlUfnuoCwE+m/wy6YLl05XJmgHbB+j+7dI5nC5NcWvV5dzruO6TiisqP9kNXUYhroO6LnAxsEgDVX6GVl5HSj7qa49RP0zLVhDn56oVr5mMhmkQ7fUzMadKxnf1QIK82KDBGH4ddDvkyPnrcdPHhiPi07cG5efcYCgDCnm7wrXdtCOq5qLOKRfsHGi1ySiYOaOKh9UxoC8j9L5O27KTn5w6HEqLnkqpS53iuskBHKZgJ5L/DAqma9EzOYbGVw3xfJ6C+Qr+jc/b5UF67LrOGG5FmJZyXFY54902jpZl82TTfvGt+bjiXFhhRsh6nH+7/cW4t/vLcSu2/YyztuH6RrLz7kAUObacfMm1hAm7r5I990mcqwKov2FD9n6kaLmH//7bPimbcG3D730uCGZUe78U8Zpu64lX0uzg9eVVdcO0fgWwTGQb8Jx2D7kCua5lOHcR6i1jhCCjxZtQhZFXJR+Ga+Xj8N8sougAPHmIiZ/iMe/6wp0CRbzuR/XdTkKqCTK7rhWDtb5fbYIQXnl/SGdlsi5FqJVX68FOy15AXCAz6dmwHE/j3+/Jz/EcV1XWCbR3GYL2Z4o7bF1m8lkQnuzdMpMB+ePA3+cfVp0d6bfGG816GLk83nMnj0bQ4bIT857EMBkXmiT8HYq043JEB11M0ijwQlOfF2KC0nsvCFafrbxbMKrHEgACidM/MKjyVK0UN0/ajFWNXXoCxkBcfqGY+HO6Zy2B7RhTHiD/v2O/ABIx2XIOwFSZec64f4hcpKkqj+TYeNHv+IFNdegD76+dXmIPJrajOdQ9+W+d3O7HX+R1tEN9T6JPUdSDh2I5O8kwDgiizHXMs4PLPqeSY4mYWhOxkxK3Hg2jobMHQCZh3Edh3VEpu2PkucGmYrKn7Z1icxhdVMHhs9aK+zXSazTpqj1HZ2jtJhFMnGayLehaT2owtlWJf+d/u+rX65Y0f5nRHjTVvZY3mfPI6EJni8jHb7sKXpvxHrXtydNL0SsLu7SHMCydtVR5Nr0J1tnk3JHZGbxhbIsV2ANjb5FuubxReVQgV93RQpboNKGHy3U3yRZvqk+sqsMcX1wrGvpxH9HLMSG1jzWNodvPupqMu4srFqT0hHX1aTBZ1dPR2R8kMUb2vDcpBXG9WzjeNdHktVJV0e+KiP9MPUufpt+AcNzl2vjxAW/zqgQJVtbh1lmjtmIlfxvo+DV1YXQEZl5UbBDfknt7yJJYfziTZi2okkeQZJ+EvKczQoY2u8aysY1R2QWeX2asEUrbX//+9/jgw8+wOLFizFu3Dh85zvfQXNzM3760592d9E+ETCZyzoE1wVkE5avMIw79pOYPLIIlDsDneCqlOibS2WC16aZX4uWpZWkB06dwxdZFfF79KgKaZngHBVJVI3jmC+WGdgfNohAOxDg67KooSLgnZ+ohA0HTqhNRQqlrhaWHYddiHUCE9Nvq3/bCLGhMWUcMxri1KcoqnQjbKHUVP1tGt82n7hzl8k8Y+PVmBD997AbLdlmLHrfk4fTB/TzdRx52cSJW+TJPRINs5Sl0pavrxP+9h7Oe2Qihk1fUy1H8K4rN6d+vk0d6kMbm/SF66qJ0pYLYtqv1UouoySC8JInG1vF15M/WrgBh173Fp7/OLAkFn0q36b0L9V3DuxcXrnO2bwKt2X+g8Md/TVeE9A52tYR/S2ydtUlyY+Hls4S7nh3vtCJlzh9eQ55SRo28zh9u6BQ8tDIHWoy5efSfX+umK5HlL9oHlV9m9U4tAj8w3vD1ClJwLjOBc+izIM0zn9kEm5+cw4ufGwSzrrP/vtir92K6LJDv65WmFjPj5LwJktxaH73CH7/7FQ8N0lPgQNU9pP1gCjVU92JGJP7FY51guv39P459d71uD79IHZ0AnqEg5wlGJa9At9wafqS5Mrskai7TjPYpm06PEU3tZKAKn/HcYTzqI3cul0xoNHo7eTR3taM7bBZGp5APGfU8wzeZK9k/smOZfhPF7Zope2KFStw5plnYv/998e3v/1tZLNZjB07Frvvvnt3F22rQbtAaatb+JJUXkZFllLa7e6sVYZ9asJyoWWKLXRfbVMt9ARqKkQDYQWBLk9TZUf3t2gFpvoP16DEtie2fHDb+Eo46nHj94e44pBtbL6+dUoN+rX/d9nC43cIMatYa2kZR2mr16MZvdHmk/DoY6xUqmlHyYH+/mc018oB+uDBJDei/e4MRRkgS1OnUCNMf+XmPElcG4t23vpOb/krUS4JBNywZX44rumVyiB/cb7jF0fjIQ+lz2vhFr4HdAQbDFn1EACPjl2KCx8X87QFScZT0tscLPgwtVZXpW2Sr4nStzUvPqw87+GJaC+UMXZRsHkXrV9hS1v6b7EF1VB3LC6c9l3ghZ8DL5yPb6dG4eXcNYovodLUvVeMTx3obylJ1qD/jliAq16aLu03oqe3Dp+Hx8cvNyqDqsgyS1tjKzXCHmKfctsHeGPGGmn+fKoPCryfy3IWdnGD/vhJgWlxRW1TjGlpO2V5IwBgwpLNmL9OwMWrKZz5uCDCxFSx0ynx+iGa8+rIjmAtoMjWUZMiyupzzMJgDVSNUdlco0TE8XJv9jYMcTbh/qozZoAqf7mIzJh/4Sfp4djLCejQrkw/joPcpfh39j9UnGoxEhi4dgflEdZbQzmNCmBQDjvr2aS+0YHd/p7GhalXcFZqOAYWg9sHvdGJS1v+gVG532Jvh+ZEpmR+SdKJ7mc52Bg6yNOo/BtY2n7CFpkuwhattH3qqaewatUqFAoFrFy5Es8//zwOOsic8P3TDpNOny9FUNpGLVCCoJW2T7lXoxcq146SnJeSOv0VgaFH0LynEbK01SltZflLNqKyTWFXwMZijabEkCFuX0iy/VlmwXAEv7278EayEDbykT+/xNnTxP1cXXx6HJlaTwVpCzZAMTrVWfePw/BZa6tp02lGTlIIhh6hJqybx993+wpXNB9lXYvaqaUNFYOJpa3J1f+yxuqFoXjg40rLa7AJ8P9wLK+McUl/tHAj7np/gdE4EBXXlh5Btq70ylb4x2w25qe4k/BW9nIc5CypPauNj47NwJTHgUe/BTzzk/B7DoQQXP3SDOE7AHj4oyXVcOL3wnKLlLZG9AgsTLu1Km2TecOWjoTJW2QpaaC0pSGbH89Pv1b5Y+aLwJIP7QpmAdu1j+U/F4dZuL4Nj41dhhWbxVfqZe2yQKRcE8aXv+uU1KcNTQs9vJdtCjvbUc25g/qInVvyMXZx1iGbDzsySnJZqicfar2hU9rW+9NMusthzkJMyF2IOzJ3WKUtpUeg/t7UXqj7vkBp1S14RT/7f5QjZpN+Jhsy9K1TP8zmtgIe4g4/krC0FRVT1c4par9TG/PFYE47yA0cLqcdur+SatrJjeayZ74+RcnVtqxGh+wI751VKFhsarSWtkKlrTrNnbEef8g8hRsyD6KP11h73s/pwHGFMcg5RZydegs5FPBY5q8Ymf0t+iJYH6IqiqNCeOZH9GFE8G+PfdIOBrsKW7TStgf2WN3UideXuVjb3GnU6aPIG90/mAhyYK+JHe1WPCUmOTHxKSX53aylrWjDJY4XsrTV5CMzxApd1a/+nrxssyZFMfz4/r/7OCvwZOYG5lqPDq4FPULKQGlrbWkbO75GgUQVmfD5RVCuCfOwjM9bCqoswlrzJbw0JTjdjWJpGx5T9Z1M6ORfmWpPkRJKzyAfFc57ZGIonaSFKdYa2v9hoVCVPdckoVIIHePMxkvZq3GYs7CWByFAWkFzwo8n0cygurrazvG1830tTlv6aYXpanTxws9ueWuu0CqPDyvqJ7b0CLJv651NKd+LcF/2VuzvrsBdmX/XnrV0FtB5017AzXsAL/+y8nDxyFrCUev8ulcr3u5lY8W03EZKWy4xc3oEebi4a4kutuizBJS2oe+naZJEt64AoIXIPT7roP/sIIBH7HgHGXqEiHOoqZxVeWiXdl5maWsYv1If6kzptPhv2bZvVpJwUK5BaMJ72Uvx43FfwxCw1vaEEBxUmoXthVdxzet7S9DXxpEz6nUd3odObjRRSv0y/TK2c5rxtdTYcPqK+BnJBoEeT69PW41Drn1LX4gYUN4y0FgPH7fXoNrfJsuh7KCjo0grbSthLnr8Y1z36iwmXDTaoHh9KA+BkzZKabuLE1hjtpDAUV9fdFTzB/NvHFTqpo4KQC5p3Rxouj7bHBzlizZKW3n+juy9psh9nMBAon8pmH8PcYIDhAxK2M9Zgc+nZmI3dz32rVneim+x1dNHgcknqubgVY1BX/Z1AFvCje4tET1K260M5z36Md5e6eIXj082mlZFYWQOF/yn3W22nkYZrsOWoY00AKjnUmKwIbdRjGgmJHNLW3U6sraUxUpqXr8ncxuOT83C07m/MM+vST+Ct7OXoTfCVnsp10mYHsEsraTiKy1tNY7IAkvb4KGvSLEsRSzHYCoB5PfPTGU2+euaO/HImCXY1GbuPIxOf21zJ9okigIVGMdPuis3cWgLRIJIHSaYelra+vVjk0etTrlIjgOgoxFYMhqiGcTvdtliMw50ljLvnsn9BUe4C/Fg9u+1pLeZ9Qhm5s7FCa7YwtKkzKr+Omz6GqaY/LCQxbWmR4hPaRvmGiVmh0gySykZZA4wo801FfR1AoH7SGcBGvICqoXqBnObec/hL+kHQvO/9sDL75IW5RJzyZnEY6Gz5q6FUyptjZIIykDUv8PhRYoNwcaNC/cAZUXWUSwL67cFcqXtdtiMK9OPY3dnjTiAttzGQUNg6RHM+o/pc9OzkCjri+mNBCJQuofSosczV5Y9B/UJhd+jdRq+M/x4nJUaDgDYy1mNrFNG1uvAGanxTNjdOmbhttY/YHzDL4Vl+yQhTnGL3Xz9yUR5IZKnqRRqf6VQxkWpl2qc1NL1o4tkH0V26vBUBNrQI21AF2RywOMHGbMovJZFokcwgJIfm1La1ubwkvj2QG/ka38PQBsAIF3OVzjJUbGsvzXzHxzgRPNr4hFi3BeiKLjDBkXqNEwPYu0sbe33JSJU9n1h6Pogvb/dthTQP37WDXyw9HU6kIPEIXsXj1+TAaxqpt88Obn2tz+cu/vW6ZaKHqXtVoa5ayvXumauajEKLxoYek5b21JFhwMP16cfxOXpp3BT+l7s7azEX9IPhsJlnHK1bMkVLpSWTkFkkTW7eRa9F8fjLVF1WcraUrZxSMrqbydHzJF4TvpN7OeuxBnu+NA71zH3z+w6BoIT8bCLsw7np17F6YL8QsENlTrS+Ip3DsLXZGghTeSILEpbrG/J47M3DDcOTwjbR1Ty6Jsz2Y35Da/PxjUvz2Sc35jk58O3OqXhGFhQ2yBOd7YRtuJsOozjGIZjPS/bxVXFSTkO8OzZwEND8TV3DPPOgYe+wy4C3r8J3//oK3g9eyX2pHjWfAxyWqppEwwZ9SfknCL+kfmfsBxii2EWqk1B2nU4SzT5oQkU4cRhKv9WHPk5oee2iOIgC4jniIy2rOwVQ2nrUWLkHjLl3dxhwKSHsOeo3+PH6XdwgjuTeW1ab3LLSLOwJtUVdR1QzZ1x+dV1ykHRxlXUpVS3IkROaQGglbLc4nFX9nacn34dz2SvV5ZPBn582vRmE0dktffSAxrxc9GNHyEDhyLbuFbhANHePPI/+xR3Eg5950fA5qWhMHsODpS3P99wEzLlDtyQqcjQ2zuNtXd7cfP1Hu3sGMWsV4DbjwRWmRmEfBIhapsSd1U66W/XHsgInlybfhjnpobVnuScojRGkD7Bj1PDcXnmmRondUbCaevfbNCVJCmo5kexAip4SM/pJoeYJsogWXlSrhPJ8jrutipPAqVt7duLYqXtNpRj7gFOGxqQxz9X/RC472Q4AO7I3In/S43C89lrI5XF1ChkQ2ser08Ly4A6xOE2l4HAjtPWRtmstLSV+DLR7tupEHvng9uq/akD8v5oR9YJbpM9n/szLk49L02/npa2IpjK2wAwb22gr6pZ2talVJ989Chtt2KYzH1aSzXRhNOFo+mL7lT8JD0cF6VfwZnp9/Fu7jKcmX4/FK6herr4SRnoDD2CyCJIMsEmxWkbdkhCmH9tETg8Iop8g7QL1Mmxj5TrGHv4NOG0PWntwxiV+y2uzDyJu7P/klsDJQQlIb0TVtQzVkY1RZlama/D1BVNIQ/TKpQ89tQ8iqMeG9B1NG1FU+3vA3bsh+PdmZiaO5/zeqtJT/M+ziGEndOj6Ar+elraRuG09YMK4yyqzL01nssq9nNWoNfs54AP/oZcqRWuQ7CvE1bme8RhylXJT+8sUVZ+lRVkNu1yhyDSoAxMgtHznM31XxuHaibKQ/Njrmoa1LTZRvEUZqubd3r+OTc1DA9lbmasOYRpUmIkvYlg8Py5wKsX13761zZ9GNV5godoNjBW2qosbS2V8jYWnJ5HJPQIYboBlcKho1gWjrO8YK32cUyVlmoHSvlHw/Y7bFCmlGk66zdZyrLnSTgalx4KWcTXlcMfE/dlb8XAteOACffV3vmKhyylmPPnXx/bO5trf6fBKu3bUv1qf7vwgGd+DGxaBO+5c63XrO6+6mp8KJTwtWKZMzo2TzX4cXGgsww/S7+FqzOP1Q65abo4njqOAMCzP8Pb2csZSz1Azok+b22Y07mulraKtEWv6PBDDx1S+zsrUULTMLPMFD9PuU40egSjvbj8XR4B1Umt/BKl7UAnUIANcNrw+/Qz6Oc1A6unAPBwUPUWVB8nL4yvg+eZzep3vb8gUvr8XKGjNTBdn22mdJsxr8peZKwD6MvsGNRwf6cdWW6sX5J5Xlqm+nLa6tNWHsxQf9cckfWY2grRo7TdqhF9cVK970p6hG0htxj24AJ9dwQANFQnL9n35FDA2ak3sZuzVhxAAD6pJL/a1JMij/ACppn8JQte6DquX66Iho7h8obL1Ye6wtWKhtD7lI2lrYHS9rR19zO//atCMvD9Wrdw83WrW2MYRR2Xlx+XTiNf8rBkg7rMcVH2PKYk9TyN/XHqbRy06jnhu2zaxf8y/0R/p53xeruloR5yT9LzqchaOwnqFuY6PViBPy0Yj/0Q3lSUqiIHnVaBpIX58cpnUalUyppc2hVas/uQtaXN9cnwzQfNvC55zm/MTa/22/YdxjFfWX2d7urMYzgxNRVfdcM8iUya1KzNbyJk6M1tGM28DxslHTsN23XAJJwtLUPI0lYSf9LSzTji+rfFeQqtbzVKW0F/SsHsqqjvCMWFhz6CsS9ClEMVH6ylrTqs3OpV/FzLJRujv9o4IjNRWDDts3lxKB/a+rDMbfkGOIF84d9W89HuBha6AxEo8dZu3Mzwf34yEH3yiDPtvDJFz6Mv6ksL1rXgrvcXoL1QCvWjDMUDPxjNAFhFbQN3yLZNcS0w8wXs564Mcd7a3NSo567P2hFZNfxlp++PhkxwS8TE0jaOp/u064Qsr03w5sw1DLWYLUKctks/At66UhiW3jPfkrkbP0+/UfvdFx3IQyxvmaJMzOgRZDc3dAivferMTJqDEDtOW5t9sNoRmcxSHDjYWYLr0g9hm+oYpmGyv+2HdsYhu4+bpv0/XDjiMziYchCrK2dciMcoC9N1r8fSVo0epe1WDKPTPcHQoDeizFv/BKROoymDEu7J3Iqr04/WnqUU1+BdeMAOBwEAevmWtpLCXZx+AddlHsFrWfFCJ4KNeb/Je1lYm1OxkMpWk6dsnXpnNqu8rlnaqpPToqbMEKREC/5lBILWLs46XJJ+DgNIk7HZWipCSU2cl9GwPpm0WbwJ3wcI86+PH903zq4MlqhY/NZ/eRyAVvwl8xC+tOBvQCGsiM6lXcZiL4Uy/pW5Ez9JhR1gMD3EQlGeBGSbC9t8dOM/DmjlkYh2QwdS+5eNlFkY0G4UOcFfZI1JKwRqZUP4Gr7oGRC+jSC+7i3/sGzaZePwmwFZqxnUVW1usKO0lbaDyHonfLAjCGPZd+g0aKtLlYW946gz8QhlaatwLEejV4jTVg9rS9uoA4uLZnobVmlpG3OQy2L/6omP0dwprvN7P1yMTs6hispKjBCEwgNAg2OmiJ/R8HOclRqO+zO3YGbDudgemw2ufssPVXSgx77uhoj8gEb8XG/hqk4XUKwVFv1JR9HpEU5J176p8m/HZpw4+zoc68xmrCn5uZYeryrl/CAnUCx0kgxmrGyShv0kQ9g2OhlbsQJEvbl0ym0jcctbc/HfEQu5fkSY9t7B2YQUytjNWVd71gt5HOwswdDqYdtF61m/EjRk9AhdDstxVFt+HXbLwHPa9kmLDq6iFyeqpS0AXPni9Eh5Aqy85XkEePDLwLIxwrD0fE07KAOA49zZwluONvAM9ww2SlI+fRuYOEImkDvlFqZpMW5165bs/eu5K3F2+m38JfNQ6J2JHFWxtJWH42/D1dfSVvAspHw3SyDgtO1R24qwhczYPegu6DhthRtFyzz+cMYBRuH+LzUSp6Um4VzqZJC/shVCusK31supCDKEANugOXRSdbL7MQCWE0aHep5M6TltJUpbgbfyPzw3DZc+MzVmedT52kJ0vWMgpcShNwivZK/CxekX8NOWexK1tLWOwxXZ9rqmylqgck2G3qDylrfVf7kkVjaa91dTbN8vR5Wja+zmGcvMYthpRjbtopO6Ana6OwHfTH2E6zMPY0nDD3G8K+JY0yPOGJadkCeej2k4w7EpmltsiidT9KbXTK79PdBhr082OCKlbfiKZbGqNKCvPsnmeMJ9h+j71Zy2LjfmeCWoOJ6RArH6r+0hmix1E4VsFG60cD7B33TdlT2C1U0dmLGyopyhLWZPPGwfdZpRLG05S20zRblR0jZJGsUzXQdseRlVYUytjWy3xQzfdWcTBkOvfNPRY9C4IfMgTkpVZJFvpkZp2yDO4RXdf/WOyGTvxc91/Icmm/o4lvx+fD2nLUEvun2WjgY2LwHeugoHr3sVT+f+gjSlmOMtbWmrzQw3D6e84DettC0ggx1aZuDOzO2R1+WuRhyx1vSGhggy+gEmPcW7Wauaa/n9JvUCJuUuwAFuYLE52GnCwc4S5uZCg1PA67kr8Z/s7TjCWYCdinILTxtHlvU83LdNOVh/2fJnqO8Z2CuD3x4Sli1Mxp/KaKaruUEBbq/gRbdyvydzW+jA3Ram66HtecBT45fh5jfnSOu+vVBCeyGspDQ9VLXhtE2qjR1HT3TAO+0FwnOxCNs5TTgpNVn6/hupj5g9b12VtjHWQ4Dt3zVL2x6drRA9StutGEabT5HSVvLeXyBtFu+BvTO48MS9jcLSp8X+ZKO1jsxUlLb+6bOzcR4m5S7EfZl/MMH6WihrfYSENe3VV5vTOXU8UwdxLZ1FPD1xOZ7/eAXWNYeVYaYLVWA5Em+mDAzQwun0p6/iUYvStlXlzl6FucblTWusv0SwtbS1tZJQBee9iFY8sIYVSl2xTn1un8HM765YHLO0tZbA620unUIn5Wyhv9POvH8y+1cAQBolXO49AMx9E4DBmIvxceJxKU4vHqdtsg0gUoTY8fOKn6c2L6z9PRhNjEDIX8kEKo4SQmlX1xDH0/Opscpn8ZU8lXBNuBY09UpsQ4/gOI4lp634Oc81Kj7IE6Vn13c8TlEbpE3wy8c/rv2mqWQGDBioTLNswmnLIUSPYBCnK2mZaJjTI8jf2Tu1NAtva83EfMv9p2Fiw4U4zp2ljNNgqIjnsY3g0EaFOJa2OkWCVGUreaGrVhPaGTnNjDrtWjgYyG9EcGD278OB2a/UfqotbYO25Q/PHEqhO4i6wruvsxKnjv4hvpoai2uoW3FbA4QHtTHSs3UUyWNAr0ytH/0u8xwGOS24PvNw7X0OJXyOU5zTSvy9nFWY3Os4afoZC/PDeiorlQod4bpX+dfhbrrQBxRSJ8wm67tkLiekeywAGd5/L9p87GOIsylW/LKhoYeNkhQA/vjCdPx3xEJMXtYYelcqezjomrdw0DXhm3dmfPF6p458eFPI8yc4dMr12P6Vs5jDMQD4bmpE7W+RMVHGUI76v5Ta/8c+zsra33UdvwZP1YfawTu/nXosbcXoUdpuxTAZpFpuVdHVFIsyWHlspDd/VWHSVGnbu3rdMr1yAlyH4EupKQxXDM2vKLpyLUJ4k68ObzPH6Cxt5ZY1bH0yvG4aBbxJeaLO63w0Ub40PYLIum5zejtjBYitAhZQU20AAgsry7rQBWeUaZK8+PE4oFegyDxgx35IAvRGgiA5pWEaJfwu/Qy+7o6uOcjwwVrahpW22RRraStS+r+fvQRTcufjTLwBPPl9ozIlbmkbPTlpOkmLJiwXrH3qfpSdmyfjjszt2A6bAQCZleNrYdKOh20o7rReAqXtz9Jv4WR3EvPMH/duKThg8iSzFH3rzZNsllRr3PBZa5nK5dcyW0UOFwqAvcMiWdJCR2Tcb9HmwLZ56eA0H7DnEcxcFayX21DOTPixzINxRGZMj2DPaWvyrasaO/Dj+8fhvTlrI5/X8PFMD+9UY812w2RadpsrnwAlL5SLcNbPAQA8lb1BGUd0IAPo+8VAtGrblX5tfy02iKCztJW1jZweITywaQV5cBgmz1P2zlQhT0jYkRwPjxCxJXQ+GMsspy1nmaigR3BJ8PvkVHCg41IH5js769UFTAA7D+wVOw3TriUKF2WP5COu0rZ/r4xyXGRRRB/OIIWeWwvIIE3kSj4rTts66lBsD+RYR6DBN9Df40p8ZMSxtCVI6gZmuGS3vztfGppW2rrleEpbthT2+6jKrSd9OFulrY/GdnY+IwAaO+TfbEpXYVMcm/VaFvQYZw72XPwk+ix7D4c7gVO2vmjHLZl7ar9FVIK8kjcq6D33xU9NSSRNEVQHK7XfhmlF7DafGvQobbcy6KgNzNIIC6c0bJK1kVnKJLAC8In1tfQIA3cHAOzjVk6UiBdMdrSFSG+KQ48+qVbBltPWBszVX8F7fyGgr/sQEp7Q6AVDNNnZToBJnW65AktY+kq1qF073L7dSo/At7fuBHdlYwc2twUChm6DyivTWItIEgoDALtuG3/DwiPFje+kuvVPUsPxm/RLuD17F25Ms07gGCVNMWyBmcu4jIdcUT/Y012Lvg7Hhak7SElYJRr3yqsonaQ3Q7SSqaWzhIXr7SzefPxo1gX4Wmosrs08gtsy/0GqlXWq8sPUu7W/ZYqd+7O34gAnuJ7pC6NuOegPIqEVCB9siYajSmB/cPSSkDMzGnKlih5+Wo7jKDkNQ2lLEjc7YBWkZ7vZ9QuwYiLS62YE+XPJ0E4s+HmTVxIlQY9gxDNoEOaPL0zHh/M34JyHJkYe+yHlvqnSNqYjMrYM3G8L5aIKtTJ2bJbkGs6odktp39OY57IxbwOe09bGctjK0tZSgSpU2gryVuUqe2fTF/T0CPp2oHk+eXqEnCOnR3ApWfrbEouuRWSIMm8fUfktAbsr/DLEWWPjGGuYcMYSAtz69lxMWloZk4VSMN/2zaWVskUWpZATUPrArYg0UkSuALKp26j8vCZQH37IDyt5xSxtVc7z3fowcVylulHVFT4gxKgqqhVKeCUG7Rt6FHUON5F3ow75JLj7RagXPYJsDaFpTPZ019T+Psqdy4QTGagkpbQV+ZWIgzgKVaWlLfV3Dz2CGj1K260MvEJGB5GwK6NHCJ6Zj6aop22Bpa1GabvTkQCAg3xeGMrJUYryhpvWWFmKYM9papO2OqI/wWU5oS/MoUik7yrPzOo/rqVtrTyKWhhIXbkNlLaUYsZx4ToOBqEJO2EDVEgbXK/mYU2PYFAZP3toQu1vVWie24gQ9vK2zHJn+34Ntb8TU6jTlrYJroz7Oitqf5+Zfp95x1zhlFja0htKPROUGWy8wPIQVo1s8x9rU1g/xfJZ94/Dybd+gOkrzB3H8P1sJ2ejcNN+aea52t9++3bs/WV8tNfFTLgzUoGFbrY6J7vlDupZESe6k/E19yP2O7gyieqJH6P7bt+XTUNwMCL7TeelQ+16Jve8GMGzNBBWPhM6k1qe4XLZ9m8CACsnAfefir1e+TYGVTlN+bXuIDfgWXMoi7uzUsMxt+FsnOEGbVqhOqiuV4abjb5OBx7J3IRr0w9Xy2WitNaHWbmZOhCKOKxClraGi+KLk1dK35mNcXo94PuDuXJRhVo/a99Ye7bA2wkA8GDm73gpe3VISd/PpznpuwPzXLfhLxm4C1WNTx0YTmaLA1PmuWT86IwNYlnrWVhum5RD1w70wT99MNoP7YxyIM2NXdeAVzHKjSdbxLVWtYEJb7jNYZBp2e94bwH+77+V9Y++AeE6wEGNH+Akd7IwXsYphdptW0pp68FBRqHk4x13pVDGye4koUf7rnZkpAxfLQs//dH0CHEsbVUHLl2lS6Ln4UFowvjcL/HH9JPYuUNskTve21+d4OHh22khbnlDLN6gVwamIu79+eXWIzzRlT0IsTMgs9kHy/QEezuBkQPtEG4Hp5EJJzJwMuG0VaEluz0A4N7sbVXH7vXttSY3sk1vpfhTUg89ghg9StutDLSQEHVxklnr+s/tLG3NZ0qXUqzmHF9pq8ls4K4AgB2rPD1OIWzNqeNskyFkmaUJb8WDw1jaCjbjvtI2rR6iuixNqz9QGkbd6eqD0Jy26aryhrG4rRJUTWq4EB81/EaZViaC0lZracv9NrEsmLK8sfa39hodZzlIQ+b8yWHCaItjBFp4IbX/RMNBzhL8O3Mndob6mmRvztLWr4tdnbX4ujsaubTDWOyZKm31lrbRIdbZRlf0ydLuCtHkvbnr9IGqIATA4pG133s4gZUAfvAEvIZtQnF8xUHJbYDnso4uaBoFHzQ9QhYlPJS9BXdk78QOCPjW+NsIoioucVqXNHfIxR6UsHGlTWbQILXrmZw1z7/ekV9xpOPxKAu8afBPxJa2dkh5JeDJMwHiIeN11vgQy4TgO857eCDzd+yIjTgvPawWx6UI/m7IPAgA+F/2X7Vnuzgb8Nf0AwDMLW2HpsbjC6np+Fm6QlVkMnxMvrUQUWmuysfU0cmzk1ZI39kcBIjKIIse+SYNpbRNoYwUyjgpNRVHuIuwl7MKX3dH4+XsVdgZ6wN+8X6sVaWO65a36tSXzc6xGu01XKdYt7W01VmG+tmp5CX5rQxl0kx83aE7IWInkDT6UxRLjSQ41PqsO485ZPl8aiaOdPz5i+CUxuBQTga9Wj4+TJx56RBH6aO7cadKOUrZy22basYqj46Yih8t/RMezN4iDJtFMXRrbTClcM2ihJRinPKWtj9KvYP7s7fi2ez1obB1dcys4qbXrHv0UM1wlra2edXCyA5ckJylbQ4F5Z6EPlDZ012L7Z1GXJB+FZesuVwYfqm3g/B5Df12Cj3q5URT2l710gxtGDfiuOX3XYQgtpBMYMdpa2NVLrvttTvlo4e+6bstJw/Xw9K2JRf0hXPTbzBK47ogJFuHfVAo10oqgZqlbWKF27rQo7TdykArbaNz2rKclzxsBpPpvP3d1Ah81R1b++3TI2ivwVc3Ev2dDvRGJxzK0nZbtGAnbNBytskQ9hqb3DTCOCKj/s6XyiCE1CxAQkpbbuHRtbHpOiVTGpqCgABeGX1LjdIwWYGn4hwjUDpwZB4AqvCdVaVJHmces6tVGW2tQmwtrVUDw3XYuvUI/7ta/1wipvykfbIp6TsedJ8gES0HjnNn4aXsVRiWuxLfSH2E36RfVCpaGXqEWS+jUKq0/4e5S3B79i4c2D6J4cY08lg+6xXsOu8h7O2shOwr4oxZoWWjbPMfY2roigPlXNq8f7ikCDz8tdrvbWmHQjsdibav/AcAMM/bOUi/2l5FJ4sy5504zHdLkKLoEfpRDst2c9bhi+5UuPBqc1t/tGKXxvHwBGZx/PwXojhRjB+5ztZGwWa3MZG1tQkvm/jaoF3n2YZsBlrX1n4PcarKu1In/pq6B19KTcHYhl8zcXRzMgD8KF2hyjB1oEHDhWd2K8ggEH21OKlhZb0OiNKwXUoMw1tb2voa6EaKssQpM9aaBA5uz96Fw91FuDFzfzA++3GWthplYcqwXWv5WtYRY2kbVWkree6v1x1FscWT3ydUuYqvdZt/JCF6+W1ze6E2v7b12xP44TPAWS8AP3kZALDI2xG7btMbf/zyAQBYZUBfdISUAy/mrsWX3I8x1B2HIcVl0MGEpiquyjXqbT0aptUu3O9oDvsSXb/XzEDff++Hv2fuBgAMJGGLVxoZlEJK220dWmlbRFpBj5BJOcihgF+nXsABzjKc4VZuju3jrgqFTWIejAJVm/D0RCFOW0HXiUPFw8vtUZEtt2Ny7hd4MXuNNIyWGpDCMm87LCJhpSyDXN/Qo6iWtiaIOmzDt0zir+WVudS8QDZ93V+HeKv63ZxAzqLrmR6fgERpq5Gj/l36lvJ9W2YQ87s/kqVJ4PHRwo3M78q+kpfF5fEZS9uaI7LEirdVoUdpu5WBcTIUcXHS8eLaCJ78RHmsMxv/z51W+51GCUOwEbdk7sHe7urac2NO24b+6EAOALCd08hY2r6Qu05rsamC7eJsE1xUh5vaCjjk2rdw7sMTa/XOX1/ilx3dRtaUHsFPJdaVhOfOwT3rfoj9HbGwnxY4vaCVto7jKAVMAGhFheM143XixpMH4YOvdwrDHeIsCj3TKW3D1q/K4OH4incOl37lyk84bz7P9+eux8VPTdZmcM7n9zQuJ70JIiCR2vyp7A04wg3q+CB3iTI8s8Gf9BDK057F9lUHVwAwqLwOHgn6usixVQjP/Bj7T7kR7+Yuw3dSI/XhLUEA3PHufFzw6KSAw1B65dUybfrQpgvOlHMai30aOxKF1XTfHVHsXbl6NbBqOb8z1uPyzDMAgIKTC1na8tYcDSgw9Ag0r+Lj2b/i4ezNODv1FoYUl+P97CWY1nA+vjfzlzisNA08wkpbSH97BPjlEx9jRfUKvZQewYLzznXslBKylvbTo2+z8MUTOiuz7Dp9Cctv7N9Q+eaU86VxHIvNYy6ChQjvlEwG1bf6bcAobaMeQHIRk/C6bK/wUPdrH7bGTLW5fsO82rMMSiGlrY8D3GXB+OyzHZOWrt1SKGvnNtHBpSnKFkpbOVWBOLzrOHhovotRCzYK30e9xWalxIZeYfnylFW1tis0bAfsdzqwz8lAtuK0dC93DfqWNuOCL+6NA4f0Z5S0DU5BaBn/QPYf+E/2dqMy2iiWoqIr6RFEjaY6SJdGqoW1zH/Oa3BA8H+pUeiFTmwroCmgkRMobelD0KxTQkpDj/Cr9Eu4NPMc3sz9ESekwrcSd3PWwoFXX3oEQ4VO7Vn1X6f2nwpoy2EH4rU5DrUJSDLKpD3apqK3k8fhbnif4kNLDVjFqPLBOLlwK9qq+2ARCsgA2+wRer5T1QKTp9joTvDyl0gWigIr/zo2StvqQShNQ+PCwy6Uk0ZaBqbpSyphBUpbTduvJdsq3+fT/ZnffSDeJyeF3z49hfntESLwIWFWp7UlryusWT6B6FHabmVI29IjCMJoOW0tykPrHFMo47HsjXg0+zd8xpmH36afw/Tcz3GsOzsUz7fKpHlpZShULbvSKAPF5E6UbIn3bYKz9AgVvDZtFYplgvfmrAtt4n3wv+nFRZS9OT0CqZbLLLwgAWDWS3DhSRVo9IYhixL2cFYzm8UUPKSIWlnXWeVkS5EynLu/gN3fPkfI9/Va7qrQMxcEfdGO7ShloQpJtn+F05YwYUV0CaI0Xp5SsXpQjWc7GhK7gx0T7OOELTNo8FyXmcmPYGfqyo6X7s2cLvdx7ISMC1KvCp/H/b5bh8/DmzPXYOS8igAmS87e+zH1dxfIJjZK2528NcLnrft/B3BdFLMDAAAD0AqA4Jfpl2phCk4WnsMqbRtQhEeCPtcP7YwjMho+5+03UqNxZtuj2NMNrBUOK80MheeFa92G+vVpq/GbJydXwwqLwMRY19KJD+atl16RdRxYmZTIBFffWkOVkphv0a7z9PbY9XGIswkAwY4t8uuOJpa2PoT0COe9py4TOkEIwYHOUmyHRmk4E6GfVtpGRfjwLv4ANVlLVHOCLHZkTtumgMohjTJzeEorgRj+vYYBTFo6LtUfpt/Htg+fCHx4K7B+LrBsbCgMuyba1bOVpa30ufiN4wBTNsqpVgJ6BEWegnc2fYkQgvaCXpniH4iWU5TSJhXMwZ9fUlHAZtMustQae5w7G/u5ckoPE5hY2sYdPUkobeMMYd0hnipt6wOfhoG1P/d01oQUPDwuzzyNH6RHMM8GZ4NxmUOhZghRIOxtm0OcRdhv4rU4yZ0iTLsPOvCd1AcYmbsEf03fX1fLN9U6JuTLlOyPaCMX2YGqyTxDCPCvd+aFnydEj9Dghfepezsrcao7sfbblNe0r9OJItK1vZEIJScNDDk89Pyh7C24KPUSZuV+xvDUi2BtORuxmsJrZTTDEiYFYld+m72fT9OTofreEGysybIAa2nbwB12ipS2vBKdcD15nrczI1PzyKd6M7/7OGE/IvUEQXicKS1tqb97LG3V6FHabmWghfgkOG1Fjq5s5k+6PL2QR6Y6kR3hLsRv0y+gl1PAnzKPheIFlrZ6odC/Vp2Cx1jaxkWYHiGxpDl6hPCG3X+v25TRGxdRe5tu6gJLT/uP3NdZgQfWfa/2ez0ZIAxHCyFXZx7DiNyluCj9cu1ZmpS0Stt2Qm1M2itKv1Pcj5kwsqsgKXh4OHszJjT8krm64oP/cntHdOrwfJuzm0BSe24Sn4fN5j1Ej5BAv+7lFBgPqTz4a5jlTB98IzW69vuUBX/FUW4gJA+wvM6zCf2Ez2MJe1TUfFUZpLo2Z5d08opzFXIZc3qEQRLFmZeuOMUr5AajTBzknBK2QyP6UwJhOdUgUNrmGWcL92Zvw4kTLlSWgcBh6DIAoLWjPRSOpxXg21vULr4TDdl4pcfg529+Hz99YDzemCHu20lc3QWCucZhDlS4bxEshbZ9p1/I0nYjPu+q+eloR2Q6CB2R7fxZZZw+Tid281bgjdwVmNBwkTScybfmKaVtvkrB0iuTwsPnHKOPLEESlrYmadDtbWqlYnPlEwC2bZoFzH4VaA+4ozMoMzchdnDCh5olJwOkWKWAjh4BANIbZgPvXg/cdQzwwOnAohHMe94S3mpjXabrS7f2it/LmkU0rsVUK6r1OvzOpiuta8ljycbwnMfDV56XU4HTUrqthjRXbiicXHgfx7pzas+/kxoZcoqjwxOlk5jf/u2lfZwVjCNSHnEUXbZ9PA5MHOrY7Aus5Y9CoKTd3VmLwU6TXXwAe/QN5sAsAkdlbdVbaj5ey12FHec9jkMkt6ROcyfisvTTACoHMPVE1FuN/JlpmuG0FfcbU9pAET99Eo7I+qEdZy67jnpCcF7qNbybuwz3Zm/Dfs5yAOZW7L6ydq7H0sX9vRg4HitVDZume3uE4l+eeQZZp8zw1Itgy88cVfYWKftEbbbLNr1Cz6RpWnLaRqFHyFCGEf4NJh80py3PBT8QLTjRncxYVvO3Qpm5HcB6DMQysr20TLwM3reOlrZiGiDRrTczra3fzbriBuInET1K260MrKWtPrzeeZLomflgoidK2pqDTkGkmM1VNwQmJ/klVBQSFaWtmbLndHc8HMvr8vpJxLxeRJa2bN6Vp7yVQYgegba0FSRkz2lrP1HelLmPUQbwV9u/mxqBOzO3C60nz6pyIQJAGkWky3pLW/6EkT5FPNKZj2kN5wnjpuDhs25FEPtR6h1lPkAE51KK4BV6BG5TTitxDfJUvUtZzOQ8ZUZSiyNPsE8jJICWCzg7/XbtZ9ZjT4Jrzm8MsZmIlba21tI06HpxNIKE9bhh2t4sbhzlro3A3Y+I51BSteQquVksrwqMe7urUaLECA8uyrzAyI37I9yF2jIQOGhy2DbdDuENbIgegU9HtH7JAldBJ+lbbvqW1kGYSiCZh2oZZG3oO1SjBVadsoAvqwn6oTJPe70qnGdHuIvwVXeMMo5r3PGIsSMyGr2Rx2Fe+LYND9X857+hlfgbWitryaC+2cierIF4c0gtDYOGoh2ema49tkaI3/v4LODpsxhHg2mwnLaPZv8WildyMoDDHvwM0lzdFmLWy9JXlW82/yD2wFodVnrbWWKx11kKK0zY9duXlxR5Cp+Z96Xhs8IHyyLkNErbgR3LgMZl+E2T2JmVDR4vn8L8TjkesijindzlGJ67PGRFBgDthRKaO6Nfv06CHaGejshUsJEh0ygBywNrxz2dNThQQjWmAm3FWeG0rczJbWiQRRFif3eFtR+IqFDVkrAKq89cl11/GXoER7z/icNpW3GwFG89OCPFWrSOzv0Gf8o8UftduYFGjJW21xTPBgDMInswz1soJX25ukfORViffbiOY2X1HrWaRAeWonH02d0GWqVrc/hjZ2lbVdpSfS/LcdLS9Aj8DZWsU8ZD2VtwdurN2jNe78ErbTtJFs1grWlrYQUy+I/TwzE290scKqANjIu84HaTiHbPtEadHktbJXqUtlsZbD02ChV9oBW/+pNnFeh5kl4waMu7bZywdaxvsWOycAWWtmU4RTNL27uz/8I33I/U6dpaWloEp8PW/nbCCvcwPQLniExo/WEP1fV8HXjerQFOG8qUYvWWzD34amoshqbU129SEkvbvxR/FJQTTo0Owwfdr17MXStNP0dZBok4U8NchsrihuMr3jkO+17Gk2YtvNbSt6FHoNMMe/mMioGCcQxUrn1dlXmcfVjKo0jk1p80L5sJWiE+dY9jJUfXS82jqUyYt01bkk+9YFMPvmKPh1dV2pY9D6tIRem3PRpZNYtXCjki6x3hlL8/2jDAY5W02wiuimo5bYVXK/13MphY4miDSFIWR/S/Q6UCFuVpq4zwLdiL2x1ce8Zfrw1nYrZ5zKEY2qyYoDc6tQeogP0Y29Ba2SgN6puLtdlMwgGPkXWX4taMLHZkS28vWDN7O3mcn35NGbzkZIH+rKObO7J3RsubAv1d1pa2jOm5zvhActhW/Zevx8b2sHKDtwrWQewPQh/PFr7llscobTNsoMblieTVwikKUvDQF8GBaz+Er+EOmy6/gWOCOAcuPkzrXWykwv4Oj0154vS432twH2m4PZ3VWNDwE2B+cJC9h7MGezj2dUcfgO/kbMSO5YqvkFZibpkIABekX8VgymnSkoYfMv5IkoTas3wYNfo4sLJviqFHEK+mcThtCeKP4d2cdczvnR2WN/vfmbvwfvZ3NZ8BOswjFQvbItI1R80A0EKCsVpyKs9VlDZlxXV7oDI3929IK8PQiLpsitY+0fqpmxWGHrojjqwqdgmpI6dtTWlLO1Jm1w+aHiHniBXn30gF+oiQpa3L8hXnkUGbZDyXnGxIaXusOwc7Opvx70z8NZtHvihQ2pJw+5saJKU0e61PO3qUtlsZsjYmdxBPrKwjsuBv/8+o9Aj0ZKXj6/EnLZOT3jJFj+AaWtoCwDECLl0a4RM/46S1EFna0mtKsaox5C3k7C1tzVYqPxmbhdaBh886c0OWdAOctgrxvSXSpBhymjDT2x33l79S+00ANHCL3jHuHABESHnAlIu6cu/RNVloBz66EzvlWQtAWyW4bnPPW9ryG1b6Xx4vT1mJlY1yXiIbpQR9sGPbpb/gTsWEnPhq+3aSq3zXph+p/d2UqTqzKRewFttI8/liym5z0EnEfF6xlLbU3zULSEly3XUqfPguA3DaQTtow1kpbYlYaVuztPUI2qtOL3o5eXYjQLzQ1SxbfmKgYsH7heIo5pnI+rrInayYXF0N+LslGzMjS5xKINe1UzTJ+BFrVoMcdYkoT/aZed5AUIeFAXsZx3ENlbYib/Qm6OPk0dqptwBSzceiJthYtbTdrm/WTmnLzYoiq5t9tgsrYA7eqX/oWS0Nwyu5VCEYvDNrLUqCU0S7M3p5Gb6ZUh9gF90sMHBXrD3jXpsMw3A4nlhaDiI8c58arGWyOqzsdW0ccxmL+hpzQO47prTM1Opg3zBcwGlLKW1dTv5KgDZswhcfQTMJK21ZvwTJOyazNUSJA1Gd8/MBH8aUHqGoIMelrex87ORsMKIg8dFKKu2fKwdyLn2TzdbSVgSRFX4SUI8jxbrHLb6MMyhJt5H5C2HDyIsSV9bTRe/vtGNPdy2+mxphnXYzgnWJtrT1b6PKFIYAlJy4QGUv37+X+b4uqnU7X7+N7UWceW+YD93RzAsDe2dxbtVBM4HdAafN3s9f27MUPQIvB/WC3NLWB81tm+LqrpRiFbSdyEodz5WcTEhp62MIR9uQBES3UgAzqjIfzF6rWo33jVqM0Wu7bu7/pKBHabuVYbt+6omXh2hiLVLSsNBZksVkTM+r9OnTZVVv4zL4wp+Npe2uznpjS1ugwtPUS2EFZmveb7NEsRu0sBDR1FGpq4G91O1ZFrQPDVN5129Tm8Xqe6kP8Hzuz9ie40UbgNaQNawJUqSEVJkVKsLbuPAHDXJa8AV3Gk5ww46KmHI59LUxalF95dfA23/ClUt/jotTz9ceJ8FlGMDhrKtJaMNK/8vj4qemKFO3sUahQ+qaeydswI3pe7FPla/ukezNUuUsDbr9aYdjebey6ctumIldqOcAMKZ8kDZdGTzJdj+OlZzQ0lY2ym2pNKJHZeA4Dg7fdaA2XEnnTYXCYImjPt/StlQm6PCVtsijD21d5ZVRdjmlbUJ8WiIrruYOdr4IC4ryDV8cBbwp53gob1l6Hqc8EgQUWtpadh6f77ucG6AN6x+8mVjBAsCB7jIpPcLzqTMAALcUvxd6l0URDvXBUkoky3HiO3Hqk0vHtLQNh9mmT3hdHqDY0PLcyyKwnKnsu7dnrcWDo5eEI1n0PyHfsCF8S61Z25yIFWRw5HQAByh2AismAZ4X4nWPammrGweydcCPZkJyQicRlR7B6iDYMKyvEKCtseZv5GgKWlnrvijYuN0xAkvbMnP1dxuntUbXkBS6UGcrhO7wTNVK9NxRLMlDdggUMAOcNqvr7L5SNlsW31LiFe5RYboe2MB2HfPlMAesPJviOG1F84l/9qVau9W+JaIJbNthM+7J3MrwSqugc/QoAu3zg7G0rcrjqv7Ux8njG+4o6fh1oF7jeESmRxDM1Wubw7Qrunmh0jcc5rcpbG5Z+ms7bTDnK22L6YoSvTc1R8rawFXIQDw9Qh4ZFCV77JKTCd1289HL4hDIFCJLW09AI6K0pqfe+eNy0YZ2vLG8R0XJo6dGtjIM7is+fZGBH0c3DZuNd2YHFouMUhB6QZWHPwAP2LGflTCXrlnaypW2a/odipcmr0TRq+RxZ/YOpFtXmxcOwMXpF6XvrAUJi+AiC2Yam9srdTWgN7tI8nKGyBHZuEUbcd0rM9FeKJkvVDVFhvlHfDf1gfD5AKct5ETIBL3LzRjYzAo0DngB2RFe4znF/RjbSK5118pFWdr6G42zUsOBGc/Vnl+SeR47o8JfaSKc8U695CAhRZ1IcRdV0LHZ7NLW17qN8v3Zf+CH6ffxWPYmq/LQhy30hoRULa3cclgIW0B2wp+LP7bKx4dMIRGHj5Jp/4QtbdmrtkkeDohhfgBBcDymCt/4jshKHkF71apnsNOEz6eowxJSClvaCpStUXCQuzTk7IbnSjSpSh0VicmhJO080obVVtbWpZrSVm4FH5eqCAgOrkrZ/vh6/i/KsO1OxbrD1BHZY9mbhE6sAOC29Pk4rPMeTPT2D73LochsUmSKX9sx5vf5lOtYcTrz2YjGjig51Tg2s7RVp/Xa9LBsY6PQ4vlGiWPunLDkZNHYXsDPHpxgnqEQpHJIet+XgEkPMG88YjeWSowjMm2uQshoqIRpKJTqwrQFgWzmetP+7it3fHqEfKmM797NWaa1xVfaeqTCjbnEC252pODhd+lna7/fyF2BqbnzjHxRmMLmwEWGOPQIutsbqrRp+YO/FUKjl4ALuD/arTjC24ivtBXLwZsgvwlgAxG1mOMAgwQHWaawPfwg1LiVOiKDWFFHUyvIoBp7UeW136ZfwGmpScZKWxXV0AqynfB5nrrhSFOGlaoymW9xK8O/s//Bz1PDpO/7N9gobaPVkzmfu35eqAUhIqpBRRkshA3/8JCmR/D3I8VMZcz1NrC0pfe6/A3jQiY4ZC/DBYEbcsDtQ2VpC4StgONCzP8e/aYyvT/t7gO7LRE9StutDLZ9nJ9Y7x7JElXTgnFNsWeRvj+xPn3+8ejtmk8WOzob0Q/tUhqFO0rfxBsH/R2/fXpKjWQ9Cg5ylkjfmXpwjgKRBTO9YfE51Qb24pW2bAuLePC+f89YPPTREtzx3gILegRS/dfwAwAUiHhhGIi2SNfktiuswGEfX8U840tPIBY8CkhjkMYClLa0/VZqNFx4uCHzYCicfypqIjxkKA4tlbKnsoixbSVS3EXtYlb0CA7/Wx73QLfiCGNHiTJGmgdIbeNG9wXVBdgCMlJuWh0yEgG3n4WQyYO+jhxY2oph7bRO8ne9YGLpB1QUaCKLVoDltO2oXqX7VfplJkxHw/ahU/6sk9yV2deyVzK/mzhL2xWb2bIL6RFq78R1YkSPUP3X2tJWknjAaSsPmwRHpn9wVc72xyyyuzJse9WqziVyZcMEbz+8WT669nvbKq814ayt4ThoRl8UBXN3DkVmk3Jj5n7shA2hcLbXLf0+n3btHKjwMB3bqiFmYumu4rTl4Xc7k/43GE04yFkS8lpd7r+rJEYYRSeHRRsqfYc/SLVCsROYXr1l9cHfQ2ugnaUtLUOpyySnQgkfllQQLgjdPn7etlycNjUX7u8Ev069gM+505mnPl1UuTo/dxY9NKIv3ikfGQRaq76FdG9pqLY8/jefUrgFzx79FABgoNOGr3C+ChqcIv6YfjKWEo9GZN7mhBBuBf63Su4L3hUEDnt8bCvga+/vtFtZ2rZXLW1TkkO2pCxtRYew3zpiZ1z39YMFoc2gGheqNdyp/s9HOqXntJU5HxSFESGq0nZbp1kfiILKyElGP0fvjWiqBP/5hYXfYh0ZiOWeWOkLAKemJgqfO46Dvrmu57SVwWZJF43Rg4Yo6IwM118g0JFkUg7OcMfjqvSjNVqTQlVp2wt5XJ5+CvdmbsWu7vpQen4pfaQcdq7IZweGQmUkcnVRo7S9Lv2w9F0UCDltYcf9Tb+h2zXVo7QNoUdpu5XBdp7UTay8ogmwU176Oq0BvTM4bjc5ET+PKzNPYnrDz/Hd9Ejm+VxvF3wjfz1uLX0PrdnKwlOO0Y2/kJouve5jTY8Q0YpCNJnV6BF6q5VO9OE935ZLN7YZK/H9qDYCSV4iOAxw2mqW0kmDwBEq6QvIYFeHXQw3uYOY37yweZw7S5iH71jDxDqKVgborAV4Rgy63QNO22iSjp3SlrXmM425jaW38L9n7oELD/2coN7VSts0OojdTQEfgUVKcipQWtHpV6/sBD6OpW2cwyCZh2QeppYDMoUtAJSrV71oegQaT5ROwuI9fhCytE0SOU45L3IYRCMKPYJJTfn1aVr/QXnEz3lLW1MFre184fMLF9N9UEIaHRIuaABoq1naejjdnVCjSKGxlmwjVMROPfjySj5HnV8te6WcogO3nFNkrD++nRqF6zLhjYXtGPPbKGWptI2qLFdu9A2WQx3VUehhuajk/N/XWYExuV9hYsOFGJa7Eoe7HGd7wwB9oaooOZlEHLJhymPB361rse3CF2o/CbEbSyVPU180NGM93D3CETzBnG2tbLIQi/g+c4I7E5dmnsPj2ZuQQQkplHFx6nmc4M4AEChtK3Dw8+JlmOVVD2ZmPA8VNhBxX6Dnea82htPIu2pZ/vz06zjnuF2UYUxh42RVBtMDH2E47pGdFV7wd0FhaSuigeuPNitOWx1nrew6tS14HxYAACeecl0tO8vnXz7LDDWQ5Zy2flx5eVVNbOug2IctTZRKYS9rS1q+9jmO6ecTyAE4Jn8XXvI+J017EMIHCEBln5Cy0KIlxWkrh7osjqMOsblN4ZTNaoz7SlsX/8v+Cz9Pv4GvV52c+xayGaeMi9Kv4NTUJHl5UTFw2dVZG7qp4NMsAEAL+gKA9Faih5RSafsjiuc6CYgtbUnYEZli3NDjn55HepS2YfQobbcyWFt8aYKXBYKxTRb0WWc2Aa6rrxduwFSyT6Uc1WcmV/F/U/gVju68S/juixKPqNaKGIuwunbqKFQmwl5ZtaDFphNO09YRmU3b5iXE9ds7jQyHTxwI6REE7V1AGrtwStuRvU9hfoccplF0CTR8Zz0m7U8LhuoNnNiyln4vem4Km40NT+lgKmxPbrjAqkzfSY3EooazGO7aje1qq0tTZxn0FU2gch1pD2c1JuUuwEWpwPozDi9xmVHaquvIVqFh7vecDicOaXKl2NTStp/A2VctjYZBtbTaOeX6M6Uv4srSeSi5WZRd85sPU7298L381RjnHWAch0azxoGV2EqHSN9VnuvrymTjJ44nTtvva77THVGoJCxt/at5Pv+liuOso2r1Pmj9WNyd/SfeyV0eoqbZSPoLD2IunbgNDum8Dzd6P2Wei5S2+zvL0IdbL0Re020PN0pRlbbcb9M5xNbSNqwcpv9WKw17oxO48yg8s/YruDr9qDDP76VGMI5Hvp36kE0vZe6YqORmE+Z4r2DPkb+r/U0IsRpPdHl066as6H48fn7XHZCY8V4HgSYt3YyJSzZFXt8PdhbjieyNtd97Oqvx49RwXJJ5HjtV27hcdVZDr0Xt3OFakaTwD3JWKH0+nI82J1AW0PVdNlhzUhZWosp0unDjbkSPEIpU+aepo4j7PlyENU2BnEkfxKiVtuF3KYdgW4kCTYQ2oh7PcSzkh5c/gzVkGwDVuSeUtpg/1hS6W2qiGEBF/qbzTVE33yDltA3iRilP1MMr+qafCf4fZ1FPoyRV2gZop2TpNOPg2UGJyGW0AY6EZs6x850R2dLWMKJuSXep9ick3I9WNcmV6DbzdIlS2vrwaaJ8S1sTuPBwc+ZefJi7BL9Ov8TmQa3VzU4/AMBD5dOF6fT2WrW3j4/aPtpgFa3PohsEBGaH3yL0WNqq0aO03cpgKxN6hODd2Wvx0wfGY/mm8IadHmj+XzZ50JulJJS2tHWnX7bBBo6RFpIhWC/xVn+ku0D4PLRJTHDPwlptVP5lrlwYXu1kNy7h96ZrbBSloczStp4ggNDpVIFkMJATNnxORh+8sCnzpOkrc02EB8ZqVXNVkhlLnBARl3nDyhEZX+YuXBhlDsOAyqZCZMEpwg8KV+HYzjvx++IvAFR4mv6YfgqDnBZcnnm6Fk7FI6cDreicvrIJnkek7WTLnUsHZyhoLOHAbIybKlz6oboG9N8F7w45n3lXzFXmz5IXbqdVqCh0PQ8oGcwL03f7CZp2OBa/K16I8eTAyM6NWjvVlDtKS9vqhN47m8KT5x2Hw3cZwLxXgfY6bzN8pP2HUjBWyh0OI3q2stGOL7imtDVQ2LU5leu0AzcHm8eUwxZCZqFXQBqt6I2Zq1mlg8hC6Kfp4bg4/QLzbDEZEgoXRbYBKnNjHEdksrGzTdZ8UyJKIyReaCxtaUXC8e5MYPMSAMC56TdqFDQ7YmPt5hBv2fXlFMtHS1LmtxqKTrY2x9kof5qP+a1xWM9yKaIV4boSyR1IVv/lMhbN5/SjgB5BkzGAzmIZ//ffj/Cd/41Ba96cIoxO+rnsn5l3DSjgOHc2W+bqmKbLzh+ujfQOw6ZymIJItu7OTB0YpE8rbYl+6xiFIkuYTgLEhh2FMt6csdqq/n3wTSxT4v7pxem44fXZ+ME9Y4J3Ouv5KtLVmwbkqHOxYOgzyFepx3zqCxPoDrxtxu1DpdNqf79bPhLnFX9fUwr3FSltnXj8k/ZzezVfbuCmKS2PbG0O+OgVlrYKsTGqn4TeAt5iFfhbRTRWQywv0QeotDNgnsdUdDvGBFbc8FGVtsbKPXVZBvYOjIoI7LbvOnmZztkPm3WDOHu7Ff75Uqo3igoFOZ/md1Ijhe9KlJPJGc5+AAAiUd/1K29WWtoCQG+RtXxEiAxCiBfeP5vWv9NjaatEj9K2Bzj34Yn4YN56XPbc1NA70RU0m2sPGWrUZUkSJ+/h6+gm3ux9rsyrij8Lvbs4/QJ+mnor9Jzn99UtJjaLlJjTNoBPbp5yHaUwJHJEFgVRrKhLXTJ98BO/I7TWyqAUspzt4IRYfhM7xNkozNG3NjQSzqi2Ua3zYf2/2PI26um0jcDMWwfLhJ/dnLXC53GgIsF3QbTWIj5a0QtrsS0KpKIgzKIk3JQkZWn7tzfm4I73FkjnPr/9TjtoB+H7UHjq742tZsJ8HMW+P0+ccqC4fIPQhO+mRmB7p7HyoKF/6AZDuWHbyr+eh3VkIPPOb7cyIYxVgAwrBp2Amac+gYVkZwBAMzGnzqGhU8oLlWX+v9U/XMfB8XsPQv8qf7jJPOqHSJrTlqZH4IOKynX/qMXGeZ+fehUHuMsBBJuAFiLnkPbXzFxePE8CwAZIlLaEVdz7Jdc5QvEhWlts+39gaetaHWrxEE0hBMBFB5W14fiy8GnQ0FmO0o+O45zZDEQrhrpjMbbh1zg39QaAgApDBuJm8fPCpcowPopOrqbIsKnJf001uZIdHBh3vaVt5V9+HJcFB2lCqjCVRV41DM35x3Nwq+B6RezqrAVAQhbxORTRF6yRhW89T9cLr4z14CDvhccgr9z18WHmeFxePA9fzt/EKq0NxnE6EXk/GXqE616dhQse+xi/fWqyMpyoNUN9S3LYMmJu5abXko1Bu5jKHz7NSWnno9G84zFohj3/rN7S1hxrybZBulU52rfG7iWYVyqHx/WiRxCFDzZNrKUtrbQVq2V9uV4lM8d1KilCr4RuHy5xd8P1OB/jvf1xWfF8RcjgAzPcWFSvw+KKcRDcBDJBdEdkZuF0RalwapsZ1fCwaWP/8LCfYFwUnYzwQMwTONPe110pL4+bw1+KP8JUby/cnlI7a75/8B+0StteFodBOoiMmwjC9Aim9U+3a48jsjB6lLZbGWwVd3T4NYLrArQVmOxa6bF7bgsZGEtbEt/SlobNJNxa3Zw+Vj4Vr5SPD73/s4BDz8eu21avnWmys1FmiyyYaeHD10WkXUfNvaTgdXPgGNcRoTZOWxL4LydwhHQYl2SeD9Ef8EpbnrJBRo/gKxZN1m3uUqU0HAE4JW34PWDXpw/fdWDtbxthihdlRd2rP1oxMneJcZqm2Ej6YzURzxcuPGNHZP7VL9+aIOOUhNe0TWkBRChxCsH/frBAurnwx+HZJ+xhlDadztrmeKfeJi0f8G45OOPgHUPvH87ejFsy9+DvmbsrD3L94FHe5VtILxQbKtYdpTLBMsIqf/26J4Sg4Orb0HNSzGhpsXBA93L2KtyeuQMD0YJvtTyOnSFz7CBpf8L8U6s/f60yEdjpeTIJTtvA0rZaNkJC6wl70EesN0VXZp6s/V1yKlYo3ylcKw2/v7dQ+s7HMrK98LnsFoaphY/IQ7m1bEPVqZ1ync1Hdq05zS1DqvYQ9Sn+ezzF+lBJP/j7EIdV1m/jtOA/2dsBAFdlHgcgdhjEJljCYhKeC4RBgUiWthOaB2rD+BzyU5Y31mihTGDDaSt1RFb9Fr576Czda+lZHNTKnslwbdsN+DB3CX6UCnMQNjiFkHd539KWrhfe+rJy6B2Wn2T0CClSxjPlkzCb7M4cYhcNto4intYoSGLjPnt1hY//ndnrrOOGD8+499V/RRbBpuKHX1ceUvA8EukQs02zhvI8mSr4VAgAkK8ewPm3JETOoXX8oTrY0iPwa7cP2hLUcQQBID+o0eUZvDNr1AfOPgqf3T2ox76a+fj98uFG6c5IHYjNTn98r3Atni2fyLyTHaZkwCttVUo98fc5jmNJjxBVaWsWT3dIsG2fLEWPYMewq3cEGsi7LdXbXv3d8E3lAkmhUTCWN8KcNgGoHLLfX/4KvlG4AZuog/JzCr/Hu1WHkwWSwhGdd2Ns35NDzoB9tFUP51RO7mwhPJAmavlGhR5OWzV6lLZbGUKKO02nZ07PBRMVbckkk1N//aV9penTPC+ZpJW2kuebSF/m95Olk7CRmuiyCms/EfyFKklON/r6jUgIoC1tVQsl3WZxOA/98th8Yr2cjakgs7QVoZPbiPBC0/fSHwjj1ZS2BpXBUg3Iw1WI2dm2IoK2s+piVHwbYYqxtCVi12A7S6yQ48IBcGL+NizywsoCFwSbSD+jdHzFva8EyqLEzAcXpF4BEG/MmljH1crjG34YtgOdztoWMwsMUdKOhLeNh28NIAt7iLsEALCtTzGS6w/PCebuD7zDUXYz1bQI5hDW87xPTeIRoJDSWwm5XokZLzab1MPdRfh6agz+kfkfftT+GO7P/kMaVswNyh1QVeskXeXDM1PaVv61tbSVbQYCOpxKGUTXM/08r3hhGr5wy/tY2xzdcse3tJ1LdsMFhd9iYv9T8HXvFibMjkSv4BjtHSI8LGmsOsuoKcir/67nLLRlECltbUcybWlr00x8E8msufkk49IjsAew6rmnF3fVdhBamGuYLjyxwyAKmxobjZ24pklBuB7miZoKZRUZFH54ztvMzxkNP8fPU69j5qpmvDPb/HaHyN+CFJL3RDKORbKwiNNWla1ITWB6tdqFh2NKFac1J7rhG3A5FLEdGtm0q3QXdDvxjj3LcIWKHV5W8kE7uqPruyWvV8hmiD0VgbAMXWluZSBDhw/TKv9mBBoGU37OdNUTfNlJo+wRNEO/Ht5f+jLmezvXfvPKoTfKRxvlLcIaBAfrBfBK23C7OnC6yRGZwxgh0PtNmSKZX/dN8/RhKlMevNMA/OEMn6ufBNRTErQYWlevcwRzahVXFX+GVtKAG4tnMs95S9uCQmmbk+yPHcfOMCmq/Y9p/eqmhZ0G0o7Y7MqjvsBFalR7Fz72MWauqhwI9RcYAeVJGusxMPS8kdNR6EAoWZyWDd7zPoNzi5fhK/kbcXz+TjSiHwghKDvhOf798uHYRCrKYhsHhzrIbrOF5s0epW0i6FHabmXgNw46ZQ4dXnQlrCTYSNhY+LCWtnKT/HmU8CFDgeOGkRWDJmDfo/MJXFE6j3mvuqINVATma9MP47upEQBonkHNd1ssCqK0aOGD5rRVXuNRbVwc8yJFsbRtiHBaN8PbwzoODULEjshE4K26+jlm/I9+/zARHhinXpqw9HtCwr8r/1b+MNmn0MVzLWZy2irXI/G8/triltL3kUdWqOhxQNCM3iFnRwBwe+mb2ChQ6PobiixKDF/uHzNP4QvuVFxf/hcGQOJYQQMT6zg+rGlV0kmLiPxFkA1NE0dk/txu7DCkoT88avysIIODK+4eQSdyWE/xmfrKG4+QmhWnCm0d7Xj+4xW137oNS5vg+u4pqckAULvyL4KIL9h/witsfCsdE+vs2jh17a6FytrQP6Tzx7GMHmHK8kY8OX45lm/qwMNjljDv93JW4XBHzM/Oo0hxpL3pHYMHd/gTFmA3nJL/e+25TJFTS4OkILK7rFh+iOtE5rySh+gqqa3lDm29bKr4mb+2BdNXsnRL8nHHlc8DJi7ZhFvemoM851FZvLFhn+kcXdFyV47bdA1wWrEJwfx4jDtH6DCIxubGRu0BqE+fMbf3UcJxcWT+bnUeEBzC7XgIcO47zCPfOtgGdvQI4veeZL0VXvkUHrLK8xVb65r14d0paqJWAVdpDkXs4FPZVOEfxNDtxFvQjvcOELZ5gYiVOGMyx9T+vuqlGbW/Hxknv8rrI21pHCFDEvQIpugoij2h05BZ2orkKFMlPW1pWyYEzUSvwPtL6ce4p/yV2u/aQVkVfyqeW6O9WEEGKy3k+dtPmylZy5er/D4is6C2kUF52Cr4/OAVWobguQk9goHOVmk8YeqCwEFwc6YPOkN88DxaJVRFvAVuE/pKyz6T7InD8vfhnvLXmOe+8yofqnk/5xQh2s040CkzWUR2RGZav4p5Ya/BfXDkrtvU6mnyskasNzSOAIApyzcDAPo1hOfFW9J3Y3r2Z8D6uXhzZuAwtR8RK21FvP8qpbkImWLgG0BUPzPJHjXDNAKgJKBHuKf81doNqIaEnEQCsgNpElrrapRC3PMZnLxFN6urGTOfRvQobbcy8F1cp5Chw4uE8mIp7OyBD6bKgr6ukqkq+Z4vfz4Ubph3rLKcQJifSyYQEYHSh4bsmtC+TkWJ8E13FH6Wfgu3ZO4BYH5t1mR62dCax59fnYk5a4JJmNASSBW+dU8q5Sqvvr8wORCexdfx2IeXnrofvrDfdqFwURbYXIITvwy8oLka27JOMHb6jDTuso123lp9+NcOTTZYdMtodfqh683Bu4AjrwITJQO96bdRvDKKZhLmEUyhjKezf9Gm83z5/wEAnit/QRu2jeRwQOeDmEL2AQCsIOE+6MIDgYsmgZXJejJQeC2Ptv7gFcGPZG/GVzEKl6efDsUzAT8fEiJvY5kXchnoZOJa8Ouy7IVOfLv4OrZFM+AAA8sb8HT2evwh/SSks1auH8rU6f56MrD2jb6CsZMECriHq55sPY8AVLwXBHM9ADw2rQ0vUnPXGgFlxirq2Qyyp/ojJZAJlNW/AAT1l0qZ36gINn7JWtr6h6yiIsxa1Yxv3jW69ruxnVXcvZf7PV7OXSPhomYTLLmsIqizqqxYQHbBmYU/4eT8Ldpr8LK3og0hPVedkv87Li+eh6/n5XMMb0kKqOdX0QYuUNq6xuPy1H+OxO+eCVs2hssiPtD5zv/G4K73F+LB0UuYd7IrhEx5NbdmaPhrb9EJNmH9qJskp7sTQhzuAPDytufU/u6FgtKLOAAMLdyIPxTPw4cDvx4cTFFt2a5xfuTBxTunDAOOpg7Os32AXY8G+prxf8vAWNpqwsqqM3jM9g9RezH0CB4JPZPlSfd9U8vL/ZzgQOsIwUFMf6ctRPdUc0SmUNo+Uj5NeOgtevZ6n2+hxRHffOHDT/b2CYVJSmkbh4/aFjcOmxN6xreYzCu6yEmTqZK+xmnruPA8CGUgEeg1uImztG1Bb5xZ+BMmZI7CTwt/wHKBzOVjLUWHALBWu261BnxZK+uUOKtCUrVqjWFpq+QZETwiwdpN58rQI0iS88egal+lard3ZpnfBvDXpR0lTo9pyCiiPvQOY343ig7CKND0cdcVfwIAeCP9JSaMTEHsY3TuN/he6n3mmemtLh92hARUPNPbCIqy/Oi43eFy1II2Tlvfmllp44G9wzdJvpuuOAvrGHEb87yvwNK2g2QYqhEfugNVHqkCrbTVyGUEyKfClrwlkqopbZPcu5cE18IIwmtj2SP47v8+wg/uGcu08VfvGMWE67G0VaNHabu1wUKhCrATpGizWhDQI9iYlKap41efHqGR9MOo8sFMOJkjBBohfi5JMXS8eSmJ0nZ47nIAwLGckw9XsZG2xWXPTg1t6Gq8atSzYjnYxJtuOMVXgdnfvz55X/TKyJ28mG4qAKAPZ7l6dfFsvFU+ShmnF/KMZ1od/A3i2YXL8Wb5aPy1+CNWeU/k1/SsONUygWVDQI+gP1am20a1mFY4fkCFDb+n0zBS2lJpyMLf9cOwUpsWrgnCc8RnnPno76ivcl1YuBiXFX+BM/J/w79K/1d7LrsuW0KKsdz7Y/E8vF3+LH5QuAod1Y3HyKpw2kegsKkobcObQN/6Y193pVCpCwAHukuV3yIDz2lbgbiNPWoTYQK67UyFVJHVqAnuy9yK33v3Y1juCgDABauuxrHuHFyYfjXkgbyGXH/Q3mnXkYG1MvvlcKhTcP86p8f18wXcDYpzCr/HX4pn1ZT3Pj70DsVDpdPwaOkU/LLwG0z29sH3CtfizMKf8GTpJNxU/KH2O/ujNdRHVBQXvMWNv+HTOTcD5BZ6OsgtbdmNpIiDbfxiduPXRl1RpjnKvuBOY8Lt5azCtBx726TAWUPnqcPZMd7BWEh2FipOaci8FxcFViRMnyC74JnySZhG9hbSpAAypa1qfg2/85WglTVUGjUy+LFOF2HReta63+YgABDPMvR7/5ZLZ6qyge/ntDNKvN7IYzvOEhMAPuz75SANp6B1KLWc7ICnyyehjFSgKOHCXFy4qHaAB1ScrMz1dsHdpYoVYHu/PYEzbgK+cBlw9utBxIw5j7UINk5YpZy2knEsU8oHf+vz9dOgm/7f785XltMHvWbt6YaVRDdl7g89EyltaXqEj/b8NcpIhQ5V5ni7Cjku2xW3H3i/ArTy0EdiSttu9kaju+bry8zpVHg+NJGnd3HW4QBnWSW8k0GZELQaOmQtUNzhPKVCESlMJfvg6j7XYiHZGY+WT8MDpTOE6fCORWkZ26nul/x5/evuR5jWcB7OTQ3DtemHMSL7O/TyWqwUejzU9Ahy8HnSbZByxUrGwBGZvMCqtWbMIkPqMCc4cNjbWaUNLqOIeqD8ZYygrG1nY29j6/OHymfgyM7/4dH0d5h54S3vaIwsHyqNt7OzEX/P3IvPu9OZ5zYW0fWmR1DVgcP9GxWqPjJ+MdsP+gosbTtJCmO9g0LPRbc+SVaujN/Qa6/a3ybGY62pAcLnndWbTlE5bXXrIv2Mfz5vbQsmLNmMcYs3CW80+OhxRKZGj9J2KwM/UFzHwakKj+Z0cJHlqsgR2egF7GSlWPqC8jQux475JQCATmSQ4pbiAjL4XOe/Q8IDjXZOkJEJzDrPqypC/iyKoauZ6ZQZPYLJIsVfvZTF8xUHadcxFlr58jkQCzyiE3HRBkOMIEA/jiP20fJptUVBhn5OB64rnY1fFH4rDdPxy8DSybfIHOEdgQuKl2AjBuB3xQvRnh0MfP0OgITbMk8ymOjtJ23nosi66Bcja39mUMbPUm/gsbXfwrmpYQBIyFOzD3pNv+M9+YasMnaosURYR0PB1ZHKb1ulrUy4ECXDPCPhMK7Bocwb3rHw4GIO2a2mdAUqY1sE/jrQagzC+cVLMdY7CF/I/xOvH/FfvOtVFMw5yrPpRYXf4N7SULzlHRXyoM2ne3pqojBvnQMIHwN6sWUPWdpCpXSr/GsqY9A90/ScpLkzfDpukt/nUjMBADs6m3Fc05vYPT+39m4IJBsQjh6hYolTKaiKPoAX1paT7VBOBcqZ97zP4P7y0HA8uLiudDauLp2D173j8K3C9VhBtsMY72BcUToPGxSOG1aQwdgemzGt4Xw8nb2eeVcWWQHUFC6Vf33h38YRGaHi2jkiE6ddswp1grUmZInJlYtOa1sElhj90Ybj3Zk41a2Mh2+mRoUOYUour7QNC9G6Q68FZCfhc9GhqWwTPNhpFj73OR6ZNJSlCcOnBEmn1M48k4LqKrTIGsVvv85iGeMXb2JoUnSbI99SpqOqtP1r5gEm7NdSY9BfsDHc7AZWP72QN3YMB8gdkb3sfR6XFi+s/d6Efji98HfcVPpRECiVQeELVwJ7UJb3GTMOR2l5LDhtZa/9eEactgIlsfoggQ0LAB/O36AuaBUnuDONwtHozAwEILe0beuzW+U9te37Sv6v+Grhr0JHZEWFB3Je8Sta99OkiItSL2NG7hzcnbmtppi0RRca2gIAtuvH1gU/Z/PHaYFFv8jaX53Xie5kjMr9Fjn/dpeTgkeIUNYRgaaE2kzxZFYOzyvv/Ft9BWRwfeknwnRmk91qf8/3dmYsfQNL20qbfyFVUeRdnXkMP0u/hT3ctThm46vxOG1V7wRjjB639NzOOiKrDz2CDfw62dWRO0v1sUlhQXt28XKcnL8F38lfg+WOmfNIH5vRH8QBzrxnbO1ZEWn8pHiFNu4XKT7tyn7SvGJsHaX6MOb9VjRgUnOGqzjw/WL7cOZ3H4HStuC5Qgt30d7UuTRs5T/V2ws3FH+Eadt9vfbM5EZnW3pg7Xcz6YWF3hBMI3vXjGr2GBCsATYKXNG4EBqTkHD7L90YyKCqb+ixtFWjR2m7lYEfC64D3HHmkRjUR6xMYzhtBSOS3mz4r699RS9QHuIswrjcL3H84jsrZG93HYODWipXO/MkC9dhJ63dnHVYie3wavl4aZq8YCk7xdY5teEVxjTOcMczv9MoIWXooMZsQVOcDlKTlb+BS7nmlrZi65zwUxH3lB9KpFQ4creBAIA9nNWYnPsFLkk/C6Bi3cND5JmYxmA0VfNTfFPfHfD9/NUYVj4GVxR/Hno9i+yBJz7/NvCZnwg99hyWvxffLVwjdZQm2qC8sKwX7ih9EwCws7Me12YeRQ55/CD1Pm5O34tpufOwv3DTEXzHsOlrBO8r4K/We9xvXpFkciWQbimZYCFKhu5PBOENa9qxs5ChPcXL+IZF1nc+1mMbLBlwDERjY5h3HP5aOsvKqo/HDs5m5ftsysXYK07G/juwQrOMYF+E4Lqe4VjVHJaJ4Hup5WGjkDqmhRU0pfzQ/XZi6BHWYWCtb6qVtpXv+WnhD7i99E285h2HQm+7TYYIBYXDo1bSC19OVebtz7jsVWJVWf352h87merEaMJpK7OszqbV858sZX7jLxSOBXQdPgY5wWFg1inhyexfcW/2NmyHzcgLrOBKnJIlL+BVHub8v9AzAHii9CW8Wj4OFxR/K3wvunIvWztvLv2A+e1bgoms5m9XWCkK6REoi6q6WNpyv9WOyMLP/OC/e2YKvnf3GOb6pigtug5rSltXvNHnr877oPtQC+mttbStlRXmFlD8AZ0DYPmmdux/9Ru47FmKeiK2pW2lUk2UA7IwgfKHfa5yBFh5T6ThamlH8BPgx4yi4CxlKwdbdDt95B0MuBmg745Yt31FYU6vmU3oixLSwuvSRWSk9eZxvV/EVZ1GGZdnnkZfpxOnpybizdwf8U13FAZSB0wm2HWbeMp9W2Q5i1m+Bvg29whBe6GExRvCShtZ22+DZrybvRQPZVnnj56TgueRELXJ/+Wvxb2loWjiuG7pAxRa0ZpXyEX/KX2d+X1q/u8M7+aZhatAz27+XypZq3e5Kaalrf7wgwZdr3S2tOJc5mQ38D+gsrSVvpIihTK+n3ofuztrquVyanutQZLDSRq8E96NpB/OLlxe/eVgIdkZE8kBKHvEuq49Dxi/JEzRcG7h0tq+R4Tz0sOwV9VK2JFZAcnyjKj4Nr3tqdoX++9kQc48ZjfxCw6OJh+A4NL0M/iW+yG261wSelsoO0Kqk/+UvhH205DtA/xhKQ7tvK/2aK63K+4rfwWdFOWjifFYpxPkeU7hMpxauAUFZGpGVV85aFucecxuONKZj+m5c/Gr1IvKNOm0eQgdoCPc/mubgzlNteehx6Xg8sKnHj1VspUhZGnrOmjIpHD0HmHOQIBTHgjpEQysGQRz2t8z92IHpxE/Iy8CzSuBYqDgyyMTEhJfKx8HQK304z0uiub2Ezpvx3jvgPALCrzCmMbt2buYK8M3pu/Hjl7lepoNdYANRKnWHJGlzDecpiebImFFZTniKxC/4X6EbZxWXJx+EQ3Ioz9lfVqq8syWJA4tfPgKU9XVWyeVwThyIC4q/hZrIe63ri8NCegRKo6uXKQE1lpAdSPD4XfPTK0psL6SChT3KZTx/fQIuA7BOak3w2W1uA7P0iOwKn6eZ9PM0pZOQRxe1NYhTlvuvallqg/aulqmjO+tuWptciVdGM9AaTvAaUdWweGUy7jYcUBDqC1DyjuisJS0pUeg/zZW2oq/wUZ+L7jsvEvgYA9ndTjgTkeiT6mx9nMN2bY2/3cW5BaYnlexEP3AOxy3lb5X4SgecoJFCcXISyy4gYqTD5HnXr88MgTVXrW0teC09YO4nPdq3aZG138CKh4SOgRUWto6gSJkG0opckPmQVyWeUaQH/u7s1gOle2vzvn4e/F7objjvQPw6+JvsJxUbvDwY56+Oh0orkLJAACeKH8J/y59m0kbEFv5vjZN0E8V8OsrbXHwaQMVPULYSlrM+waID/vESkNaaVuxjulImXFf0mn8pPAHzPR2xy+LvzG3tCXm9CwDuLHoOMD9oxaDEODZSQFXa2xL27Ivs+jDysIEhy8GlraW9Ah+GFsF0J4NHUIraRXylNxFl30B2QW4ZCZwwYfoP2Bg9X0wPv1bRyI+zaKTUUxnDq4onhvkKViF+naGaR3+lf0P/pf9l/xDOOyzfV/svb2dp/Wk8JsvVSh8QvQIXLiSR3D9q7OEacj6x0/Tb2NvNzyfeUij7JHQejeJ7I+/ls4KcUjTtd5G7alUctHfuYOy+WQX5vCGnxNS1f1SUSHb9y631M3SVhi+GoG/6ZJJ0cotsTxmQm1kf9AC/Cj1Dm7O3IsPcr+rPfPrZFvolbaNlNKW9Nken83/DyO8I4Rls61pGZ/ru95ncWspvMbTeC/3eyZvU0TdLRcN1xlVHfjtLmr/B84+Cjd9W04NwWfCWH5ycskxzhz8Ov0S/pn9L/ZoDt/0K8INcU0DlRton8//m8onVSlsr4GMU17/UIauE63SFgTEAf5b+hqGlz+Dj8l+NZnMp5js1Tgf1x8H3Ji5H1mnjN9nnkUvA55dUd4yvn4+LOPUXrHdoxW1PZa2YfQobbc2cONHd+JEjzedIzKbaZjhs5rxPPMujwz+XPoJZnu74o/Fn+P/5f+Jj8l+2jT56yOiCWQVBuPu8tfwr9K3pY5OZJy2PranuOC+l/4Af2q6DoDeIs5kPRO1g0hpU3NEZkWPIHoWPLzgi3tXyiCIy1t60vB5FmmOvG3QyvDyLCEVazqZV9Lv5K/BHG9XnFe8FADQ11EsEAbCXy2IJ1cgydr5JYlzJBE5O608WI8BoffGCnUQzhFZ2PKW/lfk1EIFWZWJBGl6g+pQ18t+lnoDb2b/gO+lPrDKm25zWpyc6gU8TLqr1rTSdqJXmQuWe3LHGT4KCmUeDZUi2q8jvq5EnLZyegRW6aYDa7VlFAXNAktbx1EPF15ZXXbY8enCw4jcpaF4pN+OaCgHvJydyNX6b2u+Uo6MxPEKr1xcetSf8GDpdPyy8Bt5QTVQKW17O53MXNQfQblVc3aw8av86485E0tbGRdmVAod/7k/14vC8QcbdD3Th2CDKatbGWUIrdAEKpa2vFKuHQ14oRy2thXdVKAhcmAmU54TuBhHHbL61kZplKuKSYLBaML72UtqNzyUeVPtQfME10Vpy/1Wtb14Y6Pom4JnNY5elJGuKlLaU2qnNKFylAlGeofjK4WbMJPsaWFpS6hbV+o+LpIBhNXPWdru6azGOak3jDaPQFCnJooE2ZD2H/PlE/VX+omfp4kjMlsF0E4pvdMiHteWzq7lFzog6LcD0Hf72rV/+naF31Y8rVUj6YORuS8q86TnBgIn5JfiuCl/EMaT8qgLcMbBO3Y5r6E/LnfZtjfz2wffnmWPYNh08YGSrO1ln+TTI9xS+r5RWWkjF7oNec5hGUj1Ns1KMphKkx2/PKetCBmSj81pK7WGFz6rHrZwz2kfKjJL24AWSV6eKErbYzhfKAQEKdfBYDTh/1IfauNvRnA44aQCeotw2ayLlhDUDczvU6PUIZAsp60IKdFVU0U6dDa8BfxOTkAv1qu4ORS/RFxGCVt7jhTLI+6Iy+RW/UbQ1Em6/YK/t7y5dCbOK/6emQveKh9d+eOjO5C55/M40A1udIzMXQJwNH6htAXPxGslEfhtCR6o5PIeegQ1epS2Wxn4oeDPo7JNi86zLU2PIBtnIuYgZmP3zrXMu02kP5aRHfDlws14qvylmsUOUKFJ8PGX4llMvI3UFR4gvCh41SsERaTxr9J3MI3sLSyvTmnLY7fSUgBmBOBRUNs4UM/8SVpkJXTZYeJr0qL2ET0T9YWapa3gK3xL2x0ope0Qh+XCvKz4CwByJ3ATyQE4o3AzxlStXFVKNBPhrxZE4Yhsore/8DlfxvJeJwMQK213cwMuqg1kAL6T+gCPZG6qWfaZeswlhO0flUUrfHpaswKw5LSVhRYpf+lHtKB1beZRHOAux8mpycK0xnoHAgCGl3nnZk7N0nqytw9+UbgEy3L74ncUz6FeaRtc+fp14dd4rdfX8ePiH5kwvy78Cq2kAT8rBpvBgsay20dfheVSrnqlnZflTDy++wg8q5sh3Bc04SMKwP04Luasx1o8yxzOkUxfjBn0bXzs7YPLiucDCDYLvtJ2wZCKo6FplHLeE5ywO5le+HPpp3jdOy7SNwBq5fwgp4WhB5iUu7Bm2aLj3wWCNvPHgtgBHYtgzmYtfXStpLut4dboEew4bXtRvGQynlgmrWrcXtnKXJgveqG68oi43nlrrzfLxzC/RUpbVR+nqRA2VrmL+zkdmJi7ELdn7sTF6eexp7sWF6dfVH1SOE/a0jZhSdf0miBfFiYNZfrhtzuWVuGd7O/xk9TbtWftEnoEERZ6Q0LtoKMzCsqjt4D6QeEqLPSG4KLixcxz6RrZMJD5+X7uUlyTeRSzG87Bfs5ybZnKNaVt8Mw/mOYho64KDl/sLG3L3HqtSttWydKXVNaqJc4uKBP1ivJK+XicmL8VT5VPAgDMX9uCycsahWEH9xXw1tYUB0E+b5SPxtH5/6LFlfOIA+xBmguCVoG1bly4jvlBqCl0c7D/1s+XD803uUeIUIG0dGMb3psTyI8ZlHBl+nGcm3pd6LgNqChtyx6wjOzAHHrL8KF3GKZ7e+DJ0kmM0tYkLgAQN1NN51C8Vz4Cb5aPDjl89jltedoTFpUbJwc6SzE692tcmX7cKH+qJPKDFcW+pnJoTV+nDv4mUBvJqGT3KOJWSEVMKn3o9dwVyAhu/b1WPpb53UxTXzQMgAyb2grY3C6/OVYPPJe9DntgpdopnOD7oyAJTlu/4U33Z/I8Kvvvr7sf4XR3PHpzStsGins6Vw7f9lqW3kNI7VZEmt2HUh310J3ptq+OPUomNTEMkIV40zsaBZFPFwDbOU34U/pxTMpdgF0oPQybtkhHJN4n8WHpdlV9Az1mexyRhdGjtN3KIHJEBkCqTaCDCy1tBWb5Mn5coGIF4sBTOjMa4R0ufUdfreM5fj70DmF+h5S2hhO0yhGZDNuiGa+lLgXe+pN1XBrCEgpOfgs1S1s3tOHcpQ/ww2N2CSUTUpY4DueR2t+gyMsnEpx8QYhesF7IXQeg4gTokM77MJnsCwDGljsvlT8HjzgYUz4IPyhcBRx7QVBug3asKTUVlrbzyS4Ymr8RR3X+F/8tfQ0AMLp8MEZ6h+Gp0okAgP+Vvob27zwBQKy0peHBwT8yd+MLqem4KP1KpazGlrZq/mj/lx2nrV64ESl/XU7Idd2wRaYIFxUuxmXF8xmnMz6uIefj9fIx+HPpp3jLOxq37HEvFpKdgzw1Y65QCkbvagzCA/0uwBIyhAnzqncCDs3fh/cpT7qm13t5p3k0elcVV3y/4y0PCcJX1mvlqI5XG7oMHyYWCbIDI0czWnilbIPH/hY5yOggWZBUBi2Zwfh24Xo8Wz6xUubqt7dVlbZT9/oF8P3H8LNS4NDCIyS0KU5C8PLgih0IVvF/qVG1vzNOGXtUeeXKBlfteEtbM3oEwsT14QuqhABjF23CuhZWyNelXLtAoBWOCQ5r+wh7OysBgHGeuR0adcWvtVGfbGUjLnJE5hEitK7iLere8o5ifvvWIXxaMjRQVsI0bVI/pwNfT43BPgaet33QzeGPyXpY2hKE1/KOgnyOE25sVHyogur6efFJ7OOuwrWZRwEAZeKgrHAW1UZyGF7+bO33T4t/EKw7rHAxw9tDWh7/IFlWk2O9g3By4VaM9sJXT4Wz1O5y/wWXp5+SvvPh1yk9J5vcKKPBW9v7ECrZaVnKRGnLhTWF7yugzeldc84pwybSr7pOOih7BKf+cyRueF1sydqvodJXaNlctH5O8vZDEWkDxVVQaVkU0co5Ck4ETvJjt6A5lAtuuVV+8+0XUkZ4RLjGffGWEZi7urHmxPabqVE4P/06rs48HjJ68OE56ZpyQ2QnyjdJARl8rXAjriidx7Slf/NNB19p68HFOcXLcUHxEvAj3HekpLK0deHBdYDrMg9jZ2cjzk+/bpR/rRwCJU/tnWDVpA9NabDUX+K8gltR8vKYWnuyZXK435U8aGMX3/ABAN4vH8mEZw5I++hvmXUljnLn4ZbSzdQ8SkIyffjQt/L7F1/YC189jJXlVTCte9W84IT+CL/T+R8AKv1piLMRt2fvxN3ZfzFKWgD4W+Y+SUzgg/JhmJkJU/EBvtKWHk9BQZ/5RbAu1g5MShZKW4QP/H2UNHRy56WHYZDTgl+lXhKnLUhX1F4eIbjjPc6/BK1LUrZxj6WtCj1K260M/KDSWezpBMoic8JT+XfooewE7JAy/px+EH9P340pufNxe+bOkIUXjWYBMbcPWslw3TcPq/19RfFcjPDYRS4ke0muGPCIorT9TuoD7OusBMbcCeTFjhRMhHPhya/gnV/vadcRKvBEz8SE4IzWtpqPPK4oDb8P9RFQGszxdkUrdf3DVIm2Ftvi4Pz9OLP4J4z1DjJuOx+Bpa26LWeRPbABA3Bz6Uzs0fkEflT8E0pI46rSOfhK/q+4ufR9FKtWojlHrbjMUJQfO1aF7s5iGa9OXYWmjiIO30V+Os7fOiGcJV2g7Kn8mzZYrRhLW4kAI7K05U8yXcepOYhTYRP64dnyicLx+6r7Jfyy+FusqAr4fPF11u3Fsie1mKDBKxlM6RH6KJS2vaqKKy2nLeQbAf9wKwo9gsmeXiXjqK6J8VzCe3VMZ37vU1X60WhDg9DS0++/LVWlba9evYADv4ZmJ7jW53lhi5mk9txqSx8W/lhWOiKrvvLbLJ2ycUQWxHUEz2c3OvjxgxPxub+9x8Uz25CIikALxz9NvY3frLsG/87cBYBt5+0c/Vj20/IPLDqLYioQUZ03gueYZBtYdPilutK3gmxf+1t0tf74VMAX+UTmBmyj4Aekx8LbsyqcmvXitOWbaEOrnLdbdoVQGl7QTwZy3z2d7IWdO1nnbLS11jKyA4ZTSr8VZHth3/bjvFc+Av9XuE5YnjdnrsGU5Y0AxJbUKkgpXA75Doq5bcRxDNL1+7DJjRPd1Wv+gE5INUU99Puzmh4hXD4dLk8/hX+UbwYAtKG3khYGYJ1PlTT3ZmtUaVT70Zv4PxZ/jlfKx+OR8mkA5BzqImRRClngq/DL1Ev4hjsKn3HmacoMZNPq3nDNVw8yzhfQK203tBaqefu3Htj3fHNWHEOJy/hg5u/4OPcLbIdGfMYJxupP0sOF4ctVR2SVfMJpjvUq39oscBxH936e7kIG4srX1B8VrsATpS/hv1XHZSrZPut1IFPu4HxVmHd8j1gaZkoOW5ggkoEX0CPII5tae9Kgx9X43P9n76zDrKj+P/6emRvbXcQW3d2NNNKKIopgIIhBGIii2J1fsQO7O1EUbEokBKRTOpZdtm7MnN8fc2fuxJm5c2FZ+cF5PQ8Pd2fOzJyZ05/ziSnIfLoQ6Use0KW5yj8Dg3334/b8N3VCu9mBy/RtPY4ey+O/pBDyXJGDhM88t+Mrz226tbSx/1E+YW5aHPo1yYZTnFg6hTJifcrBuXcndrROpD6CQ13NprGd8gcgb2hvk+QNk1sCEy0F0EEi6IMAa9axivWT/Hya0NY+z/J560Qei1gvWlwWcX8iBUhVoDUf7dzD7h10lqBMaGvC+SqI8f8Cs6at/L9V3Y/UAWiFtpUBubEbO8SEwysxXjMJGSoscZRXGlpN2+TY8MTjc7GrKa3J15RDwZ9wAnYbBZwmqML+tVQtkejvGrqO0sMFgiEhkMWCkyaMp5tsmvNHNxmyvofAyZoUrfitpnPzJb1prJVPWxoV2km+ZtBytL5WEtlo2toRhAvrSCEA4IM/ZVNML/x2l8CjMeP1hAS4ReUBXPfuSnSqk4Z0ivmhglFHU5T09UUpJ6OvSTu011ulpvq0NZznIPsFjYx1ntyGMJ/G+ilQtO+0jGxdC+8vD5vE2k2otTgJRAaE3CNYZEERXBm/1dZDpbq/FV9RVYG+LmgW0aIEX1BCvFf/Xk7NiYxEqtPnCKtMxzK4Evgp76pkU9G0VfIo1yCipjEueKpKYOaHG/ERAtopKO3TTmvD6BfPTtPWSqPWyvxyQ7F8wmhSHmm8VU7Lmzr6xOGxmOAu9+sAgGb8Dgzjf1e18wDo/PtaobxjYqy8UKwI0DVttULbH8XWWCi1xjZS0/betDpnV3/XkQJc678Ou0lmxE2/LsJ63I3XcF2A7h+ZVtMEQ7CaqoAQYgrmZpfWagPot82HqdfQ6kkC0fdHW0lNCPHNUK98FQDgIEnB3OBw3B2qG/tJKj4UeyKXO4S/JXmsowmPu/j+Bw+COBpyTTHZPw3Pe57U+RoGgC9Wy4vXP6WGGCD86Viz0vLTxyThz8HfovOnZrcpogN9EqrQ1uJhVtVPqZdGQR6tD9D2a6o2pE29dhKszIhiwQMApVwcfBHGt6Mk7MIgkqxD2QjVaaNr2tt74jl4TzxH/XvrIXpwRxpeLoA7A5fiI+/dOEySIrpoUYIjHiZJaOd73jIdBw5el32fEG3b9gclxDoIS666RzCuMyiatlZZ6CmsAQCcKyxx5LZG4gSNBrmZOwPjsU2qgS8k++CePuJsM1vRtKXxu9RcpzVvp6XXqPg3BD/shJ2aDb1EVFD9eVLzQdskVs9RjjmwGrRqdVZWMlqcWOgYn6Zd92Zxx4AAkLxiri5VCeKxnsQj15UNTvM93xL76ZRC4LV3TfJfQQhBLe4wWvHbAAA5OIq9kP0hG33ua79zNHNAp0rO9pq25r7OeC4rMfL4xXFANhf2MZ7E2feJR5GIof77kIwy7EM6chxqlFq5+VM0baMK1Eycx8mwQhus0nBrSlrzUdqYp30H5ZpIc23mHsEM07Q9wwkHIrPSXLNHu+isCEUNNzZItz+yZo/CJqmW7fkHghcBAIIdp+haL004E8nUzwpjBEgn1OU1JppHNgM7fgPWfhL1fWhmgjuOlGP17mO6yYlW0zaSibsCddKjFdpa+G/TXktb1Ak8hyuFbyg3B9aGFoMK0Qht9RnQCG0dJFc/iY1PW6c8+K0cQCCSSZlWsKmbYEE2hbYbWAkx+8TTLgaMgU1cDpwwOtHspmnsah3xC6FNAaNGZrQYhcxO3DsAQN/GWfhtZm+0K0jTDdZOr3eq2Z2CUgAEt7vexCThS925WLcitNVfs/2weYIWySXFCQUi05Tj4P/9iqZzvkOxwWeZpfAxwoQ4kva4FXSTRPmYIrRNVATLmsdLFGGjk7rshFSu1HRssUjXslLcfTjRtFXGRkWoQWvHxqam1dI1C3TpEytRIvhilVmzmYadpm19g3b0/zzPYJorurFImTSnxFov2mXfaOE3+UVqgbfFvhHvrdW0Vb5TJM2lr6TOWE3qRTTfA4A2/GbLc7SmIJwiTVuvw2ptFwRr8TYroa3+ohQcR1Ns0x17LjgUv6SMxNX+qWhZ+SI6+J5RLR0A4ABJBQGPx4IX4HtJDkBCaw+liFMFtgAw6IKr0Nf3MMb5Z5nSAsDMwEQ8HRyBIf776C8WBUEX3Q9qf2EFGnK7qOcUwj5tw++knV9ptbusBKfK4UQHm2Qn6h7BqRAiT6sYALlcKiMI3w5r4jyYApAZENS1gJPt3ujwIoA/SSM0rnwV1wWuc3xdJEEmxwEx7qpdpvqCziQaTn3alvtFHCkzb1RpXU4FIej8rmvZrFkTSXCp488bQVnjWTvGlSAec8WR2EXsNRcjBYtUIIIzjVwA8EWIH+DyH0ddPhyQTSvs+m5aD/t8ILrNjXCb0tdfvSIE/X6SzTpIwYm1jZaaoLu7sIIQecNCi24u6zoFrkYc8r/gCIz03UU9RySic1fUVVir/jZuUCt/8RwXVWDlSBYDCnb3VL1C0pRWQoecxA3hOA7ZCNfjSJq2u6QslCFWFWRbuzUzTijp70zTtFXwWGw8ERDb+dY3hhgE9HvQoWraUjY4aHNomnuEI2XmdScLRGYPE9qeYZjcI6gmUXQiDZTz1+5Xf5f55cW6ECjXdWRCwNmO/JuNn8f5/jm2ab6ROqFd5XMI9rlHl2uacEbpDx8OXAAAeCvrRkf5iGRyRqOjNjLokS3Aa+cCH10G7FsTPu5gnLeaJwx/5nfd5D7s05Y+4NHGm0juEVQhBeX5dtGQBZ5De0NkVAVt1FlANvswoviTtSUzrNXjRMtSXZzVbh/53g5RzMAUfAYTM60LAQIOo4Wf0JUPm5vTBtZwen3blCS9WEwVbiiatk7cI2h+W30ympsBbX3iOQ7ggDjOWmg7wX8zBvgetM2LUTPU+FyrxafXLaB2qqyNoS13p3K+SBs1SiCX2txhtOS24grXt5jlfhd9+BWqywTFHMlJvYu0rojGxzHtnpsOyILJpdv1iwC7fprWPwgQ8ar7YbzgfhyA7KfWKd+IHUICO8MkPPTn8Uq9pq0+DTHt8lu5uqgKtltstCiatna+s4zftCp82gJQfdkZeWfZLuw4Yu02SL44LAwyZkNZSNbi6II+W2bo/Vwq72gnEInGZ/wtgSvV30a/b3ZaVEacaFj6iBsuBDFJ+BJNuB0R08tCW2fPj4YYF/DW5e1wz3C63zoFq0WoHN2cZgkhIaF0BzR611gVM8mUbgupDT/nxrdSRxQjAQCn2zTdRHJN10QKwgQAOUkx8r0t5knHkIjHgheYfI7bYfX5Rd5auPSZ5w7beyrfdebH4TmYtj2+OK4tuteX5yeRNG1zkmOox62OqVq0tn6JIwt2tcjRu8OUIdbkauRq/1S8E+ytSRPOd6RAccqYepw40350giJQVAKhVSDGsZZnGOt88xwia9pG+TS7eZrx2QDN4kR/YMN+irs0ScIgfqnuUJbGt6nC+8FeeEuzESZygmoe/pnUFef67seEwM2O8gsAH6AfKmJrqH7ordhLZPP743mRN+EUDiO8QdDN92TE9E00my4NcxLx4KjmyEigz0PsmghNOcHO0iXSPZ34tHUqOFTu0ZTf4Si9Ng9/koZ4PjgUMwMTQ0c1GXI5n69VNY8HL8BKUo96LkE8imyuSP37EfeL6m+joC4c8M1eQGqcHzr1aWs3r7TrE5RzThRDOACZCL9vJE3bnYbNFKPbHSf506cLCW0pQtA0i9hChNiP8y8Gh0R8rmXgZpoyAaWh0TbGaMHUnlhgdo+j/TZMaGuGCW3PMIwTij3H5MZn1T9FMgP5e09YUFXhFwFCMGH7TfjFOw0j+V/xh/da1Pt1GvXa70R9gJI9Sa1RYvKHZ+YwksGZOmSadqic92fFEWhW+TJWpzibgNwUmISdUhbeCvbRHf9ebItJ/mnwEZcpsqeO358K/94dnpg5CQxlh3ZyotW0pWtLmo+ZApHBoB0S+p+qaav+r9VakcBxQCI5ThUUXO+/xmT+pF00LhDbolPl03goOMZ0rYk244E+dwBX/hidpu3Qp7Cn6VUOrohMOWLwRrCf+vfnQj/d+UzNpLsFvw2PuF/E256wzyp7TVtC0bQNnzf6FHYitHVS3WgTE+0ESuBlsUGsjabtT1IrbCR5ts9JMAjwjAJQsx9MGbdOgKzJYxSacW0qn0eXyv9Rz30idgcA5PP7ca/7VfX4K57HcL/7FQBa9wiRnxXpkzvNt7bsw2a+4YPGIAlWawgO9L6gO/83zhFWISk0+Spy0O8qfCj2pLqCUOqmsnkXdo8QRiTmXf5TKbQ9iBTqcUeatqH/FWGGooHuRMtGq2mbmagXPEmEbi776yZz0DcrJEJfvHjhR2sbTVNLkmpi5cBP4SMuvOgaq5alXdmYtIttematWXWMwT1CNEpLTtydeLkAbnW9g1nud/GW537dOZoQ9FRo2iqv1LEwDR0K023TWi1CrT7L4+7nMOK3YdgRczE8CCBHs0GuhefM99B+v/Uk33SNE2FEVbdXidgIV3gBA3wPYrJ/mulULGfv2kUKLU6/WhPW7tM+htMEsYokOOU4IDsp3I5pQzktkKitpi1R/qenGcAvxzPuJ0PxH8xpShGPfdD7tvxW6ohbg+ENkmIS9mkbSdihlOs6ko/ngkMxO3CZ7ny8J3orqcsDN2Kk7y68rxES0pQi7AS5dnMPjuMQ47bO14lo4ToW2oa+V7SB5AAAC27HU55n1T/78H+hNmUOvY7kYz9JVf9eUxyDFTsVIRGHdaTApDxgxwP8Vfh58CLbuCEAcJ7vLswOXIb9Heja9DTmix1wmCRhqdRI54fcikJun+7vMR3ysPw2+hrNLngS7bByzK6niuRuwW6T3krYZkTpX5pwOx2lV5D9n3N4MHgR3hd7mxMIzjSlq4pJ/ukoIXG4zH9T6Aj92zQoX2UZr8YstJX/j6RpazzjZP4lx+KwO2+jrKZq2lpfz0ECQMBx+sCudrF6AOCIxmIFsNG0jeAuLpwPOR1NCGod98PessmJFn4a6HF7nPq0pW0g0uIjrd5ttj7QKe84/E5nE0xoe4ZhVcWt+rdofKWU+0Xg0EYUlq+GlwviCc9zqMnRFxSAbLr1pysUCKPVJVFpu3DgIqqtaTumUsTB6yAaJABsJHno6X8STwdHqsem+qfg5sBV+E7qgEa+13BXYLyzjH5zI1BJN3ui4XSSoXR6As+Z/IUC1oLXz1bqTWe1naw6iFI+kzFoxvnCz1jtnYhO3HrM3D0FDXizWe8XktnPcIVmQPDBjf1Ih6N9RcEFdL8BqN3OkbaimiY+Aztbz8Rw393YIWVjon9G5Itt0AocnuUv1p1rqxGW5Gh2m2Mhu02w03QhsDfdMrqncGJSrjMLPUFNW4HncH7rHIwXvo/4PDuUyNTh++rPHyQp1Ou0dVsrcIlGyHIUSao5kpGvJdlfYnd+LZobtCGGC38ACLtHcKZpG3nx7wRtr0vzq2gS2tpp2moE/JcICzCYX4IMgynmMZLoLGMA/iWZJh/MQLj+lvlklyRKmWvfWSLmvJ5Koa1Rs18J0OLhZMGyJ1CMkfyvahvVErY8kPPnFqw1bY3lqtW0HdayFka0Cvt5JYS+oIhm+mnc5FFY4r0WU12fRnGnMELtNmjmexWvu0ari1LBpp8xa9ra90m7OPkbzBf11g/RROKO9AwA2CrVxPnCzwCANK5UZ/Vj6R7hFNbBSLe2en+JEFN+3QhipPC7+nd3fg0K+f0wsl7KB8dxpv5I2x6KObNfRCdlUdXfSiTWgZoI5PmY0X+uQjtuA252vWdyR6S9tw7Dc1RtSYu8aQULuvtShNs0lza2GoIaP980XvA8gXOFZbjG9Tkecb1gOn8csXgmOIJyJYdbAlfi+eAQnUZcJGFH+B05PBS8CG+J+k3pDoXRBz+qQAxWkvo6ixejhvaTwVHYYWPOb+en3CPwloLZqX3q48cbejn2f6/gCzpzqWUViCzSBkANHJEDFmvoLaympj1EUrCAtMM9gYsx0Pcgbv54LT5btZea1mmenbTffUjHW2I/ELdzresSxKOr738Y67/NUfpYivWWZVlR5g12OBG8WgciC43dNvePtC52hfojnucQAx+muz+2TW9kX3GEGBLV7B7hO6k9WvpexCJNsO+evsfxcUjpQeGKA/eiCR8WUCtBt4BwHBYFKTzBsq2TNPdSkRB4zr7dc/R7y6fkg1aath4E8LXnNnzruQVuiMjQCG1vd79tm68SgxWD1SbpAc1GjR1K3JdKSswBq6kbIcR2nHcitG3G78AQfrEpPgGtbGjPom2MBTTHlGtoY47eTV7ErJ51MKHtGYbVwGfVwTn17wSEhLb710ROGOIoEpE66Utg1r/A8LnRa7vE2ndsxr6CZq5rxwGk4ULf7RjkewCfS91wDLJgg4DHIaTgGj892ImJP+fJ10UYbMI76HRomhwunqcKbWkQQvD8z/pgYXRBIU1rWZ/mUfcLSOIq8K7nXmQGnE8ij2ui2kYKomFFVO4RINeD1aQeevmfwAKpnc1VkdH6AC2DF718j6l/03xqAsBrnofhQtDePYJBaitJet+fym9F7ht9IDJ6eprATHssGSW4+peO6GWxqHCKSWgbKsPbApfjIEnBTQGzeS8AuC02Wk5E0Edb+P8uNUM58VJNEwHgOfcTSCaygDPSIwkiaw1yAH69uTdGtbb33a3Xspb/r/SH649xA8pu51zgeSSjFGOFH3Gvex6e9fwPWZqJJiALAJxwc2AiNpPatv6xSytpgciUdyEm06xo/JlFy4diT93fxUTWKFY0bW/efhme8DyHC4WfKFeHBa9AuM5Fq2kr8BzuGdFMc46ukxqNwpZkMfG26oPsqKwlB83kOQ4BuCBKRF1MuG3KRhkLjmXKfer3on3fOsV7P+5PmIUXRb35XTSLcSv6+B7BayEfjyJ4VYMcAJbGXAsPkRfBtH5DmXecqmoYabyyXEAR80hc06CN157fiHc9Yd+xbwf74O1gH9wWuNxkSQPo3UtUupJNj3RSt536E3eK7UZX6FQRkvBY4Hz8KjbTnf7IezemuL7AtRYbFcZva8y5UjaRBDjyteGraTIbndWSYb5EvbcUOQ0A5HBHMNr1i+l4CYmz1LJ8TzwHDwbHQvvGkaKuRxpTq2pzTetG5ROxG54PDoXLJo6EXRBUt2CtaXt+29qoleJsXNPiVNNWmXZbuQmyortAXyOVES/+kfQWS5Xw4PvpvfCKeC42RLBmcgLHRRBmnSQ+eCAaXNUtENvo/v5RlAV/0cRJMCo16M5RTlivZMxpjPwZWofZfSa7fvJCYRHWeS9HL34lXDzQl//LJhd0Dh6P8G3+A/cIRldjO0kOFoqtTelGCb+pv+vw+/Gy+xGkogQBg4BS+YI8x9mOKVZrFzsiyRLszqo+bS3u0Y9fgSb8TjTmd6OhuBEZGvcICpulWjhGzNrsRg132tg/1T8F2yO4Fvq2zm1YJdXBQ4ELAQDHys2xKay+KU1xQksFiSy0TeLKMdfzNL7y3IZGITcnHbl/0G3PK0CZ3nUbXdOWIrTVKDUp43FqnLmeM5+29jCh7ZmGRVu1qvu0HRwrKgKypq1TdpEs1M1MALyJABedXzmOA1DYE29IAzErcAU1jbFjivdGb961lDTGPxQzQsDaX6KJo7KgNNJk7rzn/rDfGaYckzVtzddQfa5FWGgo2PnDjbTAeCb/f0BCDu4NXEw9r3WXsFWqhb6NI5tRnQjaz0j7PieKVtOWEIIdpAYeCti7d+jIb8CWmEtxbdlcyzSywE8rlDcK1EP/R+PT1oEshOrvlOcgQMQgfimmVZo1fABgiO9ebJJq4XK/Mz/RiTF67RplZ/1tsS86+J6xdK9g5Uz/RMyZL/PfjFG+OzE3OBwA8I+UiwBc2EesNYgGCcsxcrfsr9fZ5DGSpi2H3LQ4XHsO3SeY8lrau/zwzwFUBkS5f9XcR4tVu4z3uuDiOfzPPVd19wDI7ju0GDVSjcIRAHgz2BcfhEz1JGI2V5QIgT8oqRrBCR6zpi0hZsF2VQkDLvTdjpeDg1Cs0WY4YDAfPhaaNMu+IAlSg7IQrAu/znQ/JZ9K7pS2QhN+WLmK4CkLAALn5m+m5yj3l8yT4V78yqjudWfgUkz0z8DhwXK9ULIoEaJOoF0Ch4fOa069Xnn66j5vo0nlqzqfhjSGd2mJxd5uumBixn4vWvaTVLSrfA5bSS0slRoDoGutpUnyxgttIaOUa1W6SNC+UqTqbSUAIIBJclCb07vQmOz6Svf3vcGLcVvwCqwk9cFznOnbajcd/W6zpq0Ts9+qdiUhSuaNHAWtQOxpcRTuDV5CTXeJ8AOG8X8gCfpNC+O3NWbdyi+p+nyNxp6+H6PNr8yb6nYycFXTVtIf7c6vQbLmPQoNAcgUjK6nIuFc0/bEzp8ItwQmohJe8Brbkj8MwSPjKVYQCh6XYOseAXBu3aKgCG0jdUtqIDJDukjXWZnKH0OCyc3YRikX9bISUZBeNX6GQyEKqoUVUn0AwH1B/VpgudQQgH2cBCOyO6bIfYQkEdz95Xqs3n0MAKXsdZvh9PsdCglM7YrRagNEgIiH3C/BywXxmucRrOAuxVzP0zZ3CjPGPztimh8UIWmLC3FRB7NP8urGaO5Po6+wEkOEJSZBnXZ+ZbtxfwIVVta0tbml6h7BnEg5YqX924lfr/5+qPhm1MJBU5p4roLqLsroL9zYJ5eQWHwudTM/NKeF7s912cMxwn8vDkFWXCsqN7sKsuqvCezH+QqDpu05vkfxQvBcatr6/B7M996CPO4AXvc8iF77XgYW3qNL41TTVmtJqCih0CxatG/lUF/trIJ9kjMMq6ZqJSysdGgqBADl/iBw3GyqZ8WfocE7Uh5qJJtNQTj5AtwrTcC7Yh/TecDsbDvOc2KanVbY7nwX9gASQyaxvlKg9JAj81dbzQzKOZdAd49A6yiLyv2moAg0bU47n7ZNihbhauELav6m+adgR0Ir4IYNmEfozsxLNRp9f0hNcaqmkNq61L4gDX0aZaFtvjOTEzt2a6JvK9/YTwmCR2No8DtkUXZlFUw+bCkTzP8tkjcA3A7cI+g0QCw+M21iIvAcJgjz8ZznKfQK/mY6P9E/A2tJHfT3P4KFUhvTeRpxBn94euGJdR2wErifiJyvHDH4izTA48HRuDkwERMDNwAAHgleaHtdZqW8kxzpkzsJqBQWjFmcV++lf8FPV+6R+9cQxr6NtiHTKCcRdw1rCoHn0NOg3TNQWK7728Xp+3njZHyyfxpuD16m/i1rvpg1jLR5jKNskknSqfNpu5Q0xr3BcbghcDUA4NHAaADATYGwT+tjIU3b2e63UUNjNl9EcQ9hNLFUXAU4cRmk1c+T7xE+JxFy0lqdNE3b1zyPRLzuCv8N6u+/pPpYILUDCVmsKOUgkfCk3iXw6FSH7pNVLUZeQDmszTWv7lUXn07pgiu6FVLfO5JJ/lNjWlmeuzVwhSosLrERYu3dsxNrX70GHSnCeeEUCG212I2ngI1PW2LuGY0a8lrmBQeo5pIAAM4sQNIKwASPWQvRiaat9nXy0k5emDTjg9V4+bft1HPG/Jdp5g9FXIr6O507jv955mK2S2+eGikmg/KFrV5bu/miLQuaZYM+EBmxTKdg1MZtxm3DEu+1eNPzIB51hzdLW/JbaZfjqGTvl9RIpHYWqU9y5EffAdrgtP7QBo5LI7Q1BipMsInI7hY4xDh0e+YUX6h/j1RzrIS2dnN4ASImuOiupmpxR5DEhX1izg5cprp1qqq+yR1BmFWVjPHfjnaVz5kCEirm13GoRD63H425ncC2n4CF91m6kqO5Y1LPaU58uWYvXv093JecSCAyBbv2QnN1Npz/DVtjxumORfK7rXBP4BIskZpETDcxcANw6z4gMQfnNq8ZMf2p5giJLLQFgHSuxOQeQV1v8hHcI5xAvoSI2ruh/ylJwvM9+vUFXGQZRwIqIFCsB4zBWo3CU+MTr/Vfh618AXDeK/p0hoRK8F8tlt/UwrWWQjligA5XASl5GOe/BdtITXwtdrJMD8hBMmOUDeGdv+vO0eYUkSy4lfVMIIIrMqZpa4YJbc8wjI11Rr8GAKwHt8qAc/cIlQEJ5Pi+yAlDHDEslLUTk/tHhrV7kmLMQQqcmPgY39UYDOlkkcCjj4++UF7T502g23T5j3WfAI/WgxCIbLpqGxiHqhVLF9rS0j71oz5ADcfpnzesVa3QPc3XSgTA4mcxduftmOl+z3T+IEnBZ1I3eaCzGTDLSHhRuYekR5xA3jm0CT67xuwb97bBjW2v096W5zm8MqE9bh7Q0DK9U/4XHIX3gr0wxj9bndQ5CY6jMM2l9201a5Bssr969zHsKw4vTiSin6QSAAdLwgtuu8Wges2JatpynM7EScvXYocTcjFh1IZxKqjT1m3tFzkZQZ8EHh+IvdVgGaulurbp+dDky5FP2wjnIwW+UZ5h7HVnffI3jpSFFwDGBQWtPsyf1gO5aXGO3A8YzVOPEL3WpDzZ1GiLUrJPEJ6MaX1tG4UdRo2ZqvZp+4PUFi0qX8JccSQAoJKETayKNQHXvveGo24LnP6Ld3ngR6zbKy8glWLPCgUUo/mbs/JpS9W0Jfo+VvkeFQG6X04tyqcjJHIf8EDgIrSofBGva4InHiSp2BbTBP+SDGwkubq8a+um1j1CrKHtmoIKRsiz18WjdV6qvIigtKFIcsKeDTItzy2SWqm/D1n4xQaAT71z0GzXW3iZ3IULhEW6c0r9O1XCjEgCF2tNW/PxbsJay/soGxLh55q/7WKpCYoRD+R1NpWrnBfn8z0AuL5P/ajSO4EQgmXbj6KozCzw0FpFiLzZdPIC18+6vyO9T9inrY22M8x1nCbQ0R4Kt1O7TfhQGknCBcIifOWdrfrC7yesMKVfIxXi3sDF+K729Xg+OAR/kejmM5EE8pHGt6oSHFbCi5aVL2LJBaugfFlBs2mYCb3g7lrXZ7AaWT0uHi4LdSslu9Hm2hda80Tql1ShrXHz0uaaK4RvHOfjA03wtqrSbXAJfLUJbQNwUa0vFE2+wcIy/OydgW+9s4A3hgO/PAwsegC0LygRgFg0ZW3qzQf0ayxTndaOuxHybye0pfUr2sByjqjRSv2Z4tCtEQEPeOSNslPoVcoxToW29bi9qBXcBbwyAPh0MnBooy5mgN0c8ETqK8+f+D3D8yH6+QyuJOLzk7gKNcjxn1ID3Bu4GGW5vbBQ4xMYoFiCGGrlV1JnXBX/FJDZwJAuMlZrcAIHvusHPwJM+xu/SrKGb2UUwQ5xdBsgahRMKGNgJMUHddOTkk/tOHQ6tIHTDSa0PcMwth/awlqLU/cI8ajANcJnwI5fHefFaN6l7WN6NbReqAHOOi1jv2DU9qsKtpJa2Ouqrf491T8F/XwP40ip3+Rzt/3Ci2w1LQH7ST7tnCsK9wgHSszCBqVTfHBUc1UTlTZ5rxvYBHxnHUn2g5DvSGV3z2rA1JpeHEZyxHKc0LUQrXJTTMezkuz97tC0IqMJeGNFCeJxS/AqLJGaqG2plDj3m9ZXCPu3uqxrAepnhxfat38e1gITKT5ttRsoTuq/tgpYpaeVU81dn6GpJpiA7p4nuHowasPQzHmioSq14owRuE3PIiJwbDeECNN8gsiCciXXVnXRzlz39y1h00lFYFdSGcCVr/+Jz1eZAwEqOBGKGgU+G0ltbJTC/RpvfHcC06pHIkRd8GrdWnAGgaXx3U9FIDKt7zDt3Ss0AtxEjd/TOIMJ7t7iStz15Xrd9QUZ8ni180h5SKs6skCGVk8lop9YBSWCf/aV4PctR0xpre+vNylPhnnRVwEPSpCAnRo3PiWIwzOFc9Hb97jJH6ZeaBvWtPW69ONmtG6GtCaItJK2Mo1X82VRP450v0fnZ88qmKGRh90v6f4+FZq2WkFOpNtavb/28Dn8X1jsvRbnCfL8ysebx5xSg7az/N319y5DLPriRWDCN9TvGlkzVY8xIGJVsHDDQVzwwmL0e+IXik9eAaN8dwIAMkSzWaqRSGN+JMsHaNqxth+jpdf2B0r/bF+35XPZyx8y1UkatZp2xaUzHsWynIvwYHAsAiS6b08zNY2Gquyni5EAyRtW2hBM25Rhegpr0JtfRT1n5T7pZFDMdCMKbRWftsah0WZc6MWvlp9RP2xuLIasap4MjsLnYhcAsm9qbcC2SH2kU1zCqfVpa8Wq7PMAAC8Gz0U5sQmitfQ5/Om9Gk25HbrDhNjp2oY5YtjoMb2pbmPF/n5239wuqLAVq6Q6aFL5avgALwADH8JOKQvvBs+J+n7/RTkaOYYE6vHtUrbObdwQYQk+lqYBu5cAq98FXuyN1KDcf3Ocfd9yIj5tBZ6zVVaw29BRjtHmAwJENOZ3OcrDg8GLcL3/GlzpvwEvi+ci5rLPTHMuY59sFNpa4qDsreZN8oa/s8coBB1akwIApCBQHP5GtM3CSH7DFfkFVbjLNG1tYULbMwyzP0H5f2tNW2dC2+muj3CT+wNwoh9lfIJltF8tRsfm2j5G24nTBJBqcJgI0UG1HXe0gcicUs6Fhc+fS92wmdSWheHJtXXpEos34hb3u7b3sltk0M5oNdp096EkrpGsX+hxCHeo+ekaIQflkw4pp7tEUHg6KGu1KeVhNQhvJrXxVHAUZgYmguDEd/0jTVhoA70T7dRoUO4XjW+5ZJSpv1vWTrGckJgisxuy7uS7Na4RXhRZfS+lnFJwHG+778MM1wdosuRmalrAHP3UKV6DVtfuo9Ymj1q0A772W1VtBHMOdwTG42+pAE8EzjOdTfbvB55shv9tOsekpaeFEGD5jqOW5wG931B6ThTtHetzQLifeGbRFvzwzwE8PN/al7jLgSuNZ4PDcL7vDs2zgJH+u9W/1xn8ehs1wQH5/f2iPF54NRG9OcN1xrp8KgORhXKm/iqzMONXzMaTUIoh/GJdNHql7WQnydeW+oKyVQlFs854gB7Ugujab1AkeHqh3grC+k1CwiBC0KjoRzzsegGZOIaPPHeZ0m4MBbXRLgQOkhTEeDw66wAl70oxSBJRffa5BE5XloB5zI3UF2nP09JG8mlrfN5ySdY6qayvd8GjXUBGmn/Ea0yuw0JbetrZ59pbdUQiUl+l9HHxHgHX9g77uiaShGTfXvCQ8KrnUdTgwn3LQY/ZNdMSqanub46iaQsAPrgBnkfzWmYtKWOwGBpay6fsxMhBS6Llp42y397DpT5qP2j0uWekt8a3s3HMN1Y1tV1a1EHJ0I7V41RNW2L6bSdrk0K7fFlrnrNOpCE9Jx956XERN/6sOBFBk5aq3lzTBZTRCG1nBK7GvxoXCgDQjpfHtywUoT73r3rcLgivOueJcpKpCBQitQQrqxlaVWrI7cJY4Ufk8bKgqrTt1eq5R4IXYpjvHjwdHIlZgStxhf8GLK5/k+76qpq7uvjoRGBVNWX+pe6NKLroazwUHBMxOn0GV4J73K/qjtltiGuPHzQoptjGCInwbnbf3Nj2XIhsJXNr4Eq9GyFCgE6T0dP/pOoGIxpOBy1DCTyeCo6E1GSk7vhDwYvwsjgYdwYupV8YKEOjStllFxfJlcGJaNpyETRtlVZgc2/a9Te6PqCmPU5R3KmEF19IXdUA5gLPYUovvVWfUaC5hzirB04+idW8+u89xRGDUhoJRCO0BSDN7YBnHrwJf24/gkAE/7U0lPYVSdOWCW3NMKHtmYZhIIqkXeLMPQLBMGGx+tc3KRfj7WBffZKE7Ih30Q6w2mzRIggqae0W/BIhqJclL+Reu6w9YtynpjrPjxsGQDaDUHAJHFDbbEbelttkey87EzbaQsHKpy0tLe39lU5R66/MWCfachtxjn8hAGB+gn5wBoCjMXnqDmKpLxi6h+Vr4Ing+Xg/FNDoRHZRnUCr1lWhaUu7n1Fo6yPhRe3LwUG6c14ugHfc92Kq8LE82bd4fVHSC8WMCwMn3611XipeGNcW30/vYZlGmZicL/yCrsI6XO/6jJqOgMNGqTaeDJ4f8bk0jO4ReB64sF0uBja1D+an9fmkc49QxdXmDXEAhvrvx2pi7yrhYfdLeMo9Fx6Yo7UCwCPf2QdiVNqW1WLTTvNLG4hMqXtHSyNrLLtI5DQrSEP8SRphedpQ/Esy8I3YEeWIwT9jFgNX/YzdRN9/01sSUd0j6DSgNGUlUTRUIwm1TlahRCu0/FbsSE0TGwqK8pT7Gcz1PI2H3C8iNiTIVR6vrcO+oGirE2HUtNX7tNU3e9oENi3e3hwtRSzCRTvuwAWun7E8Zgrq83pN6xsDk7CUyMJGrR/TCsSYzOKJIa8SCQt4XDynK8s6mfGmhXA0fThtvhGpXzYuni7034FmlS8DScYIy+F0Rs1phfJQZORM7pjp/lb1sF2BvSZ+JOwWpEBY28bt4nHjgIbqOB2/8iVc/udwbIsxB996J2u67u8RvruxjhTojvEcR9UmU45cd059jGmvD2ZjNd87p1E4YKjbxWH1nP5YfUd/xJ4C66WkWO2Ggjn/PpjdZWmZ53kEHbl/AEQOrBZJ01a3ZagpRrpPW/Nvuw0JQgiwd6XleRN1ZW28SBt/VtDa2Z1DI/vRVBA4Dstu7YOretSJ6rlWaPsCrXue5aQRuvn+p5tPXyL8gD78CnzhnY0F3pvRjtsgX2czETjRYcMXiuPh3D2CHtp133lvwf3uV1A7FGjM50kNpweHNaQuRMi+wX+U2gJuvWDzJJWkVVw871hDs25mvG7j/2QgvBukdgeIELCP0H2kazEFnyN29T18fG3IpZGC3ZtGKt/aqdYKClqh1wj+N2yJsRBOAgAn4JNzFmG9oX8+ET6d0kX9XVU+pk+WJ4KjwY2eB7hkweV9eS9hvtQeAbjwmjjQfEG2HOS2gV+2LOQjatrS6WHjNkng7WUDztwjhBP15VfgF89UXO36knpNpI1EhZsH6jeTFU3SuzKfwE9iS0wOTKddZplHO7JtrFH/2Gpt1fX65R1Mx3aTbLwW7I+ngub1v5Ytca0BALwUwDWVL+L+F9/Ahyv+NaWL5B7ht82HUVIZoG40al/9NGkCpxVMaHuGYWwC6qLSomu007T1wo8X3I/jV880ZGkWQT8lnqvfTY1NBab9DUz6BbhU1tgsI+YORe9gOvxHpk3nI9i0WpGEF6QegXekcXYi/BzbB+PEOZjqv0Y9JkkEENxAM73mXj5/EA05a/MKO5OcaDRtqdrJlDJWfDNpB01tKo4DrtMI8r6IHWG6x9+ZYVOvw6Wy8MPKz5gpTyeqaRvhvNGkF3Cg0aX5Bok2WtlG5RytyfV0/9Uo09T9r8TOpuu7COsx3f0xev18AeJKtmO+ZyauFr7ARcKPeMo9F9k4ClHS76+kkWK4D6zCjpix2BEzFrGkzHRfGgOa5qBBdqK1ewQAN7vew2z32xYpZErrj8QA/8M4iFTbdFZ4KWa0D53fAs+Pa2t7nZVJ56kKGrRWKoyYZrjwBy4Rfjip59TPSkA+JSK0Wrco11T4zX6iIn6HA+vQ6R1rTcFDJBlT/Nerf3+eNxPdfE+pGxGBhJpAzVam62juASQS9mlrZTYtShQtlQhC25M1gd2lETgvJY1xmf8mrOCaopjE4S3Imyod+I34zXs9egurAQCjhN+w1nsFMnFMJ2hX+ghfUNL1J1Y+bWkLAEL06WlaD0cp/jzVZ0HCMxU3WZ4HgI9C7moAs/sPo6BN2QwJByIL+7R18bxOmNlHI7xzCmfxG5DrES3YhBbjgk4Cj1LY+2qOAz0y+dFQgL2fvDegDrdXd3+rtpRG2TSOiOaVImlEKRu1gmEulvrrHHNawuMjsQc2+fWCD5qGDgcrM375/9y0ODx4XgtzAgPnNMrC8FbhoDc8xyE51o3kOLetpuOJotXkpW1o+CMIbQHgXGEJAPMmuPFzKAIsK1Nppa8SeOCKboWm41p0mrah83ZTDgIA/9CFAFRCSgBKPVXe7b1gLwDAW0F6QF4F47f46cZemNDVerxTFB4UBJ5DVlIMmtVKdp5nG7TtYkpgKnzEjVsDV6jHng6OVAOVJXPleMXzmOrzd4QgB7ux6zmU5hytJYeqaRtRaCv/b3KPYMiVm6KFWeFKUX/vImaFFmO7ilZAb4VbcLbFVpAehwXTezqex0dCawK/geRGSG12x+Q0ENlhwya23fQokruF5Fg3+jamj3d+jTDpyUi+bC/9HL4YmgZldGXaMDsRrfPC82/hFK1nTwSO44CbtgAzd+BgXH1YrdBIz5lAk+EAgH7lX6M5tw08x9lvvlgUYpu8FMtrhAiatuq9bRwkaC+/wfUB8vhDlve5RjOHjgalr9kR1wwTAjOxjVRdcLn0eG/Uc+fLuxZaxhCYlzwFTwRHW17buvJ5fJSjFzrncEfBUWwWIrlHeGzBJlzx2nLq3Jj5tLXn9OkVGFWCcfBXKr3V4Gan+Xm96xMMEP5ErqYzW3PRn6jg4lCh9d1ywZuAywvUaAnU6Yk3Gz+Pnr4nbfOpW0ARWcOHRiT3COr7cqduZ1IiwK+BhtiDcGenLjYGPgj0u0cX/fEZ9/8s72VnkkMrChfPO/Zpa9LW5Dh1B187seV5Dt35NfjAcxcuEH5Br5AgA5N/x78kA+ulfABAH98juJlcj8U5F6vXKpNNp0K1E3ePYH8+M9G80I5kEaL1eTzvsvaW6ZRvpZSV1tT4S6kzrg1cj8rQAmQVqYtHAhfoBGMKacXr0PHr/mjE78ZM93t4wP0Khgt/YGnMtWhevAjDuJ8hQEQbbhOWeaegxgdhrd3Bxz823c8Oq++V+O21mOIyu774VOyKmwJXoYJPAHg3jrWeFNXzjNj5Pnznyo4Y0qKGLviggpVAp2rdI4Q5jGSc43sUF/puxxLJWtipNdGMBiXfHMfhYYrAxCoiNQCU+7Watgjdx+ZhRTvkAB8WlJBYtPc9i2+kcGRYzhBwzGqJR2BechASnoxphfTaO0iS2T1CpMm1UUsbiC6o5EpSHzcFrsLokPuHRVJr3BB3H1r6XsYTgVGoDGnGK1pQar44gvGu73TfWHkvX0AvtF29W6/how47qiAujKxtHP47IJKozFAbcbuRQ6wXEEY+FbvhmeAwjPXfCsD8PcN5lf8XJaJqKBrHFomY69zJukeI5EfVaoy3G2Mq4cGjAf0CY5p/CkTNlHah90ak4Lh6f6tqmJ5wAkJbDZE02xTtVqVcOI7uo/gzsQva+J7HTYGrsGhHWCg9Nzgch5BiSh+UCH7eZK4nkXw5GnELnO5ba1+HNvc4WbSbCkXlNIuGcP61Qfa0ZHByezRp9JgsVmSsprlhNyE8JnQpULW7aPMr7aGwewR9uua1knFxR9m1RVpgH7D0BfqD7TAIC+8IXoYx/tm4KzheTTK0pXnxb9wAjTQfXjC9B85rE3bxpW7qVJHFkrZd/CE1Q1PfK3hHDAuef5Zaoj3eAZqMMF3bT1iBETw9WKqRaAUXToW22tPaNqW9ToCIl9yPma71uRJwsX8WHg2MxneGwK48Z+7bqspKTOA5R3NugqqfY4XH+cj3rc/vwUeeO1U3NoTYb4AoRGORFumTcgDqZtJ9tjo1L79Juh4o7K7LxQ4+JLRuFp3VmnEOferdSkWJNwGITbXcyPtZbIFA91uAmm3UYw+4XwZHiL2bE4vjdmt/QbAX2tIsoNTnKTKRkr1Y6p2CTz13oDG/W5dG60oMkK0DeviesHyeFUodjHZzxMnWC89zyIzSfZFVNngOmNClAACwQZLr7xX+G7C94EI1TTlisNedB4z9UD32rOd/+Ms7GW0MFsba+BxWLN9RRO339Mp9EW9z1sGEtmcYJp9eJxQ5mWAQvxTXGIQ9TwTOw3EhFaJEUKHVpPXqB77dia2oUUW1edNOGCRCLDcl7SYWkkZoy3PcKQlaoDzHiKrWn5AFdL0eaH4+9tcaAACox+9FbY4eRMPODIq22BJ4DgNCJubJsZrABZTvRTNJoGracsCbngfRgd+Ih1zPA5D9CBYlNkBlQMRo/x1oX/kMtpJamM91Q4CEF1nKYOj0U5+oe4RIGj7p8ebByqg5YkQrtLVrD8o7KgPKRpKLf6Q8lNTogiBc+ENqhmbqAoTDM+IInWDMCRP2zMFD/LOYJHyJfsIKCJy+QJNJ5AimdAg6cP/gA89dmON6HZ71H1JTNeg3Ef7mY1E5YxswcweCWWaBajQYNW21VblLvQzMHdsGYzvmoV8TvdaJVqCj6x9O4WC9jdTEUtIYY/y3W+6gX+RahBfcj4cCZjhfUGmzTeu7cnAE/PyZKCRmbXyaewTbfvvrG4Aya+GeHKxLfwPj/RQftUY2HTiOz1ft1R0jIOqC1+PStqXwTQOSZOovI5mP07S02xWkUlJa86HYC8tJ2DRNEZAdEeOxn6RZXYZrXZ+jQ2C56brKoKirj+v36dtjeNyR/zbsQepqTECU8O3a/Y7egxDgKtdX1HNGIaVCEC48EhyDP6Rmal60WoNGrW1CNO4RKP3sySi50wSYkfyo0trJnKFNqIuya/3XYYeUjZsDV2GuOBIvBGUrkAt8t+MzqRv+NmjSr4qZpE78rYTAJxvANFJfVRHajFHcIngQoPoovjVwJUqQAAIeEnhM80/Bz/Vmos2Ex+n31fQXT1zYUv0drfjHLfA6gYFW6H8qLB60WjiVfnP/s5dkYI1UiH9i22JOcAL1HoOFZWjK7Yio0WNl4q6gKC24eTmAU4uQlilNZiNRBHfGeVicR1ADvnYv/R4IlKE8pSEG+h7EKN+dGOW7E4c1EdlLKUGbjHMmP9xYIjXRbR7ThOlGVxGR5lAcx+nmcepmdRUKEHX5g3kjTiKgWnpkc8fwpOdZJBxZa3l/5Tu5owyW51RoqxVea8eCsECP4CbXB2GlB+0zROB3qTnmiiMpsT040/y5qjRtKwLSKbNSsoODfpz/XpQtrF4NDrQMINmO34RpLlk5QRba2mvDK+l0zzW8qk67NsI35TjrDbegRNCQ26Vaa1hRHAqIqr3N9PgHgYs/AjrJfo0nOXQ3kmpwmXQqlJC+uq5bxDQta9tr2huFyz+J8tgzTxwgr0Hr9ASS5Y2rZvwOZO/70X5tbvGadla2AsfZWtaqglm7x+38A9ncMbTmt6jntsa1RN3KN/EnaYRBvgewztMCN8XfC0DWmL/aPxWAvJGq5eHz7S1aot38dNKEeS76uYuVPCUjwYvxnQsAAKP9czDMdw9+lNriUGbYktQHtyxPaNBf5+M3lStV27HCoo3OlA5oSju6NRQT2ppgQtszDGMbCA/gkWu/ABH53H584ZmN5zxPmc6/Ig6CP2Q2uonUxl6ShjUx7YAcfYdlNfhqJ0HaTpwQ60mLcbexRnJ4kitKYQ0m2QTjFAltKR0LTUC6ucm16u/fvNPQnV9jSmOnaUs75eI5dK2XgU+ndMFPN/YK58lOkKx9nmr+F/6OKZXmichGKRcL/jmAyoCEMsTiUMhMPispRjdpUp7r2BUFJ2tazujXwHQqy2aXMFLUapof5MIMura2QpxHu2iwbg/GOidCwGD//dg5OBxkjrYA0Zov7s/uZZsXhZvdH1D9KJW4IvsF08KBQ0tuC5Z7p+AD7z3owG/EZa7v1POX+meifeUz6t9N2/XEU2NaIzXBC3gTTtrzsFFgbuVr0OiOxUrTv6qDoljxtdQJT7X5mnpugPAnvvbeisuE+Y7vpzftMb/DKCyEsOIVvEVmmc5pv024fevvEYtKzHG9jodcLwJbwi4c7guMxevBfngscD5+F+WARXODI0zP4KD/tj4LH5djX1pqOiZpNG217bOPxsTQH6QIbSO4JaFp2p6sIE2rzfemGNbW+1k0T64vq3hd/a3VtDV2sW8t2an+NvqJ1S7+iEHT1hdBsGRkZMg02M+F+8ffxKZ4W+yDMuLFd6LZl7oWDhxmDQoLsJUmpnWPIKruEfT1i5CwkDF8P3t0vuop5+2EQLR2vuqOfrisayFV2P+V1Bl9gk9iHZGFsw8EL0bjylexLOTfd3bgMtM18UfCAVGs8p+TZBPxnIL2jSLNO75cI4+3ihBtLveIyUcxAH0QGwCfSd2wOX8M6kbYjAT0gr5o5T8egUfXehmY0KUAD45qrnNfcCoimP9bFA4SR3PPJYHHMP+9eKrGw7CrfV97b0Wzl/LwtMayyfjqYVdH9I+iuq4IzWfs/MnS3CMY07kFHjwkNOV2YGTJWwCAolq9sIHk4S/SAH+RBlimCaL3p9TQ9Bwnn5wmrDaOpU409bRjlBJMtKqEtk6GcJEQnWaekfbfjwTK6cE/laxHq6zhcxiIjFj8FiqPoTu/Bl96bsNkCx+YRrcf2n6O581aglUVjqGkIuBoLneiMmJZ0Ek/rn2n6YEp2NT3VTwQHItL4p4HbtwM9LwFuELvdqo2dwh1uT3I2f4JiEh3GWRnDWrvHiESnGUd7bLvdXznvQULvTfqjkuEg4+E5zBrUSd0p/CNSrlEoH4/gJfb06zBzgJdpsXp3cKcqKat1Te5qEOeo3lVpzr2aw9je7sqMAN9fI/gJ6m1vC4W3MD0v/GLtxcAoM3ia5G4+TPr/Dp8jhae52yFunbKQhzHyQ1g1VumcwuaPoi4GHne9Q/Jx70Zj+Bvd3hD9FupI1pXPo9Hgxeox67oVogL2tm7BDkVrhs5LvI62ZwP+nfJTPSqAt3jiMOaUOwPTpdvTl3XPW6IfdJD+BttOft4HzSKK8yWNto5B9O0NcOEtmcc9AVzpIlgGkrwo+dG/OydgRb8dvX43OBwTPVPwbWuO1GKOPhFeVFeijjcXvAuCqZ+qw5Oag4sRkvtrop258nOn5FxctOzQabqd08ieo2nU2VOQhOGKkLbnzcdwgUvLMb2w2WojNH7innT8yAuERbojtlNiGkLBeX9W+el6nZiabeh+YdTJjzqt6kowjmb7jal20pqwsVz6iLqtsGN0aEgDc9f0kaXZ+V+Uchs0aVeBq7vU193PD3eg7evpAcNAujad1q0wUyc4lTTliZIIODhjhDobk5wAi72z8KRabuRc/XnQMuxuvN7bTT+TM/jI/v108IHK/CS53FkhsxGtfwktsQvUkscQioG++7HlhFfAnH6vJzo2rwwIx7PXtwGTWvqd+etooeahbbV69OWRrk7HZj0CzYltMd1/mtN5+e434QXkYN9AfrvSOuOWnGbrfPht9a0zeMOYL5nJv6JuRyXub7Dha6f5BPJudh0+Qa8JA7BnOBleFochRmBqzHWfyveE8+h5E+fqcqgtU9zI9e/uxJvhgSX2vZ59/BmaJQjBzTZcrAUv2/RB0HQPjPWI6B7fb3/N1pbjxSoKxIxGk3gV8RBmCrcisn+aZgQuBkX+W/DT2JLTPJPBwAUSjuBiiJdXiqDoqk/nv1ZWOtL9WmrOa/1gait1SWV9KB2NDLEsIXGR5nhuriR5KEISWjjewGTHASz0PZhSTFyX6m6R9D4maVp4xn9BoIDXhzXFqlxkfskWrO1899LE8ymhDbkrBZltxiCfVRohJ3HkIjBvvtRTML+pAs/HQqsfs9WiPT9jB5oWjPJOoENtMWltuq8s1TWqt+w/zggBtGN02vmfS+2xYW+26n3dgu8I7+y2s8YrdaeW+CR4HXhzmFNMaZDnv6+Ud3JGa/9sUP9bd3/hKVDc4PDcZgk6XzLaxkqLMGb7vtRE2aTTKPVjBFFa1KZjyrvS/dpq/0t/6EXBhPUEPdhxBfN8bX3VvVoUc2euvvMDlyOj6WeGOW7E7MCV2JlUh+dMMvJNHZ/sTkQnzHPdhqoqi9uzcOUemynWBANTsZwUSJAQXd8InbDAZJCbwcPF+I8/hfwFmJWjyu6WqrMTaLRtJUIkc3k/nwVFywehjc9D6I5vwMA8IfYBG0rn8NLwcHwETem+K83CdXdukDAp849QklFwFGjPVHNXg7W6zvtmFOGWDTodh6+ndEHn03vJ1sk9p4F5LZH6dCX1HTt+I34zHMHmi2/BfE/3kq7rVpetI2Xk3KPQCkHAJjm+gj99+ndmpSQWNwSuBItfS+hqe9VNK58Fe0qn0ORojWvm/edWK9p0rQ9QUGf2+K6WLfgSMjXq2EWnr+kjaUSjFFr1A83tpJaAIAdR8rV4z/E9ld/p3x7NXbEjEUnfr3u2rEd8yw3Br2UzXwFWdPWTjCr/G9OU2vJ3cBdKcC2n3THXw/2Q6U3Q3dfmjZ2EZIQ7cgYrda0k9QxLiHiOtmIcb7VMjcFAHBp53xq+qJMOWjZNkm29lX6qTfE/rjIfxu+FcNuBqe7PooqLwDwC8W9k7Z+MaGtGSa0PcMwjmuR/LkBQG3uIL7zzkQBf0B3/I1gPzwavBCfS92wLqY1AFlYqchZRrTJQ1KseSIdyX8YoNdOkQhw3wi6ebZRgOYXJYxuJ/vh0vpP5Dh6wK6qgCZYUnbrx7+6DMu2H8WMD1Yh4DabldzrnoeX3I+FzKztoX02K41Dp9q/oiihPbcB9Z6tDdyZDDxUgIYVq0zpdpMsuAReFar1bpSFDyZ3Rr2sRN1Ot/LcSCbPClYD8gvj2qJ+tnXkWrvB6Mb+DU5IA0gntLVJZ/XNI02iRAj4XWoOlydkOnLuY5DGfowO/LuoV/kGuvjm4tXgQMwX2+OaOt/iQ6m3eu3swGW4wHc7Phfl6LFuQg+0AwCTe9ZFQXocLukUGmgDlejwSSddsMB3gudgon8GSK32uC8Y9km8nhTAn9XKdM8TdWPROi8Fg5sbo7xbRw81ah1eGjLJMVLtJn41WmJenSfwpWQOLAcAG2MmIJ8zm7gbJ8F6IZ75HUo1bmUE6AUWWqGtdjOqGbcNX3tuRSOD3y0AwPmvgo/Rt6MDSFNN5WloF4hW0eStUHxoattngtelmuNv2H/c9vqgREwLRpqmbX6avda8EWM56INxcfjL2x7zpQ4g4LFYaooJgZn4TmqPPUqk60cbABu+UfNi9GlrRNWD1vkClX/LbnvCaWnaBFoyUYSfPNOxI2YsXi++HADwF9cEi5P6Y7nUAP/yNfFwUPYt5oMHtN6rVkrYXM0VMvV+9uI2eOT8FsgKaZEqfTYhWl+e+nvVTo0Fjf5Nc/DX7XT/olpodX7Mi0us09t0qVZjTKQF0HpSgJa+l3BT4KrwwU8noQ+xzkdSjFvnbiAanCzIOEgYwC8Hng+bp84MTMR9gbG4KjADSwldG8vj4p3dX6fp7SDTGtw2Qi9jULuqxkn/82jwQrTzPYe+vkcw0T8Dn4td8LXYASIJ57u7sBZ/xFyPkQ3k/rVxDVmYorik0ArRlmw7gt82ywLesJsQdZUPwMqnrVaIp/+/DbcJy71X45F94/UXjXwBx7L0m9NHkYQ53DX4izTAPqTjg4K7gNzw4tfJWKwVjigYx9wEj02w1dD/2jam9KF2mo3R4MzElwN4HjMCU9DR9yyWksa4IzDelO4xz/PYFnMJhvCLw/cP/e8Roqujjt0jaC3ti/cCD+UDX01HTDDsKufZ4DCMDczGESTjvuAlaOh7Hd9InUyb1lpBmuweQf9xqsqPsC8onfBczgl21gq0aXO9rASDhRtAmgzHwwFZUzGTK0EiJ2veJ6x9E4+5n0MK9HOIQKi8qJHmbV61MMMcCFZ3LfSbFte1jcWb7vsxzfWJKe0F/jl4TzwHxxGHIFyoQAwOIxkzB8qa8tpxb+shs79yJ1xuCBqorSNX96qL5bf1RbyD/thyzUiII610gecwsFkN1LWIM2NnWTLimd/VfvKt/Xn4RdSv69/z3Is8TpYz9G6YiTuHNrWcH3ltniNQtNW1KGe09aMPvwI7YsYic90r1GseCI6VhcGCvq1qHzOqTS1zPh0ITq0E6VY46TtjPQI1ILcdxhb05hUd8O7ETpaawqI3Bc0rX8YA/8MAwmODCAGLpaa4OjANb4T8zncT1uFTzx3IgV5pY1CznKjyqJ3Lu/gqMkE4g2BC2zMM49ivNP76WfqFvQAR44Tv8aHnTvzmnabT0PtK7IThvrt1wh6lY/IHJXUn3kqwckF7Waja3uCX0Go3mRCgW/0MXNCutumcsWMOiMSwOA4LN05F0AxAfucbDOb9xgnywRIfCDiM899iur6fsAJfe2/FjpixtgGOqJq2Ft+Ylta4u1+nfA0+x3R86DVr1s4MTMQk/3RsJbXwTHAYfpRaw8VzquBIGwhIG+CC5m7BjhOdjNpNxO38HM80aGFpidVMHu2EvlZRW53WL/VyTxz4Bn1xfoc6qjuFu4OXYnJgOvzw4C5xAob47kVB5dt4S+yHZaSx6v/LLVkLbW8Z1Ag/3dQbyUfXAH++Crx9PlwBeaL4ndgOTSpfxa3BK7FAagdcuQCbib5d2Tnnjxar+mkltJ0ztClcPIepferjz9l9Vf9/pvuegNb8gKbmKM3RIL8Kh9G+O3BP4BJc578WK6SwhvjP3hmY5voILk20aKO5mbZe0fpH7bojHnptqUqjT9v9azFs96P4wnO7urApCWkQHiJJwKRfgNwOVI0DrRDP/I4nj3Hy79RMKyhKpsUXbdKbm2a/4DKiaJMqxBoEwXFuugBjvVQg/xD9wCcTcZH/Y2TiGHxB0XZRb/Rpq/1NoB+HS2yEtj351fjesGEqEg4P+0bBT1wY7b8T16S/HBLW0hF4DvHe8PsqZTG4eQ2M1kzGtfVRGSuUuvPG5R1wWdeC8EaQBkUIYL1gp/92gt3mH60b5jmnQT04fCT2wLvB8MbYA8FH8Ib7AQzil1Ijvm87VOYkywD0glFa+1Nfq6IIk4UvsMBzM17wPAEc+gdB8LgzcCneF3vjJXEI7LYQ3QLvaKGtzYKVlYPdM6zIjtJtRLTQ3CPQ4bAHmVggtUPsmHm4JjANo/1z0M33JOYFB6ip6rzWEv90mI8vxsvmncomjCKQD4gSxry4BJe8shTF5QF1PqNsyCrf0ammLe8vxQRhPt713ItMTu/3+uIaXwEtx1Dnatr+0jivcNKGaPc05tlunqS0ZW0SJU9VJUB0svFKG+ffEPvjsbY/Alf/YTo31/M0vvXMRFNuOxQRBG1edvuQJpbP9IW0uyO9pUQIYuDDKP4XuJ/vCPhKAN6FXUlt1TQvBIdQrzVp2mrKW+A4s6ZtFWk3+0XJWSCyE3WPYHWcopFoeQ9ewLPiCNwVGKceU1w6nSf8ilUxk9CO26CeUwRFtH7N+EQXz+PTKV0wolVNPDjSeuNaybMXAQzgl+EZ95O4Yd1IdBdka5pyPh5dK59CH98jKKh8BxtInun6wc1zMCEkaNXmg7bp8eFkujKAws0DG5rmPNp+mYNswh7vIECrlQaqKJGozOmtlVfsyzkoEewrroAEHpcGZqEyVi+0+8U7HVcLX6BnYbxtfuzO8Q41bQEgCaWY5voIr3jMAQMx5xjK+j+Ovr6HUQl5w8+oaattq2MNlihJMS5c5cBnsZ0rhxMl1iPAG8H604hx3EiKcaNz3XTbzZjjiFP9qZvHRQ53BC/DM8FhCBIerfktWBJzHd5wP4Cm3A7UyYxHkxrOLZi+m9ZDV++jNKI4K4jexphxWmN0NJBRtApYuwyXBHegab2dOFBUgv3FlejG/42GfFiAeJzEYrx/Jv4iZt+jQFjjYsYHq5GfLg8uVnP9RjlJWDG7r2rmqEDbKQXCGgy0Ttq4qAsEJfWYRPS+BaPVtB3fOR+vL94ZMV1AJCZTs4BhUsbz8rf/VWqBgsq3AQBjhEV40P2yLt0C781YJLbE3cFL0YjbhQMkVf3mpiByHGXiTQgEyacLaJaDI7KvyoCEGa75SEQFcrmD6LJzvX42kdsJKOyBfU0n4v0n5OA7i4Id1clQUCLqhCNOIwTQTkKUyaVToZqV8C5SABG7wchuoT+5Zx08NH8D9Zx2l5rngGcvboMpb/9lvj/l0X0aZek0AgWes9yEMGrk1qFEqJUkgkriwVqiH/ArQ8IZF0XTVoCIF92PA3eONZ1TeDx4vs43Im0wrkqhrdXCzKqtt81Pxdq7BlC1K08mP1N61cXNAxuh4Ba6f1onKFV6OWmE5aIs/P/S3xkXCj/hIbds0jfN9QmmuT7BPpKGRWJLLBZ6YhkycACpaMttgmenAKRmAaIfccdkwVA8KhCEAB888Gi0a+txe1CCOGwhtQDIGyZJKEMaV4K6m1cAXzyGDgDAAaukOhjvvwXFCNelHTVkX1s0TTyr9mPsI/s2PjFBt/H+Ts20ghIx9Qm0upCbRhc6W5EY49aZ9Rvzl5sWh40HzFrADwQvAolLR3/f94C/FOP9r2GU9338u3YKuER64C8g3FfrBJay8WgoqEr4RHFFAC4E0ZDbjTTuOJpxOzDT/R6OkXikcHpB4csxE/BjSS0skZrA9Y/sKiHGwbfVC4Ho6bVt1acKbeW0PRpkokeDTOp1kdBqdkWr5WUngKX189FYWBDwmBWciD4XXIusT84DIPte6yH8DR9xgQPBUqkxsD0JqGX0q0kQB5+uL41DZehvgiSpGJ5AiZont8AhIBJk4yha8lvR8thGYO5E4Ngu3OKWN1zKiRdx3adgwO+NsVWM7KcWkAVSXhcPxQ2fFSejXRdp3jStb308+YO1W5eTwU7TluY0q0NhGvqHArMq86a7guNRn/sX3YR1AIDYNW8Aa94AOlyFAfsqUcQnQKqUXbJorRkOlfpCQfIIcis2AL//iKRKuU+lDe0SkcvXDxcSy3YC376MCX99gAT3EVPai/2z8Pv2EizfcZQqYPXatFcnJfnYBS1x2bzlumPRaMgqz9DOL5U8VZWXMSdCW3oSDn5XPJDdGJjwDbDgDmDPCihi1sb8bnztvQ14/Dag5VikZ/fHLa6P8ETwfHVzy04jUen7lClKYowLv4yJRf/XduMoEnGd61N05tej1U9J2BCzTE7kl/OFEc/h3X+bIveP2TiGBN14THuGglawzHHAxR3z8NofO1RXQVUViCyUy1OGVZFG0/8oKV8XB6ADvwF+uDE1cA2GiovxoPslxHM+fOS9Gz7ixttiH/wRkAN6+UIbLwkohw8eBOBSx4NJPQqxe99+dK2XAYHn0DovFYFAACs1z411C6gIyHOs7703I2drEbAVMO6H3hUYh0ONx2HP2sPyGGRRNrVTw0LWSFW9fUEatt4/GGv+PYap763CrqN6TXnaxhxtjZUQ48LB49YKHYC1gFAkxNEaWZmfWVkWRrI49AUlHNHMxb7t8SlGrJoI7sBaiISDwBHMdL8H/PQe8BPwjScfzwaH4SuDlZuVhYkLQfQNLERMZYpFDgjyN78BfPY42gcrscaw71iR0gCxfWbKsXg4DqTteGz5Qo7/EZSI6bnaYjDOV76b3sMk56Dh1DJVwck8J9YtRO3PO9puxjhXt3Jn90hwDL4T2+N9zz2I5fzqPGtrWSEO/DsEtbl6CBIe+2HtLzkJZUiOcenmsqfIePr/NUxoe4YRL5XCAwlBCBjB/4bevz8PABAAqOFLQqVeQTx4IngevpfaYR9Jt9Xm0foI3BkyzbLrWNITzEGmRIsGr/QjtDknzT2CMmboNW25qPzGLLqxFwoz4vH+n7vVhcPvt5yDrg8uNKX1i5JpV88olNJPWuTf74nn4D3xHCSjFKOFnzHbLQtzewur0Vu4QU39rdgetwWuQLsdLyITLXEcsaiEV3737b8AqQWAOw54ezTce//CEADulAuRJXgwSvhV9a1lRAKHRVJrLBJbYuq1M5BZQ94l9JSGB33t7rXWTCVOI0jRCieV307N152ayRuxG4xszWI4DkkxLpRUmjWpYnXuEThLsw3jpOSR81tgdLtcFGl8M1oFNqHlb2TrWrjxw9W6YyKh+3GuDPnt63XsUzTh2mOk8Bu2kpoYIyxEK34bJbOxQOdr8Hdcewz9nK619MblHbC/pBI3fxQKyEOZYJ9owBkrbR6rcgfoQjrAEOwjyvxEWq/mpcWZJspG6HWaw/tib7wv9sII/nfc634VCVwlanBHMda1CGMDi6CLH6Rx61QXQB73BH7xTgcgu6zI5IrU859471R/T/JPxz3lryMrJhR05R/ozn0ntYPVcow2iY6xMJsyCleVCZLdJgSNWIPmqnNNW7PQVpunO4Y0QY3kGKTHWwcppKHVNAVgUqPKs9Dc3UZq4pnEqeh//XPAqrdR/OPjSJaOofG6x0D+eQrPuNugJ78GP0st8JnYDcC5QGUxONGHu13zcOnaBUCdpwExgCQuGYcRC0IIvFI5Zrk+RxLK0XhtDn71focanD6gjiKw/UbsgGmBa+CHG41SErHhmCxcVoQwkTY4iGExZlUW2uOK8Io2ZvZumKmL/htNU4y2G7ELjELr5znYay7TEPO7ArMP4vpHXkDP8u9xnvArvJw8PnQX1gKvy9py67xexHM+PBy4AD54cLv7LVzuvxELpdZ42v00zuWX4o7gBMxwfYi0Y6WQjglA5edAnV7oIxzHRikTi7yhcV0TZ2yzVAuvigPxrdgBq/qOQdHiBYBDH9mywJZDrFvQCRyNnIygLZIFSbR9cTRE41MbsNbyuiRwG7IDR7E0837geCjQ6rIX0QlAJw+AVc8CA3ehMuCFABHJKEN5WSlEkeA595MY9M9y4B/gcgB+11A8GLwIVwpfY6CwHP9IeejFrwa/Jxa1YmT/xPhT/i8BwEGSgt+lpngoMAY9mtdBrxZ18XtoM3j084sxb0J7GEmOdWNfyC+tUZBi58tRoXfDLNTNjMdWjXZ4NP23UqQ09wij2tTGm0t24kCJL6JrlziPdb10Uiet5nLqWFzQFZj4IwDgu4ULsXvhi+jNr0Jdfp98fvU7qId3UM8F1OX24iuxEzaRXLTdsQSXCMdxhCThT6khDiMJlwoLsJtkwh+U3TkRAtzlmofxWAC8B7zpycVPUqtwcDFNvN5Az9vg7jEDEFwI7FqPW4NX2r5XhV8//4z3uAD41Heun52I1Xf0R2LIQoS2NGpfkIrdRyuwv8Tsv9gOmkbqlF518exPW9W/tfPX89rUxsd/WVsAalE2Jk8GpWgl8Lha45/9S6kLjgYSMdv7IRpKW+HlArjcNR+X75mPAw/WxfXFY9GBk03st5Ka2EZqIH9ZMyDtJszCPGD3i8DSB4Bm5wFxaeD/eAqdt3yKW1wFyOBKEO8i+FVqgJtd75k2S8uIF7Ejn8LT/9bFvN8OAWtl9ykum3lRtBYmijCZpi1LE9pr+zolCwknoWmbGud2JLRVFGqs5vaR1tnGYLRHgjHgrv4dBbd8jabcDtzpfg3Nue2I4eS+pQm/E3M9T2MunkY58eIy/82I4yoR7zNb3gLAA66XMbr0FxxeuQXAGNTl9uAW17tI5CrQiQ9NnPXLLRSRBHwidseTwfPwv0E90bthOHiudq0pSkQ3n+Y4Th+TwdA3O/U7HK3loJP1daxbiFpRLVojCqPvdFEiKPOZ19YAsIbURWvfC2jJbcMj7ueRxx9CXWk76m5/Gr+FpvMvBM+FD24QcHg1OAjFSEAaSjDR9bUckPtJYGBKC9yPqRjIL0dKkK5EeDbDhLZnGDf5n8M5MWazIiMPBsbgI7EnDsPsh5VGDEVzK9rJfMCix1A6eFokc7N7BEnt0LRCW46LznG74rtP2zlamRT7g5Kpc/SLkq5D23W0XI2s2CgnUefbsRgJeFk8F++K52CFd7I6WCkMEpZjkLAc2AksDwmA1kv5aMLvBF6n53/AsfcxgBIXpox48YnYHbtIFkijoXh5nZynaYlhjTqrRX1xubyQ9Lp43Y7i1D718fkqeQarmhM6FJBbaX/4IizWIpnGnMgztf5/7My5TGaGoXRa7T27wc9YZwWew9iOeWpAGgD4SSMU0ZKsmUx+46UHZlAZNhdodTHA8yjdegQA3WdjjwaZqAyIYaEtTdPW/kmWWM1FZvQ7ucH2RNwj2NG4RuIJCm0VOHwmdcMPvjYYLCzFw+6XbNKGUQS2ADDWZd4QUnjB84T5YLPzcLd7Kr5bbL+gon0rWn8NWGvEfju1O95ashOVAREf/Bl5AWfUZHXqVzAgSQgErX3a9mmchfz0+KhMdD0CbxJSm6O6c5YagxzHAfEZQNepuHVTG3Td+hjGuhaBk4I4V5A1rc4Vlsm/N3YAPrgUU0R/ePb0xXUAgD9dwJXSDcj6bC7+V/RH+PweUBvYVqkGZgSuxmpSTz2WlRRj8gtsVZYKBPqFh5UQTlv2iuCTtjn20qXt0OruBSgNTc4jtUT94jW6dmtcBOnva74Xz3G6zTMnCBwHuLxY42qOLwJ1cVNgEvrxK0xtLp6ThSo3uz9Qj73qeVSX5l73vHBeIAJbFgBbFuB5HoBxnyG1EKTvnRj0JocgXJg1SNbej+YLKfMOO+EYcHJuTyIt/E7UtNM45tH4es2+qO5pNy4cQBpwwz9AoAJY9Taw9hNg5+/hBA/mIT2hBrbGyM8sfysZSQ1fkudeGia7vgwL7gC04zfJP4xr1bS6WJg4FFdvbKUqPATdCabypQlkUjRB/YztNcehSwrjbbVaUJHMsRW031PpC+K9Lnw/vSc+/HM3bgrNGaxIjfOg3F9BPeekL7Aac2nFXJbSAPcGx+E+XIzzhF/xYPZCuI6G+/N+wl/oJ4Qsp9YD92rmxxukXNUn/LwiDkBz1ClZgoGucKDgRvxuk9/4+WJ73BO4BN93uQRuQe7QnWg0G9tqsqa8lXfWHqNpsH0wqTOOlQfQ+p4FpnN2lFSYhSrGzTHtK9w3shku7ZyP4c/8rktTmBGP7YcNLmOsNG2j2diz6QF/l5rjmvhOSCzZhPHS5xgl/AYAyK7cive996jp6nN7UB97gH/+BP55LXyD72bJ/yArKmUBmOwKBRAlwCD3r6ZnnuebgxWkIba3HAzx4CYA4bm5vd/UE7MwoY3PNB0H7RpLUXhyIrSl5bl3w0xM6lnXkYs3n8F1kpFILm18QVFnQXF+27DwdR0pwGj/nQCAN9tuQfd1d+iujeN84XL++hE84OqNWtxheLgg6nF7sEmqjS6CHMwsY/sX+NazCo15+zHmWv91Oi1eo9BR+00qA6KpT9TWbeN8hfY9Hz6/hbrWUqjKzWw1Lx6hytydWWFc5wclgls//dsyfSW8WEoaY6T/btzlfh1DBP2adJIrbAk51fUp1koFaGZQOks/tgbrYq4AAPi2xwElfYF0s9uusxWmfHwmUXoILaX19HM1WgEF3fFZwe0oqHwHz4vDHAtsAbq2T7TBLUVL9wjy/zStC2On5AtqhLZSePLBh0wUnaIMSMZJY3aSWcMrIJqFthV+ES/+otd8fPanLQDkieyqO8xBW8oQi0a+11Gv8g3cFRiHlYVXmdIoNOF3OnqPyphMLKhxFT4Wu+HmwER08j2D24OX4yVxCA66wgGitAOwlUC0qFxeyBt3grXm/coCxE5gr/VNfMKatpo8tstPRcfCNPXvSAK9oEU9ow2E94ww+70yajYor+rUFIWWPbvJlva+O4m9ufp6KR+YtQe4sxhoM85xI9TWc1r+ohn8tb6qrZYvo9rQd8mdEq3wR9FbtvrO+enRBbayohRx+EDsjZG+u7BGKsSqnPPxuHQRFokt8ZPY8qTvv0Bsgyv9N+Dzbp8D578KwkeepNNcIVhpZ3pcPB45vwUA4PELwvltkJ2Iu4c3c/ydjH25U01bQsx9glaYqCx+eJ5DQbozv7axHsGkFWIyu+eAywyBPtRTWqGjNx63BifinZ6LUNlgmDnxu2Nk/7cWvOx5DLF7rDdNN0q1cZ3/WrzQYyn6+B/TCWwBYHrf+qZrIgWbIET//a0E8zzPqeeUPk4rOFBwCXxUPoXtAjweKrU35YykRWyCs3edQ0MwjPUSeHwntcc1eZ8jMOjx6J7vgJmBibix8U/A1FUINBym+jMfE/KHZ9e1Gc26lXKNFBCM4zi8Mr4dBJ7Dg6PoQV2tiCi0PcGVYc8TdLdhhyMzcncs0P5K4LJv8E4/vUDWVRoWEseJxbh+/QWOnx0gAr4SO2JecAA+b/gQcM1SLMu5SGeh5uZ509hFk/Glakxqjd+/liEY4IQuBdT8GP2gKhpyXeulo31BGu0SFZqfaqOGr5ON06JyfV+olHleWpwjTVsroS1NCKakJeDxkdgTxZf/DkxZKm9cR0ArjL3s0CNwvdgdA/c/a5leuuZPVMw6gsmB6diDTCzccBCXv7YcB49XOvIZbRLaxob7WdrchlZHOI5DarwHT41phXuGN434TIXjlWbt6FhDMDBt2ca4BTWKvEJijEuXZzWfVlqnjnMXea7pFniMGtgfMwJTMNx3Nz4Wu2O3VHV9yR9iE4zy3YnrG/6ED4esxQrSMJQvzjSPsNvI1yaNpouk3ZOuaRvuF5SNAqv5bb2s8BrNqLw0oGk25l3WAUkxbkfzar9oL7Q1tnkjvoCkCnYb10iydB+wteYwYPYhDPHda3mvi1yL0EP4G534f5DBlagCWwVbge2I57BiwjaT2wWtli1g7AN53Xsnxrh0dTvGo/+2NPdOF7TLxcOhObaC3Rhak6Is5sR3cYxbMNUlqzVqoxw5plGL2s5lPiNa1cSF7fUBykSJqApcdhxBMq4NXI/h6V/hn1rnWaYzCmyN/JvUBkiq6Si/ZwtMaHsmkZCJcZ7H8Y3YAYcajgWm/Q3MPgTMOQZM+hmY8BVWpQ06oVvTNGKijfAeMOwmX39OPXgEHrMGyxooPsoOnlH7NivRqz53/b4SHAr59+H5yIsPLUpHbXyFb67vbkobFM1+bo5XBkwD7aYDpeo9U+I8GNycbn4fhAvzxEFYXW8KCirfwSMBBwsHVwwQlwGx793Yl9waJLUQ6DYDMVN+xbLal+GGwBR8IPbGcYQX21rhCE2jAoDOj+ExVWhrvUBU3SPYzMgb5oQdj1sJUCMJbbWCh4510jB3bNjnoN2zAetALNoJj1Lu4yiBd4wo9cpJABwlcruReJtIztnJ4Y2CD8We6u9K4saLwXNxgKTgxsAk1K18E0ODDwJesx+1SE1R/8nMiaPRFHjj8nA0bKuNmJMlWjmB0hQzEugTxNzUyD5Sj1NcalixktTHMP99+KHwZrzlPg+XBWZiQmAmiqdtB+r0ApqOwr4eD6npgzXb4+bARLwZ7Isfxdbq8ZsDE/Gb2BTzggPQvvIZTAzciB+ktiiKleulsY8tSI/DtL718fX14Sj0tL7ZSnDnEXiMbpeLDfcMpArWnUQnBsx9uVXTUAQOSjT3Hg0yTddqhQVapyHOAk7JeTYuMMx+Iq0DV2iPKgLSEj4ZJUNeQqPKeeha+RRuDExylBcjx0ks3o2/BA8GxqCg8m0M8D+ML6UuCHLm/qBv42zqAieSpi1g1LS1Tq8ISRWhQkosvb0k6vpK+8YY5zH3qwq7j9K18BQiCSONcAAmdq8TMZ0WZewz5u2xcd3h7niFvAE26VdIF7yF83xz1PNv4Vw8n3MXngqOxFvBPlgqWQS57DMH9wlT8JvYFBf7Z+F9sTcIJ5eB1qIk3Catv2eCIaCeqmlrEUhPfUeOQ5/G2Vh/9wBVOOyUSILzEooQCLC2TFKw06J2Ak0+G8kXvhFvTBzqVb6hC1b2h2gdpMqK/wVHoL7vTVwbmIq7guOxKa0XILhNbpIEgTPNn77926xNnGIntDV8V6t5tnFu9deuYwDs5xoKqnsEzaONC34n7haMdeeV8e3w4ri2+Oyarrp8WwXrsZrK0V6ZOu/LagSMeBaY9S8qa4bnJcHYdMzwT4aP6L9FJZEFkdwh2Yz6K7ETLop5Drj9MF4IngsAeC44FHxmfXCa51337kos3HAQd36xDkFHQlv9XCJFIwCN1k/j8Fa1MKh5jcgJQzSrZRbMGBUWaP3uTzf2Cp93C6Z3AKLzm2xFJOUHgedwaed83DOiGVaTerghcDUG+R/APYFLcL3/GjwTpGym5nYCGmjWtg0H606/kXgFivo8gm6+pzA2MBt/kQaQiDkwV2GGftPa6TQ0GtcktHkIzd2ads2mCMuTKIJ0QK/NavbJGt1kWgnqamVNWVRm7zLFL4aFtnZzl9R4D+CS43oUVL6Dgsp3cLn/xqjyCgDvB3vhE7EbVsd3wV2BcZgXHICF568FWo0FOP3zt90/mCoQfe+qTujbOBvjOhXo3jvB69IpphjrrtWc0ihct1qzNspJxEPntTAdT7BZgyvIQlv9sbR4+nzus2u64pMpXTCwKV0moZCq2cR/ckxrxHlcqt9twDpWiRW8wGNJk9tRWPkWHg5ciBVSfXwjdsDrwX4oJnrFAIlwCEz6A8u7vogg4bFRqo2/ao6zuPPZC3OPcIbx1OV98OMiF7oPHwDEmc2saIOLlQ9QLbSFYLSDgXGSOaN/Q1zfp766OKcFpdAK94a3qonpfRtgb7F5IRitT1sF4xXpCV5kJ3lxoETv99WoxVtSGbSMrKyYldLcPWhR3u0ZcQSeFYfhixqvo3mRbAr1k9gSb4t98FIfDmh7GZAi73hJgQCWHSnA4MGD4XbLHWyMu0R3X8Ws6du1+9VjRj89CoQQDG1ZE1+u3qvuoNpN+pX6Y7dzqP1WVpq2tSMs+LSTqaBEdINTJM0fq/qcqFkQRyOkdGKSpObNYnC2E4RnJHhV4YYfbtStfBPDGiXh0w2yadr9wbAmiecE3QZo85WTbK630QhPtGVjFMBVFdH6alLISPBixxGzG4TaDjQHv1+3P2IaIxIhek3RmETg0s8BAEf3FqPr97UAAH+PH4QP5nyHD9AbPCTMIa9jG6mJD8Te+EDsbbqv1dwozuPCtL561xO0b2W1uFImj1aCmjgHC37APHmjbcK8fWVHdK0nT/hev7w9Plu5B+e3zcWgp37RpfMa2rqCUw2/WI9gancdClPx7rKwFoYoSZZtU9sfKouMyoAIAtncaw8y8ZHYE1+KnfH1EBHXfX0QG0kuPAhgQ8xlpvsVtZ6Cads6Y9vBw9hNspAAN0rFIK7uVRfPhfwK0jSWBJ7u992JNqq2TdppPce4eWiHz9R4+iIwMcZ5nxenC/AYXf/kRCCtRdkQjQajpi0APDa6pf671mgBvkYLrCBfo23lc0jmynA0Nh9dkzLwdTCs/dyN/xv/G5CCxI7j8M387zG4exu40/Mxf/FCvFQW3khR0AoZlXpuq2nrDfu+BOiatt3qZeC3LYd11ynm9jSt7Gt718MfWw+je/1MPPWj2T1IpLLeZSF4/21mbxTO+sbyukhRxrWkx3twxIHbC3+Ui0aREAThwl3B8Wg44Rnw/uMY+8Y/QABIRiluTP8DUvEepLS7AMPb1cW7q49i1q8+ZKMIk11fYqVUD3GcD+8Z+mhlWmNyw8JzyErUj6+frNwDI6k27hGyk2J0gediPfQ2YuVX386NhgLNp61xo8/JAt1Yxi6BVwPFlWrmYI1rJKq/m9RIwvp98pzVqk+mPdsYkFG3meRNxOHRn2HCw2/CBzfenToGnzy0CD/7WuI371TEcn78KjbDE8HzMS51HYb26oy311RizpYC1HHFA4IbDwQvxgPBi+HiOVwNejvdsP84WtVOASBvQP6yie7mylgG2j4r2j4ScN4ft8tPRbNayfhgUmfUSo1VY3QYN1BoGyoFGoFlrEfAuE75uP3zdejZIBO7i8qx7VCZ6RqFqDRNeQ6Xdy3EG4t3wC3wqDAo6wRECRzHoZ7Gwq8UcXhFDAliJeCJ4PkIwoVPJ3dE6/x0qA3m74+Amq2AjPoIBAL49eMX0H3IWFyaIGue//t12DybEHOdP7d5DUx9bxX1vW4a0BDbDpWp/n+XbQ/7qC+18PNJg7ZOpbpH0LQNZV5E08oEgHyb+a3TskmL92BU61qqtrxVPR3asga+pmxEKfgCklqmVrEVLmyXiyEtzBqUC6U2uN5/Le5xv4q4mBi8UNYd5cSLuvw+FHD78VRwFOpz/2JT/ljM6ZWKoa9uQAVi0DovBd3rZWDeQtna9VWX3N6MbvishKed6qSjUx05SJagWSsbN1GN11utU4z9Is9x+PLabjhc6sM9X63HtpDbkZfHt6OWqdU8PMbNq3KSjASPKT9W67gYt4A2eanUc1rmjm2DS19dhtnnNlaPvX5ZByz45wAmvbnCMi6RFRV+2d0EAY9nxeF4VhyunpsTnIBW3FZsJTXRht+M4yQWH+c0weHDaWjlexEBuHCvQwu+swkmtD3DKEiPR40464We0aQKkCNvRxLa0sw3op180ATGWm0q4+AN6Dvdp8bIGmo0x/w8J5umRQutE6dpcxg75+OVAWQm0oPlKNq/kbRJte9LwGPYvvE4h2+BetxefCD2RBGSgD7nRnwH48SDpmVnNTkWJaLuHh48Ln/XFIrJrIJy7rCN2atWQGw18e9c1zqKJKDf0fQFJF1di1TtXr+8A277dK26MFCgado6wYmpioLVd7YT/CbF6L+3CAFlfDwA8yTZibYg9TzHYemtfRAQJWpekqIQ0mjfkdamo41oSsMT5QaMsoB9YFRzjHr2D4xsUwtvLN4JAKiTEY+ayZE1bU9Eh0QkRBcpl9dtiMim2IB+oi6Bx5ygWdinRRHqGb+vU1+/VsECIvmKjXOwww/ApG1EE7BqFzJZiTG4qkddANBtiAEGX9Ga/EXSqFeI97pMY1Hfxno3IwGR2JjiavISWmT4gpJpHPDBg+1p7fAPkaMQVcKLr2rfgCEpO4FhT+OB+29FYXA72radBv/WZdgdcnWifIfaGm1vWv9pFWzKidDW7VDT1rhYT7UQgGoXK7TPViM5Rg2kpO2TohVH/L7lSFTpjZttHhcfUftSaTPatmO3wXsEyThCkpFMzP3tb1JzlLfojUTBLWvxhEz3jHMPRWNcmQN4XGGzebtqnWjom5X7asvtvpHN0PORn3TpUi00bADgxgENATTE56vMwkPaM42UWmjaRtLAdtp+AWeCRgAIRKlp2zY/vFBdubsYDbLDwsNiJOA1fiS2BsswO70xULsOjm3ZCmADDiANdwXHW9537Z5iXP3WClO+BZ6nutgyUkOzUDe2V4+LR1ZiWHHAav5Bm8sDkX1OAhbuEQzzRqtI4br7aIrYOB/WntPPCcP3teyTKYeNmzW0K7cQWeNQaS9HkIwevidBwOEwkgBw8Me2w5DWnXDgn28BmL+/8r1pG/vHK4NqbI5eBqFty9wUbD9UipLKIMp9RqGt2adtNNi5yOnTKAuPX9AKn6/eg3NDGrkdNO7EAJqwyT4PsW4Bl3TKR8vcFDTITsSlry6zF9qGvtX5bWvjoxWRfeLfPqQxZvRvgElv/mkaA5R1kVUeR7auhU9DGyEBwocrC8cBLUbr0h6PzQW8icZbAABV09Yl8OjfJBvfrz8QShM+l+B1oU/jLFVoq53fRBMckzY+U9fXlHl2bQuLMUXgCJjnYk5djfVvko3ZQ8JWCCNb18LbS3ehTqZe+3hA0xx8dk1XEEIw8lmzKyhfUFQVlmibspd1LcCcoWF3H+e2qKHzbf6F1AVf+Lrgsyu74t23/8KeYxWApjn9gpboLrhBkmqhAjsAAIOb1dCVpVIfnfSFRtya727SmDV8S6v5uLGMeQ5oHnJN8PB3Gy3vp2Cl5JPgdaMyII8LtVPiTApWGQkesx/qKOhaLwP/3D1Q9y15nlMtBaLVtB/dLtemv+OwKuQe7GdJdtXGcRwI5E0aAHDxzjdDzhb+X4ixn332WRQWFiImJgZt27bFr7+anYkznEFbtNN8FxmhNdZoZaR2EeUBegdLE3zSOoGspBjqImFEq5o6U2In96ItAo1+gn745yAOWkR1Vd4zUrCtioCI5hpTJgIeP0pt8YI4VBbYOsS4qKdFH7YaXIIigcclnzsYWiTQTGZfGd8OHQrT8PB5cue695h1RFv9DjG9zCNNJLTnSyoDeqGt7ZVA67xUfDPV7OYiUSMcjU5o61wL1VrT1kZoS2l/Vq77TuT+CtlJMaidSt+Rj9aHrIJWqJgX2u0f0MzeBMcSzTs7NY1XLw1dWz87Eavm9Ndpo3apl267EaHgVFtCa+p5rCygc8fhshBoR7uhpCzITUHxHApCrDbhIilPJcZE/k6AuS9vR/GhWGDhH7eHwdeldkGq07R1+Mli3QLSDUKrWLeAH28IuxoJiNaattpPotW0pUVOX7pNv8D8PW0EcP4rgCcO73GDcUvwKuwqkbD4oDnz2nF2O0UbPCXOQx2LrVxdaHGuaSvY/q2gt0oI88W1XdGvSTZev7yDekwrAD3RwBhON42MRejEnUfYPUL4YivB9pfXhucKCV4XVahNq0fG+ylCG2X+oi1D46aFFmM/rmRZK0Sn5T3NgfZx81rJ1PKJNHbcNKARspO8uG9kM9Mi9qPJnTFzIN1tRDTCKdqG/eXdCk3HIs0hjdTNTMCoNrK1Q0lFwGTyrbRx5Zs6zfJvWw7j27X78bNB05KAOJpPD2ga3lSiaczmaTTnrDZ8rfpXJ35/lTarNadtVEM/53SiaasdL965sqPunHas0tbZoG5jjn5f2jc0HqPFu1CI9QhoGRKSHEJKKH6HfIEyvy8X6fdVxhLacFFaGVQ3LN0Cp7My+Pyarur3XLGrSHedtjwd+WWOgqEtayI5zo1LOxcgPYG+YdCydjLGdgy7TYmkUBLjFsBxHFrUTkGMW0CmxX0VlLJwEkBJTs8hweuiCsYrVaEtvXJovyXNhYNTJEKoAVTHa3xIG+eEWuGsdm4WjWstq7zYobSZjoVpJmF2t3oZSI334NMpXfARJQBhS4d+TI0bUO0K0rDwhp74+jr9WorjOLTKTUF6PL1O+IKSGp9GO7+Y0qsuGuUkYmofvd/+x0bTY0G4eA6fXdOVeo7nON047HXzem300KkKf/SWgNr7Gn3aOt2HpAWjVtAKsq3GSCuN6popYSuOpFiXbuzuVi8Ddw5z7vvaCtr8URkvrNyAWCkTtc1Pdaxoomwea5tCFcejPiM47YW277//PqZNm4bbbrsNK1euRPfu3TFo0CDs2mXjgJphCW1wqEExlzZCE2RGu2OsaFdaXUYV2lJcDND8Vhq1FQF5B2/W4MZoWjNZjdxshBapl+YTlbbru2gj3TRKMVFomEPf4VWokxGPT6d0sU3jBKOQtlaK+Z2sOr+AFA6ydjCkIUwTcPVpnI0PJnVGXig4kF0wBpfOPUK4vnWqIwt2tNovTiipCOpcEzkdBIxoF77aunvviGa6yeZtgxvrr4tC09Zq8LLyRQXoTSW1jGhlNh+ymsjSNK06FpoFaSdLm7wU3d9alydvXdERN/RrgHspwd2ihe6OxTq9di4h8PqghDEuARk2i47ckCB77tjWjvKm1XozakxqJ6laTSgrYesft5yDpy8yP1eZHBk3PZxU/bljW1tqfliZ1CoYhZ+Avr1dFPKXed059U1p1t8d9hvZtV66Zf/36PktcP054QBckkRkUy9O71MuP80slDBqfQDyQvFazf0AWehfV2NeGRSJ5bdbsTO8wFYEyF+u3ouXfw0HmuxaTx673lyyU3ettp4qXcqzP+kDVCokxbgxsrUsQLqqex3M6Kd3c5EW70F+ejyaGIQnVn7KtM/V+ky003TXjhXX9K5rmY42ngJAi9opeOnSdqivCXwiWLjecYKyALdyeXCD4RsZA+okxbojmg4rmkfaum01hjTXLHATY1xomWte8NK0yt0u/TGlX1CEgk7HEKt02jkPbVFlN74o1MlMwA8zeuKV8e10xyONp01qJmHprX1xccd89G8iCxtrhuaM7QrScHWvcD3Sjn8CL5sUD4pyEy8/PQ5/zu6r0x5TUIS2N/ZvYDpnRZ1Qn3KsPID9xfrNZqV8lG+gWEmdKEGRgOM4/H7LObbptEIw2gZbnYxw+zJqU/VtLAfSuXdEMwxvVdOkKW03N1MEd9eF+svz29ZGzwaZuKpHHVM/Q/PdahwjnxrTCh0K09C8VrKuvwX0mz31s8PntGuJkgq6sIsmtDXOS42KJNr1Q4xLwEdXd6EG5VOerzza2HaUQHC09U1FQFTntC6Bx3khv/CKz3ZlnN9ysFR3XQ2Npc++YmuFBzvObWH2a/vQec0xrKV1oJ6lt/bBN9d3R356PO4fGf4WtE0SLUaLjH6hdm8cm4xEG1iS1vdU+O2Fttq+sMKhhj4NidA1QS31AjngmGZepd3UtfL7TYMm4I0ktFXmg/np8Vg9p796/Lpz6uGhUNCr1nmpaFeQppreA8DscxtbBmAFgA6azXaaALxOZoKlyb1VQNAdR8pwx+frAOjrw80DG2H+tB6msd4uaK6VNSugV6TyCLxuzqKUYaR6Tr2vZu2QHOvW9UVOZR5GSx7tnEzb/1kpk9RIjsVTY1rhpUvb6TZFp/drgAdHNcebV3QIbXyEv91bV3ZE05rOA41Fg/Ktd1KUDQDgkk75uP6cenju4jZ4OOSjl+Pk+bqTL/bjDT2x7La+VZXdM5rTXmj7+OOP44orrsCVV16Jxo0b48knn0Rubi6ee+65/zpr/y9J0+yOXdu7HtLiPRhGEQ5peWpMK+pkNi+KCNOAHPTpsdEt8ctNvannaSZANG1VY2RrraNsbWT7Z8a2Uf3OTupZ1yRwAoBnLm6DrvXSdVoCRg2Dy7sWUjX/aJpYANCilvycmwc2wqQedaiavtP7NsB5bWrDJfARF+WRyDBc35my2LFaTJdWBk3Pd+I/a4whqqQWl8UA9czYNph9bmO8MK5txPtrOV4Z0GnTda/vLJKsUShS02Jz4pJO+Vh75wB1ojqusz44WTTuEY5Z1IkGmkXLnKFhEySOA9U3MiEET1zYynTcyhRYK7TJSPDiuYvb4FGLHWwrbuzfALVSYvHSpfpF/ftXdULjGkkY2DQHz4fKThGKak1B89LjcF2f+o40jSJBc4/w950DdH+/MK6tWne10XMBvfAjPyMeAs8hN01eOBVmxGNk61q4ZVAjTO5ZV63LQ1rUxIZ7BuJtg8aQEa1A+HCpT514XWHQDFNMcRUhi3EzAJB31GkC5b//Lcalry7Du8t2645H8vOq+Aq7oJ38TsYNrkgBM2jCfyVYX/2sBNw/shn+vrO/Kdo0oPfD1dbGf1ZWUgyma9rm3mMV+OOWPlh310DdBP6u4U11fdmSWX3wwaTOGNW6Fno3DPcBboFHncwEVbBKIyBJjgSKykLkcKkfn4Wi5LYvSFW12owaSrEUf64rQgGBjCTFuvHY6JZYemsfdKufgev71NcJFZTNm+sMAuiC9HiM1gQaMfL2FR11ixs7TdtYzULLbiNDK2ShfTbtt9T2q5E0uIy8e1UnANZ5vq5PfV0k5pcNAkee4yznEwqKYEA7b4hkHgzI5TWkRU1M7llX1dbU3k+L0Rz6z51FKLjla4x45ncAdD/iNKw03ZM11i9GYcatgxs53sism5mAng0yMbF7uK+KRvHvruFNMWtQI7w/yazRBQDtNUKAgEhwTe96eO4S+nh/UYfwHEIrPGmUk2hZN5Xx75re9UwuUKxQxqNNB4+bXCYpcz2lPkRytdGcEuRJiyJItAvSdnWvurr2Q5tHFmo2p+K9LlzSSRa2psV78NgFrQDIViVPjWmNXo300dCNwlMt941ohmW39lFd1cR7XXj98g64lTI2aYWil3TKQ/uCVPRvEhbAN8xORNOayXj/qk74/Jqupo3J7KQYtMtPxaBmOargHNALUpR3f2ZsG10d6EJxn2XStDWcV/ponpOFp8q4YGTHkXL8vvUI3t8m6O6r9GNKdHme56j1UFmTuHgOtw5ujPtGNsNrl7WX36ecPv87UUUDLXMvao1Vd/RT/57csy4ubJ9na32TnRSDJjXNgtZKC2Gn0s9d10c/Bo1oXQsLpvfAOxM74vlQe35AM3Yp9blOBl372wpFGKylLJQ3bVBSrVuAZI3Q70SEcgo9GmSidV4q2uSl6ATfaRbBbDno3S7V0uSpV8MsyhV0aBvqkQwItG1RO88a1znftq+5snsdW3dJH0zurLY7Jxt/WrQCTK2G722frlV/OxlnrVA2ABWBpzbYWmVA1FnZ+EVJbx3EKZYE0a9FtMLg7KQYncxEOxeyCjSuzbOCtq5o+3u7TY7hrWqhX5NsXN2rLn6/5Ry8Mr4dejXIxJgOeeoamDZfjzRGnQiR+i+vi8eM/g0xqHkNXNA+F0tv7YNfbuqNpBg39jrYpMpOilHn0tHGOTjbOK192vr9fqxYsQK33HKL7nj//v3xxx9mXyoA4PP54POFBYwlJfIkLRAIIBBwvhv2/xXlHa3e9apuedh68DiGtsjBoGY5uL53IQ5rfDKOblsLe45V4I+tRxHvFfD0mJboXi8DiR4eK3cXYUbf+kjwutAqNxmZ8a6ov+mwFtmW+Xt4VFNM+2ANpvWpp56/bXAj3PP1BkzsVqC7JjXOjaLQBOnZi1qq53rUS8fyHUXUZ4xpVxt/7TqGToWp6rnayR68Nr6tLn3/Jln4fv1BtKidhLuHNkGjnET1nnZc26sOdhdVYNbABggEAogVgBv7yZOfnvUz8PNmOXjIhe1qYUrPAhBJRECSB5+jFDc0qXFu0zvQyrdX/TR0rpOGxduOwuPi0aOeXsOyUXaCZTkdLvWhtkEzt3u9tIjlelO/enhv+W7quf3Hwrtxe45VqPdK8vIY3ynXlP9INMhOACQRn02RF/jpcYKj66/uUYCe9dMw/NklaJidgNrJ4QHueLkPgYD+vZfP6gWREAgwRLfniel5qXFuTO5RiAfmb9IdT4/3UPOWHiugSY1EHCjxYUizbNz39T8ISgSDm+UgxmUeEGf0qYNgMGgKqjauYy71/m4uPKmTiIS+jeSNjGi+86TuBbiqWz44jsP/LmyB699fAwBoXTsRX4S+vXLPWwc1xMpdxbiud50q61fdAgdlLZGfpi+b63rXgYcnSIxx4XhlEOnxHpzTIB1vX94OO4+Uo3fDTFM+vrqmM75bfwCjWuYgEAjgpn718eWa/bh1UEPdIkBphwAgAGiaE49WucnwBSRc27sOvlqzH9+uOxC+MSEY3bYWPlyxB1f3KERhRjx+3HgQ4zrm6fLg5YE/b+0Nj8AjEAhgQudcLN9xBN+vP6j7lk1y4tC8VhL+3hMWKMy3DIpmrotafIEgAoEAru5RgNa5SUiNc2PU80vV84le+7aT5DHXxXEda6NHvTQ0q5WEYDCIGCFyvWpRK9FxvdhxpAwcEeHigIDGsiLZy+OZi1qizX1yMJUkr7wQf2hUUxwp86PTgz8BkDXCAoEA+jfOUv3jGZ8dDEq2+VHO0eaL+4sr0Zay4QcA6Zo+2sqPsEKMAIhiEGmx4TKokxGuh2lx8niamaBfaBBJxH3DGyMl1oWXftuhO3d+m1pon5+MvUXhAYQjouW71tBsstRIpPdVANBWo2Ga5OWp6V4e1xoHj/tRkBYTHpc0m6wunrP1gXZjv/rICs0h+jbKVLXTjM8a2TIHQ5tlqZuB2vMZCR7wMC/c37uyPca8vBwAEAzK5dK8ZgLeDZ2XROtvpOafAyCJuKFvXfy16xg++WsPYt08Ej2caRyOZBacnehV084Z0gh3fbWBmq5Xg3TVZyIAZCXI3yfRG66YAgm/b4taSbisc17UffDN/etj4/4SbDtcjpa1rOcHRmIE4PIusgBRe02DrARsOliK68+pg8UhFyIHjpUjENALjK7pVQfPhDTRtx0KayN2KkzDBW1r453luzHn3EaW+QmI4XZ8ba9C/PDPAf15ynUJoUBeK3cdw8rQhoqxbnJE7lcv75KH5duPYMMBvabk21e0Q1aiFwXp8bj5k7X4dOVeav4kKZw/7RiqcG6zHMzoU1eXT3+oz9aSnxoe/2JcwG0DG2BUqxpoUiMJAq9/z6BBsWHWgPq25Zka62z+1KVQ3niL9wiYc25I24uIeG1CW7zwy3bcM6yJ7j4iRX727pXtQ3nU+/+8rEs+5v2xE5d1yQ/13RlYNbsPjpb5caw8gJpJ5r5JADwFzSUAACRFSURBVHBppzy8sWQXbupf39QveXhg+aze8LjC7ZMjdKHehNdWqL9j3XL6D67qgF+3HMG5zXLC64PUGJM1za+hebzAEbg4CRe0kQV+gUDAMpjegWK9hprx3c5tloOv1+7Hjf3q42iZHwObZlPLKN7N4ekxLfHt2v2Y3D0/6nY/tkNtvLPsX0w11EGFB0c0wS0D6iM1zvz9C0Jzsj4N07FuTl94XDxmffI3AKAwXR4DhrfIxtaDx9GpTuQ1BACMaJmDOV+s07uSEuTyqJHohsfFI9bNY2DTbLwcGvsSPBwK0uOw40g5OhakWPcVEdbCo1vXgCQG8f7EDrp0ddPpQlBRFJGf6sXzF7fCx3/txczQOg8AetdPw6Cm2eo80e7d2+Wn6LRhOQ64qF1N22tqp3h157+Y0hmlviBSY8xtuXVuMlbuLsbVPQqp91T64OmhdfbswY2wdPtRTLeoE1bEu8OWX01z4lEzOcYkoGudm+zoni1qJWHNHv2GGkLzmG+u64IfNxzERe1z8clf/0IiQJc6aYjVSK8OFFegde3wWCOKcp/arU4q4jzhWAFO8sJpNgsy4lxIiQ2P7ZKmH/PwnOX96qTHyPU4tClYKzlcftqNc6ffOyvehax6abp+FACGNsvGh3/uRufCcHt75qKW+GL1PjTKScCVb65Egyzn47sVRj2udvkp2H64PNzfEf26JC1WACDXzd004QaAqefUxVML5cC8AhERCMjfqkthCno3zECj7AQgsOWskNsBzusCRyLZS/6H7N27F7Vq1cLvv/+OLl3CZuT3338/Xn/9dWzcuNF0zZ133om77rrLdPydd95BXFx0mqFnCxIBHlgloMgPTGsmIicWOB4AUg2bzKLk3M9gVXLUB6R69Ltcm4s5fLyDR8dMCb1rhquwKAE/7OXQOIUgz7DJTgiwpxzIjqUvzhXKg8Bfhzm0SidQ1s+VQeCJtQI4DjivQMLc9XJH3j1HQos0goog0DLduilJBHhpA4+NxRxubC6ipmZD+sudPH7YG85QzxoSygPAoFwJ6c4UdAAAfx/l4OaBRikEL/zDY/0xHk1TJUyoL8G4pvz7KIc3N/MYW09C4xSCx/8WsL+CQ6csCRfVdaYt9ccBTtVWUOBBcFMLEZtLOHyyQ8CQPBH9ap1YF7OvHFh5mEfvmpJugI6WAxVAohuIcwEL93LYW85hbF3J1tR8yUEO724VMKCWhMF54e/x8gYefxfxGFBbwuBcCb/t57D8EI9KEdhfwWF4vohzatLf1yfKPkXjXMDuUuCPgzyG5kko8gFPrhXQNoNgTF0JEglPho5UAjtLObRMJ9hwjEPdRGIaQBUeWSPg3zIOQ/NE9D3Bb67l530c0r1As7TqGSK2lgCvbRJwXqGElmkEvx3gkBMLpHkJ0rxy+99WAny1S8AFdUTkVGN3Pn83h2//FcCBYFozEfkJQEkASI5SSV6UgBVHOLy9RUD9JAnXNg3XrXe28Fh6yL6D7ZAp4eJ65vb50GoBe8s5TG4konGqVoAPPLpGwJ5yuUI93jEYsQ+/aakAvySnT3ITzGkjwmkQ10MVwN5yDi3SSET/kAv3cvhyF49JjSQ0SrGuY1uK5f463+BtYW0Rh292yW2ocSqBKAEfbueRn0DQOVu+n9IPXlxXRIcsgqfX8dhSon8ZbZ+3vojDCxsMpqG1JOTEEry5RT7u5gkCEocUD8GtrUQoFmpPrhWw/bj80m6OoFU6QWYswYI9PLwCMKe1aOqHfSJw118CCIA728j3CkjAjUvDjfzWVkFkh9aRfx3msPQghy0lHOolEVzdRM73/nLgwdUCYgTgrrbhPBnZVw68vEFAYSLBRfUk2CnCHK4EKkWgdhTKU7tK5XGyezaBRIBfD/DoV0tC7XiCOokEX+zkcdgn11NtP3bMByzax6NLtqS+qx3rizj8uJfDRXUlpHuBZ9bz2Bwq1xZpEq5oKOGYD3DxUMdwiQDzNvHYXMzh1lYikizartIOx9UT0S5TrkeEAFuPA7XiQB2LftrH4dMd8kevnySpeVE4r0BEjxryvYr9wL0rw20MACY2FOGTgDbpBA+sFnCggsN1TYKoF5Kd7y8Hnl4noEs2wbl58rjzxwEeVzYSkRY57hUVOVAibOuAU8oCQJFfriuvbeKxuYTDba1ExIW+1Xf/cjhQweGSehK+2sXjx708JjcW4eYIfjvAY1SBRC2Pd7fyWHKQR70kCVtKeAzOFTGgdriv2FzM4Yc9HDYU87iwjogu2eZ+pNgvz28rRPlF6yYS9Ksl4XlNO7+uaRD1NPLloAT8eZjDsoM86icTDMoN97nHfMCcv5RgVQQt0wn+LeNwuJLDJfVEtA/VmUoRuH+VgGK//NysGHnsUJS/ftwjl+F1TUWkGMrwmA+48y8BBBzuaB20nQcu2svhs50C6iYSXNtUrFI/gHvKgBQPcAIKayY2HOPw6kYeo+tIaJNOsKMUyE+A47HlRND2pecXithSwmHVEf0DtWVm5NMdPH7aJ6fnOQKJhMfFm1uKSDR8l+/+5fDNbnPne0frINYf4/DRdgFj6ojq+KQQlID9FXL/cqJ+wZ0gEXk9lRHFusKOnaXA3jIOnbIij/dWvLGZx4rD8jeuFUcwoLakrqVK/LIwfvVRDu9sFeDmCe5oLfcrPjH6ern8EIdf9/O4vIG5zWnZWgK8vllAuwyCv49yOFjJYU6boG1fKxG5z6ibSGzba3kQ+G0/h9x4oGY8QbzLug28t5XHrlIO1zcVLef9Ro76gB3HObROp5eJROR2XSv+5H2GVgbl+uoVzHOndhkSLqknOaoXIpHbwDe7eSw/xCErFriuqWgam/aUyWvXvrUIXLycfvEBDtOaiUhwA/esFFAeBG5vLaryi9KA3Jc2TiG4omHkte3H23n8sp+HVyC4v52IDcc4vLRRQIqH4M42Il7bxGPVUR43tQjazo2+2cXjuz08cuMJpjcT1Xn3t7t5zP83vIY8lRyplNcoJ9vHEgI8tU6e3yprXIkA960UcNjH4aK6Ijpl0fvQf8uAR9bIlbdZqoSKIId4N8GFdSTcv0pAsgeY2fLENebPFMrLyzF27FgUFxcjKcnaDc3/C6HtH3/8gc6dw+r39913H958801s2GDWVqBp2ubm5uLw4cO2H+JMIRAIYMGCBejXrx/cbucjWkCUEBAlnekFw5ojZX5U+EXLaJ40/EEJ5X7R5MeGEIKth8oQ6xFwrDyAJjUSLU15nZZvqS+IdXtL0LJ2sqUJhiSRqCI809h7rAJJsW5sOlCKpjUSUeoLIj3BC0II/j1WgdopsScc5Op0pNQXxI7D5Wha07qMToSAKPsWPtH2CwBF5X5sPliKtnnOnb+fbhBCTsv6QgjBpgOlyE6KcRTUzI5AIIBPv1mAQf3OQWKceXa/51gFthwsRX56HPLT4sBxHI6U+mStuNrJVFPyCr+If4sqdGbtCscrA9hf4kO9zHhH35YQglKfCBfPgefogQ2risqAGLUfvGiQJILNB0tRPysBPM/BH5Sw82g50uLcCEgEbp5DapxH7QcJIVi39zgICJrVTML2w+XITYuFi+ewft9xHC3zo3ENuvl2qS+If4sqUJDqxcIff1DbcElFAATWAT/3l1SC5zhkaVwcSBLB33tLEOcRdP5jFY6U+RHvEXTf7t+iCsR5hJN2t3OylFQEEOeRBdGHS/3ISfKe8jYdECVsPVQGt8AjNzXW0t0CIQSiRGwDHUoSwZZDpaiXmWA5PtL66Z1HylHuF9G4Rnh3wRcQcbDUp/rNVij1BSFJBLuLKlAvM17Xxo5XBhAQiakcT9e+0QghBEGJWJrlEkJQXBF01I+KEkFxRQBp8R5sPlCKgow4W3NfK46VB7CvuBLpCR5kJnjAcRz+LarAtsNlSI/3mOZckcZhSSIoqggg0euCx8XDF5Sw/XAZGmYnmMpo84FSHCr1oV1+qq3rEiM7jsgaSlYBx7RsP1yGmskxp7Svrgr+qzp8rDyAlDg3JIngwHEf9hwtxdq/lqF/7x6omWbtTkKUCP7eU4zc1Fikxnmw82g5Dh73oWnNJKr/aUIINh4ohYvnkJsWB19ARFF5APnpceqzncQQOZuoDIjYdKAUdTPjLV2RiZI8/6qdGuM8WOpJzKW1+IMSSn1mN3IMMwdKKlERECFKQF1K/IGqRCnfvn37wuORy6bCL4KAmOQY/qAEt8A56nsCooS/dh1DXlqc2lY37D+OzAQP0hO8kCSC4soANUipkSNlfnWMUCCEYG9xJWomx/y/GM8VjlcGUVTu17nFLKkIYHdRBRrnJNrKEsr9QcSGghvq7xmAxyVQg+1WVfv9/0JJSQkyMjIiCm1PawldRkYGBEHA/v16U9GDBw8iO5vuz8rr9cLrNS+o3G73WVHwCtG+71n0aaqEnJToP5jbDcRbyHgb14puQhCpfFPdbnRr4FygfKLkZ8p56JggPytBszatk3XmTXJS3W6kJlT9dzUW5Yn0V1nJbmQln9qJ0tlMs9yqC+yW4AYS42KoZVyQ6UZBpn7Qzkl1IyfVenHpdrvRJJ6+GExzu5GWGJ1aclo1Nd3qGJO15eZ2A01q2asmti4I+1NsWDP8IVrlW/vMBcJ9g+pqIdSG0yO8Y246/Xy7wgzqcYA+/hRmnR6DuPZ982JOUA00StxuoHlu1T2raW1nbV3bT9fLMfuSc7vdSKBszKSGrklPMrfLtDNgMhap+8j0OOtg3ABivHLaJrWjC2Cqe16yG5nJ+m9dmOVGYZa9IofdOJzj1fgZtql/J5rv+jkpjtM2qOE87dlIZrKmT/J6UCM5Bgf/AWqmJdiOQW4A7euE/ac3qOFBA3M8MB3NNeNNQiyQrqlied4zb058srjdbrQttBdkuwG0yDux+dfJrv3ldVv1jGP/36ltMZc5lXg8HrV8rco5muJ3u4FuDfTypeaGuX+Ww3ZsJScoyPz/1w/I6wj92jfd7abOYYwkWxSAk7nO2SK7c/qOp7XHX4/Hg7Zt22LBggW64wsWLNC5S2AwGAwGg8FgMBgMBoPBYDAYjDOF01rTFgBmzJiBcePGoV27dujcuTNefPFF7Nq1C5MnT/6vs8ZgMBgMBoPBYDAYDAaDwWAwGFXOaS+0vfDCC3HkyBHcfffd2LdvH5o1a4ZvvvkG+fn5/3XWGAwGg8FgMBgMBoPBYDAYDAajyjnthbYAMGXKFEyZMuW/zgaDwWAwGAwGg8FgMBgMBoPBYJxyTmuftgwGg8FgMBgMBoPBYDAYDAaDcbbBhLYMBoPBYDAYDAaDwWAwGAwGg3EawYS2DAaDwWAwGAwGg8FgMBgMBoNxGsGEtgwGg8FgMBgMBoPBYDAYDAaDcRrBhLYMBoPBYDAYDAaDwWAwGAwGg3EawYS2DAaDwWAwGAwGg8FgMBgMBoNxGsGEtgwGg8FgMBgMBoPBYDAYDAaDcRrBhLYMBoPBYDAYDAaDwWAwGAwGg3EawYS2DAaDwWAwGAwGg8FgMBgMBoNxGsGEtgwGg8FgMBgMBoPBYDAYDAaDcRrBhLYMBoPBYDAYDAaDwWAwGAwGg3Ea4fqvM3CqIYQAAEpKSv7jnFQPgUAA5eXlKCkpgdvt/q+zw6hiWPme2bDyPfNhZXxmw8r3zIeV8ZkNK98zG1a+Zz6sjM9sWPme2Zxt5avIKBWZpRVnvND2+PHjAIDc3Nz/OCcMBoPBYDAYDAaDwWAwGAwGgyHLLJOTky3PcySSWPf/OZIkYe/evUhMTATHcf91dk45JSUlyM3Nxe7du5GUlPRfZ4dRxbDyPbNh5Xvmw8r4zIaV75kPK+MzG1a+ZzasfM98WBmf2bDyPbM528qXEILjx4+jZs2a4Hlrz7VnvKYtz/OoXbv2f52NaicpKemsqOhnK6x8z2xY+Z75sDI+s2Hle+bDyvjMhpXvmQ0r3zMfVsZnNqx8z2zOpvK107BVYIHIGAwGg8FgMBgMBoPBYDAYDAbjNIIJbRkMBoPBYDAYDAaDwWAwGAwG4zSCCW3PMLxeL+bMmQOv1/tfZ4VxCmDle2bDyvfMh5XxmQ0r3zMfVsZnNqx8z2xY+Z75sDI+s2Hle2bDypfOGR+IjMFgMBgMBoPBYDAYDAaDwWAw/j/BNG0ZDAaDwWAwGAwGg8FgMBgMBuM0ggltGQwGg8FgMBgMBoPBYDAYDAbjNIIJbRkMBoPBYDAYDAaDwWAwGAwG4zSCCW1PQ3755RcMHToUNWvWBMdx+Oyzz3TnDxw4gAkTJqBmzZqIi4vDwIEDsXnzZl2a/fv3Y9y4ccjJyUF8fDzatGmDjz76yPSsr7/+Gh07dkRsbCwyMjIwatSoU/lqDFRP+f7000/gOI76b/ny5dXxmmct1dV+N23ahOHDhyMjIwNJSUno2rUrFi1adKpfj4HqK+O//voL/fr1Q0pKCtLT03HVVVehtLT0VL/eWU9VlO/WrVsxcuRIZGZmIikpCRdccAEOHDigS1NUVIRx48YhOTkZycnJGDduHI4dO3aK345RXeV73333oUuXLoiLi0NKSsopfiuGluoo4x07duCKK65AYWEhYmNjUbduXcyZMwd+v786XvGsprra8LBhw5CXl4eYmBjUqFED48aNw969e0/16531VFf5Kvh8PrRq1Qocx2HVqlWn6K0YWqqrjAsKCkzr4FtuueVUv95ZT3W24bNFlsWEtqchZWVlaNmyJebOnWs6RwjBiBEjsG3bNnz++edYuXIl8vPz0bdvX5SVlanpxo0bh40bN+KLL77A33//jVGjRuHCCy/EypUr1TQff/wxxo0bh8suuwyrV6/G77//jrFjx1bLO57NVEf5dunSBfv27dP9u/LKK1FQUIB27dpV27uejVRX+z333HMRDAaxcOFCrFixAq1atcKQIUOwf//+annPs5nqKOO9e/eib9++qFevHpYuXYr58+dj3bp1mDBhQnW95lnLyZZvWVkZ+vfvD47jsHDhQvz+++/w+/0YOnQoJElS7zV27FisWrUK8+fPx/z587Fq1SqMGzeu2t7zbKW6ytfv92P06NG4+uqrq+3dGDLVUcYbNmyAJEl44YUXsG7dOjzxxBN4/vnnceutt1bru56NVFcb7t27Nz744ANs3LgRH3/8MbZu3Yrzzz+/2t7zbKW6ylfh5ptvRs2aNU/5ezHCVGcZ33333br18OzZs6vlHc9mqqt8zypZFmGc1gAgn376qfr3xo0bCQCydu1a9VgwGCRpaWnkpZdeUo/Fx8eTN954Q3evtLQ08vLLLxNCCAkEAqRWrVrq34z/hlNVvkb8fj/Jysoid999d9W+AMOWU1W+hw4dIgDIL7/8op4vKSkhAMgPP/xwit6GQeNUlfELL7xAsrKyiCiK6vmVK1cSAGTz5s2n6G0YRk6kfL/77jvC8zwpLi5W0xw9epQAIAsWLCCEELJ+/XoCgCxZskRNs3jxYgKAbNiw4RS/FUPhVJWvlnnz5pHk5ORT9g4Me6qjjBUefvhhUlhYWPUvwbCkOsv3888/JxzHEb/fX/UvwqByqsv3m2++IY0aNSLr1q0jAMjKlStP6fswzJzKMs7PzydPPPHEKX8HhjWnqnzPNlkW07T9f4bP5wMAxMTEqMcEQYDH48Fvv/2mHuvWrRvef/99HD16FJIk4b333oPP50OvXr0AyGa3e/bsAc/zaN26NWrUqIFBgwZh3bp11fo+DD1VVb5GvvjiCxw+fJhp6f3HVFX5pqeno3HjxnjjjTdQVlaGYDCIF154AdnZ2Wjbtm21vhNDT1WVsc/ng8fjAc+Hh+nY2FgA0N2HUb04KV+fzweO4+D1etU0MTEx4HleTbN48WIkJyejY8eOappOnTohOTkZf/zxR3W8CoNCVZUv4/TlVJZxcXEx0tLSTlHOGU44VeV79OhRvP322+jSpQvcbvcpfAOGHVVZvgcOHMDEiRPx5ptvIi4urpregBGJqm7DDz30ENLT09GqVSvcd999zIXNf0xVle/ZJstiQtv/ZzRq1Aj5+fmYNWsWioqK4Pf78eCDD2L//v3Yt2+fmu79999HMBhEeno6vF4vJk2ahE8//RR169YFAGzbtg0AcOedd2L27Nn46quvkJqaip49e+Lo0aP/ybsxqq58jbzyyisYMGAAcnNzq+tVGBSqqnw5jsOCBQuwcuVKJCYmIiYmBk888QTmz5/PfCf+x1RVGZ9zzjnYv38/HnnkEfj9fhQVFalmt9r7MKoXJ+XbqVMnxMfHY+bMmSgvL0dZWRluuukmSJKkptm/fz+ysrJM98/KymIuTv5Dqqp8Gacvp6qMt27diqeffhqTJ0+uztdhGKjq8p05cybi4+ORnp6OXbt24fPPP/8vXosRoqrKlxCCCRMmYPLkycxt3GlGVbbhqVOn4r333sOiRYtw7bXX4sknn8SUKVP+q1djoOrK92yTZTGh7f8z3G43Pv74Y2zatAlpaWmIi4vDTz/9hEGDBkEQBDXd7NmzUVRUhB9++AF//vknZsyYgdGjR+Pvv/8GANUfyG233YbzzjsPbdu2xbx588BxHD788MP/5N0YVVe+Wv7991989913uOKKK6rzVRgUqqp8CSGYMmUKsrKy8Ouvv2LZsmUYPnw4hgwZwoQG/zFVVcZNmzbF66+/jsceewxxcXHIyclBnTp1kJ2drbsPo3pxUr6ZmZn48MMP8eWXXyIhIQHJyckoLi5GmzZtdGXHcZzp/oQQ6nFG9VCV5cs4PTkVZbx3714MHDgQo0ePxpVXXlndr8TQUNXle9NNN2HlypX4/vvvIQgCLr30UhBC/otXY6Dqyvfpp59GSUkJZs2a9V++DoNCVbbh6dOno2fPnmjRogWuvPJKPP/883jllVdw5MiR/+r1znqqqnzPNlmW67/OACN62rZti1WrVqG4uBh+vx+ZmZno2LGjulO4detWzJ07F2vXrkXTpk0BAC1btsSvv/6KZ555Bs8//zxq1KgBAGjSpIl6X6/Xizp16mDXrl3V/1IMlaooXy3z5s1Deno6hg0bVu3vwjBTFeW7cOFCfPXVVygqKkJSUhIA4Nlnn8WCBQvw+uuvs8io/zFV1YbHjh2LsWPH4sCBA4iPjwfHcXj88cdRWFj4n70bI3L5AkD//v2xdetWHD58GC6XCykpKcjJyVHLLicnhxoF99ChQ8jOzq62d2GYqYryZZzeVGUZ7927F71790bnzp3x4osvVverMChUZflmZGQgIyMDDRo0QOPGjZGbm4slS5agc+fO1f1ajBBVUb4LFy7EkiVLdObXANCuXTtcfPHFeP3116v1nRh6TtU43KlTJwDAli1bkJ6efsrfg0GnKsr3bJNlMU3b/8ckJycjMzMTmzdvxp9//onhw4cDAMrLywFA5wsRkP2FKLsSbdu2hdfrxcaNG9XzgUAAO3bsQH5+fjW9AcOOkylfBUII5s2bh0svvZT54DrNOJnytUrD8zw1Mi7jv6Eq2jAAZGdnIyEhAe+//z5iYmLQr1+/U595RkSsyldLRkYGUlJSsHDhQhw8eFDdPOvcuTOKi4uxbNkyNe3SpUtRXFyMLl26VNs7MKw5mfJl/P/gZMt4z5496NWrF9q0aYN58+aZ+nTGf0tVt2FFw1bxycj4bzmZ8v3f//6H1atXY9WqVVi1ahW++eYbALLrqvvuu69a34NhTVW34ZUrVwIIC/wY/y0nU75nmyyLadqehpSWlmLLli3q39u3b8eqVauQlpaGvLw8fPjhh8jMzEReXh7+/vtvTJ06FSNGjED//v0ByL5C6tWrh0mTJuHRRx9Feno6PvvsMyxYsABfffUVACApKQmTJ0/GnDlzkJubi/z8fDzyyCMAgNGjR1f/S59FVEf5KixcuBDbt29nrhGqkeoo386dOyM1NRXjx4/HHXfcgdjYWLz00kvYvn07zj333P/kvc8mqqsNz507F126dEFCQgIWLFiAm266CQ8++CDzW3yKOdnyBWQLh8aNGyMzMxOLFy/G1KlTMX36dDRs2BAA0LhxYwwcOBATJ07ECy+8AAC46qqrMGTIEDUN49RQHeULALt27cL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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "p_mean = ds[\"pr\"].mean(dim=[\"lat\", \"lon\"]).to_dataframe().reset_index()\n", + "pet_mean = ds[\"pet\"].mean(dim=[\"lat\", \"lon\"]).to_dataframe().reset_index()\n", + "\n", + "ds.close()\n", + "\n", + "p_mean[\"time\"] = pd.to_datetime(p_mean[\"time\"])\n", + "pet_mean[\"time\"] = pd.to_datetime(pet_mean[\"time\"])\n", + "\n", + "plt.figure(figsize=(14, 5))\n", + "plt.plot(p_mean[\"time\"], p_mean[\"pr\"], label=\"Mean precipitation\")\n", + "plt.plot(pet_mean[\"time\"], pet_mean[\"pet\"], label=\"Mean PET\")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Forcing value\")\n", + "plt.title(\"Mean ERA5 forcing over Rhine model domain\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "8d21e764-ed57-4dd3-992f-634d59cca735", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "pr attributes:\n", + "{'standard_name': 'precipitation_flux', 'long_name': 'Precipitation', 'units': 'mm day-1', 'cell_methods': 'day_of_year: year: mean'}\n", + "\n", + "pet attributes:\n", + "{'standard_name': 'water_potential_evaporation_flux', 'long_name': 'Potential Evapotranspiration', 'units': 'mm day-1'}\n" + ] + } + ], + "source": [ + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(\"pr attributes:\")\n", + "print(ds[\"pr\"].attrs)\n", + "\n", + "print(\"\\npet attributes:\")\n", + "print(ds[\"pet\"].attrs)\n", + "\n", + "ds.close()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "c2fc22c9-cbbf-484f-9b25-e31dcf306ea8", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_calibrated_ET_Root_NRiver3_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.11 max: 0.15 mean: 0.12\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 2.0 max: 525.0 mean: 107.88\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.027 max: 0.18 mean: 0.09\n", + "Aanpassen: intbl/EoverR.tbl factor: 0.5\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.75\n", + "Aanpassen: intbl/N_River.tbl factor: 3.0\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.055 max: 0.075 mean: 0.06\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 1.5 max: 393.75 mean: 80.91\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.081 max: 0.54 mean: 0.28\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 10179.7\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3383.2\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 5983.5\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 6159.6\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 5337.5\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7076.6\n", + "\n", + "Run klaar: calibrated_ET_Root_NRiver3_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_ET_Root_NRiver3_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"EoverR.tbl\": 0.5,\n", + " \"RootingDepth.tbl\": 0.75,\n", + " \"N_River.tbl\": 3.0\n", + "}\n", + "\n", + "model_calibrated_2 = run_calibration_model(\n", + " run_name=\"calibrated_ET_Root_NRiver3_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "7d6fd16e-1360-453c-bd97-d86446249473", + "metadata": {}, + "outputs": [], + "source": [ + "model_calibrated_2 = model_calibrated_2.rename(\n", + " columns={\"Q_model_m3s\": \"Q_calibrated_2_m3s\"}\n", + ")\n", + "\n", + "comparison_calibrated_2 = pd.merge(\n", + " comparison,\n", + " model_calibrated_2[[\"date\", \"Q_calibrated_2_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "2c094413-1d4e-42f3-991d-ea19856cae69", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
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1calibrated_1643.11703.2-0.5561826
2calibrated_2642.11649.2-0.4291826
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 calibrated_1 643.1 1703.2 -0.556 1826\n", + "2 calibrated_2 642.1 1649.2 -0.429 1826" + ] + }, + "execution_count": 93, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_final = comparison_calibrated_2.merge(\n", + " comparison_calibrated_1[[\"date\", \"Q_calibrated_1_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_1\": \"Q_calibrated_1_m3s\",\n", + " \"calibrated_2\": \"Q_calibrated_2_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_final,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_final[\n", + " comparison_final[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "id": "ae16e740-8498-4f8c-a699-3ca9fbb4cb54", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1calibrated_137.4750.6-13.760669
2calibrated_2181.1789.9-11.363669
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669\n", + "1 calibrated_1 37.4 750.6 -13.760 669\n", + "2 calibrated_2 181.1 789.9 -11.363 669" + ] + }, + "execution_count": 94, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "c5c2eec6-975d-4e2d-a6b6-6d564df38300", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 669\n", + "GRDC dagen < 1020: 96\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0basisrun760485
1calibrated_1701379
2calibrated_2668304
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 basisrun 760 485\n", + "1 calibrated_1 701 379\n", + "2 calibrated_2 668 304" + ] + }, + "execution_count": 95, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_final[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_final[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC dagen < 1600:\", (comparison_final[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_final[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "id": "8bd2c639-a936-4848-a5a6-297606bc6aec", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1basisrun365.4496.5832.51911.02805.3
2calibrated_1505.3654.81002.12076.32866.4
3calibrated_2595.6755.61092.32136.22865.4
\n", + "
" + ], + "text/plain": [ + " run Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 basisrun 365.4 496.5 832.5 1911.0 2805.3\n", + "2 calibrated_1 505.3 654.8 1002.1 2076.3 2866.4\n", + "3 calibrated_2 595.6 755.6 1092.3 2136.2 2865.4" + ] + }, + "execution_count": 96, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "q_cols = {\n", + " \"GRDC\": \"Q_grdc_m3s\",\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_1\": \"Q_calibrated_1_m3s\",\n", + " \"calibrated_2\": \"Q_calibrated_2_m3s\"\n", + "}\n", + "\n", + "rows = []\n", + "\n", + "for name, col in q_cols.items():\n", + " rows.append({\n", + " \"run\": name,\n", + " \"Q5\": comparison_final[col].quantile(0.05),\n", + " \"Q10\": comparison_final[col].quantile(0.10),\n", + " \"Q20\": comparison_final[col].quantile(0.20),\n", + " \"median\": comparison_final[col].quantile(0.50),\n", + " \"mean\": comparison_final[col].mean()\n", + " })\n", + "\n", + "quantile_table = pd.DataFrame(rows)\n", + "quantile_table.round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "cb59620a-8216-406c-a525-460a3d8c5fea", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_calibrated_balanced_ET075_Root090_NRiver4_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.11 max: 0.15 mean: 0.12\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 2.0 max: 525.0 mean: 107.88\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.027 max: 0.18 mean: 0.09\n", + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.0825 max: 0.11249999999999999 mean: 0.09\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 1.8 max: 472.5 mean: 97.09\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.108 max: 0.72 mean: 0.37\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 7962.2\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3375.2\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 6642.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 5663.7\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4775.6\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 3900.9\n", + "\n", + "Run klaar: calibrated_balanced_ET075_Root090_NRiver4_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_balanced_ET075_Root090_NRiver4_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"EoverR.tbl\": 0.75,\n", + " \"RootingDepth.tbl\": 0.90,\n", + " \"N_River.tbl\": 4.0\n", + "}\n", + "\n", + "model_calibrated_3 = run_calibration_model(\n", + " run_name=\"calibrated_balanced_ET075_Root090_NRiver4_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "id": "a8afb3bf-c248-4491-bfbb-d41aa212dd6f", + "metadata": {}, + "outputs": [], + "source": [ + "model_calibrated_3 = model_calibrated_3.rename(\n", + " columns={\"Q_model_m3s\": \"Q_calibrated_3_m3s\"}\n", + ")\n", + "\n", + "comparison_calibrated_3 = pd.merge(\n", + " comparison_final,\n", + " model_calibrated_3[[\"date\", \"Q_calibrated_3_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "id": "3c4a7c56-a35b-4285-8705-638384e07ed7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1calibrated_1643.11703.2-0.5561826
2calibrated_2642.11649.2-0.4291826
3calibrated_3608.31620.7-0.3911826
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 calibrated_1 643.1 1703.2 -0.556 1826\n", + "2 calibrated_2 642.1 1649.2 -0.429 1826\n", + "3 calibrated_3 608.3 1620.7 -0.391 1826" + ] + }, + "execution_count": 99, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_1\": \"Q_calibrated_1_m3s\",\n", + " \"calibrated_2\": \"Q_calibrated_2_m3s\",\n", + " \"calibrated_3\": \"Q_calibrated_3_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_calibrated_3,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_calibrated_3[\n", + " comparison_calibrated_3[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "id": "a9a6f849-b14d-41d0-9f26-7a135d58d6ac", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1calibrated_137.4750.6-13.760669
2calibrated_2181.1789.9-11.363669
3calibrated_3260.1815.6-10.283669
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runQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1basisrun365.4496.5832.51911.02805.3
2calibrated_1505.3654.81002.12076.32866.4
3calibrated_2595.6755.61092.32136.22865.4
4calibrated_3649.4811.61162.02167.72831.7
\n", + "
" + ], + "text/plain": [ + " run Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 basisrun 365.4 496.5 832.5 1911.0 2805.3\n", + "2 calibrated_1 505.3 654.8 1002.1 2076.3 2866.4\n", + "3 calibrated_2 595.6 755.6 1092.3 2136.2 2865.4\n", + "4 calibrated_3 649.4 811.6 1162.0 2167.7 2831.7" + ] + }, + "execution_count": 101, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "q_cols = {\n", + " \"GRDC\": \"Q_grdc_m3s\",\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_1\": \"Q_calibrated_1_m3s\",\n", + " \"calibrated_2\": \"Q_calibrated_2_m3s\",\n", + " \"calibrated_3\": \"Q_calibrated_3_m3s\"\n", + "}\n", + "\n", + "rows = []\n", + "\n", + "for name, col in q_cols.items():\n", + " rows.append({\n", + " \"run\": name,\n", + " \"Q5\": comparison_calibrated_3[col].quantile(0.05),\n", + " \"Q10\": comparison_calibrated_3[col].quantile(0.10),\n", + " \"Q20\": comparison_calibrated_3[col].quantile(0.20),\n", + " \"median\": comparison_calibrated_3[col].quantile(0.50),\n", + " \"mean\": comparison_calibrated_3[col].mean()\n", + " })\n", + "\n", + "quantile_table = pd.DataFrame(rows)\n", + "quantile_table.round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "595d25b2-21a9-4802-9f5f-fea433cbe05c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 669\n", + "GRDC dagen < 1020: 96\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0basisrun760485
1calibrated_1701379
2calibrated_2668304
3calibrated_3660286
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 basisrun 760 485\n", + "1 calibrated_1 701 379\n", + "2 calibrated_2 668 304\n", + "3 calibrated_3 660 286" + ] + }, + "execution_count": 102, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_calibrated_3[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_calibrated_3[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC dagen < 1600:\", (comparison_calibrated_3[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_calibrated_3[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "id": "4dc0ef29-7a5c-4aa7-aecd-45aaae7e21cc", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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Xr1s8fv78+QIA4dy5c4Ig5FxyXbduXUGr1VqM7d27t9CiRYt84xk6dKhQq1Ytq+V5L382P+/Dhw8Lva+CIAhXrlwRAAg//PCDIAimthfIbjtRu3ZtcVxERITFpaf2LiXP2x4hKSlJcHFxEXr27Gkx7saNG4JKpRKio6PFZZ06dRKefvpp8X69evWEN998U5BKpcLevXsFQRCEVatWCQCES5cu5btfXbp0EQAIv/32m8XyUaNGCVKp1OrnZmYwGASdTid8+OGHgo+Pj/j+/fnnnwUAwqlTp/J9XuS5fLpJkyZC//79833M0KFDBQDCt99+a7WuVq1aNi+JzttiYPfu3QIAq9d53bp1AgDh0KFD+caQl16vF7RarVC/fn3hjTfeKPLzJCUlCWq1WnjmmWcsxh04cEAAUGB7hH379gkAhClTphQ6ZqPRKOh0OmHv3r0CAOH06dPiOlvtAvK+hub3dGBgoJCRkSEuT0lJEby9vYXw8HCr7U2bNq3AuPR6vZCamiq4ubkJn3/+ubjc3uXiaWlpgre3t9Xl7gaDQWjevLnQtm1bcVm7du3sxlvcf1mioqIEAAIAwdPTU/jll1+KvA3zz+L69etWx2Fpt0cwGAxCYGCg0LRpU4vL4R89eiT4+flZnLfM28r9nhaEnPPKypUrxWV53x+FaY8wd+5ci+Vjx44V1Gq1xe/B4rLXHuH+/fuCVCoVRowYYbHcfG4HINy+fVtcrtVqhVGjRonrAAjNmjUr8Odh/n27Zs2aYsWfX3uEhQsXCgCEP/74w2L51KlTBQBCZGSkuKxFixZCgwYNLH7WOp1OqFOnjgBAWL16tc3nZ3sEIqLKg5W2REREdrRq1QoKhUL8+vTTT63GBAQEQKFQwMvLC4MGDUKrVq3w/fffF/m5hDyXr5eGHj16ICAgwKJSbdu2bbh9+7bFJaGbN29Gt27dEBgYCL1eL36ZL+/cu3evxXb79u1rVUXUtm1bnD59GmPHjsW2bduQkpJS7LjNk8IMGjQI69atw7///luox9WtWxfBwcFiheuOHTvQtGlTvPTSS7h69Sr++ecfZGVlYf/+/YWqbs3r0KFDyMjIsLqMuGbNmnj66actqgbDwsJw4MABZGRk4Pr167hy5Qqef/55tGjRQqz6NU8qU79+/QKf28PDA3379rVYFh0dDaPRiH379onLdu3ahfDwcGg0GshkMigUCkybNg33799HQkICAKBFixZQKpUYPXo0vv/+e/zvf/8r1P63bdsWv//+O9555x3s2bMHGRkZdscWtuVDfvLub7NmzQDA4tJ8W/R6PT7++GM88cQTUCqVkMvlUCqVuHz5skUbi8I+z6FDh5CZmSlWppt16NABtWrVKnA/zG0UXn311XzH/e9//0N0dDQCAgLEn515QjxbcRfGgAEDLC4T9/DwQJ8+fbBv3z6rimVbP7PU1FS8/fbbqFevHuRyOeRyOdzd3ZGWllaomA4ePIgHDx5g6NChFucWo9GI7t2749ixY0hLS0NaWhqOHTtmN97iWrRoEY4ePYrffvsNUVFRGDx4sEU7D3sSEhLwf//3f6hZsybkcjkUCoX4sy7uz6IwLl68iNu3byMmJsbicnh3d3cMHDgQhw8ftmhhAsDqfTlo0CDI5XLs3r27RLHYOi4yMzPF88jj4O3tjRdffBE//PADlixZggcPHuCvv/7Ciy++CJlMBsCyTcArr7yC9evXY8GCBdi7dy9+/PFHKJVKPP300/meJ5YtWwYfHx8888wzFsvNldnmr4Kq+m158cUX4e3tjdGjR+PIkSN4+PAh1qxZI7Yjyh3/uHHjcOnSJbz22mv4999/cfPmTfzf//2fGDtbIhAREX8TEBFRpebr6wsXFxeb/+CtXr0ax44ds+g7mVdcXByOHTuGbdu2YeDAgdi3b594yWxRmJ/f3Dc3KCgIQE67heKQy+WIiYnBr7/+KrYpWL58OapVq4aoqChx3N27d7Fp0yaLBLVCoRD7w+bu4wjAZhuJd999F/Pnz8fhw4fRo0cP+Pj4ICwsTGz3UBSdO3fGhg0boNfrMWTIENSoUQNNmjQpVLIlLCxMTJ7GxcUhIiICTZs2hb+/P+Li4sREanGStuY2ALb2PzAw0KJNQHh4uJgg3rFjB3x9fdGyZUuEh4eLSeWdO3cWOg5/f3+rZQEBARZxHT16FJGRkQCApUuX4sCBAzh27BimTJkCAGKStW7duoiLi4Ofnx9effVV1K1bF3Xr1rXoP2zLF198gbfffhsbNmxAt27d4O3tjf79+4ttIcxcXV3h6elZqP3Kj4+Pj8V98yXD+SWLAVMbh6lTp6J///7YtGkTjhw5gmPHjqF58+Y2H1vQ85hfX/PrnZutZXklJiZCJpPlOzY1NRVPPfUUjhw5gpkzZ2LPnj04duyY2LqjoH22x17MWq0WqampFsttva+jo6OxePFijBw5Etu2bcPRo0dx7NgxVK1atVAxmXt7P/vss1bnlzlz5kAQBDx48ABJSUkwGo3Ffo3tqV+/Ptq0aYO+ffti3bp1CAsLw6uvvmrVMiY3o9GIyMhI/PLLL3jrrbewc+dOHD16FIcPHwZQ/J9FYRR0jjEajUhKSrJYnvf1kcvl8PHxsWpbUlTFPf5K6quvvsLgwYMxduxY+Pj4oGXLlmjYsCF69eoFlUolxhUbG4tly5ZhyZIlmDBhAjp37oxBgwZhx44dePDggUU/7tz++usvHD9+HC+99JJVa4IPP/zQ4j1q7u1cFL6+vmL7ifbt28PLywvjxo3DZ599BgCoXr26OPbll1/GJ598ghUrVqBGjRoICgrC+fPnMXnyZKuxRERUORXciZ+IiKgCk8lkePrpp7F9+3bcuXPH4p/lJ554AgAs+k7m1bx5c/j6+gIAIiIiEBUVhf/+978YMWKEWDFaEEEQsGnTJri5uYkTmZm3s2HDBrzzzjvF3Dtg+PDhmDdvHtauXYvBgwdj48aNmDBhgli1BJj+yWzWrBlmzZplcxt5J2DLO2kYYEoUTJw4ERMnTsTDhw8RFxeH9957D1FRUbh58yZcXV2hVquRlZVl9di8SWEA6NevH/r164esrCwcPnwYs2fPRnR0NIKDgxEaGmp3f8PCwrBs2TIcPXoUR44cwfvvvw8AePrpp7Fjxw5cv34d7u7uaN++vd1t2GNOFuSeHMbs9u3b4vsAANq1awd3d3fExcXh2rVrCAsLg0QiQVhYGD799FMcO3YMN27cKHTS1tbEdvHx8RZxrV27FgqFAps3b7aoVtywYYPVY5966ik89dRTMBgMOH78OBYtWoQJEybA39/fbi9INzc3zJgxAzNmzMDdu3fFqts+ffrg77//FsfZen8AyPfnn/u1K6mVK1diyJAhYp/V3M9jnqSoKMyvr/n1zi0+Pr7AieuqVq0Kg8GA+Ph4u32zd+3ahdu3b2PPnj1idS2AYvWEzhufrWVKpRLu7u4Wy/P+3JKTk7F582Z88MEHFuegrKwsPHjwoFDPb/65Llq0yO4x5+/vD51OB4lEYjfe0tK2bVvExsYiMTHR5gchgGkyrNOnT2P58uUYOnSouPzKlSulFoc9BZ1jpFIpvLy8LJbHx8dbJPf0ej3u379vlXR1Fm5ublixYgW++OIL3Lx5E4GBgfD19UXDhg3RoUMHcSK5U6dOAYDV79kqVaqgXr16OHv2rM3tL1u2DICpJ3Feo0ePRu/evcX7tvrNFkabNm1w/vx5XLt2DWlpaahfvz5OnDgBwPShZG5vv/02JkyYgMuXL8PDwwO1atXCmDFj4ObmhlatWhXr+YmIqOJgpS0REVV67777LgwGA/7v//7P7uQthSGRSPCf//wHMplMTBYWxowZM3D+/Hm8/vrrYrKtX79+aNq0KWbPnm33n89t27ZZXSqbV6NGjdCuXTt89913WL16NbKysjB8+HCLMb1798bZs2dRt25dtG7d2uorb9K2IFWqVMGzzz6LV199FQ8ePBCT3sHBwUhISLBIQGq1Wmzbts3utlQqFbp06YI5c+YAAP788898n9ucHJ06dSqkUqn4D3J4eDh2796NHTt2oHPnzlbtHQojNDQULi4uWLlypcXyW7duYdeuXQgLCxOXKRQKdO7cGTt27MCuXbsQEREBwJQslcvleP/998UkbmE8evTIquJ79erVFvsokUggl8stEvIZGRlYsWKF3e3KZDK0a9cO//nPfwAAJ0+eLFQ8/v7+GDZsGF544QVcvHixwPchYPr5556EBwAuXbpU6Mm8CksikVglW7Zs2VLoNht5tW/fHmq1GqtWrbJYfvDgwQJbNQAQ24x89dVXdseYE6Z5416yZElRw7Xwyy+/iBM3Aab30aZNm/DUU09ZvE/sxSQIglVM33zzjdVl4/aqMDt27IgqVarg/PnzNs8trVu3hlKphJubG9q2bWs33tIgCAL27t2LKlWq5JvQLMrPorSrT0NCQlC9enWsXr3aomVOWloa1q9fj9DQULi6ulo8Ju/7ct26ddDr9ejatavd5ymrqtmS8PLyQrNmzeDr64uNGzfi4sWLFhMvmn8vmSugze7fv49Lly6hRo0aVtvMysrCypUr0bZtWzRp0sRqfWBgoMV7s2nTpiXah+DgYDRu3FhsrxQYGIjnnnvOapxKpUKTJk1Qq1Yt3LhxAz/++CNGjRoFFxeXEj0/ERE5P1baEhFRpdexY0f85z//wbhx4/Dkk09i9OjRaNy4MaRSKe7cuYP169cDQKEu+a5fvz5Gjx6NL7/8Evv370enTp3EdQ8fPhT/wUxLS8PFixexdu1a/PHHHxg0aBBmzJghjpXJZPj1118RGRmJ0NBQvPLKK+jWrRvc3Nxw/fp1/Pzzz9i0aZPVpbK2vPzyyxgzZgxu376NDh06ICQkxGL9hx9+iB07dqBDhw4YP348QkJCkJmZiWvXrmHr1q34+uuvbf4DnFufPn3QpEkTtG7dGlWrVsX169excOFC1KpVS+zZOnjwYEybNg3PP/883nzzTWRmZuKLL76wSgBNmzYNt27dQlhYGGrUqIGHDx/i888/t+jxaY+fnx+aNGmC7du3o1u3bmKCIzw8HA8ePMCDBw/Ey1SLqkqVKpg6dSree+89DBkyBC+88ALu37+PGTNmQK1W44MPPrAYHxYWJs5Ub66odXFxQYcOHbB9+3Y0a9YMfn5+hXpuHx8fvPLKK7hx4wYaNGiArVu3YunSpXjllVfEVhq9evXCZ599hujoaIwePRr379/H/PnzrZJPX3/9NXbt2oVevXohKCgImZmZ+Pbbby3itKVdu3bo3bs3mjVrBi8vL1y4cAErVqywmUiyJSYmBi+99BLGjh2LgQMH4vr165g7dy6qVq1aqNegsHr37o3ly5ejYcOGaNasGU6cOIF58+YV+B62x8vLC5MnT8bMmTMxcuRIPPfcc7h58yamT59eqEv3n3rqKcTExGDmzJm4e/cuevfuDZVKhT///BOurq4YN24cOnToAC8vL/zf//0fPvjgAygUCqxatQqnT58uVsxmMpkMERERmDhxIoxGI+bMmYOUlBSLc409np6e6Ny5M+bNmwdfX18EBwdj7969WLZsmVXFsjkB9t///hceHh5Qq9WoXbs2fHx8sGjRIgwdOhQPHjzAs88+Cz8/PyQmJuL06dNITEwUk9kfffQRunfvjoiICEyaNAkGgwFz5syBm5tboSt7zfr164fmzZujRYsW8PHxwe3bt7F8+XLs3bsX//nPf8RqTVsaNmyIunXr4p133oEgCPD29samTZvEXtS5mZN6n3/+OYYOHQqFQoGQkBB4eHjkG9+mTZtsjnn22Wcxd+5cvPjii+jduzfGjBmDrKwszJs3Dw8fPsQnn3xi9ZhffvkFcrkcEREROHfuHKZOnYrmzZtj0KBBdp/fXNH522+/ISwsDN7e3uLPuCimT5+OGTNmYPfu3fkmiQFTb/TExEQAgMFgEH+PAUCXLl3E88D69etx+/ZtNGrUCJmZmdizZw8+//xz/N///R/69esnbm/AgAGYNm0aXnnlFdy6dQtPPvkk7ty5g3nz5iE9Pd0iwWu2YcMGPHjwwGaVbUHS09OxdetWADmJ4r179+LevXtwc3MTP5wBgClTpqBp06aoVq0abty4gW+//RZHjhzBli1bLBKxZ8+exfr169G6dWuoVCqcPn0an3zyCerXr4+PPvrI4vkTExPF/vJnzpwBYOqXXbVqVVStWrXA341EROSkHDgJGhERUbly6tQpYfjw4ULt2rUFlUolqNVqoV69esKQIUOEnTt3WozNbxbwu3fvCu7u7kK3bt3EZbVq1RJnt5ZIJIK7u7sQEhIixMTECNu2bbMb08OHD4WPPvpIePLJJwV3d3dBoVAIQUFBwksvvSQcOHCgUPuVnJwsuLi4CACEpUuX2hyTmJgojB8/Xqhdu7agUCgEb29voVWrVsKUKVOE1NRUQRByZqSfN2+e1eM//fRToUOHDoKvr6+gVCqFoKAgYcSIEcK1a9csxm3dulVo0aKF4OLiItSpU0dYvHix+Fqabd68WejRo4dQvXp1QalUCn5+fkLPnj2tZuO254033hAACLNmzbJYXr9+fQGA8Ndff1kst7df3333nc0Zur/55huhWbNmglKpFDQajdCvXz/h3LlzVnGcPn1aACDUr1/fYvmsWbMEAMLEiRMLtT9dunQRGjduLOzZs0do3bq1oFKphGrVqgnvvfeeoNPpLMZ+++23QkhIiKBSqYQ6deoIs2fPFpYtW2axH4cOHRKeeeYZoVatWoJKpRJ8fHyELl26CBs3brTYFvLMLv/OO+8IrVu3Fry8vMTtv/HGG8K9e/fEMUOHDhXc3Nxs7ofRaBTmzp0r1KlTR1Cr1ULr1q2FXbt2Wc1sv3v3bgGA8NNPP1k83vxz+u677/J9vZKSkoQRI0YIfn5+gqurq9CpUyfhjz/+KNHzGI1GYfbs2ULNmjUFpVIpNGvWTNi0aZPVNu0xGAzCggULhCZNmojvm9DQUGHTpk3imIMHDwqhoaGCq6urULVqVWHkyJHCyZMnrWLJe7wIgmAVh3kf5syZI8yYMUOoUaOGoFQqhZYtW1qdb/I7l926dUsYOHCg4OXlJXh4eAjdu3cXzp49K9SqVUsYOnSoxdiFCxcKtWvXFmQymVXMe/fuFXr16iV4e3sLCoVCqF69utCrVy+r137jxo3isRUUFCR88sknNve3IHPmzBHatGkjeHl5CTKZTPDx8RGioqKEzZs3F+rx58+fFyIiIgQPDw/By8tLeO6554QbN25YHROCIAjvvvuuEBgYKEilUgGAsHv3brvbNe+LvS+zDRs2CO3atRPUarXg5uYmhIWFWZ3vzds6ceKE0KdPH8Hd3V3w8PAQXnjhBeHu3bsWY229T+Pi4oSWLVsKKpVKACD+PO29H2ydDydNmiRIJBLhwoUL+b+g2THY2+/cr9mvv/4qtGjRQnBzcxNcXFyE1q1bC8uWLROMRqPVNu/cuSO89tprQr169QS1Wi0EBgYKvXr1Eg4dOmQzhoiICMHNzU1ISUkpMN68zMeUra9atWpZjH3llVeEoKAgQalUCr6+vsLAgQOtfu8IgiBcvHhR6Ny5s+Dt7S0olUqhXr16wvvvvy/+zs3NfL6y9VWYcxARETkniSA8humqiYiIiIiIqMJq27YtatWqhZ9++snRoRAREVVITNoSERERERFRoaWkpKBq1ao4deoUGjVq5OhwiIiIKiQmbYmIiIiIqNwzGo0wGo35jsmvXy0RERGRM5E6OgAiIiIiIqKCvPzyy1AoFPl+EREREVUUrLQlIiIiIqJy79q1a7h3716+Y1q3bl1G0RARERE9XkzaEhEREREREREREZUjbI9AREREREREREREVI6wU38pMhqNuH37Njw8PCCRSBwdDhEREREREREREZUjgiDg0aNHCAwMhFRqv56WSdtSdPv2bdSsWdPRYRAREREREREREVE5dvPmTdSoUcPueiZtS5GHhwcA04vu6enp4GgeL51Oh+3btyMyMpIz9RKVYzxWiZwLj1ki58Bjlch58Hglch6V5XhNSUlBzZo1xTyiPUzaliJzSwRPT89KkbR1dXWFp6dnhT6QiJwdj1Ui58Jjlsg58Fglch48XomcR2U7XgtqrcqJyIiIiIiIiIiIiIjKESZtiYiIiIiIiIiIiMoRJm2JiIiIiIiIiIiIyhH2tCUiIiIiIiIiogrLYDBAp9M5OgwqgE6ng1wuR2ZmJgwGg6PDKTaFQgGZTFbi7TBpS0REREREREREFY4gCIiPj8fDhw8dHQoVgiAICAgIwM2bNwucpKu8q1KlCgICAkq0H0zaEhERERERERFRhWNO2Pr5+cHV1dXpE4EVndFoRGpqKtzd3SGVOmdHV0EQkJ6ejoSEBABAtWrVir0tJm2JiIiIiIiIiKhCMRgMYsLWx8fH0eFQIRiNRmi1WqjVaqdN2gKAi4sLACAhIQF+fn7FbpXgvK8AERERERERERGRDeYetq6urg6OhCoj8/uuJL2UmbQlIiIiIiIiIqIKiS0RyBFK433HpC0RERERERERERFROcKkLRERERERERERET1WwcHBWLhwoaPDKDWPe3+YtCUiIiIiIiIiIipH4uPj8frrr6NevXpQq9Xw9/dHp06d8PXXXyM9PV0cFxwcDIlEAolEAhcXFzRs2BDz5s2DIAjimGvXroljJBIJPDw80LhxY7z66qu4fPmy1XNrtVrMnTsXzZs3h6urK3x9fdGxY0d89913JerRSkUjd3QAREREREREREREZPK///0PHTt2RJUqVfDxxx+jadOm0Ov1uHTpEr799lsEBgaib9++4vgPP/wQo0aNQmZmJuLi4vDKK6/A09MTY8aMsdhuXFwcGjdujPT0dJw5cwaff/45mjdvjk2bNiEsLAyAKWEbFRWF06dP46OPPkLHjh3h6emJw4cPY/78+WjZsiVatGhRli9HsRkMBkgkEkilzlmz6pxRExERERERERERVUBjx46FXC7H8ePHMWjQIDRq1AhNmzbFwIEDsWXLFvTp08divIeHBwICAhAcHIyRI0eiWbNm2L59u9V2fXx8EBAQgDp16qBfv36Ii4tDu3btMGLECBgMBgDAwoULsW/fPuzcuROvvvoqWrRogTp16iA6OhpHjhxB/fr17ca9fv16NG7cGCqVCsHBwfj000+txjx69AjR0dFwd3dHYGAgFi1aZLH+k08+QXBwMFQqFQIDAzF+/HhxnVarxVtvvYXq1avDzc0N7dq1w549e8T1y5cvR5UqVbB582Y88cQTUKlUWLp0KdRqNR4+fGjxPOPHj0eXLl3E+wcPHkTnzp3h4uKCmjVrYvz48UhLSxPXJyQkoE+fPnBxcUHt2rWxatUqu69DaWHSloiIiIiIiIiIqBy4f/8+tm/fjldffRVubm42x0gkEpvLBUHAnj17cOHCBSgUigKfSyqV4vXXX8f169dx4sQJAMCqVasQHh6Oli1bWo1XKBR2Yzpx4gQGDRqE559/HmfOnMH06dMxdepULF++3GLcvHnz0KxZM5w8eRLvvvsu3njjDezYsQMA8PPPP+PLL7/EV199hcuXL2PDhg1o2rSp+Njhw4fjwIEDWLt2Lf766y8899xz6N69u0WLh/T0dMyePRvffPMNzp07h5deeglVqlTB+vXrxTEGgwHr1q3Diy++CAA4c+YMoqKiMGDAAPz111/48ccfsX//frz22mviY4YNG4Zr165h165dYpwJCQkFvsYlwfYIRERERERERERUKWRoDfgnMbXMn7duVXe4KGUFjrty5QoEQUBISIjFcl9fX2RmZgIAXn31VcyZM0dc9/bbb+P999+HVquFTqeDWq22qFDNT8OGDQGY+t62bdsWly9fRteuXQu5Vzk+++wzhIWFYerUqQCABg0a4Pz585g3bx6GDRsmjuvYsSPeeecdccyBAwewYMECRERE4ObNm/D390d4eDhUKhWCgoLQtm1bAMA///yDNWvW4NatWwgMDAQATJ48GbGxsfjuu+/w8ccfAwB0Oh2+/PJLNG/eXHzOwYMHY/Xq1RgxYgQAYOfOnUhKSsJzzz0HwJRIjo6OxoQJEwAA9evXxxdffIEuXbrgq6++wo0bN/D777/j8OHDaNeuHQBg2bJlaNSoUZFfp6JwaNJ23759mDdvHk6cOIE7d+7g119/Rf/+/W2OHTNmDP773/9iwYIF4osIAFlZWZg8eTLWrFmDjIwMhIWF4csvv0SNGjXEMUlJSRg/fjw2btwIAOjbty8WLVqEKlWqiGNu3LiBV199Fbt27YKLiwuio6Mxf/58KJXKx7HrRERERERERERUxv5JTEXvRfvL/Hk3j+uEJtU1hR6ft5r26NGjMBqNePHFF5GVlWWx7s0338SwYcOQmJiIKVOm4Omnn0aHDh0K9TzmCcvMzycIgt1K3vxcuHAB/fr1s1jWsWNHLFy4EAaDATKZKWEdGhpqMSY0NBQLFy4EADz77LNYsGAB6tWrh+7du6Nnz57o06cP5HI5Tp48CUEQ0KBBA4vHZ2VlwcfHR7yvVCrRrFkzizEvvvgiQkNDcfv2bQQGBmLVqlXo2bMnvLy8AJiqhK9cuWLR8kAQBBiNRly9ehWXLl2CXC5H69atxfUNGza0yCs+Dg5N2qalpaF58+YYPnw4Bg4caHfchg0bcOTIETGTntuECROwadMmrF27Fj4+Ppg0aRJ69+6NEydOiG+I6Oho3Lp1C7GxsQCA0aNHIyYmBps2bQJgKovu1asXqlativ379+P+/fsYOnQoBEGw6q1BRERERERERETOqW5Vd2we18khz1sY9erVg0Qiwd9//22xvE6dOgAAFxcXq8f4+vqiXr16qFevHtavX4969eqhffv2CA8PL/D5Lly4AACoXbs2AFP1q3lZUdhK9poTwgUxP65mzZo4duwYjhw5gl27dmHs2LGYN28e9u7dC6PRCJlMZpHvM3N3z3ltXVxcrOJo27Yt6tati7Vr1+KVV17Br7/+iu+++05cbzQaMWbMGJvVyUFBQbh48aJFnGXFoUnbHj16oEePHvmO+ffff/Haa69h27Zt6NWrl8W65ORkLFu2DCtWrBDfiCtXrkTNmjURFxeHqKgoXLhwAbGxsRYlzEuXLkVoaCguXryIkJAQbN++HefPn8fNmzfFxPCnn36KYcOGYdasWfD09HwMe09ERERERERERGXJRSkrUsVrWfPx8UFERAQWL16McePG2e0ha4+XlxfGjRuHyZMn488//8w30Wg0GvHFF1+gdu3aYg/b6OhovPfee/jzzz+t+trq9XpkZWXZjOmJJ57A/v2WFcwHDx5EgwYNLJKshw8fthhz+PBhsUUDYEq69u3bF/3798err76Khg0b4syZM2jZsiUMBgMSEhLw1FNPFf4FyRYdHY1Vq1ahRo0akEqlFjnGJ598EufOnUO9evVsPrZRo0bQ6/U4fvy42K7h4sWLVpOblbZy3dPWaDQiJiYGb775Jho3bmy1/sSJE9DpdIiMjBSXBQYGokmTJjh48CCioqJw6NAhaDQaMWELAO3bt4dGo8HBgwcREhKCQ4cOoUmTJhaVvFFRUcjKysKJEyfQrVs3m/FlZWVZlKSnpKQAMPXP0Ol0Jd7/8sy8fzqdDrh3GVBrAHc/B0dFRHlZHKtEVO7xmCVyDjxWiZwHj9fKS6fTiZe4G41GR4dTJIsXL8ZTTz2F1q1bY9q0aWjWrBmkUimOHTuGv//+G08++aTFPpn30+yVV17BnDlz8NNPP+HZZ58V1yUmJuL27dtIT0/H2bNn8cUXX+Do0aPYtGkTJBIJjEYjxo8fjy1btiAsLAwffvghOnbsCA8PDxw/fhzz5s3D0qVL0aJFC6uY33jjDbRr1w4ffvghBg0ahEOHDmHx4sVYvHixRWwHDhzAnDlz0K9fP8TFxeGnn37Cpk2bYDQasXz5cqSlpaFz585wc3PDDz/8ABcXF9SsWRM+Pj6Ijo7GkCFDMG/ePLRs2RL37t3D7t270aRJE/Ts2VN8Hls/7xdeeAEzZszArFmzMHDgQCiVSnHcm2++iQ4dOmDs2LEYOXIk3NzccOHCBcTFxeGLL75A/fr1ERUVhVGjRuHrr7+GXC7HxIkT4eLiYvXamxmNRgiCAJ1OZ1UZXNjzUblO2s6ZMwdyudxu8+T4+HgolUqxB4WZv78/4uPjxTF+ftbJRD8/P4sx/v7+Fuu9vLygVCrFMbbMnj0bM2bMsFq+fft2uLq65r9zFcSOHTvQ98+hkEDAlqZfQS8v2idARFQ2zLNxEpFz4DFL5Bx4rBI5Dx6vlY9cLkdAQABSU1Oh1WodHU6RVK1aFXv27MFnn32Gd999F7dv34ZKpUJISAheffVVjBgxQiwcNBqNyMzMFO8DgEqlwuDBg/HBBx8gPDwcqammidfMRY+urq6oWbMmOnXqhPnz56NOnToWj//pp5/w5Zdf4quvvsKbb74JFxcXNGjQACNHjkRQUJDFWLN69erhu+++w+zZszFz5kz4+/vj3XffxYABAyxiffXVV3HkyBF8+OGHcHd3x8yZMxEaGoqUlBSoVCp89dVXmDJlCoxGI5544gmsWbMGCoUCKSkpWLhwIebPn49Jkybhzp078Pb2Rps2bfDUU08hJSUFmZmZEATBZnz+/v548skncfLkScycOdNiTHBwMDZv3oyZM2eiS5cuEAQBwcHBeOaZZ8Rxn3/+OcaPH49u3bqhatWqmDJlCq5fv2712ptptVpkZGRg37590Ov1FuvS09ML9T6QCIVtMPGYSSQSi4nITpw4gV69euHkyZNiBWxwcDAmTJggTkS2evVqDB8+3KoBc0REBOrWrYuvv/4aH3/8Mb7//nux/4RZ/fr1MWLECLzzzjsYPXo0rl+/jm3btlmMUSqV+OGHH/D888/bjNlWpW3NmjVx7969Ct9SQafTYceOHYiIiIDr3GqmZSP3AP5NHBsYEVnIfawqFApHh0NEBeAxS+QceKwSOQ8er5VXZmYmbt68ieDgYKjVakeHQ4UgCAIePXoEDw+PMu8fW9oyMzNx7do11KxZ0+r9l5KSAl9fXyQnJ+ebPyy3lbZ//PEHEhISEBQUJC4zGAyYNGkSFi5ciGvXriEgIABarRZJSUkW1bYJCQniLHkBAQG4e/eu1fYTExPF6tqAgAAcOXLEYn1SUhJ0Op1VBW5uKpUKKpXKarlCoag0vwwU8py3kMKQAVSS/SZyNpXpvERUEfCYJXIOPFaJnAeP18rHYDBAIpFAKpVCKpU6OhwqBHObAfPPzZlJpVJIJBKb557CnovK7SsQExODv/76C6dOnRK/AgMD8eabb4oVsa1atYJCobC4zOHOnTs4e/asmLQNDQ1FcnIyjh49Ko45cuQIkpOTLcacPXsWd+7cEcds374dKpUKrVq1KovddV76jJzvsx45Lg4iIiIiIiIiIqIKwqGVtqmpqbhy5Yp4/+rVqzh16hS8vb0RFBQEHx8fi/EKhQIBAQEICQkBAGg0GowYMQKTJk2Cj48PvL29MXnyZDRt2hTh4eEATDO8de/eHaNGjcKSJUsAAKNHj0bv3r3F7URGRuKJJ55ATEwM5s2bhwcPHmDy5MkYNWpUhW9zUGLatJzvmbQlIiIiIiIiIiIqMYdW2h4/fhwtW7ZEy5YtAQATJ05Ey5YtMW3atEJvY8GCBejfvz8GDRqEjh07wtXVFZs2bbKYmW3VqlVo2rQpIiMjERkZiWbNmmHFihXieplMhi1btkCtVqNjx44YNGgQ+vfvj/nz55fezlZU2tSc75m0JSIiIiIiIiIiKjGHVtp27doVRZkH7dq1a1bL1Go1Fi1ahEWLFtl9nLe3N1auXJnvtoOCgrB58+ZCx0LZWGlLRERERERERERUqsptT1tyDpLcSdvcVbdERERERERERERULEzaUsmYk7ZKd1baEhERERERERERlQImbalkdNlJW48AICvFsbEQERERERERERFVAEzaUsmYK23dA4AstkcgIiIiIiIiIiIqKSZtqUQkWamATAm4erE9AhERERERERGRg02fPh0tWrQQ7w8bNgz9+/cX73ft2hUTJkwo87iKKu9+VDZM2lLJ6NIApRug9GDSloiIiIiIiIionPn888+xfPnyMnkuRyVaf/nlF7Ru3RpVqlSBm5sbWrRogRUrVpR5HKVJ7ugAyMlp00yTkCldAV2Go6MhIiIiIiIiIqJcNBpNibeh1WqhVCpLIZrHw9vbG1OmTEHDhg2hVCqxefNmDB8+HH5+foiKinJ0eMXCSlsqGX0GIFcBcjWgz3R0NERERERERERETs9oNGLOnDmoV68eVCoVgoKCMGvWLADA22+/jQYNGsDV1RV16tTB1KlTodPp7G4rb3sEANDr9XjttddQpUoV+Pj44P3334cgCOL64OBgzJw5E8OGDYNGo8GoUaMKfO7ly5djxowZOH36NCQSCSQSiVjhm5ycjNGjR8PPzw+enp54+umncfr0aYuY5syZgwYNGkCj0WDEiBHIzCx8nqlr16545pln0KhRI9StWxevv/46mjVrhv379xd6G+UNk7ZUMgYdIFOZErf6LEdHQ0RERERERETk9N59913MmTMHU6dOxfnz57F69Wr4+/sDADw8PLB8+XKcP38en3/+OZYuXYoFCxYUafvff/895HI5jhw5gi+++AILFizAN998YzFm3rx5aNKkCU6cOIGpU6cW+NyDBw/GpEmT0LhxY9y5cwd37tzB4MGDIQgCevXqhfj4eGzduhUnTpzAk08+ibCwMDx48AAAsG7dOkyfPh3vv/8+jh49imrVquHLL78s1msnCAJ27tyJixcvonPnzsXaRnnA9ghUMgYtIFey0paIiIiIiIiIyj9tOnDvUtk/r28DU2vJQnj06BE+//xzLF68GEOHDgUA1K1bF506dQIAvP/+++LY4OBgTJo0CT/++CPeeuutQodTs2ZNLFiwABKJBCEhIThz5gwWLFggVtQCwNNPP43JkydbPC6/53ZxcYG7uzvkcjkCAgLEcbt27cKZM2eQkJAAlUoFAJg/fz42bNiAn3/+GaNHj8bChQsxfPhwDBkyBJ6enpg5cybi4uKKVG2bnJyM6tWrIysrCzKZDF9++SUiIiIK/fjyhklbKhGJQQfIzElbVtoSERERERERUTl27xLw3y5l/7yj9wKBLQo19MKFC8jKykJYWJjN9T///DMWLlyIK1euIDU1FXq9Hp6enkUKp3379pBIJOL90NBQfPrppzAYDJDJZACA1q1bl8pznzhxAqmpqfDx8bFYnpGRgX/++Ufc59GjR1usDw0Nxe7duwu9Tx4eHjh16hRSU1Oxc+dOTJw4EXXq1EHXrl0LvY3yhElbKhmDNlfSlpW2RERERERERFSO+TYwJVAd8byF5OLiYnfd4cOH8fzzz2PGjBmIioqCRqPB2rVr8emnn5ZGlBbc3NxK5bmNRiOqVauGPXv2WK2rUqVKqcUrlUpRr149AECLFi1w4cIFzJ49m0lbqqQMOkCmMPW0NWQBggDk+qSGiIiIiIiIiKjcULoWuuLVUerXrw8XFxfs3LkTI0eOtFh34MAB1KpVC1OmTBGXXb9+vcjPcfjwYav79evXF6tsbSnMcyuVShgMBotlTz75JOLj4yGXyxEcHGxz240aNcKRI0csJkzLG2NRCYKArCznvSqcSVsqmdyVtoCpRYJC7diYiIiIiIiIiIiclFqtxttvv4233noLSqUSHTt2RGJiIs6dO4d69erhxo0bWLt2Ldq0aYMtW7bg119/LfJz3Lx5ExMnTsSYMWNw8uRJLFq0qMCK2cI8d3BwMK5evYpTp06hRo0a8PDwQHh4OEJDQ9G/f3/MmTMHISEhuH37NrZu3Yr+/fujdevWeP311zF06FA0btwY4eHhWLNmDc6dO4c6deoUan9mz56N1q1bo27dutBqtdi6dSt++OEHfPXVV0V+bcoLqaMDICeXu9IWYIsEIiIiIiIiIqISmjp1KiZNmoRp06ahUaNGGDx4MBISEtCvXz+88cYbeO2119CiRQscPHgQU6dOLfL2hwwZgoyMDLRt2xavvvoqxo0bZ9VTNq/CPPfAgQPRvXt3dOvWDVWrVsWaNWsgkUiwdetWdO7cGS+//DIaNGiA559/HteuXYO/vz8AYPDgwZg6dSqmT5+ONm3a4Pr163jllVcKvT9paWkYO3YsGjdujA4dOuDnn3/GypUrrSqVnYlEEATB0UFUFCkpKdBoNEhOTi5yA2hno9PpsHXrVvRJWgqpux/QdBCwZjAw6RLg4e/o8Igom/lY7dmzJxQKhaPDIaIC8Jglcg48VomcB4/XyiszMxNXr15F7dq1oVbzimBnYDQakZKSAk9PT0ilzl1nmt/7r7D5Q+d+Bcjx9Ob2CKy0JSIiIiIiIiIiKg1M2lLJGLTZ7RFy9bQlIiIiIiIiIiIqJe7u7na//vjjD0eH91hwIjIqEYlBZ6q0NU8+xkpbIiIiIiIiIiIqRadOnbK7rnr16mUXSBli0pZKxqgFZCpW2hIRERERERER0WNRr149R4dQ5tgegUrGoMtuj2DuaZvh2HiIiIiIiIiIiIicHJO2VDIG80RkrLQlIiIiIiIiIiIqDUzaUsmYe9rK2dOWiIiIiIiIiIioNDBpSyVj0OZpj8BKWyIiIiIiIiIiopJg0pZKxlxpKzMnbVlpS0REREREREREVBJM2lLJmCttZXJAKmfSloiIiIiIiIiIqISYtKXiEwRIjNmVtoCpry3bIxARERERERERFdu+ffvQp08fBAYGQiKRYMOGDTbHXbhwAX379oVGo4GHhwfat2+PGzduiOuzsrIwbtw4+Pr6ws3NDX379sWtW7cstpGUlISYmBhoNBpoNBrExMTg4cOHpb5PCxcuRI8ePRAREYFRo0ZBEASL9cOGDcO7775b6s/rzJi0pWKTCnrTN+akrUxpqrwlIiIiIiIiIqJiSUtLQ/PmzbF48WK7Y/755x906tQJDRs2xJ49e3D69GlMnToVarVaHDNhwgT8+uuvWLt2Lfbv34/U1FT07t0bBoNBHBMdHY1Tp04hNjYWsbGxOHXqFGJiYkp9nyZMmIDq1avjn3/+werVq/Ho0SNxndFoxJYtW9C3b99Sf15nJnd0AOS8cpK2iuxbJaBn0paIiIiIiIiIqLh69OiBHj165DtmypQp6NmzJ+bOnSsuq1Onjvh9cnIyli1bhhUrViA8PBwAsHLlStSsWRNxcXGIiorChQsXEBsbi8OHD6Ndu3YAgKVLlyI0NBQXL15ESEiIzecODg7GyJEjcenSJfzyyy/w8fHBF198gQ4dOmDkyJHYuXMnateuje+++w6tW7cWH/fNN98gOTkZCxYsgIeHh7j8wIEDkEqlaNeuHR48eIBx48bhl19+QVJSEgICAjBmzJhKWYXLSlsqNkneSlu5EjCwPQIRERERERERlWNpafa/MjMLPzYjo3BjS5m5MrVBgwaIioqCn58f2rVrZ9FG4cSJE9DpdIiMjBSXBQYGokmTJjh48CAA4NChQ9BoNGLCFgDat28PjUYjjrFnwYIF6NixI/7880/06tULMTExGDJkCF566SWcPHkS9erVw5AhQ8Q2CJnZr6tarcb333+P06dPi9vauHEj+vTpA6lUiiVLlmDTpk1Yt24dLl68iJUrVyI4OLikL5lTYqUtFZtUyC6nl6tMt2yPQERERERERETlnbu7/XU9ewJbtuTc9/MD0tNtj+3SBdizJ+d+cDBw7571uDz9W0sqISEBqamp+OSTTzBz5kzMmTMHsbGxGDBgAHbv3o0uXbogPj4eSqUSXl5eFo/19/dHfHw8ACA+Ph5+fn5W2/fz8xPH2NOzZ0+MGTMGADBt2jR89dVXaNOmDZ577jkAwNtvv43Q0FDcvXsXAQEBGDRoEJKTk3H//n2Eh4ejSZMm4rY2btyI+fPnAwBu3bqF+vXro1OnTpBIJKhVq1bxXygnx6QtFZt1ewQV2yMQERERERERET1GRqMRANCvXz+88cYbAIAWLVrg4MGD+Prrr9GlSxe7jxUEARKJRLyf+3t7Y2xp1qyZ+L2/vz8AoGnTplbLEhISEBAQgI0bN9rczoULF3Dr1i2xhUN0dDQGDBiAkJAQdO/eHb1797aoFq5MmLSlYpMa805EpmClLRERERERERGVb6mp9tfJZJb3ExLsj5Xm6Tp67VqxQyoKX19fyOVyPPHEExbLGzVqhP379wMAAgICoNVqkZSUZFFtm5CQgA4dOohj7t69a7X9xMREMelqj0KhEL83J3htLTMnmO3ZuHEjIiIi4OLiAqPRiObNm+Off/7Btm3bEBcXh0GDBiE8PBw///xzvtupiNjTlopNatXTVsWkLRERERERERGVb25u9r/U6sKPdXEp3NhSplQq0aZNG1y8eNFi+aVLl8R2Aq1atYJCocCOHTvE9Xfu3MHZs2fFpG1oaCiSk5Nx9OhRccyRI0eQnJwsjnncfvvtN/Tt29dimaenJwYPHoylS5fixx9/xPr16/HgwYMyiac8YaUtFZvE3NNWmv0pFHvaEhERERERERGVSGpqKq5cuSLev3r1Kk6dOgVvb28EBQUBAN58800MHjwYnTt3Rrdu3RAbG4tNmzZhT3aPXY1GgxEjRmDSpEnw8fGBt7c3Jk+ejKZNm4qtCBo1aoTu3btj1KhRWLJkCQBg9OjR6N27N0JCQh77fiYkJODYsWMWE6h9+eWXCA4OxpNPPgmpVIqffvoJAQEBqFKlymOPp7xh0paKTQpz0tbc01YJ6LMcFxARERERERERkZM7fvw4unXrJt6fOHEiAGDo0KFYvnw5AOCZZ57B119/jdmzZ2P8+PEICQnB+vXr0alTJ/FxCxYsgFwux6BBg5CRkYGwsDAsX74cslwtIFatWoXx48eLfWP79u2LxYsXl8FeAps2bUK7du0sJkNzc3PDvHnzcPnyZchkMrRp0wZbt26FNG8rikqASVsqNomQ3ZdEmv02YnsEIiIiIiIiIqIS6dq1KwRBKHDcyy+/jJdfftnuerVajUWLFmHRokV2x3h7e2PlypVFiu+ajd69eeMNDg4ucB9stUYYOnQoxo0bVymTtHnxFaBiy2mPkJ205URkRORI+ixAm+boKIiIiIiIiKgQOnXqhBdeeMHRYZRbTNpSseVU2pp72qoAPZO2ROQgv78FfBwI3D7l6EiIiIiIiIioAG+99RZq1qzp6DDKLSZtqdikVpW2nIiMiBzo7nnT7dV9jo2DiIiIiIiIqISYtKVis2qPIFcCBk5ERkQOok013T6Kd2wcRERERERERCXEpC0VmwR5JiKTqQCDznEBEVHllpZoun10x7FxEBEREREREZUQk7ZUbGJ7BJki51bPSlsicgCjEUi/b/qelbZERERERETk5Ji0pWKzmohMzkpbInKQjCRAMALedVlpS0RERERERE6PSVsqNquetjL2tCUiBzG3Rghoaqq0FQTHxkNERERERERUAkzaUrFZ97RVsj0CETmGOWnr3xjQZ+RMSkZERERERETkhJi0pWKT2qy0ZXsEInKAzIem2yq1su+nOCwUIiIiIiIiopJi0paKTWyPIMl+G8nZHoGIHESXYbr1rGa6zWLSloiIiIiInNO+ffvQp08fBAYGQiKRYMOGDVZjBEHA9OnTERgYCBcXF3Tt2hXnzp0T1z948ADjxo1DSEgIXF1dERQUhPHjxyM5OdliO0lJSYiJiYFGo4FGo0FMTAwePnxY6vu0cOFC9OjRAxERERg1ahSEPC3thg0bhnfffbfUn9eZMWlLxSYRjBCkckAiMS2QKQGj3jSLOxFRWdKmAZAAbn6m+5nJ+Q4nIiIiIiIqr9LS0tC8eXMsXrzY7pi5c+fis88+w+LFi3Hs2DEEBAQgIiICjx49AgDcvn0bt2/fxvz583HmzBksX74csbGxGDFihMV2oqOjcerUKcTGxiI2NhanTp1CTExMqe/ThAkTUL16dfzzzz9YvXq1GCcAGI1GbNmyBX379i3153VmTNpSsUlgyGmNAAAylenWoHVMQERUeekyAIUroNaY7jNpS0RERERETqpHjx6YOXMmBgwYYHO9IAhYuHAhpkyZggEDBqBJkyb4/vvvkZ6ejtWrVwMAmjRpgvXr16NPnz6oW7cunn76acyaNQubNm2CXq8HAFy4cAGxsbH45ptvEBoaitDQUCxduhSbN2/GxYsX7cYXHByMmTNnYsiQIXB3d0etWrXw22+/ITExEf369YO7uzuaNm2K48ePWzzum2++wZ9//ok333wTHh4e4vIDBw5AKpWiXbt20Gq1GDduHKpVqwa1Wo3g4GDMnj27pC+pU2LSlopNIhgBqSxngVxpumXSlojKmi4NULjkStqyPQIREREREdmWpk2z+5Wpzyz02Axzm7YCxpa2q1evIj4+HpGRkeIylUqFLl264ODBg3Yfl5ycDE9PT8jlpgK8Q4cOQaPRoF27duKY9u3bQ6PR5LsdAFiwYAE6duyIP//8E7169UJMTAyGDBmCl156CSdPnkS9evUwZMgQsQ1CZqbpdVWr1fj+++9x+vRpcVsbN25Enz59IJVKsWTJEmzatAnr1q3DxYsXsXLlSgQHBxf5NaoI5AUPIbJNKuSttGXSlogcRJcBKF1NiVupImdiMiIiIiIiojzcZ7vbXdezfk9sid4i3veb74d0XbrNsV1qdcGeYXvE+8GfB+Ne+j2rccIHgtWykoiPjwcA+Pv7Wyz39/fH9evXbT7m/v37+OijjzBmzBiL7fj5+VmN9fPzE5/Dnp49e4rbmjZtGr766iu0adMGzz33HADg7bffRmhoKO7evYuAgAAMGjQIycnJuH//PsLDw9GkSRNxWxs3bsT8+fMBALdu3UL9+vXRqVMnSCQS1KpVq6CXo8Ji0paKzVRpa6M9gp6TkRFRGdOmm9ojSCSA2pPtEYiIiIiIqMKTmOcYyiYIgtUyAEhJSUGvXr3wxBNP4IMPPsh3G/ltJ7dmzZqJ35uTx02bNrValpCQgICAAGzcuNHmdi5cuIBbt24hPDwcgKnH7oABAxASEoLu3bujd+/eFhXFlQmTtlRsEhgASa72CDKF6ZaVtkRU1nTZSVvA1CIhi+0RiIiIiIjIttR3U+2uk+VuAwkgYXKC3bFSiWXX0WuvXytRXIUVEBAAwFQpW61aNXF5QkKCVfXto0eP0L17d7i7u+PXX3+FQqGw2M7du3ettp+YmGi1nbxyb8ec4LW1zFjAZPUbN25EREQEXFxcYDQa0bx5c/zzzz/Ytm0b4uLiMGjQIISHh+Pnn3/OdzsVEXvaUrFZVdrKOREZETlI7qStipW2RERERERkn5vSze6XWq4u9FgXhUuhxpa22rVrIyAgADt27BCXabVa7N27Fx06dBCXpaSkIDIyEkqlEhs3boRabblvoaGhSE5OxtGjR8VlR44cQXJyssV2HqfffvsNffv2tVjm6emJwYMHY+nSpfjxxx+xfv16PHjwoEziKU9YaUvFZt3TlpW2ROQg5p62gKnSlklbIiIiIiJyUqmpqbhy5Yp4/+rVqzh16hS8vb0RFBQEiUSCCRMm4OOPP0b9+vVRv359fPzxx3B1dUV0dDQAU4VtZGQk0tPTsXLlSqSkpCAlxXRFYtWqVSGTydCoUSN0794do0aNwpIlSwAAo0ePRu/evRESEvLY9zMhIQHHjh3Dhg0bxGVffvklgoOD8eSTT0IqleKnn35CQEAAqlSp8tjjKW8cWmm7b98+9OnTB4GBgZBIJBY/JJ1Oh7fffhtNmzaFm5sbAgMDMWTIENy+fdtiG1lZWRg3bhx8fX3h5uaGvn374tatWxZjkpKSEBMTA41GA41Gg5iYGDx8+NBizI0bN9CnTx+4ubnB19cX48ePh1bL5GN+TJW2udsjmHva8nUjojKmSzdNQgYAKg/gMczQSkREREREVBaOHz+Oli1bomXLlgCAiRMnomXLlpg2bZo45q233sKECRMwduxYtG7dGv/++y+2b98ODw8PAMCJEydw5MgRnDlzBvXq1UO1atXEr5s3b4rbWbVqFZo2bYrIyEhERkaiWbNmWLFiRZns56ZNm9CuXTuLydDc3Nwwb948tG7dGm3atMG1a9ewdetWSKWVr1mAQytt09LS0Lx5cwwfPhwDBw60WJeeno6TJ09i6tSpaN68OZKSkjBhwgT07dsXx48fF8dNmDABmzZtwtq1a+Hj44NJkyahd+/eOHHiBGQyU0IxOjoat27dQmxsLADTpwYxMTHYtGkTAMBgMKBXr16oWrUq9u/fj/v372Po0KEQBAGLFi0qo1fD+UjyVtqyPQIROYo2HXA39XWC0g1ITnJsPERERERERMXUtWtXCIKQ7xiJRILp06dj+vTpxd4GAHh7e2PlypVFiu/atWtWy/I+V3BwcIHPb6s1wtChQzFu3LhKmaTNy6FJ2x49eqBHjx4212k0GoveHACwaNEitG3bFjdu3EBQUBCSk5OxbNkyrFixQpxlbuXKlahZsybi4uIQFRWFCxcuIDY2FocPH0a7du0AAEuXLkVoaCguXryIkJAQbN++HefPn8fNmzcRGBgIAPj0008xbNgwzJo1C56eno/xVXBeEhjttEfIckxARFR55a60VboBWvsTCxAREREREZHjderUCS+88IKjwyi3nKqnbXJyMiQSidjH4sSJE9DpdIiMjBTHBAYGokmTJjh48CCioqJw6NAhaDQaMWELAO3bt4dGo8HBgwcREhKCQ4cOoUmTJmLCFgCioqKQlZWFEydOoFu3bjbjycrKQlZWToLS3BtEp9NBp9OV5q6XOzqdDlLBAEEqg968r4IUCgD6rHQIFXz/iZyF+VxU0c9Jcm0ajHI1jDodpHIXSLNSc85NRE6kshyzRM6OxyqR8+DxWnnpdDoIggCj0Qij0ejocMiGyZMnA4D48zFX5pp/bs7MaDRCEATodDqxE4BZYc9HTpO0zczMxDvvvIPo6Gix8jU+Ph5KpRJeXl4WY/39/REfHy+Oyd0bw8zPz89ijL+/v8V6Ly8vKJVKcYwts2fPxowZM6yWb9++Ha6urkXbQSfUXDAiOTUN+7ZuBQAo9Y/QA8CJo4cRf4m/EInKk7xXLlQ0kY+ScP3av7i4dStC7txGrUcPsD373ETkjCr6MUtUUfBYJXIePF4rH7lcjoCAAKSmpnLOIifz6NEjR4dQYlqtFhkZGdi3bx/0er3FuvT09EJtwymStjqdDs8//zyMRiO+/PLLAscLggCJRCLez/19Scbk9e6772LixIni/ZSUFNSsWRORkZEVvqWCTqdD4jdL4VnFGz179jQtzHoEnAFatWgC4Ymejg2QiACYjtUdO3YgIiICCoXC0eE8NvIL41H/iWaoG9oT0sP/g3T/zpxzE5ETqSzHLJGz47FK5Dx4vFZemZmZuHnzJtzd3aFWqx0dDhWCIAh49OgRPDw88s3HOYPMzEy4uLigc+fOVu8/85X6BSn3SVudTodBgwbh6tWr2LVrl0UyNCAgAFqtFklJSRbVtgkJCejQoYM45u7du1bbTUxMFKtrAwICcOTIEYv1SUlJ0Ol0VhW4ualUKqhUKqvlCoWiUvwykApGSGS59lXiBgCQwwhUgv0nciYV/rykz4RM6QaZQgGoPQFtGhRyOeDkv+ip8qrwxyxRBcFjlch58HitfAwGAyQSCaRSKSe1chLmlgjmn5szk0qlkEgkNs89hT0XletXwJywvXz5MuLi4uDj42OxvlWrVlAoFBaXOdy5cwdnz54Vk7ahoaFITk7G0aNHxTFHjhxBcnKyxZizZ8/izp074pjt27dDpVKhVatWj3MXnZoEBkCaqy+HTGm61XMiMiIqQ4JgOu/Isz9EU7oDgoHnIiIiIiIicvreqOScSuN959BK29TUVFy5ckW8f/XqVZw6dQre3t4IDAzEs88+i5MnT2Lz5s0wGAxif1lvb28olUpoNBqMGDECkyZNgo+PD7y9vTF58mQ0bdoU4eHhAIBGjRqhe/fuGDVqFJYsWQIAGD16NHr37o2QkBAAQGRkJJ544gnExMRg3rx5ePDgASZPnoxRo0ZV+DYHJSERjIA0V4m3RGJK3BrYK4aIypBBB0AA5NnnI6Wp6h/aNEDBy6CIiIiIiCojpVIJqVSK27dvo2rVqlAqlU5/yX1FZzQaodVqkZmZ6bSVtoIgQKvVIjExEVKpFEqlstjbcmjS9vjx4+jWrZt439wfdujQoZg+fTo2btwIAGjRooXF43bv3o2uXbsCABYsWAC5XI5BgwYhIyMDYWFhWL58ucXMbKtWrcL48eMRGRkJAOjbty8WL14srpfJZNiyZQvGjh2Ljh07wsXFBdHR0Zg/f/7j2O0KQyIYAGmetxCTtkRU1gzZFbXy7F+GYtI2FXDzsf0YIiIiIiKq0KRSKWrXro07d+7g9u3bjg6HCkEQBGRkZMDFxcXpE+yurq4ICgoqUfLZoUnbrl27QhAEu+vzW2emVquxaNEiLFq0yO4Yb29vrFy5Mt/tBAUFYfPmzQU+H+UwVdrKLBcyaUtEZc3cBkGstHU33WrTHBMPERERERGVC0qlEkFBQdDr9TAYDI4Ohwqg0+mwb98+dO7c2al7UMtkMsjl8hInnsv9RGRUfklhp9JWz6QtEZUhc9JWZu5pm6s9AhERERERVWr2JoOi8kcmk0Gv10OtVvPnhXI+ERmVb6ZK2zxJW7ky51JlIqKyoM803crzJG11TNoSERERERGRc2LSlorN1NOW7RGIyMHM55y8SdusVMfEQ0RERERERFRCTNpSsdmstJWp2B6BiMpW3kpbhYvlciIiIiIiIiInw6QtFZsUBkCSN2mrYKUtEZUt8wdF5p628uykrS7DMfEQERERERERlRCTtlRspkrbPO0R5CombYmobOWttJVKsydFZKUtEREREREROScmbanYJIIBglV7BPa0JaIyps+e/NCctAVM1bastCUiIiIiIiInxaQtFZvtnrbKnAQKEVFZMJiTtuqcZQo1K22JiIiIiIjIaTFpS8UmhYHtEYjI8cwfFMmUOcvkalbaEhERERERkdNi0paKTSIYbFTaciIyIipjeluVti6stCUiIiIiIiKnxaQtFZvt9giqnJnciYjKgj4TkEgBWa7zESttiYiIiIiIyIkxaUvFZqq0zdMegROREVFZM2gtq2wBVtoSERERERGRU2PSlopNaqvSVq7MmRSIiKgs6DNN/bRzY6UtEREREREROTEmbanYJLDV01YFGHSOCYiIKie91nTuyY2VtkREREREROTEmLSlYjP1tM3bHkGRMykQEVFZYKUtERERERERVTBM2lKxSQUblbZyFXvaElHZMmitk7astCUiIiIiIiInxqQtFZvEVtKWE5ERUVljpS0RERERERFVMEzaUrFJBCMgsZG0ZXsEIipL+iz2tCUiIiIiIqIKhUlbKh5BgBQGCDJblbaciIyIypA+y1RZm5tcDeiYtCUiIiIiIiLnxKQtFY9gNN1a9bRVAgZW2hJRGdJnms49uSnUgJ7tEYiIiIiIiMg5MWlLxWPUm26tetqqTOuMxrKPiYgqJ4PWRqWtCyttiYiIiIiIyGkxaUvFIyZtZZbLZdnVbpyMjIjKij4z59xjxkpbIiIiIiIicmJM2lLxGA2mW1vtEQAmbYmo7OjtVNoa9YBB75iYiIiIiIiIiEqASVsqHnOlrcTGRGQAk7ZEVHbs9bQFWG1LRERERERETolJWyoeu+0RVKZbPScjI6IyYq+nLcC+tkREREREROSUmLSl4rHXHkGmMN2y0paIyoq9nrYAK22JiIiIiIjIKTFpS8UjmCtt8/a0za60ZdKWiMqKvZ62ACttiYiIiIiIyCkxaUvFY7c9AittiaiM6TNzPjAyY6UtEREREREROTEmbal4jHYqbcWetkzaElEZMWRZJ21ZaUtEREREREROjElbKh57PW3ZHoGIypo+K+cDIzNW2hIREREREZETY9KWiqfA9ghZZRsPEVVOgmBK2rLSloiIiIiIiCoQJm2peLKTtgLbIxCRIxl0AAT2tCUiIiIiIqIKhUlbKhaJvfYIMqXplu0RiKgs6LMraVlpS0RERERERBUIk7ZUPPYmIpObk7Zsj0BEZcD8AVHenrYyBSCRstKWiIiIiIiInBKTtlQ8dnvampO2urKNh4gqJ7HSVm25XCIxVduy0paIiIiIiIicEJO2VDwFtUfQs9KWiMqA+VxjrvLPTaFmpS0RERERERE5JSZtqXjstUeQSEyJW/a0JaKyICZt1dbrWGlLRERERERETopJWyoeY3b7A4nMeh2TtkRUVsz9s2WstCUiIiIiIqKKg0lbKh577REAU/KE7RGIqCyIlbYq63WstCUiIiIiIiInxaQtFY+99ghAdqUtJyIjojKgy66kVbhYr2OlLRERERERETkpJm2peMxJW5mNpK1cmXPJMhHR4yQmbV2t18lUgJ6tWoiIiIiIiMj5MGlLxVNgpS0TJURUBnTppltblbb8AImIiIiIiIicFJO2VDz59rRldRsRlRF9ds9auY2kLc9FRERERERE5KSYtKXiMVfaSmTW6+SstCWiMqLLMFX3s1ULERERERERVSBM2lKxSIx6GCEFJBLrlWyPQERlRZduuzUCwEpbIiIiIiIiclpM2lLxGA0QbFXZAqakrZ7VbURUBnQZtichA0yVtub2CUREREREREROhElbKh5BD0Fi5+3DSlsiKisFVdqyPQIRERERERE5ISZtqXiMevuVtnIVk7ZEVDbyrbRlewQiIiIiIiJyTkzaUvEYDaaetrbIFEzaElHZyLfSlhORERERERERkXNi0paKJ79KW07+Q0SPiyAAx74Bsh6Z7usy7Cdt5Wqei4iIiIiIiMgpMWlLxWNkT1sicoD7V4Atk4DfXjXdz26PEHf+LhIf5amqlbPSloiIiIiIiJwTk7ZUPEZDPj1tmSghosckNcF0e/430212e4SRPxzHsO+OWo5l1T8RERERERE5KSZtqXiM+nx62qoAg65s4yGiyiEtIed7fZbFRGT/JKZajpWr+AESEREREREROSUmbal48u1pqzAlU4iISltqYs73KbcBXTqMcjUAIFNntBxrbtUiCGUYIBEREREREVHJMWlLxWM02O9pK1expy0RPR6pd3O+T7kN6DKgl9mbiExluuX5iIiIiIiIiJwMk7ZUPPlW2nIiMiJ6TNISAN8Q0/cp/wLaNBjsJW1lStMtK/+JiIiIiIjIyTg0abtv3z706dMHgYGBkEgk2LBhg8V6QRAwffp0BAYGwsXFBV27dsW5c+csxmRlZWHcuHHw9fWFm5sb+vbti1u3blmMSUpKQkxMDDQaDTQaDWJiYvDw4UOLMTdu3ECfPn3g5uYGX19fjB8/HlotE492GfUQ7Pa0VTJJQkSPR2oC4F0bUGuA5FtA+gPolFVsjzVX2vJ8RERERERERE7GoUnbtLQ0NG/eHIsXL7a5fu7cufjss8+wePFiHDt2DAEBAYiIiMCjR4/EMRMmTMCvv/6KtWvXYv/+/UhNTUXv3r1hMBjEMdHR0Th16hRiY2MRGxuLU6dOISYmRlxvMBjQq1cvpKWlYf/+/Vi7di3Wr1+PSZMmPb6dd3ISox7GfCttOREZET0GGUmAizfgWQO4dxkwZEGr8hJXG425+tfKzO0RmLQlIiIiIiIi5yJ35JP36NEDPXr0sLlOEAQsXLgQU6ZMwYABAwAA33//Pfz9/bF69WqMGTMGycnJWLZsGVasWIHw8HAAwMqVK1GzZk3ExcUhKioKFy5cQGxsLA4fPox27doBAJYuXYrQ0FBcvHgRISEh2L59O86fP4+bN28iMDAQAPDpp59i2LBhmDVrFjw9Pcvg1XAyRn0+PW2VTJIQ0eOhSwcULoBnIBD/FwAgK1elbXKGDl5u2W0R5GyPQERERERERM7JoUnb/Fy9ehXx8fGIjIwUl6lUKnTp0gUHDx7EmDFjcOLECeh0OosxgYGBaNKkCQ4ePIioqCgcOnQIGo1GTNgCQPv27aHRaHDw4EGEhITg0KFDaNKkiZiwBYCoqChkZWXhxIkT6Natm80Ys7KykJWVkwxISUkBAOh0Ouh0FbvSVKLXQpDIbO6nBHLIjXrotFmAvcQuEZUJ8zFaUc5Jcl0GjDIl4FENsis7AACpEk8ApvPvo4wsuCslAAAJZJAD0GWlAxVk/6niq2jHLFFFxWOVyHnweCVyHpXleC3s/pXbpG18fDwAwN/f32K5v78/rl+/Lo5RKpXw8vKyGmN+fHx8PPz8/Ky27+fnZzEm7/N4eXlBqVSKY2yZPXs2ZsyYYbV8+/btcHV1LWgXnVrrO/9CCSl27Nhhta7Gg/NoBSB2y0YYpcqyD46IrNg6Vp1RREoSbl77F0apHI2yl+3/6woA03l+x85d8FWblmvSr6IrgAN7dyHZ9X8OiJao+CrKMUtU0fFYJXIePF6JnEdFP17T09MLNa7cJm3NJBKJxX1BEKyW5ZV3jK3xxRmT17vvvouJEyeK91NSUlCzZk1ERkZW+JYKkp/W4v6dTEREREChUFiuu6ADri9B9/CnAXXFfh2IyjudTocdO3bYPFadkfziRNRr2ASCRzVg8y8AgEZtnwb+PgsACO3UGfX93E2DEy4AFz9Ap/ZtINRo46iQiYqkoh2zRBUVj1Ui58Hjlch5VJbj1XylfkHKbdI2ICAAgKkKtlq1auLyhIQEsSo2ICAAWq0WSUlJFtW2CQkJ6NChgzjm7t27VttPTEy02M6RI0cs1iclJUGn01lV4OamUqmgUqmslisUigr95gIAo2CEIJHa3lelCwBAIRWACv46EDmLCnNe0mdCpnIDvGqKi3TynCsbzOclAIDaDQAgh4HnInI6FeaYJargeKwSOQ8er0TOo6Ifr4Xdt3LbcLR27doICAiwKInWarXYu3evmJBt1aoVFAqFxZg7d+7g7Nmz4pjQ0FAkJyfj6NGj4pgjR44gOTnZYszZs2dx584dccz27duhUqnQqlWrx7qfTsuohyCR2V5nnrGdk/8QUWnTZZgmIvNvYrqvdEeWziCu1uqNOWPl2eciToxIRERERERETsahlbapqam4cuWKeP/q1as4deoUvL29ERQUhAkTJuDjjz9G/fr1Ub9+fXz88cdwdXVFdHQ0AECj0WDEiBGYNGkSfHx84O3tjcmTJ6Np06YIDw8HADRq1Ajdu3fHqFGjsGTJEgDA6NGj0bt3b4SEhAAAIiMj8cQTTyAmJgbz5s3DgwcPMHnyZIwaNarCtzkoNsEAo71JxmTZnxgYtGUXDxFVfAYdIBhMSVv3qsCki0BWKrS3cxK1Fklb8QMknouIiIiIiIjIuTg0aXv8+HF069ZNvG/uDzt06FAsX74cb731FjIyMjB27FgkJSWhXbt22L59Ozw8PMTHLFiwAHK5HIMGDUJGRgbCwsKwfPlyyGQ5VaCrVq3C+PHjERkZCQDo27cvFi9eLK6XyWTYsmULxo4di44dO8LFxQXR0dGYP3/+434JnJdRDwF2Km3F6jYmSoioFOkyTLfy7JnGPAIADyDr+q2cIQYhZ7w8eyJEVtoSERERERGRk3Fo0rZr164QBMHueolEgunTp2P69Ol2x6jVaixatAiLFi2yO8bb2xsrV67MN5agoCBs3ry5wJgpm1EPwW6lrTlRwqQtEZUifabpVuFisVhryFVpa8hplcBKWyIiIiIiInJWhUramitgi+L999+Ht7d3kR9HTsJogCCxnoQNQE7SlokSIipNeStts1n2tM31QaB4Lsp83JERERERERERlapCJW0XLlyI0NBQKJXKQm10//79eO2115i0rciMehglLrbXcfIfInoc8qm0lUoAo2BZdQupFJAqWPVPRERERERETqfQ7RF+/fVX+Pn5FWps7p6zVDFJjHoIEjs9bTkRGRE9DnYrbY1wV8mRkqm3nIgMMH2IpOcHSERERERERORc7DQltfTdd99Bo9EUeqNLliyBv79/sYMiJ2A0QLD39mEfSSJ6HMxJWxuVtu4q02eQOkOepK1Myap/IiIiIiIicjqFqrQdOnRokTYaHR1drGDIieRbacuJyIjoMdDbqbTVG6FSyKCUSe1U2vJcRERERERERM6lUJW2ud28eRO3bt0S7x89ehQTJkzAf//731INjMo5ox5GiZ23j9yctGV1GxGVIp2dnrZ6I1RyKZRyKSttiYiIiIiIqEIoctI2Ojoau3fvBgDEx8cjIiICR48exXvvvYcPP/yw1AOkcspoKESlra7s4iGiii+fSlulXAqFTIIsVtoSERERERFRBVDkpO3Zs2fRtm1bAMC6devQpEkTHDx4EKtXr8by5ctLOz4qr4z6fHraZidtOfkPEZUmO5W2WXqDWGlrsz0CK22JiIiIiIjIyRQ5aavT6aBSmSaaiouLQ9++fQEADRs2xJ07d0o3Oiq/8utpK5FkX5LM6jYiKkX6TEAiA2QKi8Xa7Epb2+0RVPwAiYiIiIiIiJxOkZO2jRs3xtdff40//vgDO3bsQPfu3QEAt2/fho+PT6kHSOWUkE97BIBJWyIqfQZdTiV/Lll6I5QyKRT2JiLjuYiIiIiIiIicTJGTtnPmzMGSJUvQtWtXvPDCC2jevDkAYOPGjWLbBKoE8puIDDAlVljdRkSlyWg7aWuaiEwGpUwKra2JyPSZZRQgERERERERUemQF3Zgamoq3N3d0bVrV9y7dw8pKSnw8vIS148ePRqurq6PJUgqh4x6CCio0pYTkRFRKTJoAZn1r60svQEaFwVUttojcCIyIiIiIiIickKFrrT19fVFjx498NVXX+Hu3bsWCVsACA4Ohp+fX6kHSOWU0QAhv0pbuZKT/xBR6TLo86m0NbVHyMrbHkHGcxERERERERE5n0InbS9evIiePXti/fr1qF27Ntq0aYOPPvoIf/311+OMj8org449bYnIvs0TgW/CS7dNikELSBVWi7MsJiITLFey0paIiIiIiIicUKGTtrVq1cK4ceMQFxeHhIQETJw4EefOnUPnzp1Ru3ZtvP7669i1axcMBsPjjJfKiwJ72jJRQlSpHV8G3DoGXNpWets06gCZddLW3NPWNBFZnt9BMhUrbYmIiIiIiMjpFHkiMgDQaDR44YUXsHbtWty7dw9LliyB0WjE8OHDUbVqVaxataq046TyxGiEBEL+lbZyVtoSVWoqjek25d/S26bBdtI2d6WtNm97BDknRSQiIiIiIiLnU+iJyOxuQC5HZGQkIiMjsWjRIvz555/Q6/WlERuVV0bTz7fgiciYtCWqlDJTgKxk0/epd0tvu3aStuaetkq5FBlaW5W2PBcRERERERGRcyl0pe2BAwcwbdo0/PnnnxgwYAD27dtnc1zLli3Rpk2bUguQyqHspG3+7RFY3UZUaSXfzPk+NaH0tmu3p63BVGkrY6UtOYGMJODHl0r32CAiIiIiogqn0EnbGTNmYMGCBTh37hy6d++OCRMmPMawqFwzV9pyIjIisiX5lum2eqvSrbQ16k3nljzESluZFFpDnqQtK22pvLmwyfR17BtHR0JEREREROVYkdojNGnSBC+99BIAYMWKFY8lIHICYtI2n5y/nIkSokrLnKgNaArcOlF62zVo7fa0VbGnLTmLm0dMt9cOODYOIiIiIiIq1wpdaVulShV8+umn4n2JRPJYAiInYDT1jMy/0lbBpC1RZZWZAig9AM/qpd/TVmr5WaPRKEBvFKCUS6GwVWkrV/NcROXLjeykbeLfjo2DiIiIiIjKtUInbT/99FN06NABAJCVlYVJkyY9tqConDP3tM13IjIVoGeihKhSykwG1J6Aqw+Qfh8QhNLZrkFn1R7BnKRVyWVQyqXQ2WqPoM8snecnKimDHki6ClRrYTo2DDpHR0REFcW9y6ae2URERFRhFDppW7NmTfF7lUqFfv36PZaAyAkUqj0Ce9oSVVpZKYBaY/oSDIAuvXS2a9RZtUfI0pmStMr82iMYtKWXOCYqiYfXTb9Da3UAIABpiY6OiIgqAkEAFrcGfujv6EiIiIioFBWppy0ACIKAn3/+Gbt370ZCQgKMRst/kH/55ZdSC47KKZcq0PdcgEfX82mRIVMCBvaRJKqUMpMBlSeg8jDdz3oEKN1Kvl2D1mo7WQZTuxbTRGQS25W25sfKVSWPgagkHvzPdFurA3D4S1P7EM9Ax8ZERM7v/hXT7Z1TDg2DiIiISlehK23NXn/9dcTExODq1atwd3eHRqOx+KJKQOUBoWUMMpXe9sewPQJR5ZWZXWmr8sy5XxoMekCaf6Vtlq1KW4CTkVH5cP+K6fdj4JOm+6kJjo2HiCqG67kmNnwU77g4iIiIqFQVudJ25cqV+OWXX9CzZ8/HEQ9VFJyIjKjyykwGPKtZVtqWBoM23562CpmN9gi5K22JHO3hTaBKEODuB0BSuhP1EVHlZa60NX/vEWBqmfDXj0CVWkCtUMfFRkRERMVW5EpbjUaDOnXqPI5YqCKRq5gkIaqsspKze9p65twvDUYdILP8rDFvpa1VewRzSwRW2lJ5kHwT0NQwfbDp6gM8YtKWiEpB+gPAr7Hp+5Q7ptu/twC/jgFi33ZcXERERFQiRU7aTp8+HTNmzEBGRsbjiIcqChknIiOqtGz1tC0NBp3dSlulTAqlTAqjAOhzJ27N49ljm8qD5FumpC0AuHgBmQ8dGg4RVRBp9wCvWoDSA3h027Qs4YLpNrOUPjglIiKiMlfk9gjPPfcc1qxZAz8/PwQHB0OhsOwvePLkyVILjpyYTMnKNqLK6rH1tNVZ9bQ1t0MwV9oCpkSuXJb9maRYacsPkagcSL4FNOhu+l6tYdKWiEpH+n3Ar5GpNZG5p+3Da6bb5H8BoxGQFrlWh6hi02UAGQ9Nxw0RUTlV5KTtsGHDcOLECbz00kvw9/eHRCJ5HHGRs5MpTQkWIqpcBAHISjG1RpDKAIVbKfe0tUza6vJU2gKATi8A5oJcVtpSeaHLBNIScipt1Z6l94EGEVVu6fdNLVc8qgEp2ZW2SddNfd0NWUBaIuDh79gYicqbDa8A534F3k/MmbiWiKicKXLSdsuWLdi2bRs6der0OOKhikKuZJKEqDLSpgKC0VRFCJhaJGSVUmLKqLdK2uqNAgBAJpOIlbZZBgOA7HGstKXyIuVf062YtNWY+lASEZVU+gNT0tYzEHjwP9Oyh9eB4I7AP7tMVf5M2hJZOrfBdHt5O9Cot0NDISKyp8jXydSsWROenp6PIxaqSGQqU4LFaCx4LBFVHObeeeakrdqzlCttLSshzP1rFVIJFOZKW4OQM0CWnbTlh0jkaMm3TLe5k7bsNUlEJWXQmSb8FCtt7wAGvaktQq2OpjHJNx0bI1F5k5oIIPvvxUuxDg2FiCg/RU7afvrpp3jrrbdw7dq1xxAOVRjiJcmsbiOqVMyXe6tyVdqWVmLKoAOklheImBO0clmunrb6XB8WmS9302eWTgxExWVO2npWN92qPEuvCp2IKi9zxb650vbRHVOSVjAA1VoAkLB/NlFeyTdMt9VbAbeOOTYWIqJ8FLk9wksvvYT09HTUrVsXrq6uVhORPXjAS/0IOYkSQxagUDs2FiIqO3krbZVugC69dLZt0FlX2mZX88tztUewTNpmn3/YHoEcLfkW4OaX8zuRlbZEVBoykky3LlWyr3LTAbezJ4b2rp394Sk/ICKyYD5u6kcBez42TUjmUsWRERER2VTkpO3ChQsfQxhU4YiVtpyMjKhSMVcOqrPb6CjcAG0pJW2NOquetobsnrYKaa6JyAy5kraciIzKi+SbOa0RgOykbYpp8j5O6kpExaVLM90q3QFp9u/IG4cBSEznHFb1E1lLz07aNshO2v57HKgX7tiYiIhsKHLSdujQoY8jDqpozH0k9UyUEFUqVpW2rqZZq0uDQWuVtDW3R5BJc01EZlFpy4nIqJxIvmWdtDXqAF2G6Tih4ok/C3zdEXjtBOBbz9HREJU9rTlp6wa4epu+v3HI1CpBrjJ9iMpKWyJLGUmmD/arNQdcvICbx5i0JaJyqVA9bVNSivaL/tGjUpp0hpyXObHCnrZElUtmsqnSx9yWQOFaOpW2RgMgGHOqiLKJE5HJck9ElrvSlhORUTmRfg9w98u5b/5ggy0SSsZ8Gfjl7Y6Ng8hRtLkqbd38AIkUiD8DeNU2LWelLZG1jCRTslYiAWq0AW4ddXREREQ2FSpp6+XlhYSEhEJvtHr16vjf//5X7KCoAjBXtzFpS1S5ZCabklHmy72Vbjn/UJaEudVKnp62OqMAmVQCicROT1up1DR5Gav+ydEyHpr+QTRTZbcQYTKlZIx60+3D646Ng8hRxKStKyCTA951TPdrtjHdstKWyFrGA8AluzK9dhfg2gEeJ0RULhWqPYIgCPjmm2/g7u5eqI3qdOxjWumJfSSZtCWqVLJScvrZAqZKW10pJG2N5qSt5a8tvcEIudSUIDb3tLVI2gKmaluei8jRzFU9Zqy0LR2p2UUFd/5ybBxEjqJNBSAB5C6m+/6NgftXgBptTfdVnkDqXYeFR1Qu5f6d/ERfYPsU4NI2oNlzjo2LiCiPQiVtg4KCsHTp0kJvNCAgAAqFouCBVHGZk7bsI0lUuZgrbc2UpdQewU6lrcEoWCVtLdojAIBcyUpbciy91pRYUVfJWSYmbVnZUyLmZFRa4a8II6pQtOmmq1qk2RdQdpti+jAjuJPpvtoTuHfJcfERlUfpD3J6QFcJMrVIOPcrk7ZEVO4UKml77dq1xxwGVThy9pEkqpQyU3Iu+wYAhRugK8WkrdR6IjJ5drJWbI+QN2nLSltytMyHpluLSltPy3VUPOZKWya/qbLSppmuajGrGgK8HJtznz1tiaxlJAFVG+bcb/wMEDcdyHoEqDwcFhYRUV6F6mlLVGSciIyocrJVaatLB4xG+48pDPO5RGY9EZlCll1pm520zcrbHoGVtuRoGUmm29xJW6W7acIgtkcoGXOlLV9Hqqy0qaZKW3vY05bImjbVsp1X7c6mvzXvnndcTERENjBpS4+HecZ2tkcgqlysetpm/yOpzyjZdsWetnkqbY0C5NmXhMqkEkglNtojyFRM2pJj2UraSiSsgCsNqQmAe4Dpyh4e51QZadNMHwLZw/MMkTVtumWFuk990wepiRccFxMRkQ1M2tLjwfYIRJVTZrJl305l9h/EJe1ra7enrRGy7J62AKCQSaGzqrRV81xEjmUraQuYqtJZIVoyunTAM9D0PasJqTLSpedfaat0A4x6FlIQ5aZNzfkbFQAUasC7DpDwt+NiIiKygUlbejzMSVtWvRBVLlY9bbP/INallWy7dnra6g2C2B4BMLVIsOppy/YI5GgZD023LlUsl6s1TDSWlC4D8Agwfc9qQqqM8iaf8hJ/D5dCf3miikKXnnM1mFnVhkAik7ZEVL4waUuPh1xtutVnOjYOIipbVj1ts/8gLnGlre2etrknIgMApUwKnUGwfCwnIiNHy0gy/XNo/kDTjJW2JSMIpn+83f1N9/laUmWkTcu/0pZJWyJLRoPpf9S8H3ZoagKP7jgmJiIiO+TFedDDhw9x9OhRJCQkwJhncpkhQ4aUSmDk5KQyU0WcroR9LInIeei1pt61aluVtiX8Z9GoN93mnYjMaIRcmqfSlhORUXmTkWTdGgFg0rakDFpAMLLSlio3bRrgVtX+enNiin+TE5mY/yZV5EnauvvlTG5JRFROFDlpu2nTJrz44otIS0uDh4cHJJKcf5YlEgmTtpRD4cJK2/Lu2n5TL0DvOo6OhCoCc8LEotLW3NO2pO0RzJW2lj1t9UYBilyVtgqZrfYIaiZtybHyS9reu1z28VQU5iSUu5/plq0mqDLSpZv+5rbHvI6VtkQm5r9J807g5+5v+n2tz7K+MoaIyEGK3B5h0qRJePnll/Ho0SM8fPgQSUlJ4teDBw8eR4zkrOQqJm3Ls9REYHkv4If+jo6EKgpzxaBFT9vsSzZL+s9idk9brSCzWKw35J2ITGI9EZlMyYnIyLEykqz72QLZs7o/KvNwKgwxaZvdHoGVtlQZ6bNy2pLZoiilNkVEFYWYtM1baZv9uyQtsWzjISLKR5GTtv/++y/Gjx8PV9d8Gt4TAYDcBdAxaVtu/bXWdPvwOi+Zo9JhTto+lkpbU9K20/z90OeqpLWeiExmo9JWxVmzybHsJm09mLQtCfOHQSpP02WurLSlykifmX9VICttiSyJ7RHy9II2X7WRmlC28RAR5aPISduoqCgcP378ccRCFQ0rbcu3+/8AkuxTwL8nHRsLVQxie4TH0dPWlLTVQ4YbD3K2pTMKkEtzT0QmgS5v0lamYqUtOZa99ghM2paM+QNHhYtpIiZdCT8cInJGem3+lbbKUrrihaiiMFed26u0ZdKWiMqRQvW03bhxo/h9r1698Oabb+L8+fNo2rQpFArLSWH69u1buhGS81KombQtzx7eAGp3Af632/Q9Ojo6InJ2GQ9Nt7krbaUy0z+TJb0sM7unrQ5yXLr7CHWqmvqQGYxGyGW52yNIodULlo/lB0jkaPkmbVMAQQByzRFAhWQ+rhUuvLqHKi99plW/dwtipS2vqiICkPMBX96JyNx8AUg4GRkRlSuFStr279/fatmHH35otUwikcBgMJQ4KKog5EzalmvJN4G6YcDds9lJW6ISynxoqt5WaSyXK1xLXgFn0AMAdJDh0t1UdG9iWqwzCJBLc7dHsDURGdsjkIPll7SFYGofonK3Xk/5Ey9xdTF9MSlFlVFBPW3l2UnbkrYpIqooxJ62edojSGWmq8UyH5Z5SERE9hQqaWs0GgseRJSXXM2ql/JKEICHN4EqQaYvJm2pNGQkAeoqgDRP5x2lW6lW2l67l/OPp95ghFyW83wKmZQTkVH5YjSa+j3bTNpmtxLJesSkbXGI7RFcs6/uYdKWKiFDATPdS6XZleg8PogA5GqP4Ga9Tq3JmaOBiKgcKHJP2x9++AFZWdb//Gq1Wvzwww+lEhRVEKy0Lb/S75v+ua1SMztpe93REVFFYG+yJYVrqfW0NUCK1Cy9uFhvtJyITCFjpS2VM1nJAIR8Km3BvrbFZT6vyNVMSlHlZNADRn3+SVvA1LuTPZ+JTHRpACS2K9SZtCWicqbISdvhw4cjOdn6RPbo0SMMHz68VIKiCoI9bcuvtHumW7eqgKamqVUCUUnZuwRc6VriyzJ12ixkCXIAEqRrc9rw6AxGi4nIVHKp9URk7GlLjpSRZLpl0rb0WVTaMmlLlZD5KpL82iMA2R+e8vggAmCqtFW42u4lr67CpC0RlStFTtoKggCJjRPcrVu3oNFobDyi+PR6Pd5//33Url0bLi4uqFOnDj788EOLdg2CIGD69OkIDAyEi4sLunbtinPnzllsJysrC+PGjYOvry/c3NzQt29f3Lp1y2JMUlISYmJioNFooNFoEBMTg4cPH5bq/lQ6crWpzxaVP7mTCO5+QNp9x8ZDFYO9pK3CrcSVtjptFvSQQeOiQJo2p9LWYLTsaauQSaC1ao+gEtsrEJU58/lWXcV6nZi0TSmzcCoUXQYgkQEyBZO2VDmZ/84uqNJW4VLyNkVEFYU+I2eCvrxYaUtE5UyhetoCQMuWLSGRSCCRSBAWFga5POehBoMBV69eRffu3Us1uDlz5uDrr7/G999/j8aNG+P48eMYPnw4NBoNXn/9dQDA3Llz8dlnn2H58uVo0KABZs6ciYiICFy8eBEeHqZ/hiZMmIBNmzZh7dq18PHxwaRJk9C7d2+cOHECMpkMABAdHY1bt24hNjYWADB69GjExMRg06ZNpbpPlYpczX+gyitzg311FcDVF9A+yp7IooA/+onyk/EQ8AiwXq50LfE/iwadFgbI4eWqQHpW7kpbAfJCtUfgB0jkIKy0fXx0GTnVUgoXIC3R0RERlS3z7zZZQUnbUmhTRFRR6DLzT9rev1K28RAR5aPQSdv+/fsDAE6dOoWoqCi4u+dMmKFUKhEcHIyBAweWanCHDh1Cv3790KtXLwBAcHAw1qxZg+PHjwMwVdkuXLgQU6ZMwYABAwAA33//Pfz9/bF69WqMGTMGycnJWLZsGVasWIHw8HAAwMqVK1GzZk3ExcUhKioKFy5cQGxsLA4fPox27doBAJYuXYrQ0FBcvHgRISEhpbpflQZ72pZfYhKhCuDma/o+7R6gqe6wkKgCyEgC/BpZL1e4lngmXoNeCx1k8HJTIvFRTgJWb7SciExpqz2CTGnqiWs0Wk+SRvS4ZTw03TJpW/p0GaZWTEB2T1v+zUGVjPnv7AIrbdkegUikz7TfUoSVtkRUzhQ6afvBBx8AMCVOBw8eDLW6gN5JpaBTp074+uuvcenSJTRo0ACnT5/G/v37sXDhQgDA1atXER8fj8jISPExKpUKXbp0wcGDBzFmzBicOHECOp3OYkxgYCCaNGmCgwcPIioqCocOHYJGoxETtgDQvn17aDQaHDx40G7SNisry2JStpQU0+WNOp0OOp2uNF+Kcse8f/ntp1SmhFSXAX0Ffy2ckTTtPqQKV+gFKSRKDeQAdCnxgKufo0OjUlaYY7W0yNMfwKj0hDHPc8nkLkDWvzCUIAadNgM6yKFRy3HtXlrOfumNkEEQ78skQJbOYLG/Eonc9B7PTLVfWUH0mEhT70EqVUAvUQI2jgG53AXGjIficVOWx6yzk2alQipXQ6/TQSpTQapN598cVGbKxbGalQ4FAL1EDiGfOEy/h1NL9HuYyJnlPl6lWWni7468pAp3SDMe8ncJkQOVi9+vZaCw+1fopK3Z0KFDixxMcb399ttITk5Gw4YNIZPJYDAYMGvWLLzwwgsAgPj4eACAv7+/xeP8/f1x/fp1cYxSqYSXl5fVGPPj4+Pj4ednnazy8/MTx9gye/ZszJgxw2r59u3b4erqWoQ9dV47duywu67h7Zuo+SgJO7ZuLcOIqDAa3jmGIKixfetWuGjvIRLAsT2/I9HzVoGPJeeU37FaWnql3cOFq3fwvzTLY77p7UT4pMZjTwnOBTWuX0VVQYb0pAQ8ypBga/a2HqbIcPNGCrZuvQoAuHVDiocpOesBIDDpPNoA2P77ZujlbsWOgag4GsQfQW2pK7b9/rvN9VFQ4uqZ47iUWMNieVkcs86u8a2/4Z+px66tW/HEv7dRLfkedvJvDipjjjxWNenX0BXA/sPHkOx6z+64NveTITMm4jCPD6rkduzYgZbXr8A9KwN/2Dge6iT8i0bpDyz+jiQix6jofwunpxeubVGhkrbe3t64dOkSfH194eXlZXMiMrMHDx4ULsJC+PHHH7Fy5UqsXr0ajRs3xqlTpzBhwgQEBgZaJI/zxmNvsrT8xtgaX9B23n33XUycOFG8n5KSgpo1ayIyMhKenp4F7p8z0+l02LFjByIiIqBQKGyOkR64COnRg+jZs2cZR0cFkW7bB6kxwPSz0aUD5yaibZM6EJrwZ1XRFOZYLRX6TMj/1KJRq45o2NTyfSTddQzSv/8p0bng3q97kX5Pjib1a+No4nVERHWHQibFZxf3o15dP/SMagAA+DvuMi6evoOePTuLj5VckgDXFiPy6S6mifeIypB0xwFIdf523//y69PRoFY11AszrS+zY7YCkMbuhfTmTfTs2RPSvX9Bevo0/+agMlMejlXJrWPARaBjlzCgakO742QbNwMPb/D4oEor9/Gq3vwLkCbYPB4kf6VAvmkVekaFm9prEVGZKw+/X8uC+Ur9ghQqabtgwQJxUi9za4Ky8Oabb+Kdd97B888/DwBo2rQprl+/jtmzZ2Po0KEICDBNeBMfH49q1aqJj0tISBCrbwMCAqDVapGUlGRRbZuQkIAOHTqIY+7evWv1/ImJiVZVvLmpVCqoVNY9pBQKRYV+c+WW774qXQF9ZqV5LZxKVjLg4m362Sg0gMIV8syHAH9WFdZjPy9l3gcAyN19rd9HKg9Al16y5zcaoIMcPh6m1jw6QQpXhQJ6owCVQiZuW61QQGsQLJ9LZbryQSEx8j1OZS8rJed8a4vKEzJdGmR51lemvyWKTdABcpXpdVK58W8OcgjHHqumiTkVarf8f78pTceHlMcHVXIKhQJSgw5Quto+Hlw0pnHGLEDNq7OIHKmi/y1c2H0rVNI2d1VrWbZHSE9PhzTPpDEymQxGo2mSmdq1ayMgIMB0mUPLlgAArVaLvXv3Ys6cOQCAVq1aQaFQYMeOHRg0aBAA4M6dOzh79izmzp0LAAgNDUVycjKOHj2Ktm3bAgCOHDmC5ORkMbFLxaDgRGTlVsZD0yRkZq4+QPp9R0VDFYF5cjt1Fet1SldAW7JZqwXzRGSupqqHdK0eGheFaSIyaQETkZknm9BngajM5T3f5qXy4ERkxaXX5kzAxImWqDIy/16TFTARmdLNdGUVEQH6DEDpbnudMjtRq00DXL3LLiYiIjuK3NMWAAwGA3799VdcuHABEokEjRo1Qr9+/SCXF2tzdvXp0wezZs1CUFAQGjdujD///BOfffYZXn75ZQCmlgYTJkzAxx9/jPr166N+/fr4+OOP4erqiujoaACARqPBiBEjMGnSJPj4+MDb2xuTJ09G06ZNER4eDgBo1KgRunfvjlGjRmHJkiUAgNGjR6N37952JyGjQpCrAaMeMOgBWem+N6iEMpMB3/o599VVOFMqlYw5aeviZb1O4QLo0gBBAApoXWOP0aCFHnJ4u5k+kUzLMlUX6QwClPKcpK1CJoFOnydpa/5n1sCkLTlA5kOgSi3761WeTNoWlyEr5/JVhdr0j3gJzjNETsdcHCEvYIJohQs/1CAy02UCblVtrzMnc7VpZRcPEVE+ipxJO3v2LPr164f4+HgxoXnp0iVUrVoVGzduRNOmTUstuEWLFmHq1KkYO3YsEhISEBgYiDFjxmDatGnimLfeegsZGRkYO3YskpKS0K5dO2zfvl1s5wCY2jvI5XIMGjQIGRkZCAsLw/LlyyGTycQxq1atwvjx4xEZGQkA6Nu3LxYvXlxq+1IpidVtmYDMzqeZ5Bi6dFNVkplaw6QtlUy+SVs3QDAChlxVcUVl0EILuUWlLQDo9EYoZZaVtlqrStvspA4rbckRMh4C1ZrbX6/yAB5eL7NwKpS8lbaA6W8OhYvjYiIqS+YPIwv63apwZRKKyEyfYf+DDmX27xIeL0RUThQ5aTty5Eg0btwYx48fF3vEJiUlYdiwYRg9ejQOHTpUasF5eHhg4cKF+fbRlUgkmD59OqZPn253jFqtxqJFi7Bo0SK7Y7y9vbFy5coSREtWcidtVUzalivatJw/SgDTpbuZDx0VDVUEYtK2ivW63H8AFzNpK+h10AsyVHUzJWDNlbZagxEKWU5VnVImhc4gWE4kKVbaaov13EQlkvnQ9MGYPWpW2habISvnbw3zrS6DSVuqPPRFSNqy0pbIRJfPh3vm9gg6Jm2JqHwoctL29OnTFglbAPDy8sKsWbPQpk2bUg2OnJwiV9KWyhdduqn60UytAe5fcVw85PwykgClByCz0VDdXAFXkn8YDTroIEcVF9P2xUpbgxEKi/YIpu+1BiNU8uyrKcz/zPJcRI6QmWy717OZysM0WRkVnT4rJyFeGucZImejzwQkUkBawL90SldTdaHRCOSZL4So0sm30pbtEYiofCnyb+2QkBDcvXvXanlCQgLq1atXKkFRBSFWvTBRUu5o0y0rbdkegUoqI8l2awQgVzKlBJOgGHUwSORwU5n+MU3TGmAwCjAKOYlaAFArTInaTF2uFgli0paVtlTG9FrT+54TkT0e/8/en8dJUtX53vgn9tyztq7eaKChkcVmaUERcMAFUBC5js+9zKiDw4x6Z3TuKKOOo6P3XmaDkXEUf/g8/hS9oyM6OHd8vG6ItCgCIjvNvnY3vVfXmpVVucT+/HEiIreIzIzcKqry+369+hVdmZGZp7JiOedzPufzNbWKk54miolhxHDOgVY5zl58CE1qEERTp61E8QgEQUSLtkTbfD7v/bv++uvxkY98BP/xH/+BgwcP4uDBg/iP//gPXHvttfjc5z7X7/YSqwnRuRlSBzFa2DagLVeW/wAk2hLdU5wPFqZ6kA9mm0y0jTuibFE1oDvZtdWZtorjulUNs/JiKkRGrBRu7EyzeARXtLXtgTRpTWGolcxqdwDezeQQQaw2zKpzoBnu+aHR+UEQMMrBkSIk2hIEETHaikcYGRmpZAMCsG0bV111lfeY7Qw03vGOd8A0Td/3IIYQz91GQkmkMMoA7MZ4hFJupVpErAUKM8GVeHuwbJmzdNi8DJ7nkJAFFDQTqsFEWz+nrVrjtKVCZMQK4U6GNY1HyACWQQW0OsHUK5My7kQxre4hhglTB3ifWKJ6erHihSDWCka5cs+oh+fZGIlEW4IgIkJbou2vfvWrfreDWMVM58vIxCVPLPHwXC/ktI0UrsuiPh7BKDmupc4KRRFDTmEGGDvB/zlvsNh5B5izdJgcm2hIyGKt01asFm3Z/8t61QSiVxSRRFtiwLiTYa3iEQDmtiXRNhwmOW2JIccyAKEdpy1lPhMEALaqxShXInX8kBMk2hIEERnaEm0vuuiifreDWKUYpoXXXX8XrjrnGNz4n8+sfZKcttHEFc6katF2hG3LeSAV4JYkiGYsTwNbzvV/rhdOW1OH7RRaSSrMaeuKtpJQWQnim2nLiwA4ikcgBo/ntG0RjwAw0TY12f82rSWM6kxbN5KJnLbEEGFqgNDGcE7ufvKUINYE7j0iyGkLsAg5bXkw7SEIgmhBW6JtPblcDt/4xjfw3HPPgeM4nHbaafjjP/5jZLNNBiXEmuSxAzkAwIF5HzGGMm2jiee0rY5HyLBtOUeiLdEZhZlgwcnLtO3cAcdZBixnCWhCFlHUDOgGi+aRBR+nbXWmLcexSSQqREYMGi/TdiR4H0+0zfe7NWsPs2p1iFf8lJy2xBAROh6B+uTEkOOKtk2dtim6lxAEERnaKkRWzSOPPIITTzwRX/ziFzE/P4/Z2Vl84QtfwIknnojHHnusH20kIsz9u+cBACdvSDc+SU7baOLntK12ehFEWLQicyQEZdqKMQBcVw4f3tZhOwPTpCygoJrQXKetWF2IzCfTFmBuPHLaEoOmtMCc3tWTZPW4198yibahMdTK0nBPlCKnLTFEmHq4eAQqREYMO3obTluJ4hEIgogOoZ22f/EXf4Err7wSt9xyC0SRvdwwDHzgAx/Atddei3vuuafnjSSiy1LZAABPPKmBMm2jiZ/TVk45z1EHheiAwgzbBom2HMc6wF1cC3jLgC06TlvFcdqajYXIFL9MW8Bx2pJoSwyY8iKLRqgq5tqA4qx0oEmz8JhaZYJYkACOp9U9xHBh6e3FI1DmM0Ew3HtEU6ctxSMQBBEdQou2jzzySI1gCwCiKOKTn/wkzjnnnJ42jog+bvV2zfARbXmBLdmifLlo4XbYq522nmhLHRSiA1zRtlkep5zoyuHD27qTTcuctsuq0TzT1iDRlogA5VzzaASAVjp0Q7XTtgeTQwSx6jA1KkRGEGFw+4ItM21pgoMgiGgQOh4hk8lg//79DY8fOHAA6bTPEnliTaM6bjbVT7QF2LJoEm2jhSvMytXxCI5oq5JoS3RA/jDbpjcF7yMluotHsAzYzsA0qYgoVhUiq8m0FX0KkQFsUEvxCMSgKeWA+EjzfUSFHZ8k2obDMgHbrDhtAdbnIFGKGCZMo71MW0ECOIGctsTQw7lO2+p7Rz1yilYfEgQRGUKLtr/3e7+H97///fje976HAwcO4ODBg7jtttvwgQ98AO9+97v70UYiwrhirVq/FNlFItE2crgzx1JVPIKUYMtKNRINiA7IH2JiSWIseJ8uHXBCQ6atAc0pRFYdjyAJHHguKB6BCpERA8aNR2iFkqZCZGFx3VJC1cCbnLbEsGHpTJBtBccx9yCdH8Sw4xUia+a0TdDqQ4IgIkPoeITPf/7z4DgO73vf+2AYLM9UkiR86EMfwj/+4z/2vIFEtPFE22ZOWyoKEi2MMnNlVGegcRybVSanLdEJ+UNAZlPz3E65u6IOAkzYzjGbqHfaVhUi4zgOiig0XpNEhSaQiMFTzgGJidb7KWly2obFdc5XC1Y0UUwMG6bWnmgLMJGKnLbEsOMVImuVaUtOW4IgokFo0VaWZXzpS1/CDTfcgN27d8O2bWzbtg2SJOHIkSM49thj+9FOIqJURNsApy3FI0QPQ/VfEiSnaFaZ6Iz8YSCzufk+XTrgRFuHzdU6bf0KkQFATOIbnbaCwga3BDFISjlgfFvr/Ui0DY/rnK++n5EoRQwb7cYjAHR+EATQptM2RecKQRCRIbRo65JIJHD66ad7Pz/xxBN4zWteA9MMEO+INYkr1voWIgNItI0ipupftEIhpy3RIYuHgNHjmu8jJbrqAAu26cUjpBQRS6rhXXfkBtFWaIxsEWUqREYMnrbjETIk2obFc9pW3c/EOK3uIYYLU2uezVkNxYcQBOBl2jZx2krdrQ4jCILoJaEzbQmiGq1VPIJERUEihxFQaVhOUaYt0Rn5Q62dtt3EI9g2JFQybdMxCZphYVl1InrE2liGmCSgXH9NIqctsRKUc0BspPV+5LQNDzltCaL9TFuAzg+CACoT+E2dtkm2+tC2B9MmgiCIJpBoS3RFy0xbKU6ibdQwVeY6rIectkQnGBoTbdty2nZ4LbAc16wzMM3E2Xa+wESb+ngERfSJR6BMW2LQ2DZQzocoREaibShMv0JkcTrPieHC1EPEI5DTliA43antwQvBO8kpwLZohRZBEJGARFuiK1pm2kpUqTZymHrtINdFTlOmLRGe3H7WsR3d2ny/buIRXIes4DptWbLPnCPainyt01aRBKi6XyEy6nwTA0QvArCZINsKJQOo+b43aU3hns/VTlsxRk5CYrgwdf/VU35ICUCj84MYcoxSc5ctwFaHARSRQBBEJGg70/bJJ59s+vwLL7zQdWOI1YfrZmsQSFykOFCcG2CLiJYEFSJTUkDuwODbQ6xuFvay7VgL0VbuQrS1dACoikdwRNtlDbLAg+Pq4hFEHuX6iSSKRyAGjTvYk5Ot9yWnbXjMoHgEctoSQ4SlA0KbwzkpznK2CWKYMcqtc6Dd+7a2DCTH+98mgiCIJrQt2p511lngOA62T7aL+3j9wJlY+6iGhXRMhGYGibYJQD842EYRzQkqRCanyGlLhGfhFbbMrFWmbTcOH5OJtu4S0EzMjUdQIQmN952YJPjEI1AhMmLAuNdTEm37g+FXiCxWKTJDEMNAWKft0lR/20MQUUcvs6KVzZBTbEtOW4IgIkDbou3evXv72Q5ilaIZFkYSspct2QBl2kYPI6DSsEKiLdEBcy8Do8c3zwYDuoxHcERbJ4u5ItpqkMXGlJ+YxKPcEI8QI9GWGCyhnLYZEm3DQk5bggiZaUuFyAiCxSPEmu8jOfEIdL4QBBEB2hZtjzuuRZEZYihRDQuZuIQjiyV/t7UUB3SapYwUzZy2VIiMCMv0c8DkKa336yYewRVnnIFpyolHmF3WGoqQAYAiCsgV9doHBblSuIggBoEn2qZa76uk2fFpqKByA21i+BQio8kZYtgwtXDxCCRCEcOOUWb3imZUxyMQBEGsMDQyIDrGtAHDspGJibCc/zdAlWqjR5DTluIRiE6YeR5Yd2rr/aQEYBns+AuLZbCtU4hM4DmkFBHzBX/RNibxXpFED1Hp7LMJolPCxiMA5LYNgzsJI1ZNQkoUj0AMGZYRLh6B+uTEkMMZahuFyCgegSCI6ECiLdExriaSiTMhpUEkAWhWP4oEOW2VFPtbWWbjcwThR3EeWD4KTLYp2gKdOe8dpy0vVpaApmMiSrqJmOQn2vpk2goKOW2JwRK2EBkAqPn+tWet4U7C1DhtKR6BGDJMrf14hG5WvBDEWsEoteG0dfqsJNoSBBEBSLQlOsYTbZ18Sc1XtKVZ/chhqMFOW4DctkT7zLzAtutObr2vK1x1cj1wMm3tqskG97ozkmicgIhJQoDTlkRbYoC4gz2JnLZ9wZ2EEaoEK3LaEsOGqYeIR6A+OUFAL7d22rqFymiSgyCICECiLdExuue0ZZ1F1fBxaMoJ5gIwjQG2jPGp7z+Jb93/ysA/N/KYWq0zycUTDUi0Jdpk7mUAHDB2Qut93Q6y1kEH2BFthSpxZjTpiLbxRodRTOQbnbYk2hKDRiuwVQ1iG0uXlQzbkmjbPobK7mXVWfpinC0XX4E+B0EMGsuyoWoqimaLQqAuUpzleVo+JguCGBbaybTleXY/6aTPShAE0WNCi7ZvfvObkcvlGh7P5/N485vf3Is2EasEw4mwTTuON7W+WjtQEWpWwPly28MH8D9/9MzAPzfyGGqtM8mFnLZEWOZeAka2tHYsAN1V4rWcomJV4td4kk08ZBONx7LiG4/gFCKzfbK3CaIfaMvtRSMA5LTtBL9VI25FcHLbEkPAs0fysA0N9+zOtfeCbu7DBLFW0EuVc6EZFCdCEERECC3a3n333dC0xmIu5XIZ9957b08aRawONC8ewXXaBsQjAANfjmWTMBOMqfvHIyiOaEtOW6Jd5nYD49va27ebwaKTactVTTaMJZmAOxJvdDEqYkAhMsBz7RJE39EKlcmwVpBoGx6/fHbXPUW5tsQQsFQ2IMIMUYjMXfJNkxrE8MLpxUpmbTOkJIm2BEFEgjZDkIAnn3zS+/+zzz6Lqakp72fTNHHHHXdg8+bNvW0dEWnMukxb33gEaWUygZZUWhoZSFAhMs9pS6IB0SZzLwNbL2pv3y6KOtimDg4AXzXZ4Iq2Wb94BMdpa9s2OHfptPtao9zecnWC6Bat0L7TVooDnECFyMJgaI0TkCI5bYnhYbmsQeQsSFKbhcjIaUsQrCBuO05bieIRCIKIBm2LtmeddRY4jgPHcb4xCPF4HDfffHNPG0dEG9Mxs6Ycp21gITJg4LP603nKrgzEb6ALUKYtEQ7LBOb3AOe8v739pc4LkVm6CgG1TtvxlCvaNt7GYpIAywZ004YsOqKtm+NsNq4UIYi+oC2377TlOHYNJqdt+/hNQHoTxeS0JdY+xRK7n0qyT5/OjxXqkxNEpNCK7U2oUjwCQRARoW3Rdu/evbBtGyeccAIeeughrFu3zntOlmVMTk5CENoMwifWBG6mbUppFo+wMk7b6SU2YHPbRlRhqv6FyCjTlghDbj8TQMdPbG//Lq4FpqEz0VasiLYxid1vBKEx5ScmscfKhglZdJ73nLY0oUMMCK3YXt6zi5Ih0TYMhtZYTMZz2pJoS6x98gV2P+X86hT4sUJ9coKIFHqb92aKRyAIIiK0rWgdd9xxAACLKo4SDobFHGwpL9PWLx7BXRI92JvezBITZki09cFQ/ZeHiwrAiyTaEu0x9zLbTpzU3v5SHADXUTyCZTB3bHU8guDEHlhWY361IjJBt6ybXnyL58gzSbQlBoRRDinaktM2FKbPvcwrfkqiLbH2WVpmfWvVbtM0Q/EIBOGIthSPQBDE6qFjRevZZ5/F/v37G4qSXXnllV03ilgduPEIaddpq0cnHmFumZZAB2Jq/k5bjmNuW4pHINph7mV2HGWOaW9/jmPXgw7jEQCAlyoCzfbNWQDAGcdkG/Z3nbY11yTPgUeiLTEg9FL7mbYAibZhMXzuZV4hMlr+Tax98kU2OaHbbQ7nqBAZMeRwlgHOMtqPRyhTzjxBECtPaNF2z549+N3f/V089dRT4DgOts2UO7fYi2n6uC2JNYmbhlBx2kYnHkFzqqQVNSpI1kCQ0xZgoi05MIh2yB8CspsBvjGeIBApzgpAhMRyXHNCVX7lyRvSePkfLoPoG4/AXEc17n/3mCfRlhgURhlITrS/P4m24TDVxnx2ctoSQ0S+yMRXzW7zPkzxCMSQI1pOH7Atp20SWJpqvR9BEESfCTHaZnz0ox/F1q1bcfToUSQSCTzzzDO45557cM455+Duu+/uQxOJqOI6bZNK9AqR6U5bSjpNItRgmYBt+jttATar3MHydWIIWZoC0hvDvUbuzGlr6ypUW4Io1t6y/ARbAIh58QhV1yQqREYMGr3kX/QxCCUNqOTqaRvDpxAZOW2JIaJUZpMTmtXmcE7uvCAoQawFBFe0bcdpS/EIBEFEhNCi7W9/+1v87d/+LdatWwee58HzPN7whjfghhtuwEc+8pF+tJGIKK5oq4g8ZIH3z7QVJIATBj6rrztOW920mZg8txt49JtUUdp1GQYJCXKSMm2J9liaAtIbwr1GSnbUAbYMFSpECG26er1CZNWTNlSIjBg0hgqIITJtY1SILBSGj9OWCpERQ4RpsNVkbTttBRngeHLaEkNLKKetnKBzhSCISBBatDVNE6kUqzI/MTGBw4cPA2CFyl544YXeto6INK6xVuJ5KCLvH4/QRY5lN2hmpThRSTOB+74I/PijwG9vHmg7IodbhKneneQip8hpS7TH0hSQCivadhaPYOsqNEiQeK6t/RU/py2JtsSgMUqAFGt/f4pHCIfp57RVAHDkJCSGA4uJtmq7Tlu3T07uQWJIqThtEzjjup/jo7c9HryzlCTRliCISBBatN2+fTuefPJJAMC5556LG2+8Eb/5zW/wt3/7tzjhhBN63kAiupg2IPIceJ6DHCTaAo5QM9gBlGFW2lLUDWB+L/vh8K6BtiNymDrbBoq2SRJtifZYPhreaSsnOytEZqjQIEJoU7T1CpFVu/+9eAQSbYkBoZfDOW2VDBU9CYOhNTptOY65bclpSwwBtiPaalZ790YAK9InJ4io4Im2UhL5soEf7jocvLMUJ9GWIIhIELoQ2Wc/+1kUCkzU+fu//3tcccUV+J3f+R2Mj4/je9/7Xs8bSEQXwwYkgXUUFZGHGpQfuwI3Pb1atNVMYMERbaefG2g7IocXj9BEtC3MDK49xOpEXWbZm2EzbTvNBzPK0GwJotCm01byc9pSITJiwJDTtr/4OW0B9p2TaEsMA85EfNvxCAAJUcRQ44q2Kt9G3rzcWaQXQRBErwkt2r71rW/1/n/CCSfg2Wefxfz8PEZHR8FxIWZ6iVWPaQGSUwhIkQSoZpDTdmXiEQSeg2nZKBcLQP4wsOX1wIEH2Q1YbiPLaC3iFmEKLESWBBZeGVhziFWKK+wnJ8K9TkoA5cXQH2cbGjSIELvJtKVCZMSg0cuVjNV2UNJM6HVXRBDN8XPaAszdPOz59cRQwDlO27IZRrSlnE5ieHEzbafLQuudpQRg6eyeLEh9bhlBEEQwoeMR/BgbGyPBdggx7SrRVuSh6gGirZzoKMeyG3TTQibG5iTMhf0AbOCkS9g2t3+gbYkULQuRUaYt0QblHNvGR8O9Tu4wH8xQoUJqOx5BFnhwHFA2/AqRkZhDDADbZsdaWNEWoGKQ7WKq/hOQUoyJ3wSxxqnEI4QYzlEMFrEamH4e+NJZwA//W0/fVrDYxP2hAjtnpGYruCQn3ogmOQiCWGF6ItoSw4lhc7XxCIGZtoN32uqmhaTiGMmXp9l20w62XWqSX7TWaVmIjJYCEW1QyrFtfCTc6zqMR7BNVois3XgEjuOgiHxtPALHsePeIKctMQBMDYBdGfS1gyvaUkRCexiqf9QPOW2JIcF12pbCOG3lFE0MEdHnsW+xaLvHvw3MvtyztxUtFTYn4FCeTep7Y0U/5CTb0riIIIgVhkRbomOq4xFYIbJmmbaDLkRmI+XeiFWnsMvEq9g2f2SgbYkUrmAV5LSVEtSZJ1rjOm1jI+FeJyc7ct1zpsYybduMRwCAmCQ0XpMEhQqREYPBveeFctpm2JZE2/YwNXLaEkONbTLRVg2TaSunWC49QUSZF24HznovG5c8/5Oeva1gqoCcwFyRjYe0IMMRQE5bgiAiA4m2RMcYNfEIQhOn7eCLHmimhYTs5BW5GZrJdUB8DFgaYtG2pdOW4hGINijlAHAVkaldOj2+DNXJtG0/hicmCrVOW4BNVlA8AjEI3OOsA6ctp5Fo2xaGSpm2xFDD2WxiUjVDRNQp1M8jIk5pgdXXOPHNwJbXAfvu79lbC5YKSAmUNNY/LGpmTfHqGiTHaUuiLUEQKwyJtkTHmDYgV8cjBGXarnA8AqcuMZFSigGZTcMt2rZy2spJJuxSIRyiGeUcEMsCIZyvADp3+ISMRwBYMTJVr3PairFKrjNB9BPPadtGhWoXikcIhxlUiEwhpy0xFFQKkYUQbeUkQBNDRJSZ28O249uA4y4A9j8AWE0csSEQHdG2uubBUtnw39ktWk3xCARBrDAdibbf/va3ccEFF2DTpk3Yt28fAOCmm27CD3/4w542jog2psViEQBAkXhogTOVg3fa6lVOW17LVxyB6Y3DHY/gOW2biLYAuTCI5pRy4fNsgUo8QsjON2dqUCGGjkco14u2UmzgE0jEkOIVfaRM275hlP1XjUjktCWGA8524hGsMKItOW2JiDO/m23HT2T1SNRFYPFAT97addpW9w/zpQCjihePQOcLQRArS2jR9itf+Qo+9rGP4fLLL0cul4NpsoveyMgIbrrppl63j4gwDfEI9QKJy0o4bQ0bCZk5bXltCYi5ou16YHlqoG2JFJ6Q0CQeAaAOPdGcci58ni3AlmUCoTvAnKlBgwQhRDxCQyEywHHakphDDADX6SmFyLSVkgA4Em3bwbIAywhw2tJ5TgwJjtO2aIQYzilpyrQlos3cbiA5yY7Vdaewx6af68lbi5YKW0qgrFte5NZioGjrxiPQZD9BECtLaNH25ptvxi233ILPfOYzEATBe/ycc87BU0891dPGEdHGtAHJWa4sC3yTTNvEwJeWaKYFWeAhCRyEaqdtYgIozg20LZHCjT0gpy3RDR07bTubFGCFyETvetMOil8hMhJziEHhOj3DOG15HlDSlGnbDs1WjUh0nhPDgeu0LYdZvCInqY9HRJuFvcDYCez/2WMAOQ3M9Ea0FSxWiEzVTYynmIGlqAWYjigegSCIiBBatN27dy927NjR8LiiKCgUqBMwTJhWldNWaiLayomBLy0xLAuSyEEWeIj6MsvfBIDkBFAYZtG2VSEyV7QlFwbRhE6dtq5oG9LlwzmZtmGctiweoe6aRMumiUFhdJBpCzguOBJtW9Js1QgVIiOGBM5iYlPZDDGck1MdxRQRxMBYOgJkNrL/cxwweQow/XxP3lqoyrQdibP7R7l+gt9FpHgEgiCiQWjRduvWrdi1a1fD4z/72c9w2mmn9aJNxCqhNh6Bb3S1uUjJgc9S6oYNSeAhiTxEvSoeITHOCjAMazEiQwV4MbiAlEyVUok2UJcr+Zth6HBSgDc1aGEzbUW+sSNOTltiUHhFH0PEIwC0dLldTOf7DXTa0nJWYm1j2zZ4x2lbChOP4PXzSIgiIsrSUSC1ofLz6FZg4ZWevLVXiEy3kE1IABAc78fzziQg3U8IglhZxLAv+Mu//Ev82Z/9GcrlMmzbxkMPPYR/+7d/ww033ICvf/3r/WgjEVEMqxKPoIgCtECnbZI5PE0dEKSBtE03LSbaCjwkfQlQnGU2iQm2Lc4BmU0DaUukMLXgaASA4hGI9tAKFddsGFyhN6Roy1kaVEgQQ8QjxCQB+XJdTpkUo2VuxGAwW+SHB6GkwalLgNB616GGnLbEkGNaNgSwfnc5QHPyxSt42OHkK0H0m+UpVoPEZfR44JV7e/LW1YXIRuJsTNqwKqsaOUFjIoIgVpzQou0f/dEfwTAMfPKTn0SxWMR73vMebN68GV/60pfw+7//+/1oIxFRzAanbRPRFmA3vU5yMDtAMy1IAotHkI3litM2Oc62hdnhFG0NtbmIQPEIRDtohcqxEoYOJwV4U4NmS17RiHYILERWXAj12QTREV5+eHjRFmoeSPS+SWsKctoSQ45h2RBhwgQPzbTbfyFNzhNRRi8B5cU6p+1xLDJBL7GYqy4QLRW2zETbTSPsvcpBTlvAKaZNk/0EQawsoUVbAPjgBz+ID37wg5idnYVlWZicnOx1u4hVgGFzkEQm2soiH7y8pHrJ/YBEW9dpK4s8BK3EbroAi0cAgOLsQNoROVo5bd3viTrzRDO05Q5FWzfTNlxmJ29p0DkJHBc209YvHoHEHGIAGE0KZTVDTgFlEm1b4jltfb5fctoSQ0BFtBWgh8mn9QqCUnY2EUGWpti22mk7chzb5g4A617V1dsLlgZISZR1C3FJcCb4W4m21G8kCGJlCZ1pW83ExAQJtkOMaQGyF4/QptN2QBimk2krcBAsvZIr6MYjDGsxslZOW15gHRQSbYlmdBqP0OGkgGBpMLhw0SoxiW+MbKFCZMSgMDUAHLumhkFJ00qHdmhWVFNU2OSMHcJ9SBCrDNN0RFtOhB7gtC1qBm5/6kjtg9XxCAQRNZaPsm290xYAcvu6fvvqQmQxiWcT/EHjV4DiEQiCiAShnbY7duzwdTtxHIdYLIZt27bhmmuuwZve9KaeNJCILjXxCJIA1bBg23bj8bECS+4104LsZNqKtlpx48hJ5nwqzQ+sLZGildMWYN8RiQZEEKbBBJNOnLY8z8TesIXIOhJtyWlLrCCmxu47IdzhAFimLV1/W+MVevOLR4gDtsUiKsJmChPEKkG3LAgwYXECTMv27X/fcPvz+PYD+/DwZy7GunRVPxggIYqIJoUZtk1VmcLSGwFwQP5w128vmCogJ6DqFmKSgJjUjtOW4hEIglhZQjtt3/a2t2HPnj1IJpN405vehDe+8Y1IpVLYvXs3Xvva1+LIkSO4+OKL8cMf/rAf7SUihG4xhy1Q2frO9ktuB3FwNz3dzbQVeYiWVhnYcRwQywKl3MDaEikM1X+QW42cpM48EYxbcVrucP122OPLNCDYBnQ+3DJzX/cEOW2JQWFq4fNsATapETI+ZCgxnPPY12nrrKyhCRpiDWNaNkRYsDjm5vfrf88X2eRGUTMqD3rxCDQ5RESQ4hwADoiNVB4TJCC5juXadoNtQbQ12E4hMibaCs0LkVE8AkEQESC0aDs7O4uPf/zjuPfee/HP//zP+MIXvoB77rkHn/jEJ1AoFHDnnXfis5/9LP7u7/6uJw08dOgQ/uAP/gDj4+NIJBI466yz8Oijj3rP27aN6667Dps2bUI8Hscb3/hGPPPMMzXvoaoq/vzP/xwTExNIJpO48sorcfDgwZp9FhYWcPXVVyObzSKbzeLqq69GLpfrye+wVlEtICkzs7Yisk6javjMVq7ArL5u2hAFHhLPQbK1WqEyPsJC7ocRU20tJMgpEm2JYNxjo5N4BPd1YUQpx+GgceGKT/jmlImxithDEP3EaONa64cS3ok+lLiFyFyBthq3UI2be0sQaxDdtCDChMWxfrjhk2vrFu9cKleJtl5MEV1niAhSnGPjNKFuMXBmY/eireuYdURbReRbZ9pSPAJBEBEgtGj77//+73j3u9/d8Pjv//7v49///d8BAO9+97vxwgsvdN24hYUFXHDBBZAkCT/72c/w7LPP4p//+Z8xMjLi7XPjjTfiC1/4Ar785S/j4YcfxoYNG3DJJZdgaakiClx77bX4wQ9+gNtuuw333XcflpeXccUVV8A0Kxfp97znPdi1axfuuOMO3HHHHdi1axeuvvrqrn+HtYxqAgmFibWy47T1zbUdcDyCZdkwLRuywCMhOH/j6oFdbAQo5wbSlshh6q2dtlJioK5oYpXhibYdxCO4rwvTAXYcDlpIp21cFlDSTdjVuZYk2hKDwtS7cNouUx5rK5oWInPu9+SOItYwpmVD4EzYjmirG43XDMGJS8iX9MqDbkwRZdoSUaQ4XykaXU16E5DvUrTVqkRbw/Kctr6GIxeKRyAIIgKEzrSNxWK4//77sW3btprH77//fsRirKNsWRYUJWTFZB8+97nPYcuWLfiXf/kX77Hjjz/e+79t27jpppvwmc98Bu9617sAAN/61rewfv16fPe738Wf/MmfYHFxEd/4xjfw7W9/GxdffDEA4NZbb8WWLVvwi1/8Am9961vx3HPP4Y477sADDzyAc889FwBwyy234LzzzsMLL7yAk08+uevfZa1h2zYTbWUm2irtiLYDuum5VXQlkasSbauOx2GPR2jptKVMW6IJ7rHRqWgbttCSE8eg8z6OuiYkZAG2za5JMckpBiXFmJBj2+GzRgkiDGaLoo9BKBlwtgne1lvvO8w0K0TmOW1pgoZYu+hOITLbKXao+zhtBcdpmy/XXU8oBouIKkGibWYjcPDh7t7bGYcaQgympTHRVmwnHoFEW4IgVpbQTts///M/x5/+6Z/iox/9KG699VZ85zvfwUc/+lF86EMfwkc+8hEAwM9//nPs2LGj68b96Ec/wjnnnIP/8l/+CyYnJ7Fjxw7ccsst3vN79+7F1NQULr30Uu8xRVFw0UUX4f777wcAPProo9B1vWafTZs2Yfv27d4+v/3tb5HNZj3BFgBe//rXI5vNevsQtaiGBRscEl48giPa+i0x4QXmfBlQB9HN9ZIEHgnO6agKFI8AoL2cRerME83oOh4h5PHlOCPCirZxiV2bilrVNUmMA7ArS6sJol906rRV2HklmiQ4NqVZITJy2hJDgGnZEGABbjyCT6Yt7zltjdon5BSgUXY2EUGKc/1z2jriq+rEbSkiD6VVITKZVh8SBLHyhHbafvazn8XWrVvx5S9/Gd/+9rcBACeffDJuueUWvOc97wEA/Omf/ik+9KEPdd24PXv24Ctf+Qo+9rGP4a//+q/x0EMP4SMf+QgURcH73vc+TE1NAQDWr19f87r169dj3759AICpqSnIsozR0dGGfdzXT01NYXJyEvVMTk56+/ihqipUtZKZls/nAQC6rkPX17ZLZrHABpSKYEPXdQgc6ywWy5rv7y7KSVilPKwBfC/FMhvMcbaFGNjnGZwI2/lsXs6ALz0LY43/jfwQ9DIgyDCb/O6ClAAKs033IVYP7vnYq2sSV8pDBKBzMtDBewpSAijOt318ceUliAA0Phbqd5AFdk1aLJSRltnAleMl1vbSEhALPWdJEG3DayXwvBz6PsMJMYgAJKu05vsR3cBpRXYuW1zjdYiTIAEwysvefZ8g+kGv769hKGsaJJiwHKdtSdWg60LNPiWnANlCoVzTRlFOwiovDaRPThBhEAqzwLpTGvqIXGwUQmkehlpmZqAOMEt5SACKFpM/JM6GInAoakbgOczzCnitMJRjRoJYSVby/jpI2v39Qom2hmHgH/7hH/DHf/zHeO973xu4XzwermBMEJZl4ZxzzsH1118PANixYweeeeYZfOUrX8H73vc+bz+ubpmrbdsNj9VTv4/f/q3e54YbbsDf/M3fNDx+5513IpHosLL6KmGuDAAinnvqCVj7d+FQgf38y3vuxW4fA97FBodDzz2B5xZv73vb8hpry67HH0N+lonuDzzyOOaeZ66bUw7PYMvCEey8vf9tiRrnHz0MVUzj0Sa/+xlHZjFaOIJfD+H3s5bZuXNnT95n08KDeC2AO+/+DQwh/LX+rKMLSJcO4d42j6+JpWdwAYBcycLtIY7JvUsAIOLnd/0KG53L8frFp/F6AHf9/KdQpZGQLSeI9jlz/25kS0XcE/I6OlLYg4sAiGapZ+fsWmTrzON4NSfi9p/9rOG5hDqDSwA89JtfYyYzN/jGEUPHSpyr+5aBDEyojjD7i1/+CpN1t+Q9B3gAPB576nlsWHzWe/yCZRWlvS/iMernERHjLXMHccRYj2frjs2NuX14nW3hFz/+39CkTEfv7fYn73vkKQCb8MTjj2J+hsOSjsD+5bajB3BSKY+f0blCECvCWu8LF4vtOflDibaiKOKf/umf8Id/+IcdNSosGzduxGmnnVbz2Kmnnorvf//7AIANGzYAYE7ZjRs3evtMT0977tsNGzZA0zQsLCzUuG2np6dx/vnne/scPXq04fNnZmYaXLzVfPrTn8bHPvYx7+d8Po8tW7bg0ksvRSbT2Q1ltfDMwQXg8Ydx4Xmvw9nHj2PPTAE3PvkbnPO68/Da40cb9hcPXo8Tj92ErZde3ve2HVksA4/eg/Ne91rsevR+YDfw+gveCHvzawAA/AN7wd/7S1x+ef/bEjWEb/3fwOjxWN/kd+fvegj8i68M5fezFtF1HTt37sQll1wCSZK6fj9u1wLwCnDp29/ZkduB3/kb8Hum2j6+uBd54GVASY+FOiafO7KEm57+Lc55/QU485gse6+9SWDPF/GWiy4ARo4L3XaCaBfhRz8FcuXw19HZl4AXr4NolXt2zq5F+Af2gp+O+X+/y0eBZz+O173mDNivetvgG0cMDb2+v4bh8f05vPjctxBLpIBl4II3XIiT1te6Jm47+giwMI/JLcfj8stP8R4XvvdtgBexgfp5RMQQn/tznLD9HBx/Xu2xyR0YA/b+/3Dx+TuAdZ3VmrGetYCXge2vfQPwzB5ceMHrMf3YIeyeKeDyy8/1fQ3/yBHwU/8vjYkIYsCs5P11kLgr9VsROh7h4osvxt13341rrrkm7EtDc8EFF+CFF16oeezFF1/EccexwfbWrVuxYcMG7Ny508vQ1TQNv/71r/G5z30OAHD22WdDkiTs3LkTV111FQDgyJEjePrpp3HjjTcCAM477zwsLi7ioYcewute9zoAwIMPPojFxUVP2PVDURTfgmuSJK3pgwsAVIs5kDMJBZIkIRln2X0mOP/fXU5BMIoQBvC9cDyzmSuyhITAwuXFWBJwPzs5DmjLkHgOEEKfAqsbSwOkGPhmf4dYBtCKa/4YHjZ6dl2yNEBQICnhMmY9YhlAD3F8WSyCxpSSodqfSbBrs2ah8roYG9BKtlG5HhBEP7ANQJSbX2v9SLJJT9EsD0VfomMsDZDi/t9PPA0AEG2dznNiIKzEuWpzPESYgMA+1+b5hjYUnQJLBdWsfU5JA8XZ8Ncngugnpg6UFyGkJhvHixlm1JK0XMfXdcNm/UldZIV0UzEFCVmCatjB528sBVg6JB7euUYQxOBY633hdn+30IrVZZddhk9/+tN4+umncfbZZyOZrK0gfuWVV4Z9y0D+4i/+Aueffz6uv/56XHXVVXjooYfwta99DV/72tcAsEiDa6+9Ftdffz1OOukknHTSSbj++uuRSCS8fN1sNov3v//9+PjHP47x8XGMjY3hE5/4BE4//XRcfPHFAJh7921vexs++MEP4qtf/SoA4L/+1/+KK664Aief3Nls3lqn4CzHSsrMaaeIbKsGVeAcYHEr02JZlgLPeZm2NcVKYsx1BzUPJMYG0qbIYGj+hVuqkZNUKZUIxihXCv10gpwC1BAFUJxj0eRbHLd1JJxrU6mmEJnTboMKFBF9xlBrC2C2i1uIzKJCZE3Ri6yqtx+is0bcUP2fJ4g1gGnZEDkLHB9ciKygsr56vlyXmaekgIVX+t1EgghHaYFt/QqRuY8VZjt/f6egWNFmRqOYxCMm8f5FtF3c+4xeBIRs559NEATRBaFFW7fA2Be+8IWG5ziOg2k2ufCF5LWvfS1+8IMf4NOf/jT+9m//Flu3bsVNN91Uk6f7yU9+EqVSCR/+8IexsLCAc889F3feeSfS6bS3zxe/+EWIooirrroKpVIJb3nLW/DNb34TglBZ2vud73wHH/nIR3DppZcCYOLzl7/85Z79LmuNosr+zgmZHUKKxIr6aGYT0XZAQqDhiLYizyHG+4i28RG2LS0Mn2hrqq0rmssJQFsGbBtokQ1NDCGG2lr4b0bYCRy9BJ2TwYd0xScUtn+hWrSVHDFHJ0GM6DOm3vpa64fEJsJFkyYWmqIV2bXED0ECOJ4mZ4g1jW7ZEGCCc+6NhtXY/y46om2pXpSSUwMzUhBE2xSdDHI/0TY2AnACUOxctOX0IgxORtk5HWKSgJgkoNxMtHXvM1qxYvohCIIYMKFFW8unU9BPrrjiClxxxRWBz3Mch+uuuw7XXXdd4D6xWAw333wzbr755sB9xsbGcOutt3bT1KGiqLmireu0ZaKtagTc+OQksDQ1kLa5Hddap22VMzA2wrbl3EDaEynMdpy2KcC2mKNS6k1RQWINYZQBqQunrZIGLL198VcrQONiEIVwEwhxyXXaGpUHPactibZEnzFVNgEWFp6HLSchmnSMNkUvBDttOY65bWlyhljDmJYFESY4Z8m2Zvg4bZ2+es2KEwBQMmy1GUFEieI82/qJtjzPHi90UVxSL8EUFE+kVSSeibZGE23Dm+ynFYgEQawc/Eo3gFidFDUDAmdDdsRaWXBE26bxCMsDaZu7REzkecjN4hHKiwNpT6QwtNZLdr1ZZXJhED50HY8Q8vjSS1D5GEQ+3O1K4DkoIu9NMAGodL5JtCX6TadOWwCQUxAtcok2RSs2n1SUYuS0JfpHcR64/2Y2wb1C6KYNESZ4R7T1ddo6k5bl+r55LAOUSbQlIobntA1YBZmc6MppC70Ik1e8sWpMEqCIfHOnrbP6hURbgiBWko6qMBUKBfz617/G/v37oWlazXMf+chHetIwItoUNBNKlYbCcRxkkYcaNFspJb0soX7jZtqKAocY5+O09eIRcgNpT6QwVUBsFY/gimrLrINEENUY5S7jEZzq1u1mSutFqB04bQG2EqBGtHXbrZOYQ/QZo40omiCUNDltW6GXguMRAHLaEv1l5/8AHv82cPwbV6wJpmVDguVFB9Vn2tq2Dd20kYmJjaJULMvc6qZOxZWI6FCcY9E2QTEEifHuMm31AgxeQdlZFRoTK/EItm2D84uEc1fMDGgMSxAE4Udo0fbxxx/H5ZdfjmKxiEKhgLGxMczOziKRSGBycpJE2yFBMyyIdcY3ReSbxyMMyLlZnWnrOW2rB89yGgA3nPEIjtNWNy1IQoBz0RXVyGlL+NGt01bJsG27xci0AjROgch3ItqKdYXIyGlLDAhT61i0teUURI2O0aboBSDRZFKRnLZEP5nfAwDgZl8AsDKip25aiMEEL4rez9W4feF0TPIXbQF2Hx622g5EdCnOAfFRgBf8n0+u6y7TVmNO27JugecASeAQkwRYNnOuy6JPP9OLR6AxEUEQK0foeIS/+Iu/wDve8Q7Mz88jHo/jgQcewL59+3D22Wfj85//fD/aSEQQ3bRRb3xTRAFakNN2gPEIrtNWcERb1ZZqC2rxzizuMMYjmCqemy7hpM/8DDfe8bz/PhSPQDTDULsTbb14kjaXZupFlLkYhI5E2zqnrVugiJy2RL9pJz88CDlFTttWaMXmmcFijJy2RP+YfQkAwE0/u2JNMC03HoFNDul1TlvXeZuOiY2FyLz7cK7fzSSI9inOA/EmkwjJiS4zbYsweAWqYSEmCeA4DjGnkHY50HTkGlnIaUsQxMoRWrTdtWsXPv7xj0MQBAiCAFVVsWXLFtx4443467/+6360kYgghmWh3qipNItHGKTT1nEbiDwPxdagQoJl1RVoiI8MXzyCZQGWgd3zzH389OEA0aw6HoEg6unWaRtznLbtTpqUF1HgkhCDnOFNYKJtVSEyt0CRoYZ+L4IIhal1vux4NWbaTj0NfP0SYHlmMJ+nFytZg36I5LQl+oRlAoVpAAA3EzD5PQAMR7QVRP9MW935OaWIPpm2Q1zbgYguxVnmpg0i0YtMWxll3UTMKVYbE9k2MNfWE21pTEQQxMoRehQsSZKX+bJ+/Xrs378fAJDNZr3/E2sff6dtC9HW0tny/D7jLgkTBA4idKiQoJk+HdZhcxiYTKg6uMy+i+l8gAuJZpWJZuhdZtp68QhtOm1LOSxxqY7iEVIxEcuqUfsgLZsmBkE7RR+DUFah0/b7HwAOPgS88NPBfJ7eqhAZZdoSfcKN9lEywNKRFWuGadkQuEqmbZDTNhUTUTZYZqeHEnLylCAGQWGmeS2N5DiLULDt4H2aoVfiEWJOxp8r3gYW0hYVgBNItCUIYkUJLdru2LEDjzzyCADgTW96E/7H//gf+M53voNrr70Wp59+es8bSEQT3bRQH/0jizzUwJlKt/pm/922ZlWmreQ4beuzvhAbGb7OquMuPLDI/kYzSwFuQ8kN3ad4BMKHbp22UoyJWe3GI5RzWOKSHcUjpBQf0ZYKFBGDoKtM2/TqctpaJjD3Mvv/i3cO5jO1YvNCZFKcsquJ/uBOOI6fCK6bokhdwgqRmeC8QmR1mbZmxWlr26g1VZDTlogihZnWTlvL6Nx042TaqkaV09aJRwisycJxgJICVBJtCYJYOUKLttdffz02btwIAPi7v/s7jI+P40Mf+hCmp6fxta99recNJKKJbtqo11AUSWjutAUGIgQa9aKtLTU4EIYyHsFkLuejRRvnbh3DXEFrFLMBmlUmmtNtpi3AIhLaHSyWclhCChIfPh4hpUhYLteLtgo5bYn+Y6qA2Jlou+qctosH2EqaTTuAw48P5jP1YmWC0Q8pzvYhiF7jTjiOndjdUu0usWxXtJUgCVxDf06vKkQG1DkJyWlLRJFCi3gE14XbYa4t52TalnULiifauvEIAeNXgK1AJCMLQRAriBj2Beecc473/3Xr1uH222/vaYOI1YFuWhB9Mm0DC5G52XMDWHJvWpVMW8nWsQSpsV2xLJA70Pe2RArHaatBxGmbMnhw7zxml1VszNYtMeU46qAQwRhdxiMA7PxT2820zSEvJyHU57G0Qdo3HoGctsQAMPWOnbYs03YVHaNzu9n2pEuBX3+udZGwbrFtdn9q9hlSElg62r82EMNLtdNWL0IwVyYj3Y1HAC9C5PkGc4JZVYgMAEq6iSycnG1BBOR0+yteCKLf2HbreISE81xxFsC28J+hF2FKCsqG6TlsvUJkQStFAWdMREYWgiBWjvDWJYIAy8oKnWkLANpSfxuGSq6XIHAQbTUgHiE7fA4Dx2mrQcKr1qcBANP5gMHGAAvHEauMXjhtlTadtnoZMMrII9lZpq0iYqnBaRujZdNE/zHUrkRbyVxFbvD5PQAvAie8kf28sLe/n2eoAOzmhcjkxEDimIghpNppC0AxVqYvaTqFyMCLEAUusBBZWmGibYMoNYz9YCK6lHMs+qCZ0zY+yralhc4+Qyt4Tlu3AJkituO0TZJoSxDEihJatD169CiuvvpqbNq0CaIoQhCEmn/EcKCbFgSudlafibYBM5UKEwkHkQlUnWkrWkGFyEaGr7Pqira2iJMmWbGxo4HFyKiDQgRglFgubTfEMu05fJzcskU7BbGTeIQgpy2JtkQ/sUzANrvItE1BsHU2gF0NLB4AsscAE69iP7vO237hxh60KkRGxTSJflDltAUAxVgZt6pp2RAdp60kNDptqwuRAcxpW0OYmCKC6DduPnQ/RVunEJmqVzttXdG2idNWodWHBEGsLKHjEa655hrs378f//2//3ds3LgRHBfe/USsfgzLz2krIF/W/V/gibb9d9q6mbYCz0FwMm194xHKi2w5zrAcw048ggoJJ6xLQeA5TAcVIyOnLRFETzJts5WBbzOcAeUiEtjYQTyCW4jMtu3KvUqMAfoqcjESqw9ngqzjGJHqSU6liTAZFYpzbNlqYpy56Of39Pfz3H5E00JkScq0JfpDeZE5y7NbAKygaGvbEGE4oq1Ppq3zs5tpS05bItIUZti2mWgryiyqoDgf/v1tm4m2goKyYXnnheLGIwSZjgD2mVSIjCCIFSS0aHvffffh3nvvxVlnndWH5hCrBc20/OMRgpaXuIPQAbg3K5m2HAQzKB5hhBVO0VtUoF5LOEKCzkkYiUuYSMlNRFuaVSYC6EWmrZIBFg+23s8pFpizE9jSQTxCOibCtGyUdQtx2VkJIirktCX6iyvaClJnr5fZSgh2v2wygI0KxXkgMcYmQLNb2ju3u8EVmuIjwfvICXLaEv1BzbN7WGIcACAb/Tcj+GFZNkRUMm2NeqetY2BIKeze1+i0JdGWiBCeaNsk0xYA4mOdOW0NFZxtweAVFEsm1mfYhGis3XiE/JHwn0kQBNEjQq833bJlC2zbbr0jsaYxTBtCfSEyiYdaL466iArASwNz2go8B47jIFhacKYtMFwdVsdpqygx8DyHyXQMM0tB8QgJcikR/vTKadtOPEKRVQhesFIdZ9oCwJJatQKACpER/cZwRdtOnbbVou0qoDjvCVjIHjMA0TbHtrGR4H0kuocRfaKcZ9ECggg7loVsrMx5alqA4GTaSgLnZdi6GE6/N6WwyaMGU0W7K14IYhAUZpiDvdl1HWCTdaUOnLbO/cDkZeRLOrJxdl5IAgeea6cQ2cpMzhDEsPCbl2exf476bUGEFm1vuukmfOpTn8Irr7zSh+YQqwXd12krQG2aCZQejGhrMtEWgCfaNhRIcx06wyTaOhWOYzE2uzyZVloUIlslggExOGy7N07bdgeLS4cBXsS0lYHQSaatI9ouVxcjk+Isl5cg+oVbTb6LTFsA4AZwv+wJxbnBiraOA9/LN/RDTrLVNGZAZBNBdIq6VFk9FhtdOdHWtiHBBAQRotDotHUzbtOBmbbktCUiRGGWxey06uslOnTaOqKtwSvIlw1k4uy84DgOMUloIdpSZBxB9Jv3fv1BXPhPv1rpZkSWtuIRRkdHa7JrC4UCTjzxRCQSCUhS7fK/+fkOZr+IVYduWpDqRFtZ5BuzY6tRUgNz2rquPN5UodrxhgINntPWHfwNA477Kx53RNuMgqcPBQhncrL/A29i9eG4tSF2mbOptFkAJX8YSG+EscxB7CTT1hms1hQjk2jZNNFnvEzbzkTbQcYJ9YTiXEVAzR4DPP39/n6e57TNBu8jJdhWKzSPUSCIsOglL8LEjo9AWiExx7LsKqct37CizC3K694HKdOWiDSFmeZ5ti7x0c4ybTXXaasgX9aRiVX0i5gkQDUsPH1oEdf8y8P41Scu8jJvATimo1VyPyYIYk3Slmh700039bkZxGrDsGzE/TJtm4q2mYFl2rpOW95SoUGC7leIDBiuDqvj/orH2WB2Mh3DVH7af1/KtCX8cLNge+G0NcpsIqGZsJU/DGQ2QV+0OopHSDvLQpfKdaKtTsc20Ue8eIQORVt5FcUjWCYTUT2n7Rb2c7UbsdeUcqw/wQvB+7iirV4k0ZboLUapcg+Mj0EurYwj3rBsCE6mrW8hMicuISmL4DifzM52J08JYhAUZlrn2QIs03Zud/j3d/p9KhSUdcuLRwCAmMijrJv4xn17MbusYs9MAWduGam8lpy2BNFXqu9fh3MlbBpZBUV4B0xbou0f/uEf9rsdxCpDN6zGTFuRh9qy+uZgnbacwQqRaZRpW3Haxthg9sTJFGaWVCwUNIwm68QFikcg/PCctt1m2mbYVs0DYpNOuuO0Na1K5EkYEk4BlqJWdV2iAkVEv3Gctu/4ysP4xqfPwmQm5PniirarwdlTXgRsiy1ZBZjTFgAWDwGTp/TpM3Otcw9l12lL5zrRY6pz3eMjkIyVKVBk2a7TVoIs8NCMukJkzgozUeAQlwT/eAQ1zyZemk2AEMQgKMwCmc2t94uPdhaP4NwLlm024ZKpEm1HEjLmCxpml1kft6FIs5xiYyLbZgU3CYLoKYulSpTV9JJKoq0PoUMCb7/9dvz85z9vePzOO+/Ez372s540iog+umX7Z9o2ddoOJtPWNG0v/5IzVf9CZFKcFYkZJtHWcdoqMTbYOH0zE66fPuzzHdCsMuFHL522QOvzL38YyGyGYdmQ6meJ2iAps3nJolbttE1SgSKivziirQ4RBxY6yE8WJJicBG41TJy5y1Tj9aJtH+N1Sjkg3iQaAahy2tJ9jOgxRtkTbe2VzLS1bIhggqss8g3mBLcQmcTz/pmd7n2YipERUaBdp22XmbaeaBur+NY2ZmOYWixjapH1cacW6+7bcgqATX1HgugTuWJFtK0ZsxEeoUfBn/rUp2CajW5Ky7LwqU99qieNIqKPbyEyqVU8woAKkVk2JKdxnKlBtWX/rN1YtpKNNwyYGgwIiCvMVXvcWAIpRcSTB/1EW4pHIHzwRNsunbaK47RtJtraNpA/BGQ3wzCtjpy2MYkHx/k4bfUiYDW5VhFENziirQbRE07CYgix1bHaQXXOYVcASm8EOB7I91G0bctpm2RbnYoOEj1GL1c5bUchmyvTVzKrMm1ZTYnasZlu1TptA0XbYTIvENFlebr9TFttuRJD1C7OmGbZYqJtNlFx2m7IxnBwoYS9s2yfI45466Gkat6DIIjeUu20bVoUcIgJLdq+9NJLOO200xoeP+WUU/Dyyy/3pFFE9DHMRqctW55lwbZt/xcpqYEMQo2qTFsYZWicTzwCMHxFGAwNGiSkFDa7zPMczjl+FPe8ONP4N5OTTKCz6MJJVOGKtlKwaFvWTbzvfz2Ed3/tAa8QSgPV8QhBLB0B9CKska2wbHgTMWHgOA4JSUBBrXPaAiyXkCD6gRMjokGs6YiGegs+PpBJzq5xIxzcQa0gAulNA3DajjTfp7oQGUH0EqNclWk7CslcmckV2zLBw2airdBYCNidMBJ4DorEk2hLRBdDY5NxqcnW+7qrOsK6bZ17Qd5m/dfqQmQbszG8cHQJhtNnbRBt3UnA1XBPJohVyGKpMglT0shU40do0TabzWLPnj0Nj7/88stIJpM9aRQRfXTTgsjXCjKKxA6nQLetklmRTFuT8ylEBgyh01aFBtHL+QSAy7dvxIN753HZl+6t3befA957/gm46+8Ak5Y/rDrayLT919++gntenMFv98whVwxwQrQzWHQKTZhjJwCAF3kSloQiNjptAcq6JPqHyYRazZY6F21Xi9PWbaNcVXQse0x/Rdt2HFme05bOc6LHVGXa2vFRiJZWmdAcILbbhxKkgHgE1keXBN4/0zY+yradLDUniF5SmGHbZDuirXvczof7DL0IW5BRMJlxpTrTdmO2kp955pYRLybBQyanLUH0E4pHaE3oUfCVV16Ja6+9Frt3Vyo3vvzyy/j4xz+OK6+8sqeNI6KLbtqoX62siEwMDBRt5dRACquwTFuOLa82VZi8At30cfzFR4bLYWBoUO2K0xYALj9jIwDg+amlWpdGvzoosy8Bv/x74N7PA8/+n96+N9F/2si0vX/3nFeVd74QINp68QhNnLbzuwGOh5E5jn1kB/EIAJCUBRRqMm0p65LoM05+uA6hC6dtbHVk2tY7bYH+i7a5/cDIsc33kZxBOE3OEL3GKFdWm7gxHSshfNrOtcWLR6jte+uWBY5jTluWaVvXNyfRlogKrmibaiMeIdGp03YZkJMomQDPsb6hy8ZsxYhw8vpUo2jkjYlWwT2ZIFYhuaKOuCRAEjiKRwggtGj7T//0T0gmkzjllFOwdetWbN26FaeeeirGx8fx+c9/vh9tJCKIblkQG0Rbdjj55scCA820FXnecwWavBIcj1DK9b09UcHUy9BsEQm5ItqmFBHf/eC5AIADC1WDW9el1GvR9pkfsO998jTg+Z/29r2J/tOG03ZqsYwzjmFO2kDRlheYM6+Z031uN5DdAoNjx6vYQTwCACRkEUW12mnrHtsk5hB9wsu07dJpO4BJzq7RlgBOqL0mZI8BFg/05/PKiyxHN7ul+X5iDABHkzNE76kqRFYRkHIDb4ZtOMISL0DxEW1Ny4bkrFDxddoqGZY/TaItsdJ04rQthnTaagVASkA1gaQiguMqfcrXHMfeUxF5JGTR51whpy1B9JN8WUc6JiLmd68iAABi611qyWazuP/++7Fz50488cQTiMfjOOOMM3DhhRf2o31ERNF9Mm0rTtuAk01JsQGeZQEdLnVuB9NynLaO28kUmhQim32pb+2IGrpahgYRqap4BAA4YYJ1RvbMFHDiOqdj4glbPRYNDj4CbD4HOOYc4MGvMjc015kYR6wAblGfJqLt4VwJF528Dve+NBss2gJssNus0z39HLDuFG+JZ8dOWyXIaUuiLdEnnAIpOsSaJV+h3oJfJfEI6jK7t1dfx7PHAIuH+nOvzzlicCunLcex+xhNzhC9pirT1nactlzYpdo9wLZc0VaCLDQWAtZN25vsjEk81PqBMM8zp/AQmReIiLI8zbbJidb7dupu14qAnETZ4GpctgAQkwQ88T8vRb6k47sP7W90pVOmLUH0lbJuIe6clzWRdoRHaNEWYMVdLr30Ulx66aUAgFwu18s2EasAVs299rHWmbZO5p1eqPy/H22zLFa0yHEFWrwMnQqRwdCZaFvttAWA9RkFSVnA3tllAOvZg/2IR7Bt4NAjwGs/AGw8k7ksl6aAzMbefQbRX1o4bQuqgXzZwCkb0uA5YD4o0xZwRNu54OennwXO+D2vMESnmbZxWUTJN9OWHBNEn/Cctp0XItOFePNCfVFBW67EnbhkjwEsHShMA+kNvf283H62bSXaAmyCRqeCg0SPqcq0rUQM5AbeDM6qi0doyLS1vMlORRL8M+bjI+S0JVaewjQbkzWJ3vIQREDJhs+01ZZhS0mUy8xpW082LiEbl/xd6VKfVh8SBAGAFbGOiQI4gJy2AYQeBX/uc5/D9773Pe/nq666CuPj49i8eTOeeOKJnjaOiCamZcOy0eC0lR0VV62fofR2cITaPs9UGm6mrZO/aQlKgGg7MlyirVaGBgnJOqctx3FYn4lhdrmqQ9+PeISlKSbSbTwLWHcKe2zmud69P9F/WmTauhV3N2XjGE3IWGjmtI2PBXe6SwtA/hCw/tUwHdG203gElmlb1QGQqEAR0WdMDTpEABxyaz7TdqkyyeeSPYZt+5Fru3gAEOT2ltHKCYpHIHpPdTyC6/orr4DwaTn3tYBMW8OyIQmVeIQG9yDARGcSbYmVZnmmvWu6S6KD41YvAjKLR0j5iLYuMYlHud7pJ4iAGCfRliD6hGpYUCSe5a+T09aX0KLtV7/6VWzZwrLEdu7ciZ07d+JnP/sZLrvsMvzlX/5lzxtIRA9XAG2IR/CctkHxCK5o29+BqFmXaWsJSnA8QnmRLeEcAkzHaes3w5yOS8hXiwv9iEeYe5ltx7cBo8ezQc/MC717f6L/GGWAl1gmrQ9uxd2N2TjGkjLmOo1HmHbE/MlTvetNp/EILNO2Kh6BnLZEvzE1aDa7zi6VO820ja+ueIRqXNHWdcX2ktx+9v7tOO8likcgeoxpAJZREW15AZqQWJF4hIpoK0AWhMZCZKbFDAxgQlTJbyBMoi0RBQozQCqEaBsf7TDTNomyiQbzSs1bSwLKfuNYOcki/giC6DmqYUIRecRlyrQNInQ8wpEjRzzR9ic/+QmuuuoqXHrppTj++ONx7rnn9ryBRPQIFG29TNugeARnYNdvp62baeuItragQHNyMWuIZQHY7CYcy/a1TVHA0lVotoSk3HjaZ2Ii8mU/0baHwtb8blb0YvR4JvqNbwNmX+zd+/eb7/4e8Op3AWf+3kq3ZOWoXhbqg7sUfCQpYTQpt8i0HQemnvZ/bvZFdqyMb4OZY4Kr2GE8Asu0rXbaUqYt0WcMFRpEyAKPgmq03t/vLVZLpq3m47SNjbB76vye3n9ebn970QgAIMXJaUv0Fp/VJrqQgrASubBupq0gBcQj1Dlt/YSo+CiQP9LvlhJEcwrT7eXZunQy2aAtA/FxqCawzmcc5BKTBOimDd20vPMHgFOXhe4nBNEPVN2CIgqQYVOmbQChR8Gjo6M4cIAVgrjjjjtw8cUXAwBs24Zp0pc8DLiFgRpFW3Y4+bpagYrTts8zlablFF+oEm0DM22BoYlIMHUt0GmbiUvIl6rEBd6pBt5LYWtuN6v4Lcrs55FjK0Vloo5lAi/eAfzgv650S1YWo9Q0c8wVqJKyiExMwnK5iWDVLB5h9iXHja14mbadxiMkZBFFzefYJgce0SdMg11rx1MyCmpn/SJDiDEXq+0z4Rgl/Jy2HMcicPoxKbd4gN1H2kFO0HlO9BY3112Kew9pYhLcSrhVzbpM23qnrWVVFSIT/KPL4qOsvgBBrCRh4xHiY50VIpMSKJscUrFg0dYthlSud/vJaSpERhB9QjVMxCTeifIhPdGP0KLtu971LrznPe/BJZdcgrm5OVx22WUAgF27dmHbtm09byARPTynbX0hMrFFIbIBZdp6S8I8R4TsLyTHR9h2SERb5v6SkJAblwVlYlKt0xZwlgL10Ok1vwcYP7Hyc3YLG4CvBpamKv8f5sI2LZy2y6qBmMRD4LnWS1zcQmR+otTsi8D4SewjLfd606loKzQKZxJlXRL9w9DK0F3RVuvUaRsHBzv6zh5tuXJvr2biVcDM873/vNyBEE7bJDnqid5iOPf/qslLTUitjPBpO9eWANHWNG0vVijmV1wJYK54ikcgVprCdPh4hNCibQG2nELZBFI+4yCXmLNqtOF8iWWA8iooDkoQqxDVYE7bwHsVEV60/eIXv4j/9t/+G0477TTs3LkTqRRzWBw5cgQf/vCHe95AInq4S7DE+kJkYqtMWzceYVCZtq5oGw8uRAasSNXflcA22ZJdV1yvJhMXazNtAUe07aFgUL+sdWQLG4BH3UkGAPnDlf8v7Fu5dqw0RhmQgkXbomZ4BR4SktB8iUtijC3vVH06wbMvAROOaOs4+6UO4xESsoBSvXAmU9Yl0T8MTYVqS5hIKSh247QFoh+RoBUqcTrVrDuFnce9zIzXCkBxtn3RVk6QaEv0FtdpWzV5qYvJ8JXse0FVITJF4GFYNiyr0p+qLkQWC3IvUaYtsdJYJpvAT65r/zXNaiIE4dyrVBO+Kw5dXKdtgzNdyfj3VwmC6JqyzjJtE3KLseMQEzrTVpIkfOITn2h4/Nprr+1Fe4hVwERKwbeuORuHnn6w5nEv09ZvCRbAnAmCPJBM27jEV3Wu5VDxCDfc/hx+9MRh/PbTb+lrOwcNZ2iw+DQ4rtGxyJy29cJWj/ObFg8Cp11Z+Tm7hbkdSwusAxZl8lVV0IuzK9eOlcbHaXvD7c/hJ08ewW8+9WYsq6bXGY7Lgn/hExe3g16Yrc2U1stAbh9z6gFePEKnTtukIqKom7AsG7z7HhKJOUT/MHXmtJ1IKdBMC5pheZOa7WLwzvJrdRnwMbJGBqcidwPrTmHPLR4ARo/rzWctOtfhduMRJIpHIHqMZwao3Ac1IQWuNPhcWM6qddoCzFQRcwqF6mYlHiHuuJds267tA8ZH2XlqqE2jjwiibxTnANsKJ9p2MtmgFwApwUTbZk5bqYnTdrVEuhHEKkM1LCiSAFngmo8dh5i2RNsf/ehHuOyyyyBJEn70ox813ffKK69s+jyx+olJAs4/cRy3v1D7uCRw4Lgm8QgAy7UdQKatwHOAWXFE+ArJAaLtV+9hxVNmllSsS6+dTixnqjD5cd/nWKatXtuh72U8glZkTpTqwfaI8//c/uiLtouHKv8vDLFoqzdm2rrni23bKKgGEnKVaNtsiUtqA9suH62NzZjfwzrwjmhrOk69zjNtBdg2UDZMr20s6zLiy86JVYupq16mLcCynmU3y7tNKk7biGfo6aVKcb9q1rHzFzMv9E60dQfMI22KtjLFIxA9xk+0FVNAYfBuVc6qzbQFWP/bFZ0M0/YKeMYkHrbNRF3XYAGAiV8AW3GWXj+ophNEBbdPHaoQ2RiLKtFLNfnSTXGctmUTzTNtXdG2Xjgipy1B9A1WiIyHIvLNdaQhpi3R9p3vfCempqYwOTmJd77znYH7cRxHxciGGI7joIg8tKB4BIC5N/vutHUzbZloy0kx6GWfNgkSy7yrE213HDuCx/fn8OsXZ/Cfzz6mr20dJJylwRb8hYNMTIRh2Sjp1cJWsndRFnlH9MxWfZ/pjWy7PN2bz+gnS0eAsROZA5Sctt6P1Z3axZKOgmYgpbAOb7xVPIKbX1adFwxUihe5TlsnHkHs1GnrHM8FterYpqzL4WPfbwGOB449t+8fZRkqdIhYl2ITHAXNwGgyrGjrOm2jLtoW/QfNmWPYeTb7AvCqS3vzWbl9ACcA6U3t7S/FaXKG6C26K9pWJi91IbkiEQOcG48gSJCFxkLAumV5901XiCprQaLtAom2xMrg5kG7x2I7VB+37Yi2lgkYZRhCAqbNef1CP2ISO5co05YgBodqmFAkHorAQ6VMW1/aEm2tqkwyq5f5ZMSaQxGFFk7bTN8zbS3LEXgcRwQvyNDNAIEmlm0oIOFmgD13ZG3dnHlTg8UHiLZxCQCQLxlVom2qd05bt+BYtWibXAeAA5anfF8SKdQldqwkxoHC3Eq3ZuUwyjWD1d0zlePjcK6Mgmp48QgJuUUF0FgWEJRG0X72JdYhTzJXuBuPIHaaaeuIyEXNAOC0narKDxfFeeBf3sb+f13/C09augrNybQF0FgIrw10Nx4h6oPEIKctz7Nc6l4WI1s8AGQ2A0KbyV40OUP0GlNj2+pCZGIKXFjXXy/wCpEJNfEILoZpeytUXPdt2TCRhVR5D7cgL+XaEiuFW1fErTPSDu7qvNICkGljEs+ZvFM5ZjrwK8js4mbaNvRfY9nhKVxNEAOmrLMJRXLaBtPZKJggApBbnWzKgJ22YgySKDRU1fXwuQkvOdmue2YiXgAmJLyls0xhHzIxR7QtVxUji2V7Jxi4hbxcdy3AnM6JcbY8PuroReY8TkyQ07bKaTtX0Lz/H1ksoaCanoMhJgkoagbsoEJzHMecPfV//7mXgfGTKh/pirYdxyNUnLYeUoLlmxHDwYs/r/x/AM5+26iLR6gvhNcGuuAIoVFejmkaTMQKEqrWvxo4+kzvPi93oP1oBIAmZ4jeYzp9pKq+lC44hfgGXNTWN9O2qq9rWJZnQlBc92D96pdqxyJBrASe03ak/de4x227xcgc0bbUjmgrBYi2bjwCmdcIoueohomYRPEIzQgl2lqWhf/1v/4XrrjiCmzfvh2nn346rrzySvzrv/5r8MCcGCrYydbEVaSk+14N28u0dVyBssD5FyIDmDBZ19FecoTLvbNrS9QRLA1cQKGJbJwJW/lSlWjby/ym5aOsk1X/+an1qyMewa2Qnhwf7kxbo1wj2i7UiLZlFDQDScfZmpAFWHat86cBv7//3MvA+DbvRy/TtuN4BLeoRJVwJieZK4oYDnL7Kv9/5b6+f5xtaNCcQmQAy7QN/R68CFuMR9tpazjnUJBou+EMJtqauv/zYSlMs2tGu8hJNjlDg2yiV7i1EqpEW01Msf+UQlaz7xLObi7a6qbdGI9Q3z933Y0k2hIrRSkHiPFwhfDCTjY4om2ZY5/RTLRtWogMdt/HsAQxjKhGtdOW4hH8aFu0tW0bV155JT7wgQ/g0KFDOP300/HqV78a+/btwzXXXIPf/d3f7Wc7iVWCIvL+Rb9c5FTfnUOm7Yq2GiDGIIt8sHCUGG/oaC+VDRw3nsCBhVKwQ3cVIthaSKdtD/Oblmf8B9upydXhtHVF26F32pYbnLZxScAJE0nc99JsTTxCYDGHalLrWV5wNfO7gfETvB91J9NW6FC0TSgBTlty4A0PuQPA5nPYQG9+T/8/zxFtK4XIOuyAKuloL8d0Jz784hEAYOOZzIk784L/82EpLoQrWqmk2ZZc9USvcOMRhErEgOY5bQcrfHK2c13h/TNtTcuGKLiFyALux6LM+uV1MWEEMTDKuXAuW8ApJM21P1Hi3AOKYP3XeBPRVhF5cBxbrl37hFO8OsqrXwhiFWLbNsq66RQiE6CbNkyLzKD1tC3afvOb38Q999yDu+66C48//jj+7d/+DbfddhueeOIJ/OIXv8Avf/lL/Ou//ms/20qsAhRRaO6sU9J9z7Q1XHeBUQYEBZLABzttE2NAsZJRats2llUDrzt+DKZl44mDub62dZAItgFI/jPZ1Zm2Hr122ibXNT6e3gAsrRLRVkow0WfASyAjRV2m7UJBw1hSxkfechLueGYKLx5d9uIR4nKAW6Ga7BYgt7/yc3GeDXxrnLZuPEJnaT6u07ZYvURdpniEoSK3Dxg5Fhg9Hlh4pf+fZ6owIGEk7oq24Z22ANjEWZQHiG5ebKDTdjsADjjyRG8+rzjHqoa3i5Jh26gXcyNWD37xCJ7TdsCirVuIjGfuJADQqopB66YFSahz2vqZKuKj5LQlVo5SLlwRMgDgBSb0hnTauqJts0JkHMchJgqNExwx534S5dUvBLEKMSwbls0mF90on7VkmusVbY+C/+3f/g1//dd/jTe96U0Nz735zW/Gpz71KXznO9/paeOI1YcitXDaKum+D6BMywZfFY8gCXzwyZ8YrxFti5oJ07JxwbYJTKQU/OLZVSAotolo6+ADlh8pIg9Z4Budttoyq7raLcsBy1pXi9PWzbSNZaLtfOs3Ppm2Y0kZ/+msTTj/RFY4zC385Q4Si82ctqPHMdHWXb489zLbVom2lUJkvcy0TZLTdpjI7WdZqKNbByTaajB5GbLIIykLmCuoHb2NrUS88InrtBUDRFslDYyfCEw92ZvPK82Hc9rKjphGoi3RK1ynLe/jtG03X7NH8FWZtm52bXUWIDMw1DptG+IRABaRQKItsVKUc+GKkLnER0Nn2i5ZbAzUzGnrPt9gOHAnAaN8TyaIVYh732JOW/deRhEJ9bQt2j755JN429veFvj8ZZddhiee6JGbgli1yEI0Mm3FqkJkssh7S6wbSIzX3PSXHUdUNi7hTSevw69fnOlrWweGZUGCAU6K+T7NcRwycbEx0xbojdNr+WiAaLtaMm2XHdE2G23nW78xyoBUm2k7lpTBcRy+8t6z8enLTsE7zmCVfF2xtGk8wshxLCPQFe5d0XasEo9gOC75TuMRZJGHJHA+TlsSbYcC22aFELNbBua05UwNliPqHDuexAtTy7juR89g/1zIYy7qk0StnLYAy7XthdNWK7LrTyinrROP0OfVPcQQYWpMsOWrhk8cDzuWXYF4BOeeJkiBhcgaMm397sdhHIsE0WtKufDxCAC7F4R02hbs1pm2ADtfGgqRxSgegSD6gXuuufEIAKgYmQ9ti7bz8/NYvz64AMT69euxsEA3/WFHkYTmJ5qc6r/T1rYh8DwTg0QFssBDb+a0VfMs/xaVImSpmIjXbh3DC0fzyC+vAZeOUQYA8AGiLcBybfPlKmGrl0uBCtPMVVtPaj1bph51J5RWZPEIipPzO6yFF+uctvOOaAsA2YSEP7noRGwZY/mWcdmpVt0sHmH0OLZ1C0XN7QYym5lA7n6k47SVOoxHAFgHvMbxKyVYJ35Y/47DhLoEWDq71o8cCyweBMwO4wrahLc0WM7y6a0TCXz/sYP45v2v4Ka7Xgz3Rr2MqOkHrTJtAZZrO/VU98XA3OzCxLj30NXfeBC3PrAv4AWoEm0j/B0SqwtT968NEBt8xICXacsJwYXInHgEd8mpr9N22GOfiJWlG6dtSNE2b7Jz153ECEKReB/RluIRCKIfuLpRTKpE/TRdtT2ktD0KNk0TohicASMIAgyjvwMhIvqwqn8t4hG05b5Wc65k2jKBSRI4qM0KkQHegNAVLdMxEeccO4Jvif+I5BdPWv036XZE27hU57Tt0ayyXmZusSDRFoi+21YrsAmHWBawTa8D2FdmXwIe/Gq0lvHXZdrOFyuibT3xtpy2xzpvtJdt516ucdkC7HwGgA6NtgCApCKiUN0OOcn+ju5SV2Lt4g7q4iNAeiMAu+/FBDlLh82z82LzSMWF+svnp2GHmShQou60ZfeVpk7bydPYPT9/qLvPclfEJFj24QtTS7j3pVn8zY+fCX6NK9pStW+iV5haTREyFzs+0n5RpB4h2DpscABfJdqadU5bZ7LTLa5U0ijTlogYnTptEyGdtoKMgsFB4uyWK7fikk88gpQAOAFQI3xPJohViOqca5LAexOMFI/QSLAKW4dt27jmmmugKP6ZmKraWWYbsbZQRB65ot5kBydjTluuzFr2mNpMWxmyKEA3Ldi2DY6ru1EnJ9i2OAekN3gzq3FJwLHCPE4QngJMAPt+A5x8WV/aOxAMdn6KcvDgOhOXGjNtge4F64IjyDYVbY+y7MMoYpmAUWJL6t3lUeXFyrHcL35xHfD8T1ge51v/ob+f1S56OdBpW09bmbZKmi1Zn3oSwLtZlfnjzqvZxXSWeDacuyFIKiKWq13krjNQK9SI0MQaxBNtRyvO6qUpVgSxTwiWBltk50U6xgSeP7nwBHz1nj0oaiaSSntdLzuWifaEYTvxCOtexbYzL7Bc4U5xBTEnHuHuF9h9ZceWJgVsKNOW6DWG5u+0DbNUu0fwlgGTEyFyHGTBJx7BtCE54pRbXKnBPQiQaEusLJ06bRMTwKHH2ttXLwByEiXNRItkBACOaFs/wcFxTmRRhO/JBLEKMb0VlVwlHkEnI2g9bTtt//AP/xCTk5PIZrO+/yYnJ/G+972vn20lVgGKKLTItO1/NWfTbnTa2nblolCDW9SkwJxXlTBsAdzUUwAACwKw5+6+tXcgOE5bUW4WjyAiX6q6SPYq09Z10QYVIgOiXYzMFSbcTFug/8tty4vAS3ey/7vblca2YRtlqGAilGnZyDVx2rqZYb6DxGo2ngUc3sV+55nngc1n1zxtWJUlnp0yEpeQK1W5ar1l0yTmrHnKObaNjVSE2j47+wVLh+U4bT/wO1vx9fedgwu2sQnC+UIId7cS8QztduIRsseyQmWzL3T3WW7BUOee7U4G1ZzX9Ygym2Si85zoFWaQaDsy8IgBwTZgcWwCyFe0tWzPaQsEFFcCKNOWWFk6ddpmNrG8+nZWrzir5YqaCaUd0VYOmOCI+uoXgliFeAWnhUohsg2//ksI33r7SjYrcrTttP2Xf/mXfraDWCPILeMRBiDaWs7SF6MMxEdrlo2J9bmYbjyCMyB0O7yyyANTT2KRy2Bf9rU4wxFwVyuaWoIMQFSCB9eZuIR91YVyeuW0bSbaxrKAoABLERZt3XgCKTm46rFHnmCDwzd/Fvjl3wOLh4Ds5v5+ZgtenprHNtj4t8dmcM3rgcWSDssGRhP+oq27HLOp0xYANu0A7vkn4MBDAGzgmNfVPF1dAbtTRhJS7QqAAVyHiIhQ7bSVkwA4YHmqrx8p2JXcy4Qs4uLT1uOpg+yakSvq2NJuLa2oDxD1IgCuuVud54GJk9iETDcU5wFe9M5dt58xu9xCBB9Ajj4xRATFI8RGgdmQmdVdwleJtjzPQRK42ngE06qZ8IyJvLcMtYb4KLvOWFZtgTWC6Dd6idUf6cRpm9no1MTIVwwVQWgFQEqgqJuQ2zjElSBX+rAXIyaIPuCa6kS+4rS1tZLvvXaYobsz0VMUkW8eHl29vLxPGKbliLaa47Rlh7lu+MzGKhk2EHRE24rTlgdmnscheSsOYkMlc3OVopaZ8CgpTeIRYnXxCGKMVUnu2ml7FOD4mgIyHhzHxNwoO23dPMRqp22/l0cdfZaJ2af/F+fnJrmNA+LpfTMAgGdnWNSG6xgcT/mLthzHOQXAWixx2fYW9h3f8Wl2jIxvq3m6J07bhIxckZy2Q0kpx64/SoZ1ABPjfb/eiLYOu66zOZpkPy8U23fa2rEME4nc7NiooZdYNEKr6JJ1JwMzXQpapQW2BN35LHdAvVDUoAdl1gPsXKfznOgVQYXI4qOV3OUBIcKAxVeuM7LANxYiq8rujAU6bUcB2JTVSQwe153ekdPWMTLkD7feVysAciKU09b3XIllKR6BIHqM24cTeM7LtGURl8Grg4cREm2JnqJIfPN4hFj/nYqWDScegRVN8paN+Q3sOI4N4p3OtutCUEQeyB9GIbYB+6xJYOlwdAfObaCV2TLWpqJtXKwtROblN3X5t1qeZtlTfEBPKbWuknsbRbx4hMRAjl8AwPSzLAsyeyxz+A7YweOHXmbF13IaD920PNE2yGkLsFywlvEI67cDk68G5l4Cznx3g9PHzbTthtEGp21VtjaxtiktsIGWe1yl1vc9HoGJtrXuU/c8CSPa9iyipl8YpfY61etOZk7bMEXY6inOV+KMUJlgte0WkRMk2hI95OhCHkcKVo04CsARbee6O8ZDwlsVpy3QuNLNsKyaVSos0zagEBlAEQnE4KmOLwpLZhPbtlPk0nHjFjUTMt/6HI1LvL9oq2Siez8miFVKrdOW3bM4o9S8XsIQQqIt0VMUUWjszFYzCKet5TptVUBQIPlU1a0hMV6JRzAt8BzLVUH+CNT4eryoO8XKcvv61uZ+o6lMeJRjTeIRYhLyZaO2unkvOijLR/2jEVySk8DyTHef0U/c3EYxzrIbebH/jpSZ54F1pzKhafzESIi2qsq+h5It4cB8seK0Dci0BZhboWU8AscBV/0r8NoPAuf9WcPTutm60m8rRhJyrVjmOW2p873mKS1URAmA5Wgv9TEewTLBw2qIDEjIrML7QphM20FNEnWKkxvfkomT2eC80MV1vjTvFSED2ASr27mfWWpSCFdJ0+QM0TPueuYgjhYs7J0t1DxuJyfYMu8BHms8DFh8rWjbUIisOh4hSIgi0ZZYKbpx2qacjPr8kdb7lhcd0dZoz2krBUxwUCEygug5tZm2zglKTtsGSLQleorSKtN2AKJXTaatqHidVj2oXVWirapb7IJhWcDSEZipjXim7CzrX8URCZoTjyC3yLQ1LbtWZOtFB6U4ByR9ohFcou60NRxBQFSYwDiInMmFfcDYVvb/iVcBsy+1fIlhWvjhrkO1onsP0Z1jSLUl7JkpYKGogeeAbDw4cyguBSwxq2diG/D2z1ecE1WYVm8ybRdLOiy3GKHkZJuSA2/tU1+ZOr2hv05b93pRt4Sa4ziMJiQsVDu+W2ArA4pj6RTnHtuSdSez7UwXxch8nLYnrGOO+YMLpeDXkdOW6BFFzYDMmdAg1kZJAUByHdv22cVfjWgbsOucttXmBL2ujkNgcSX3+kiiLTFounHaijKQOYat0mr5OUy0LWntZdrGglaJkdOWIHpOtdPWrUPEG2XY5LStgURboqe0FG05zskEGoBoa7JMW9eNE5h7Vy3aGhbLUynOAZYOPrMRL5dSsDmeRSSsUnTHJRmLN8u0ZZ3/msFILzoo9aJJPVF32nqirTPj1+9MK0NlhZKyW9jPYycAC6+0fNmPnzyMj962C794rj+DRvcYSqdSuPelGcwXNIwmZPBNXLAJWUCpldO21edaVteZtqMJGZYNLJWdfF2eJzFnWCjnK45VgDlt+1mIzGTXC15sdKCP1ju+W+E5bXM9aFgfcHLjWzJyHNu2cR0LpDhX45gu6yY2j8SQlAXsny8Ev47Oc6JHHFooQYYO3a6LkgJgJxzRtjA7sPYIdvNMW8Oqy7QNKq7kOW1z/WoqQfjTjdMWADaeARx5kv3/+duBl+/y38912urtZdrGpIC+a3yEJjcIosdUZ9oKTlFN3iyzFa6EB4m2RE9hom0LkaaPTkXLsn0ybdkdOlBMTowDxVlnH5Nl4DoCrTiyCRZ42ImJgTooeo3hibbNnbYAkC9VFY7qhUBZyjWv7JqaZE7bAWbBhcKsctoCvcn5bYabz5U9xtluZiKT2dyh5359B+aLfWmWobFj6JyTNuHnzxzF3LKG0SbRCIDT8W3HadsEsyfxCD5FoOQUoNKy6TWPVmB/a5eU47Tt1/XGPU+FRgdqNl6XrdwK12kbVWePUWZup1ZIMSC9sbuIoVKj01aRBBw3nsQrc02ueXKKRFuiJxzMlSDBgN7MadtNBEhIRNusi0cQfOIRqjJt5YAl33KSFZ0lMYoYNOUcE2baWbHhx4YzgKknmWB727uBW98FHN7l8zmOaKuakLspRBYfpckNgugx1U5bgEVt8qbK+o6EB4m2RE9RRAG6aVeWIfvRR6et6QzEec7JtBUVxJxKhIEFkaoKkWmu09bJSBJHWHVSI9HnHMQ+4wpusXgycJ9MzBFte+60XWw+i55cx1zRkc1tdArQeaJttr8iSu4A244cy7bZYwCbxXU0wy3g3rQoTxe4x9CZx6/HVL6Mpw8tYqyFaJtoJ9O21edaNqQu4xE2ZNiN/8BClbhDDrzhQFuuE20nWXHBfv3tHWc+LzUOQtMxCcuq0fB4IEoKABfheIQ2M20B5rZd6EK0LS6we7VD2cm0PW48gf3NRFs6z4kecXChBIUzoXNi7eQ2wMQcjh9o1JMAA3a107Y+07ZulUqg05bjSIwiVoZyvrmpoxWbX8NWYdz2buCENwGZzcCu79TuY9uOaDuCkm5CaaM7GVhENz7GCnDqTSJ5iJXBtoFX7iMzxiqkOtMWYAZAwWyz0O0QQaIt0VMUqUXRL6Cvy8u92RqB80KsYxKbVvV1GABMNHScV6rhZNouHQY4HsoIC7pXY+tYQa1ViqmVodoiEkqwyJaJO/EI1cv+epFp2yoeITXJtgN0qITCcERQ1zmn9LkQwaIj2mbYhIEXk7DYvELusrP0/8hiuS/NsjT2vq/azArzPbZ/AWOJ5qJtYIZeCLzCgl1w/HgSmZiIXftzlQeVdHQdjETv0JYd8dMh7RQv6dfKCZNdL/ziEdIx0TtP24JzYjyiOqFlqu07pEaP79xpaxosBz9e67SNSQKOn0hi90yTQZqSoUJkRNdohoXvP3oQackCJ0gN8QjgBTapMKB4BNu2IcKAXeW0VQTeW2Zas+rMIS4HFCIDHNGWnLbEgFHr4ovCsu0SYOuFLNv2HV8CTvtPwHM/rl1JY5TZfTmWRVEzIQutV9nEJBb112BAoqJ90eXQY8A33w78y9tWuiVESFztRvCctjwEM4QpYEgg0ZboKW5+rBokkAJ9XV7unfgcnExbxROSA8Wj9AbA0oHifFU8whSQWo90guWplOSJVS7alqBC8v4+fvTFaWtZ3rKkQJKOaBvV+AmjDIADBMfREhvpczzCETaR4C4LccXbxYNNX7bkOPia5jt2geU4CyZGsliXVmBYdst4hLgkdu20Na3aCtidwPMczjp2FI8fyFUeJAfecKAV2PJfl9R6tu1Xrm1Tp63onae/fP4orvvRM63fr9/O/m4wVN8YCF9Gu3DaugPkqngE12l7+uYsjiyWMb0UMFmlUDwC0T3PHclj14EcThiTAUFujEcAnHz+wfRjLBtMtOVqnbaqI9rqFttWF/EMdNoClNVJrAzlRTbO6BSeB977feAjj7N7zPFvYKvS8lU1SNz+uiPatuO0dc0+DZMcJNpGF3dSeOopNvYkVg3uZKMXjyAJEC2VMm3rWFWi7Q033ACO43Dttdd6j9m2jeuuuw6bNm1CPB7HG9/4RjzzTO1ASFVV/Pmf/zkmJiaQTCZx5ZVX4uDBWgFkYWEBV199NbLZLLLZLK6++mrkcrkB/FZrC7fqX9Nc2z7GI7gWe8l23EzVTtugNrkV65eOVMUjHAbSG5F2inMtyePA0uoVbS29DA3Ni0bFJAGyyGOx2EOnrbbMlvY3i0dIuVlwERVtnYJ2Xv5ArM/VY5enWO6mi5Ji54zrwA16mePgm+tTPILrtIWo4PTNTIQfbyXaynzXhciMHmTaAsA5x43i4b3zlYKESpoceMOA6hOPAPTdacv5iLYpRcSSI/b81399FN+8/xXv50BiI9EdIDq58W0xchy7tnWyrNQpFOrntD1rywgA1Lroq1HSLA7DDOFwJog6Cho7fpKiBYhKpahlNcmJga0YMi0bIszAeATDrFp15hAPyrQFmBgV1YKHxNqlW6ctwHLV3ZUt67ez7dGnK887401TzkA1rLYybZMyG/u5572HO3HoROoREaI6Qm4VFw4fRmpWSQOICzZEW4dNmbY1rBrR9uGHH8bXvvY1nHHGGTWP33jjjfjCF76AL3/5y3j44YexYcMGXHLJJVhaqjgrrr32WvzgBz/Abbfdhvvuuw/Ly8u44oorYJoVMeE973kPdu3ahTvuuAN33HEHdu3ahauvvnpgv99aQRFbFP0C+upUtDzR1hGuRAUxsUU8grtcdumIE4/As4t/ZpMn2uaFMea0jWqxrBbYehl6lSMjiJG4hMWaQmQjgLbUsghWIO4goFk8QmyEFcFYjmo8Ql2xnT4W0gPguLwnax9Lb2wpMrmDyFDLr8PgZfvGsX0T62S3ctomZLHrQmSsAnb3t6qLXrUOS6qBx11xh5y2w0F9ITIlw9yhfRZtRR8xszrT9rhxVhTykX0tBNnEWHQHiGEybUePY9tc88knX0rO7+/jtN2YjWEipeDpwwETaUqabWmChuiCosruY4Klgwty2qYmBxaPYNk2JJiwhapCZEKjaFtTiCwopxOgeARiZSjnu3Pa1jNyLCvg6SPalgXWD2jHaZtUHNFWJaftqqHaXT338sq1gwiNl2nrjPWSonPeUTxCDatCtF1eXsZ73/te3HLLLRgdHfUet20bN910Ez7zmc/gXe96F7Zv345vfetbKBaL+O53vwsAWFxcxDe+8Q388z//My6++GLs2LEDt956K5566in84he/AAA899xzuOOOO/D1r38d5513Hs477zzccsst+MlPfoIXXnhhRX7n1YrSrtO2T05F98SX7UoOqSRw4Lkm8QjuctmlI1B1C7IosCXq6Y1QRAGKyGOBH2MRCqv0Rm0bZehc6yrfY0kZC8Uqp6Y7SO60QIX7umaiLcexOIDIZtrWCRN9zGQGwCYH0htqH0tNtozncMUgXwdQD7CNMiwIgCBie5tO25gkdO201UzLc/B3w+mbs5hIKfjhLicbmETbtY9lAXpdPALHsWt+n+JubGdyg5cbO5upmIilsgHbtpFyBoWPtxRtxytO06gRthAZ0FmurSta+zhtOY7DhqyC2WXV/7WuYE/nOtEFruNOsHQIktxYiAxw+jGDWTFkWDYkGGzC26HaaVuJR6gqRCYJlGlLRIteOG2r4Thg/auBqSrR1hlbFEXWb23HaZvyRNu68zyWBcDRuRJFlqaALa8HeBGYfWmlW0OEwHXaurertOBMilI8Qg2rQrT9sz/7M7z97W/HxRdfXPP43r17MTU1hUsvvdR7TFEUXHTRRbj//vsBAI8++ih0Xa/ZZ9OmTdi+fbu3z29/+1tks1mce+653j6vf/3rkc1mvX2I9mjLadtHp6Lp47TlOK65w0CQWGd7aQqa6TptDwOZjQCYO2qWcyYLlvqUg9hnbF1tS7QdSUiYr15e3+2ssvt3bhaPALCIhKjGI9TnNsYyTAjq1H3ciqWjlYkEl9T6tp22Jd2E0awQYD25A8Dc7pa7cYYKk2fH0FnHjiAm8dg6kWz6moQsoFi/vCwkumF1nWkLsFzb979hK/79kQOYWiyTaDsM6E6+c3UhMsBxxPXneqNrTDwU/TJtFRGmZaOsW5heYvsdWGgRFxBp0bZuFUIzMpuYwLTwSvjPcZ228cqkfVk3EXMmc8aSCuaXA2JhXBcXnetEFxRUExwHcJYOXlQCMm0HN/lsmm48QpXTVuS9IsD+TlseZd2E7bdijERbYiXotdMWYKJttdM2fxjgJSyL7P6h8K1XTCYVNpZtEG15gQm3pYiufhlmlo4AI1tYXyNP8QgDJ38YmO3M4WyYFkSeA+fEEKZ457yjeIQaxNa7rCy33XYbHnvsMTz88MMNz01NMQFt/fpagWP9+vXYt2+ft48syzUOXXcf9/VTU1OYnKxbjgxgcnLS28cPVVWhqhV3Rz7P3He6rkPX+yToRAT396v/PQWwDmOhrAV+B5yUgmiUoZeW28/DaxNVc/IETTYQNjgRtq5DEXkU1eC/i5jaAGvxEMqagcmYDZQWYCQmYes60oqAoyZbYmnkDsEeO6mnbR4IRgkGL7c8LkfiEuaW1cp+UgYSAGNpGvbI1tAfyy3PQQSgi0mgyWcLiXXA0lGYETxveK0IXpRhOG3jxBT7nZbna5br9gTbhrg8BSuxDlbVd8EnJsAfftxrgx9LZc1z2uQKZWTjzIETdK66iN98O7jcPugffhgYDf4bc6YKU5EBXcdoTMDDn34TYpLQ9JhSBKComdA0zbsZh8UtDtiLa+rvnb0JN//yJXzngb24Np4Ary41/U6JVU4hx65ffAx21d9ZSEwA+am+XG/UUhEyAI6XGo7ZuMTOgbmloucMPTBfaNiv+pzlYyPgC7ORPE5FowyLl2quVU33zx4Da35v2/u78Msz4GNZtpLG0mHbNlTDgsiz72g0LuJQruR/jRDi7Bgo5mqOAYIIw1JJRUIWAFMDp0goFo2avr6u6+BiYxBLC9DLxUrh0j5R0jRIMGFxotcGkQdU3YSu6yg7fWHYlve8zLMCZoWy1lCUlpfS4EsLMDStkt9PEH1GLC/CklKh7wnN4NadCuGRb8Ao5gEpDj53EHx6IxadVYSyENwfdnE0WywW1YZ9xfgorMJcT9tMdI+4dATWhjPBJSf71r8jArBMiLe8BdzSYRh/tBP2ph2hXq7qBkSB8861BM/OVQMigMZzcK3R7u8XadH2wIED+OhHP4o777wTsViw2l4vBti23VIgqN/Hb/9W73PDDTfgb/7mbxoev/POO5FIJJp+/lph586dNT/PlABAxD33/RZHsv6zmRsWX8K5AH7x0x9Ak3o7wzpbZp///JOP4fUAfvPgI8g9NQ8YAp5+7kXcXnje93XnlnjYLz+BI6VLMCYzof6hZ/dj5uDtMMsCHt7HBthP3L8TB58v9rTNg2BkaQGqyeH2229vul9+lsf+5cp+ip7D2wA8et9OTGXDu72OnbsHOwD87Fe/gc0FX252LKhIlffi3hbtWwlOP/Aixgsq7nbaNrH0HC4AcPfPf4iisr75i0MiGcu43NTw6IuHcGSm8l1sOzqPV+UON/37HZoWkBGBWYPDj362E+N1l8z6cxUAeEvDO5zlyi/+Sq6KkQABAABJREFUn8/j5fVv931v2wYES4Vq8t730A67ZzgYloAf/fRnkDpc13HkKI+kiJbHbrucPcrjlnt247xj9+H15Txu/+lPaZC6RkmWj+BiAA889jTmXqo4Zs6cVzFS3Itf9+F6Mzr7EC4E8PSzz0Od2V/z3Mt5ABDxHz/7JXRTxPq4jd1HFgKP7Z07d2LrzBReXZiN5HF6cT6HQ/sO4bk2v8fzjASM5x/Cw2q47/20Q49io6XgLudzWDy9iOefeQq3Tz+JxWkeB3L+97eYNo+3Anj43l9gOhvRCB4i8uw6wEGweJQLeSyoy5gvLtccbzt37sT6xX14PYBf/uTfUZZGg9+sB+Q14BTOwOzCIh5x2nH4AI+5RXYeuH3xRx9+CPkXWV/82TkOgIAf334HEnXdsc3zr+AcU8PPf/p/YPK9NVMQRBBvL+bw3O6D2LPUu3vxSGERF9kW7v8/30AueQJe88rDSBgx/PKe+wCIUAT//nA1ZRMARPzmwUdQ2l07lr1Q5bD44pN4ohy98cow89b8HPbun8JI0Qa/9DQeiOB4cq0yufgEznOKvx348T/iyS1/GOr1Tx/mYFu8d08tz7Oicg8+9iSQPLHl+braKRbb05UiLdo++uijmJ6extlnn+09Zpom7rnnHnz5y1/28manpqawceNGb5/p6WnPfbthwwZomoaFhYUat+309DTOP/98b5+jRxvz7WZmZhpcvNV8+tOfxsc+9jHv53w+jy1btuDSSy9FJtPj5R4RQ9d17Ny5E5dccgkkqeIoOLJYxt/vugc7znktLjxpwve13P4RYM9NuPgN5wDj23rarr2zBeDx3+CsV58MHALOv/AtwOSp+NJL92HL8etw+dtO9n2d8NOdwNSTSElZbM/MAXuB1178TmDiVfje9CNIxiTYWgZnnbgeZ5x3eU/bPAieeP6rgJTB5Zc3b/vzv3gJr+w6gssvv5A9YGrA0x/B2aedCPvM8L83/+ArsKeSuOztVzbf75ePgH9uf8v2rQTCT+8EpucrbTuyGXj5H/HG178G2Hhmbz9s5nngKeA1F14Ge0slroV7ahnij76Hyy95EyD5Z/z88wv34sRsDLN7F/Da838Hp2xg7vCgcxUAuH33AU8AtpTAqWMWXhXw/RumhW898r/Bx9Kh/kbSs9O49eVdeMObLm6ZfxvErUcexqZsDJdffnpHr6/nDSUdl3zpPhyWjwUPC5df+iZAGo5JtqHjyBPAc8C5F76l5lzlf/0E+Cee78v1ZvGhReAAcM7rzsUFp26pee65I0u4+ZnfYsNJZwJPP4PzT9mMH+46jEve+raaZczV56z8YhnCwW/j8osvrBTVigjiS5/Eia86FVsvbO97FH66E9zUE6G/d+EnPwfEY7zX5Us68OCv8Lqzd+Cy7Ruw79d78MT9+3D55W9qfLFeBJ65Fq89/STY26N3fyFWB0/9/EWMlaYRswVMrNsAHJRx+eVvqj1XZzYAe76AN597BrChN/erII4sljH/1HWYmNyI05zz4qmfv4j9z03j8svfgJenl4Fd9+OC81+Pc45jY5/4CzP4lxcfx++88c1Yn6md1eV2K8C+/z/eeuG5bHkxQfQbU4f4uIZTX/N6nHJGD6/NehH2P/0dLtiWhb3jcgi3fg1IvhpnbX8d8MxjkHn49oersSwbf/XQTpx02um4/Jxjap4TFr+FrBTD5giOV4YZ8ZkP41WvPguYz4A/9Ggkx5NrFf5Xj8GeXg/r5Lfj+N134ZjLLgtlMjh47178anovLr/8rQCA3XPfA/YDr7vgIty562DL83W1467Ub0WkRdu3vOUteOqpp2oe+6M/+iOccsop+Ku/+iuccMIJ2LBhA3bu3IkdO5gVW9M0/PrXv8bnPvc5AMDZZ58NSZKwc+dOXHXVVQCAI0eO4Omnn8aNN94IADjvvPOwuLiIhx56CK973esAAA8++CAWFxc9YdcPRVGgKI0z0pIkremDq5r63zUVZzOShs0FfwdJtqRcMopAj78nXmBrWmJOHooUSwKShJgkQjXt4DZlNwMv74Qm2JiwWVaRNLoFkCRk4zKWVQNcegOE4iyEVfi3Fc0SLCXd8ricSMexUNQr+0kSIKchaoud/a20JSA22vp8yGwACjPRPG8sAxBj4N22pdzjt9Dz4xclVnlaHNlc+95ZNiklqQtAwn9CSDUsTGbiABZQMtDwXfpel3J7AY4Ht/3/AnfoscrvWIdhm1CgwRaVUH+jkSS7PqpmY3vaxbBsKJLQs2NjXJLwrh3H4N7HHsV/BiCZZSCR7cl7ExHDYiskpMRI7fmU2QgUZiEJAsD3ONrfybpW4qmGY3Y0xYSSo0tsn1dvyuIHjx/GXNHEljH/voSYZtFNkp73rj2RwVQhyIn274njW4Hnfxz+XC7ngMS4d30ySyyfPhmTIUkS1mXiyJV08IIIga8bKIgZQJAh6su9v14TQ0PZsJBURHAFHYIcR1m3ao5jSZIgevfp+b4faxyvQ4IJXpS9dsRlEZrhtIt3+sJy5b6firOJUxN84zmYWsfari/ReUIMBo0JFWJiFJAkGKaF7z92EO96zTE1k5ihkbLA+DaIs8+xY3npCLB5B1SnrIkitDdOT8oCyobPuDE5DuQPB/aXiRXAtgG9CCGWZv27F6ejOZ5cqxx+FDjmtRC2vRl49H9BKs95dYHawQYHka/cl9xCZGKM1aNY67pau79bpAuRpdNpbN++veZfMpnE+Pg4tm/fDo7jcO211+L666/HD37wAzz99NO45pprkEgk8J73vAcAkM1m8f73vx8f//jHcdddd+Hxxx/HH/zBH+D000/3CpudeuqpeNvb3oYPfvCDeOCBB/DAAw/ggx/8IK644gqcfLK/M5Pwx83J0poVIos5Akk51/PPN5xCZKJVKUQGuAUYmrQpvQEoTMPQNYyac6zitFPRNB0TkS8bfa043m8kswS7DTfhaEJCSTdri7Z1U6CilKv8vZuRnGSOKHW5s8/pJ0a5Nns5NsK2anszY6Fwi42lN9Q+7hYma1KMTDdtz826rLaZ/7N4EEhvYi7E2RcCi6tppgUFOiwh3LLJVIzNC7pF0jpBN63uOvA+/F9nH4MjJecmqUXwmCN6g/u3lesK5qXWA5bel3uQaagwbQ6y3NgJcytST+VZ5vqJ61iH1C1K5ktinG2jWIzMUAExRKGIkePYd17Khfuc0nzlewC8e3ncKQM+lpRh28BC0acYGcexazYVWSK6oKCaSMoim6gQZZT8Cnol1zk7z/a9PabFCpFVZ+fGJAFlo1khMna+lPyK8rrFYuk8IQaF6hQqdsZaD+2dx199/yncfNdL3b/3+u3A1FPsHpXbB4wej6LGjnu5ze5kUhGxXF+IDHDGRFSILFIYKmBbgJRk/bvCDGAFFB8neottA4d3AZvPZucdAEw/E+otDMuGWFVwOsE5fbmAlaXDSqRF23b45Cc/iWuvvRYf/vCHcc455+DQoUO48847kU5XlhF+8YtfxDvf+U5cddVVuOCCC5BIJPDjH/8YguPKBIDvfOc7OP3003HppZfi0ksvxRlnnIFvf/vbK/ErrWpc0bbs1yl0cUW8PohebkdVtB3xyRlQxiSheZsymwDbQtKYx4gxA6QrM0SZmISlss4qjjcRzaKMbJVgS8mW+7lL5g5WVzRPjALFDjso5cXKYKAZKXewE8Hv19RqRVt3iXJ5sfeftTwFKNnGG5Un2gZPGmiGhdEEE23bFkkXD7Jqq6NbmaN46YjvbrppQeF02GFFW0ek8u34tolu2D0XbU/dmMHkhHPM9UN8J6KBK9oqqdrHU07h0T5MwpmaCg1SQ6EfoDKJMbVYBgBsnWDX5Jm2RNsIDhINNVwx0dHj2dbJ0W6bYm3RR1d0iksV0RYAFgo+oi3gDLJz4T6TIKooqAarKG9qEGUFts1Wt9QgxQE5PZB+omHZkGDUiLZxSUDJEaZ0i7WteiDsni++Boa4Ex/Xh4ksgvCl7PS9FCbauv3Ef3/kYPfvvfFM4MiTwPSzrG+7fjuKmgGR5+Bza/YlpYie0FtDN0YWoj9oBbaVHdHWtqI50b0WWZ5mq2onXsUm5qUkcPTZUG9hWjbEqlVvCc7pE8upgFcMJ5GOR/Dj7rvvrvmZ4zhcd911uO666wJfE4vFcPPNN+Pmm28O3GdsbAy33nprj1o5vIgCD1ng/WfyXeQ0AK4vgyjLcT4IzrLYitNWaO20BTBmzmJMPcSWcbpPxSQmgiUngamne97mQSDbZXD1bjMftm9igvqTB3PYNulcLLvpoJRzFWdqM5KuiDIDjJ3Q2Wf1C6NcmyUpSOymVO6D2Ld0FEj75GjHxwBOaC7amhaycRE8F0K0zR0Assewf4Aj4h7bsJvuOG1Di7aOSFXoRrQ1Lcjt9rJDcNHpW4H7gfziAkX4rVVc5379hJUn2k4Dk6f29CMtQ4UG0feYlQQeMYnHEUe03Twah8BzmFluJto6YmXUBiCmAdhmONE262T85g6EywMvzbNroPujK9o6TttsnAlX+XLACoP4CIlRRFcUNRMjcR6wLQgSO+ZLmomUXBfHkVrHXF59xrRsKHVO27gseA5gz8DANzptfQ0MrpmCxChiUJRrnba5Ert+zyyrsCwbfH3UTRiOOx/QC8Cu77KfJ09Fce8sErIAoL2VaIFO28QYnSdRQ3dF2wQzvgBsvOT29Yj+Mb+bbcdPZHFjk6ewyZIQGJZdE22VgNMnpnojNax6py0RPRKKgILaRLTledZB7Gs8gnNTFirxCKrRpE3j2wBwOM7ch7HSK2zGyCEdEytO2yg6QVtg2zbidhm80lq0zSYknDCRxBMHcpUH42OdLwVqNx7BvbFG8fs1VO848ohl+ue0TfmItjzf1Olt2zYTViUBKUUM57StF2190A0bCnRADLdUpRdOW9WwIPfYaQsAbznrRADAU7sP9Py9iYigFZhgW59bm6wSbXuM7Yi2Qe7wdEzCVL6MuCRAEnhMpOTmTlspzn6HqIm2BhOeQ8UjJNexa+liiHPOth2nbaWQrOsmdJ2DmZgr2gZcZygegeiSgmYgIzmRA45oW/QTP5ODEW0Ny4LImeCqRNuEXHHSGiYzKUg+TtuSn3uQF1hfjc4TYlC4q5wckW2xyMZtpmXjSL7c3Xtv2sEEn4e+xtx/sSwKmulN9LVDQhb8DQfxUXb/09qr+E4MAPdvISX7upKK8GF+DwCOrdgEgPGTgPm9od7CMC2IVaJtHGWoqGSzEwwSbYmek5RFFLUWIk28iyX3TTCtaqct57kQYmKLeAQ5CYxvw2nWS0iXDgETJ3lPpWMi6wQnJlmH1mgywI4gJd1EHCqENkRbADh/2zi+98gBPHXQESW7ctq2GY/gOUkjKtrWu8li2f4sq1866i/aAo5o698JMSwbts2cfOmY1F6mrWUBS4eBzGa2fDw+Giim6JYFBRoghXPaxiUhnPPX77P7kGkLAGNjEwCA6Zn+D7CJFUIrNObZAux4l5J9mSSyDQ0apBqxpJq0IiJX1D0X+rq0ggPzRfxw16HGjEyXxHj0RFuzNje+LXieTRDlQoi25UXm6K1y2pbr4hHSzneZLwU5bSkegeiOgmog7Yi2olJx2jYwINHWsgARBjhB9h6rzqzV3b5w1UDYveYETqLSsm9ikLir1TynbSXe5pXZQnfvLUjAq3+X/f/MdwMASpqBZAjRNqWIAaKtcy+icyU6VDttXdF2iUTbgTC3m40jJWcCf2RLuIl5NGbaxmwVJTvceHMYINGW6DlsdrJFAHiflpfUiLaiwoqQAIjJLeIRAGDDdryVewA8rDqnLRN+i5Jzox5Ah7xtjjwBfPUi4Ja3OLNdjSyVdCRQhhhP+z5fz2fffhqycQk/euIQeyAxBhT7HI/A80ByIlrfrYufaKv00WlbX4TMJbU+UNTWq1w1zBneXCQtaSa+cdfjLOvL7eBkjwl22jqZtqFcdWDxNamgJWZtopsWJLGLZXJBiApULobFhQgec0Rv0Jb8RVuALWPugxPDNlRodrDT1hVOXBf6upSCHzx+CB+9bRcefiXgOpsYi55o6zptQ0amYORYYHF/+/u7qzx8Mm1jzgA8IQsQeC7YaRsfoQE20RVLZQMjsuu0ZffBlRRtDcuCDKPGaRuvEm3dYsCKWBGpEpIAjmsi2pIjnRgkap6t3nKO4VxRxykb0hB5Dnu7FW0B4K3/AFz4SeC8PwOA0E7b4HgEZ9VHsf8FB4k2qc60FRV2LSOn7WDIH2JCrcvIsUD+MGAE1BjwwbRsCNVRPiijCBJt6yHRlug5SaVNp20/RVtTrSnmFJeE5jm7AKxjz8cI51z4N5zhPZ5x3QmuaBsVN2hhFvjXdzJRMX8I+OknfHdbLhQgcDakWHuB3jFJwHknjOPBvWywrCsjUJdmceMdz4dvY7vxCABbshyV77Ya06dCeizbH9G2pdN2yvcp3WDHvSLySMdELLcQbb/z4D5895ePsh/citeZY4DFQ4Hvr0AL56pzSMekLjNt7b7EIwCALmVQzM8GOxyJ1Y1WaCxC5tJkEqQrTNVx2gbFI7D7SVJhg8cN2cp96gePBxRgiaDT9ql9zoAo7DVhZEs4p607YegWZAO84jCuSMVxHDJujJEf8VHKtCW6Il/SkXVMrbLrtPXrUw6oYK1p2RBhghMb4xFKWpVoK1WuQzzPISU36R+QI50YJOW857IFWKbtRErBlrFEb0Tb+Cjw5s94n1HSTCTk9kv5JBXR34Dk9pkLJNpGhup4BICZX6I4nlyLLB2pNRtltwCwgXz7BQUNy66JR1DsEgp2DJZFY7NqSLQlek5SEVDwcyBUE++P09bwRNtSTfGZpCyg2EI40k5nS2j2bflPNQP9jFPkZJF3ZlejciO4+x9ZhcxrfgJc+vfA7rvYMoU6CstMXFQS7VdhfN3WcTx9aBFFzcChcgyKXcbX734+3AVULzPB04lHuOu5o7jvpSadnNS6iGbaln3iEfrgtNUKzBkY5LRNTgY6eFSTnW+SwLNM2zZE0gnkK+8LOJ0cf1FYcwqRcVI4py2AcBm7AZ/dj3gEAEB8FHFjCYdypf68P7GyqMvB1Wf7Ja4YOnSIgfEIrsPW3X7oohOx49gRbMzG8Pj+nP97Jsb7EifUKZZl4y+++xD7IaT7Htljwy2dc695iQnvoZJuQuS5mutCJi4hXyIHIdF7DNNCQTORlZ0VLQqbaPE1J6Sc+7TVYmVXt21yRdsqp22sKrPWreFQP+GZijXpH1A8AjFI1DxbteawWNSRTUg4fjzRfTyCDwXVQEIKE48QkGnr3osiNpE61FTHIwBN4+SIHrN0FEhVjVvdYtYhJucN06qJR1AsFUUo0Mz+3kdXGyTaEj0nIYstBdJ+Zdq6oiJvlGuctok2lmjrfAxnlL+Gp17zdzWPu86oHJcBwEVDWCznWVXUc/+UxQqcfBkbPL9we8Ou8wusE64kMg3PBXHqxjQsG9gzU8BhjX2PWSw3r3Le0MYc28ZG8OLRJbz/W4/gT779SPD+yUlgOYJL1Q3NpxBZHzJtlxzBtKnTdoYV5qlDdypFu5m2gY4zB4HnMME5onPS6YCmN1ba0PD+jmgbVqABO38Cq7q3wC2w1i/RVk6NIcsV8OzhPuQTEyuP1kS07Zez32xeiCylSM6W3VeOHU/gBx++AO9/w1bsmyv6u74T45GKjnls/wIrTAh05rQtzlWWM7Zi8QDASzXXxbJmei5bl6bXmfgIm3zTaXKGCI876egWIlMcp61vnYTUBhY71Gnx1jYxTQsSTPBiJdPWXfpdG49Qex1KKq2ctiTaEgOivFjjtF0oahiJS9g6kcLeud6LtiXd9Nzo7ZBURBT8JmbkhJOJH5178tDj9ickV7RdT6LtoFieAtJV41a3sHWu/RiseqetbJVQggLVING2GhJtiZ6TlAX/G101fcq0dZ22vFmqEW1ZZIPZdBm0btrIIwVJrh2Eupm2ixrHBs9RuBG8+HM2s/ia97Gf5SSw9ULgpZ0Nu/7scZZ1OzE22vBcENsmmdDx0vQS9hXZ9zHKLePAfIhqqe4yu1gWD+xhM9IT6SYD/NXktO1Hpq17XAU6bdcBRokJUXXozo1NFnmkYq0nKPIlA+PcIgxOqsRXuMuJzMbXupm2fNU51S5jSRnzhfazjaoxvQJrfci0BSClx7BOKOLZIyTarkmCCpEBrFPfj+tN2/EItcs0jxtPoqSbmF7ymRhLr49UUY1nDuc90dbk5RZ715F1ss8C8rMbWDwAZDax3HOHkm56ebYumZgU7OiPO/c+WvpNdIB7XLmFyGTZybT1FW2dwWvABGivMEwDPGcHZtqqhgVZ5MFxtffOwOJKAMUjEIOl3mlb0pGJS9g6kcCB+SKMHrvsiiEzbVNB8QhAdGtwDCtakeUj887fN6pxe2sNvcTGwtVOW1FhJqAQoi3LtK3cqySrhKJNom09JNoSPSfhCKRNiY8yJ0KPsyRNZ0kab5QqM25gQrJh2U0vAG4xp/rlZO4ge6msDyyvrCV7fgVMvhrIbq48tvVC4MBDNeHfpmXj5YNs8MAFiRc+pGMSNmZjeHl6GbsLbFA+imUcXAjhVHJFzfgIDjmvW2gm3kXVaWv6ZLnGMpXKt73CFW2DnLZujpbP8ad5hcj4tgqRLZZ0THCLWBJGvGJ9SG8EYPsKWbppIQYNvBzeaTuekjG33Jlo6zqIZbE/tyouNooNcomctmuVZk7blFMwyGpxrwoJZ2rQIdZ0QKsJEm23TrD7le+y0PQmQF1s353aZxZLOitMCOBoiHk8AJWCFe0uncsdqCy3cyjpjU7bTExCvhTgtHWLYVKuLdEBroM7JTl9REUBz8G/n+s6jvo8uW8bbHKn2mlbybQ1oBomFJ+Jo3SzSd34CJ0jxOCoy7QtqAbSMRHHjiehmzaO+k1gdkFBNUI5bRMyc9r6mn2SE5RpGyX0QiUaAYiuCWit4ZmN6sat2S2hYrCY07Zyv5JMVoisVS2iYYNEW6LnJGWhdbX4+BgTw/SwI77muBOzTLStddoCAZ1sB3c5Wb1DShJ4xCSeVaaOimi79x7ghItqHzvuAubEPPyY99DRfBmy5VT5rhKx22HbZAovHV3GMzk2KDguXgjntK2KR3AzQ/Nlw39JIcC+W20pektYfTNtnUJkvZx0yB9mf6Ogwm0pJ3vWZ3bfPXZlgUe62fJHh1xJwwTymEPVZ7kO36UjDfvrpu1k2oZ32o4nFcyFidWoQguYSOkZ8RGM8UU8Q6Lt2qRVITLb6nlMD2fq0CEFPn/WlhFsm0zhitM31jy+ZYxdn/f5XWMzzr59du+1y2JJR4Jn15iDSyGdEOlNACcAi226MBYPVNy5DiWfeIRMvEU8AkBLv4mOcCcDUiK733OCworb+vUn3Yz4fou2OrunVt+TY1JtPEJ1ETKXppn38VHmfjQ7izMiiFDUOW2XVQMpRcSIW0ek2NvjMHw8ggDbDhg3JteRaBsl9FqjFlLr2RjN6K3wT9Th9knTtf1ZjBwbLh6hLtNWtEoo2Yr/PXaIIdGW6Dks07bFiZZwliv2eMBseE7bcs0F3M0PbFbFvuJWbHRIeTmh/ao4Hoalo2wgu+V1tY9vOINlrx7e5T10cKGEFBwRtKpz1A4nTabxwtElPD5jweQknBgvhnPaVsUjHMqVsDHLXJrT+YCbaBMn6YphGkzYqc+0VbKAbfZ20mHxEJDZXHG+1uMNBv2dsABzpKabLRN2P6qoY5zLY9auOibSwcKQm2krSCHzK+E4bQta02iSIHTTfyKlZ8RHkLJYIbJcsTM3MBFh1OXgeATvfOqxEGpqLHYkgLecuh6/+NhFOH/bRM3jiiggG5f8XenuuZk/3MuWdkyuqGPrCBv8zpRCnteCyOIO2nXaLh6sZKQ5lH3iEdLNnLYUj0B0gee0FZ0JCkFCXBb9B5RSjDm7+z3BYrC+GF9VHFQReXAcUNIsqIYFRWwUqFKKiOWgyY3EONvS5AYxCMp5z6SgGiZ000ZKEZF1Rdug63mHFNTGyb5mNB03JigeIVIYKiBURTUlg00uRA8JqsUysiV0PEJ1pq1ollBAjETbOki0JXpOUmkj09YbRPW2c2g6mbZcndPWnV1t5gCuFr7q8ZacJyOw5OLILrbdtKP2cUEEJk8Fpp7yHjowX8QI52Sgum6jNjlpfQr75ooo6zb0+ASOlZdxYKF9kXJpcRYWLwNSHIcWSnjNsexvPr1U9n+BK9pG6SZrOG31c9oCPcm1nVtW8fc/eRba/L4GcaKG+ChzqPkcfxWXOIeUIkIzLa96tB9uPMKUWSXaJsYBXvR12hp6GRJngg9yLTZhPMVyiQod3Hw90bZP8QiIj0LWFwHYePJgjzOKiZWnWTyC5yzvrSOOt5qLts0YT8qYL/hl2roTKo3n5kqwWNKxztGKposd5E23u3TO0NigYKTOaaubiNe5CJtm2lI8AtEF+RI7ruKOuxyCjLjMBy/ddPPh+4its75JtWjLcRwSkoCiZniZtvU0zbx3RdviXM/bSxANVDlt3dVhSUVExhFtOy1gG0RJMxpiiZrh7ut7viQngCI5bSODqdWKtinXBBSdWgBrkuWjzNTkajou2S1A/pBvjRQ/jLpMW8FghciKFI9QA4m2RM9JyK2LfiE+xrY9rrDribZ6rWib8uIRmoi2Bnutn6svEyWn7eFd7AI5clzjcxtOB6aehG3b+N+PHMDOZ49ik1IG5DQghBMSTpqsiB1CZgM2ivlQTtvb7nkKc2YcyxorrnP2ceyiPpUPEG1TwU7SFcNdWuOXaQv0JNf2Vy/M4Ov37cXBfS/XZhTXw/NM2PbJ/XWzX91MWwBN3ba5ko51XB5TRrpS7IHnWZi8n0OozMR6IdaBaJtkHalOIhIq52R/CpEhPgrONnFSlsPOZ6lzt+bQCi1EWw5Y6q17letCtB1LMld6A0qKDW4j4rTNl3SknXzPo+UOImJGtrTntM0fBGB3H48gyqzaNzkIiQ7Il3WkFBGCXSXaSkKwaJua7L2Dvx5nQlmQa2Ov4rKAshuP4CfaNotPItGWGCRVmbZuwa+0IiLj9GF76bS1bRtFnyz0ZlScthSPEHlMjd3nXbyVVBEyAa1FlqaYLlK/QjSzma1SbdPkZtZl2gpGEUWKR2iARFui5yQVAWaLol/9dtrCKNbEIyS8GdMmmbYme66p0zY1yWaHVzJ3dfYFVoTMbxn9hjOAmefx9btfwF/+x5O445kpnJK1GmfB2uBVG9KQRR47jh2BlFmPcSzicK5U+Y5bwJVzyNsJ3PcSu2m+/oRxpBQRh3MB311iAgAXLaet6Yq2dQW4eui0nXGKLWS1aSDTxGkLBIbru45UReSRcjq8y2UDsPzPQea0zWPGziBX3TFOb/B181lOASRBab+Ynct4inWkZjsQbb1zsl/xCI4D78qTY/jJk4c7aiMRUUydnb9B8QiCxAZePRZCeVOD2YVoOx9UrHHkOCC3r4uW9Y7Fko6MaMIEj9lCB9V9s20unVs8yLZ+hch84hHKuuWtOmggPkLxCERHHM2XMZGSmTAAAKIcHI8AsMnPQTlt5dqc+ZgkoKiZrBBZQF82HyjaOmYKEqOIfmPqLOLDcdouqawfmlREiAKPpCwEx910QFm3YNsImWnriLZ+Zp/kBFvJo/W2LgvRIYZWG2OXdOKnVnpl7Fpn+Whl1Vo1bh2GfHurw/S6TFtOK6CIWOui9kMGibZEz0nIrYt+IZZlS717nmnLLPYNTlu3Tc0ybVs6bY1ouEFnXwLGT/R/bsN2wNTwq9/ch0tOW48/vehEvPk4CYgHFLdqQiYm4cn/eSn+3w+dDyTXIWstwLDsYKds/etRxCKSuPWB/ZBFHietT2HzSDzYrSuIbNAQpZusG49QvewGqOQDq907baeXypBgYNRaaB6PALDZY59jT60qopeJMcFoWTWA//OnEL7zu2zGsxqtiARKmLOztVmu6QCnreZEbAS5FpuwZTQBjgN2zxRCv7bZOdkTnMmM956RBc9x+OLOF/vzOcTgcY/ZZpEemU09F20FS4fJy6139GE81US0HdsKzO/pomW9I1fSkBQNGJzcWZHBkS1scshokSPtunEztSsQDudKGEvWfscZb4VBUK7tGDkIiY44MF9ihQLdAl2CjLjULB5hfd8zbTlnFVC9aOtm2qu6fzzCSELGsmp4E701xEacfjmdJ0SfcVep1TltXdNBNt4ko7wDXOE1lGjr7OubaeuKghSREA1MtXZFpCCxlQNRWrm5Flk6wu539aQ3Oc+31782q+MRLAucXsAy4sH32CGFRFui5yTl1kW/wHGO86W3oq1l2xA4rqGSZEJpP9PWvxCZWIlHAFbuRmDbwNxuYHyb//PrX802xZfxiUtPxqcuOwWKvtiR0xZgrg2O44DUesRV1pE/4FfdvI6lso4sV8CincR9L8/ilA1pSAKPY0abiLaAI0pGyGnrigpBTtseOLeml1Ss5+bBczaKcZ8Zy2pSk74umOrsV3dJV2nhCPDk98C/ci825h6p2T+hM4f7LLJYqK7Qm97oO9jk3IJrUqLhuVYkFRFbJ5J45lB4V/IgCpEBwBhfwDvO3IR7XorQsUd0h+MOD3TaAky07XFOLG/pMLn2c/OqGUvK/oXIAGDshMiItoslHWnBhMkHxDm0IrsFgM0yz5p+0AF2T6jK7TyaL2P3TAHnbh2v2bWSgxhwj6cMQqJDDuaKOGY0XnHaCrIXA+ZLan3/sxRNN9O2NropGxexWNKhmv6FyEYTbLIjV/QRxDiOCR09NlMQRAOq0x90M20dp23a6b9m4lLwtbwDXFd8GNHWW7UWVIgMIFd6VKgvRAawvkOUVm6uRZaOspUl9STG2d+jTVOEUV2IzDFc6EKCnLZ1kGhL9BxXIG15ssXHer5c0TCd2RqtWOO0lQQessg3FZJbFSLLl42qipRtiLZLR4Fvvwt4+Ovhfomm7zkF6AVg4iTfp20lgyl+Ay4ePYqTN6TZg+Vcx6KtR2oSYmkWgN1Wru0rs0VkuQKExAgA4D+fzRykm0dZUbLgz4lAobdqvEJkdZ0BOcmE3B44UmbyKs5Ms5vUUW6i+c7JiaaFyGShEo8Q23c3AMBOrsPk0jPevrppYcTOAQDm7Eytsy8gHgF6GwJYE7ZvyuKpLkRbWexfpi0AoLSAC7ZN4MB8CfvnaLnbmkB13eHp4H3SG9tevtUugq2yAowdMJZUmjhtT2BxAcbKRniohomybiHBmzAFBbNLnThtnbiDVsXIcgcaipA9sIddc887sU60dVYYBLqzKIOQ6JAD8yUcM5qoiLa8iLjEsmN9SW1gA0/3GtQHOKdvwom1TttsXGKire6faTuaYOfJQjHgOpMYJ6ct0X/qnLZudF2ySrTtZaat67Stj9VpRlwSIAmcfzu8wsl0T4kEpt4o2qbWUSGyfrM85e+05Xk2nmxTtGVOW+d+5Yq2YpJE2zpItCV6jue0bVL0CwATTHo8o2+6szV6rWgLsFD5ZhXsPYHIx9WXdguRJcbY8rF2bgR33wDsvgv46cd7Jwws7GXb0a2+Tz+0dx6P61twfrLq80oLlerZnZJcB85UcXzKbHDaTufL+No9uysFrQDsmV1GBkWcedLxeP8btuKqc9jA+5jROA4sFIOL1EWh0Fs1ZoDTluPYTHsPZnGnl8p47Sj7Tg+YLcT1ACdytUvcLUQmLewGMpthnXIlJpaf9fYt6yY2cMxpO22P1MUjbGQDtjphiO9StD37uFE8dWgRCyFdeVq/nbZKFgAHlHM494Qx8Bzwm93UCR8483uBb17Biiz2iracthtbuz1DIloaDF5pvaMP40kZJd30z8ocO4HFnLSTBdtH3CJGMZ4NkmYLWvOio364MTCtipEtHvD2LeusuOkTBxZx/HgCE6na77hlAcbkOnLdEKHJl3UslvRKPIIgAxznZcf64sVo9VEwcCeUpdq+iSvaamZwPAKA4HtxYpwc6UT/caPFXKdt2WDdakdUzcR6G4/gnqvJEKItx3HsfPJzpXuZqXRPiQSm2miuidrKzbWGobHxop/TFmCxVm2uZNNNu7LK2ZnsNMUkFSKrg0Rboue4N91ik6JfbMexnscjmLYNmTMBS29Yyp2JNakujdpc0HoyMRH5kgGb49ngr+pG8L2H9+OWe/bUDlwtE3j+J8COqwGOB166s8vfzMEd5Na5j1zuen4aB+QTMbL0PItSAJho2wOnLQC8OlNucNrecu8eXH/78/h/7t7tPbZ3toBRvoDs6Dr89ytOQ8yp2HrS+jSKmon9QREL6Y2RqZAOoMpp6yPCJHsj2s4sqTglsYgFO4XDhRaX5NQkoC01FMLTTQuSwIHjOCiiAFngoSy9AoydAHvLuUipR70JkpJuYiM3B1NQYMbHMbtc57QFGgabXjxCh6Lt5advhGUDP3kq3OSF1uSc7Ak8z6IuSgvIxCScuWUE971MA9aB89v/G3jlXuAHf9K799SW2LapaLuZ3YP09nK620G0VBhCZ6Ktm9M67+eCGzuBbVc4IsFdKhqDDogxaIbVNHbIFynO7qOtnLaLB4DsFnaN/O934H8/chBPH17Eqzc3ZrRX4hGCnLa9uV4Tw4XrJJ9MKzVLcBOyEDyg9O6j/ZuAdjNt6yeU3SxQVfcvRFZx2gacJwnKfiYGgOe0ZdfygmogJYssjg2VyYde4Z6rYZy2ALuv5PzaISps0j9KKwOHmfpCZAAzAdHfp3+43216o//zIcbzpmVVMm1V1ne35TSKlGlbA4m2RM9pWnGzmsRE20tLllWjeUaug2nZSPLODbbOaZuJS8iXmsUjBBc9Gk3K0EyLOXXT671wbdOy8Vfffwr/cPtzODBfJaRNP8sGiGf+PrDpNcCeX7Vse1vk9jMnRIAQ8eTBHPR128GVFpiDzLaBwlylKnCnOFm+r0qWcGChVnB1l71/58F9sCz2He6dLSDLFSvZrw6nO4PtwKXybmGgsM6tfuFk2h4p+LQnua7rwY1msGNqnTWLaW4C062WGrtLsuoGg6ph1TjE0zERycI+YPxE2BtOBwBwR58CAJQ1Cxu5OWiJDZjMxDBT/Znuzbcu11YwOs+0BYB1aQUXvWod/t/HDoZ6nbv8NEwOWWjiI2xiA8B5J4zjob0RzPP77f8D/Pv72GTQWuTZHwKZY4CZ53tXwMd12iot4hGAnubaipYGs0OnrSfa+rng0huZQBMR0VaGDs5x+QXm8DYju6W509ayWBzEyLH4+r3sd3503wKePZzH9k2Nom1aEcFxLeIRSguVYlIE0QauczsdE9nKG4GJnnG5WTyCW/ugf8XIeLMMC1zDkmAvHsHwz7TNOpMbuaB4hOQEibZE//Gctuz+vFTWvWgvAMjEm5tswuKOHxNSuL5kU/E45V8YmFgB/Jy2qXX09+knbl/dLx4BCFXotzbTlom2lkxO23pItCV6jue0bSXahsgv/eNvPoxX/8+ft3T0GKaNFO+IUHXCZiYmNe0ENCtE5i7FnF/W2GBzkS2pnStUBK+9c4XKC2ZeYNv124Hj3wDsf7Bpu9tmcb9TxKURy7LxzKE8UsftYA9MPc0GqdrS/8fee4e5cZ5X379B7wtge2/sTSRF9S5LskzLvcRxf5M4zbHjONXJlzdO3iSO7bjbcRzbcRx3y7ZkWaJ6r5RYRIq9LXeXZXtB7/P98cygLGYA7C6WpCic69K11O4AGAAzTzn3uc8Bb/fiXlchC/scEU6Mh7Kq4mQ6w+6hGd64vpXRQJydQ4L8GhwP4JAj2aAnFQ0uK211ttKkbTqeJdHOOxSl7dZvvFj8tyq026qLQU9ilGlzE6OBMoo/te1yzusm0zLmPFWNy2qkLjIs1Hn+flIGG9LIXkAobdukSVKuNpo9tsLXVBVCc0gsQzJCDAsYFk6evn1zO7uHZublGasmCjssCwt2qgh2X9Zbe117HePBeCGRfb4xMwQPfkoQmyefPt9nU31EpsQ8cM3Hxf8PPFWd5600iAyqR9pm0phIkVmg0rbeVYK0NRiELc75Jm1jOdLWqJC2E6GF+Np2ivlMD+FxQZLVdXJ8XLTLDUyGCcVT9DcWf6cGg4TLatLfYKsFrxohVcM8oK45PTazYo8g7m17KXsEW504Lrh09ghSKk4cs7BqykOdogyMp7TtEUxGAx6bqYTSthZEVsM5QCwAJnu2i208FKfRnZs3q660TS5sLektdR7uluoVmWtYHFLxYqWts0lkupznHICLFuq1r2uPoAT9ViDCKvC0zeZRuGqk7RzUSNsaqg6ryYDRIGUJF13MIxjk4BlRlf3lztJKvbQs45EUxavilaTCYzeV9EhKpoVaUZKKSVt1Mz0RjouW2llxHvnkzmABaXtIDGR2L7SsF8rcaiyENYJZVIwEYgTjKTp7lgkP25FXYPqk+KNvkaStrQ6MFpY5IkyEEowoRN/p6SjxVIb3XN6J22pi+4lJUukMI2PKZkXDS3dTt09fzehWSJQLxSJBIW0TmIv/VoV229moIGecsRHC1mZGA+WUtqpXXmGxQ712VTTZklgzEXGtSgZm7Z1Zpa2wR5gi7W6n0W0tVPfafcpms1hpG5fm+PrOE9ctE6TJzqHK74NIIoXZKGluPqsGe64ddHWrGDMOng0s3evNF6deEj+tHtj3q/N7LksBtcDVcy34euDsnuo8bzwo/Mfn+lHnw1Pl8UYZL9KLtUcI68xT/j6YPK79t3MEtYPGLCcwWVTSdgmUtqp1Ql1H9vl3DopiXkud9nfqd1q0rSUgLzimZpFQQ+UIKoX+nNJW3KN2izFLBBVBkoT6aAk9baV0nATFgYd1DgvpjMx0OKFpjwDiPtFV2taCyBaO4GhVrXYuasRmCzrxRgNxmty5cd1jq3IQWTyNJIHNPL+1ZGml7dLe4zXMA5pBZNoilxqqhNAIGExiztCCu1XkC8Vmyj5VKt/TVgkik6zu8h3brzHUSNsaqg5JknBYjOWVts4mcUNXkLDrdQrS7JGDpSfIdCZDnUFR8s1pzVe9vvSQSGU0VbYA9U6xCZ8MJUQwyuwwyHKWtHVYjAxMzCFtG1eKfyvt6YzuK3nuFSFwWldpq55Lc51dvObI3jzStmdxrytJ4Gyi0yzaFvaeEkrZQcWbtqfeycYuL7uGZjg6FsKaUvwkbcVtrNcta2DP8Iy2ub9HaVe+UEhbJYgsjkYYgbNyew89qItBa+QsCWcb48EyC35HPSAVKdTFtZsbzttModw5ArP27pzSNpGmXZoATztNbhtj+a8pSYp6oFB5aEpHiUmFdiPzRZ3DTE+9gz3DOiprDUQSaezzbGebN/KKR91+Bw6L8QIjbXeCtwvWvhXO7DrfZ1N9jB8Svt/1y6BxdY7EXSwSYbC4ipRoBbC6weKuImkrxmDZuLACh9VkxGU16ROPjStg7OBCz64qUNvFBWlrx2iQCjpOKoa3S8xnmYz239XANW9nVsmbVux3mj0lSFs9ArkWHFPDAhBQrnen1SS6gIxCqVfS0xZE0X4ehI4sy5ydjZY/UIExHSeuRdoq9gfjoThWHYLK67AwXYq0TUYgUXlHTA2IQvdXN8FXLsl27tRQAkWkbYxmT6HSNpbMEE9VR2kXSaRwmI2aopxS0A0iA7FWrpG2FwY0g8i07eRqqBKCo6JwYdChErOiiPKdbKm5nrYGE2arXb8w+hpFjbStYUngtJgqUNpWvomaDidpq7PxwonJkpN4KiNTh0razlHa2szZBbgWEulMQYt5PnwOM5IEU+G4IG0TIYjNZonSS7t9DOa3fY8fhsZV4t/+fqH2GqkCaRsay1UP50A9l0a3FVo2wJndgrS11i0+iAzA04ozMUaT28ouRfE0OBnGbJRo89q5tNvHjpNTbD8xiVdSPos59ggA1yxrICPDSyc1FJeuZkHgBC8Q0jYVIyNLpDByMl9JDeJc44FFbW5mIkkcxDDGZ5E97eWVtkalqhmaa49Q2ArZYlLOVVm0zDq6hUIvHiIZnqFVmkJqWEGzx8pYIF4YouduLVLamlIR4obFkbYAGzq8+tYYGggn0lmP7CWDK2dzYTBIrGxxX1ik7dgBcT+3XiIIu4tNyTN1QhB4JqsodFWNtA1VFpxX1y7Iw2pACQjMzFV8zAN+p0XfI1bt2lhksWgxUBVLRll42pY831Ko6xRFMb1N7+ywINRtXiZDCTZ05Db4ql3RXNQ7S5BR2fVGLWiwhsoRiqWwm42iKJpKZJX7NrORRDpDKq1TdHA1zYvQ+e4zA1z1mccqthoxpOMkpeIOIDVoLJ2RsRi1C54+h7l0EBnU1LbzxXNfg2RYqM8O3H2+z+bCh4bSNr8Ylw2WLJFDMh9EEmnsC7DZKutpu4QWKDXMA3pBZFAr1C4VQiO5z1gLWfux8vv5dIGnbQgsLnobXbR7F7/vvJhQI21rWBI4rBUobStsXYin0oTiKW5c1UQyLXN0VF+Zm8nIuFTCsMgeobTSNpmSC1rM82EyGvDazaJNU1W6Bk4zFozjc5jpbXByZkZRSaQSgiBTlbZGkyBupxbZ1ppKiDYDpw5pG4ojSeB3WGDZzWLTu+v7Qp1VDdR1IM2e4trlDTx1VGx8BycjdPgcGA0S79jcQSSR5tO/OcAan7KR0bBH6PDZqbObOTSiQYwZzeL9VVCZOxdIJxXfOKTiILwqtFbPRpO0SmJzZPR1Mh6KZ9VkunA1FStt59gjNBoVpbNDEBUz9h4kZBh5BfPkIQAMrWtpctuIpzKFC2MNpa0xHSVhWJw9AsCKZlfWn7ISROKpeaf9zhtzvIlXt3o4eDa4tK85H4TGBJHeuhEyKRjbf77PqLoIjuRsURpXCZ/TCrovyiIRrpC0LdOmPx8o9ggLVdpCmRb/lkvET0U1fz4QiidFyncqBkYL9U7Lwj1tIWeDMBezp8DbSSSZJppMc9PK3LyXVWTMgc9hYVLLDxjEtWB21jZwNcwLwVgqF5CUjufsEZQOkGhSh7R1t8yL0Pm2ErY3MptXlAuO6NpqGTLa9gjd9bkxz2PXJql8jlL2CEpxo0bazg/HHoHNH4T+m2HfL8/32Vz4iM1kSdtkOsNkOF6ktAWqFkYWSaRxWue/lvSUJG1bRGZIIqz99xrOHTSVtspYVlPaLg2CI7kcFC2oXrcV7JFTGRmTuoeNh8Dq5pO3ruCzb19XhRO9eFAjbWtYEjgtJsLlDKSdlZG2M4oi4Or+eiQJ9p/RV+qlMjIeKQJIojU2Dx6bSCOVdUyxE+l0QYv5XNS7rCIgpq5d/GL2FONBYZ7fWmfPkbZTJ0BO55S2AP4qBMhEFIWQjtJ2Ihin3mkRA1/vDcLkf/okrHnL4l5XRV0HzJ7ihhWNHDwb4PRMlJeHZ7KhMJ1+B29YL+wNNjcpm2oNewRJkljV4tYnxjytF4zSNhWPkEBsfIpC8DzKdbAIld5MJEmPSaiWHY3dpDNy+VZjZ3EiaiKVwWzKERlNRoX0UlQzQXsHssUJQ89hnTpESjZgbV5Fk7JILrBI0FDaWlNBYoYKCLAy6Kp3MhNJVuxVFkmmcS5lCBmIcSgeyCpYV7d6OD4eqlpbXiX47jMDPHJAZ4MfVtT16ngyceycndc5QWg0N6Y1LBc/F1vgAvGdKsnUJeHtzLXiLxaKPUJmEaRtvdOiHUQGwtPW6oHT588mIxRPCxIrFQeTjQaXdeFKW9D/7GeGoa4j+9yX9fjLPqXfVeKzg6r4kNfw2kIonhR+tqAobcWcqRJAuuIEV7NQIlUItcsmm5Mgy/BfN8LnerMZCvkwpmMkJH17BIA1rZ6iv4Nqj1AiiAxqpO18EBwVNj+9N0DfjcLSKF3zYiyJPKXtRCiOLFPoaasUHKrlaxtJpBZktVXvshBNprXvc7eiMqyFkZ1/pBLFnrZGs8isqDDwvIZ5IlhGaWuyiP1qJfYI6WKlbQ3FqJG2NSwJHBZjsTKx6CC/aIUvUwVTN2HtXjt9DU72n9FvXU5nZFxEhTXCHJ8Vj91MMi0T01FGxJKZkib1DS6LCG1yNQvz7dlhpiMJfA4LrXU2ArGUeM/jQslYSNr2LZ60VT8ntXo4B+OheK5t1GiG3/4J9F4P69+9uNdVUdcJs6d53SpBsFzzb4+xc3Cat2/uyB7yxvWistbvTgFSkdpZhVAz6nyPnvYLxtM2mcj5xi0JaRtN0mMRRQhvkyAxxspZJLiaNYPI8gsODVKAWVziOgBkyYjceRWcfAbf5C6Oyh2YrTaa3Cppm/eaGkpbRzpAxFRMwM8XXX4HAMNTlVlKROIpHOdCaQtZMmdtm4dURubQOVTb/r97D/B7/7ujuKCUSYvNs7MRrC7x3S92HLnQEBrNVev9feJnNd5jPFhkkaOJuk6h7q0GUqJwJ5kXFkQGYpOoG0RmMEDHFhjevuDnXyxCsZSwLEnFwWSl3rVApa3dKzoxpge0/z47DHWi+wCgwW1hY6eXK/v0ydv6Up62UKSqr6GGcgjGUritxUpbl1XMrbo2YK5mYcUxT/IuW0A9szs3D7/yi6LjDJkESQ3SNh9r27XnbJ/DXDqIDGqk7XyghoV2XQUdlwmbhPHz6z1+wSNPaXtqWsybbXmt0FmlbdVI24VZbalEcn7odBaqkrCm5Dz/SGvYI4BiU1Ob85cEoVEh8ikFT1tFIqwCT9s51ik15FAjbWtYErhtJkIl/GMBMBjFArHMJmpaIW39Tgtr2+o4UIa09RAWPq5zoHok6VVuo8l0yVbsNq+dszNRcd6eNpg9xUwkiddhplVJsz47GxOejI4GcOYlKvr7hKIoVbxQngonNAMtRmZjZPJb5dXPSc8eQVH9ZtF/E3zoN7lq8GLhaYd0HFdqhr++fRUbO7387rW93LYm9/yvX9vCtz5wKRsbJTHo6hiUL292MTgVIanlB+duvXDsERLRrNK2qAhhtonrd3bhpG0gmqTTPAuOepp8gmAaKxdGpkGqJtOF1h5eOcCk7C4gAeX+m+H4Y/SeuZdHuBJJkrIL0iKlbWy2wKvXmQ4QM1VAgJVBt0LaDlVI2oYT6aUnbV0qaSsW3uva6rCZDbw4oN2WWm3k22EcG5tjCxCZBDmTU6JWo/hzoSG/Wu/wCyKvGu8xVqnStktc77Eq+BgvMogMwO+0llaLdl0FQ9v1A7yWGOF4ClceadvgsupbEpRDwwoYP6L9t9lh8HZmySWfw8LdH72Gn/7+VbpP53daCcZT+ir5vNDBGmqoBMF4CrdNUa8q1zwg7gE0irkq3C2AXFGRIN8XN0sODTwlPJ2X3wZHHih6jDEd0yVtL+/1F5zjXHidQmmr2XVmcYgurRppWzlG9wtFn6dN2BhJRji983yf1YWNPGJGzQNRi/ogMkigukrbhawlNYUNKtS91TwU9TUsEbTsEWDe3uI1VIh0Ssxt5fgFd1tFIqwCT9tYoDLBxWsQNdK2hiWB22bOpkyXRAXKF9Xfz+uwsKZNKDQzOr6f6YyMU45o3vB+hxjQ9drPY2WS6tvyLRDqOmH2FLPRJHV2c7ZCfHY2KpS2+SpbEGSLnCny75Nlmc3/72E++N+FyqlwPMWVn3mUzz14OHtceFoh6nSUtoOTkaU17a5TFLWzw/zRjf3c/dFr+Ps71uR8aBDWB69f24Ihr4quhd56J+mMrK24vIDsEdLJOHFZLB6DWpszTzsEilsXK8V4KE6bcRbcrdQ7LRgkyoeRedoE0ZW34UqkCoPIPJkZJmRPwTlnLnkfuFpIGqw8YL4JALvFiNtmKnxNVfWYtxB1ZoLEzYuvfHodZtxWU2FoXwlEE2kcSx1EllXaCjLHYjKwpdvPCyfOzaY1X6VYRNqqCg6V1LzYSNtUXChu8n2x6vthshpK24Bm8a4IdWW8VecDJYhMDStaCOpLedoC9FwL8dnzRgqEsqRtbHFKWxC+7xMawXOxgNjU13Vm/bbVTXwp+J3imBm91u+aPUIN80QwlsrZI+SpudTf6ZK2aqGtAsIgnsqRtllyaOoE1PcJ0vbUS0UBlJZ0lJikvd77/v+5nJ3/3y26r+dzmElnZP1gXkd9jbSdD0Zfgea1IEmC9Pb1wMTR831WFzbySNuhyTDNHmuBaMZhMWI2SlUkbRcmAFCFMJpKW5tXjAe1MLL5IZ2E/XdripgW9nwpsb/WVNq21OwrlgLhcUVQUsLTFsR+vhJ7hAJP20BNaauDGmlbw5LArfjHloWGP+dcqOSv22pibZuHcCLNyUlt4/dURsZFRPOGr3cppK1O+6RQ2uoTRK1eG6NBJSjK0w6zpwlEk3gdlqw3aFZpq4aQqdBp+z0xId7HSyenC1Sne0+Jlvkfbx8E4He/v4Ov/vo5AjjJGIqribFkmiOjQdbptMNVBVlyowKSMjYr2l910NMg/FE1v0dPO0SnC5Se5wtCaau2QWpscHzdMKXT3lsBxgNxWgwz4G7BZDTQ4LIyGqhAaZuKis9YQWKOPYIjOcOU7GEmv83a4oQ/epZvbHmAWUtuom1yWwstGdR2l7zqqKtKpK0kSXT6HfNQ2qZwLrXSVg1eyRuHruzz8+LAVPlQuCrgtFoImvNvcU7KZkAllqvhjX0hQX1/+T7d1SKm48HKlbZQHV9bRWmLeXFBZOF4mpSekLbjcqHqOrxtwa+xGKiFyqynrdPKTCSp3TVRDo0rhdJ2rmpYJdDrOgnGkpiNUknrIhV+p5iHdT12XU21VtYa5oVwPIVDXRfOR2mbbZ0uT+jEkjll+Hg+aevvg/bNIoBydF/BY6zpIBGDtu+f3WKk3qVBYCjwKQIGXYsE52uctI3OFBTFy2JkH7Ssz/1/w3KY0OkgqEGM97EcMTM4FaHbX5iZIEkSDS4rE1pk6QIgSNv5CwDq7GYsJgNjWutySZq3d3UNwFP/Dnd+CF78r+o8X1q5RkwaY15d+6Is7GrQgdrtWSqIDCqyR0hnZGQ5L2A2NqNrrfhaR420rWFJ4KlUaetqKtuuGI4L4sZgkFjVIm7kI6Pa6eKZjIxLDmve8Krfq57SNppMYy+xMWzz2klnZNFK7uuG6QFmlA2s1WSkwWVlZDoEk0eLSVtPm/BCm0NGPHM09953D81k/71rSIRTBWIpHtg3wmOHxui0hhnPeDgxUfzeD54NkMrIbOhYQtLW4Rdtc5VMgLEZUYXWQYvHhtVkYGBCg7zLKnrnqWCVZRh8rnrVWyCTjBHHjM1s0Lb7aFgBkwsPhhoNxqjPTGUnvmaPrbzSViVV8ywSkulMgT2CPTnNlOxmJjrns3A2MJ20FIR7NblthfYIaqr79EnlyaPYiJO0VOfa6q53zMPTdmEL7XnBZBHXap4C78q+eoLxVEkrlmrh7Iz47Bvd1qy3WxbqOeXbI0SnRFHjYoCajO7I6x7w91cniKzSFitXsxibZ6qgtE2J79LuWHhon18pLob0ap5GE6y4/byRtlPhBD6nWWlHtGaLodMLsUhoXCUKUHNVzurY7+0kEBPt6ZIkFT9+Duqdluw5asLdKsbN82QtUcOrD4lUBqu6LkznB5GVIW2djYBUkcpLVdr6nXmq9emT4OuF5nVgMBeFD9rSISLGhYW1qKSt7n3yWlbanngSPtcH/317ZWvJeEj4cjfnpZzXSNvSSAQBOae0nYrQmWeNoKLRbc16mi8WkUSqpP2dHiRJotFV4jzczTWl7Xzx8o/Fz2qRtmqx3KjRjeNpr835SwF1jaaKufTgbhNzSVJfjJRSvpuaPUJ51EjbGpYE81Lalkl2DMVT2QVyg8uCw2Lk1LQ26ZPKyNRlZgr9ZBXYzEZcVpOuCidSgT0CwOnpqNhsBs8iR6ezXrmtdTYS48fFwn4uaWswipapOaTtWDBGi8eGxWjIBnNNhuL88IVBrl/RSE+9gz/84U7cNhPvXGlhkjp2Dc4UndvBs0GMBomVLRUoyxYKSRKEaiVkanSmZHuDwSDRU+9kUEtpqyrf5hsOtPN/4HtvgB+8dX4qiRKQk3HimGlwWQlpBY7ULxckdkJb+V3yuWWZsUCcutRkVpXT7KlQaQsFpG0ilcGcZ49gjk8xiUczIXpa8WFW0eq15Ww/AMx2MdGqCuLoDABJq28e704fXX4Hg1OVfV6R5DkIIgOleJQjbTd0eLGbjTx5ZOlVeSOBGHazkTWtHg2l7ZjwNTQrbbBZxf7C1d0XFOIKKZ6/QPP3CXVaXLswV/lzByur1hsMSufE4pW2qbj4/vyehS84VeIxVKrmuWqrsOGZrAK5PU9MRxLCaigVB6M1WwzV2tQOTUZKF2gaVoifcwmOmSFBVLlaCMSSeGyVFW78ztIWSHjahWqxZpFQQ4VIpPIKoqlYNojMYjJgNRm01wUgiivOxnkpbZs9NtEOnoqLdZa/V5DEzWvh7J6Cx9jSIWKGhRWHmpXOMN0CsaMewq9R0vahvxOf+fB22P7N8sePHRA/W/JJ2xViDCtBVLymoXaJKXuE2Wgya22TjwaXlfFgdUQYkUR6wV1bTR6r/r1SU9rOD/GQWGutfCPMDC4qEySLtLLP0bJH8LSJPXmk5mVfVcyeEiIuh34wLCDsEaAohyUfakdjLYisPGqkbQ1LArfNTCie0vWezaICT9ts8Ami6tlVor06nZFpSI+Dp0Pz7/Uui27FNFYmiKzDJ4iT4ekINK0GoF8exptH2pqnFB+ruZ62IMiIOZvsmUiSepeFZU0uDo0IAuPJI+OcnY3x2Xes55/fKlqu/uD6PmyJKeIWPy+fmil66qGpCK11NqymJSa46tor834sY48A0NPgYGBCg7xzt4kgh/m2Kz/9RbC4YPBZOLVjfo/VgZyKEZfNNLqthOIaRYiG5eLnAtS2wXiKWDKJIzFZoLQdmS2z0FfbLvMUPMl0BrNRmfBkGWN0UihtNdofpyOJrNIGUO6nOWShvzentI0KNWTa6q34vZVCp9/BmZlYRe3Uodg5Im3njEMWk4E3rG/hZzuGy49hi8RsJIHPYabdZxcFoXyEx3JBaaBrs/KqRTwoflrnkLYg1EsLRSYt1DyV2COAUJdXQWkbCodIyxL1dYtQ2qqkbbKEsrT/ZuGbe+i+Bb/OQjEdSeB1WLKetmoIZ9G1C7z5G89w3eceJ6Hn9VDXCWaHIKDzMTssNlsGg+IpWt7PFoQPosVk0FcQZjcQF4Zneg0XPpLpPL/4VKKgBbds4K6ntaIQFlVp2+wRViOC6FVsuECQtio5qMCeDhFdoNLW77RgMRkYmS2+Z4Fzr7SNTl8YtiXBERh5Bd70Vbj0Q/D8N8oTryOviPVqQ55Qo3658Hu8WObpaiNL2noBsc5zWYvH+JIK13kiEi9tf1cK7V6NtZkKT3tF93gNCtQC7aUfEj+HX1j8c2btETSCyNQxtGaRUF0ETgsRV7kOKPXzL0HappQ9ltloEIKrSgUXr0HUSNsalgQeuwlZhlCijEWCq0ks2FL6E3Mons4qbUGQPrpBRukEnsx0rsV+DuqdFn1P20Qau1l/UndaTTS5raKlv34ZsmRkheG08PdD2Ce4g8dFhUgNDsqHr0dUFvOg+gOuanVz4KwgME6Mh2nx2Gits3Pt8gae+eub+OhNyyA0Dq6mrCI3H8NTETp9xe1FVUelStsyQWQgfG01PW2NJrFhnw+JMj0oqrdv+09BBOz9aeWPLQE5lVPahrUUNQ0rAEl4ms0TY4E4PkIY5GTW8qC1zsZIOaWt2SY8LfOVtmkZq7qxTISRUjECRq9meMJMJCnamxV01zuYCMULPXt9PTnSTGnFrxZp26OE0JXztZ0OJ5iOJOmqXzgBVjE0vLXfd0U3w1NRnj62tBX6QCyFx26mp97ByclwIUkcGi8cS2x1wkrgYtkMxpSxLJ9cre8XPxejIk0oKt1KW6zquqoSRBYOh4hjocmzmCAyQQrp2iOA8Kfufx0c/M2CX2chiCbSxJIZ/A6jUKyabDS6rTgtRs2xXA0Ee/SgjtrQYBCFr/E5YWQzw9mOi4IgqDKQJIl6p0XfqiG7gattsmuoDPF8pW06nlXagvC11bVHAFGALrFZVZFV2roVpa1aQFS9zJtWi8KG2uKbSmCVY8SMC+uskiSJ1jobZ/XWGo6Gc0fapuLwrevh35ef/w6SgafEz74b4aqPiTXB3p+VfszoPrEOzPcx1+sgqEFgjtI2FE/h0hjjG93V9LRdeD5CyRyGuhppOy+oc333NeDtLrJ9WRBUGxNNpa0y51dD0VtDDrPD4tovB42MlLlIpfOUtokwyOma0lYHNdK2hiWBqowp62ub9efUby8Jx1M4rbnJtsuv74npToxjQNYdTBpcViZ1KrciiKz0LZFt6TdZidf1skIazpK2LXU2GmMnhcpWq/rk7Rbq0bzW/dmoaFXf2OnlwJlZwvEUAxNh+hpzRFWHzyH8/MLj2L3NHB4JFqn/hqcjdPq1k4SrCm9PToFZCpEpQSyWQG+9k9PTUW0VVl3n/EiUwWcBSSwElt0CJ56o/LGlkIqTlMz4HGaCWpszm0cs0E/PX9k7MhujWVK8SZX7oKXOzlQ4URBMogl3a8E9k0jlBZGpbUCOBk2rhaxSTkGXEgBRsCit74eJY+JaVSbbpF2jELEArFfC8l7O83Cei3+57wCb/t/DAKxtOwcVV2djkbf25i4vq1rc/OiFQZ0HVQeBWBK3zcTyZjeRRJq9p2dzZHtoNLdxV5Gvgn61Ix4UC+38AAm7TyzYFkNMa5HBpeDtrEoQWTgSJo6ZJvfCSVu7xYjdbChtjwCw5s1w6sVzumGcUpT79erbM1mRJImeBqdm14TaIXNAo9CYRdMaGN3Hz18a5n+fP0kglkSePZX1SgtEk3gqVNqCUBFO6np1Ngjbhdomu4YKkSihtHXZypC2ntaKFF5ZpW2djXgqQyKgkraK13fTGkhGYOak8gBxP8UXSNqCyBXQ7epx+AVpey58IA/dlxt7d/z30r9eKYzuF8UiVyM0LINVb4Tnvlb6cxjdX2iNAMKeze6HiaNLe76vVuSRtumMTCSRxmUtJlRVT1u5CnZnIohsgaStz8HZ2ah2d5inXdyPsRJzXA05zAyBswmsLmEjuIhMkCxKBZE56kWhrTbnLwyyDM//Bxy+v/D3M8O6Hc0FsHlEB2wp0jbf03ZOQaeGQtRI2xqWBKoyJljO19bTJn6WuKFD8cLWmS6/g1PTUc1kd29SIbJ0zLEb3freRLFkaU9bEKrEk8rmNOhZzgrpVLbVvN1rp18eIuFbof1gX7doKc1T9KlK2+uWN5JMy2wfmOT4eIjehjnqwkwGwuPUNbYTSaQZnENanzOlbX2fWMyXCkJKp8TA6yj2Fc5HT4OTjIx2BXu+7cojr4i2aocf+m8SC4H5BplpQErHSUsWYfehdy13bIHTO+f93AMTIVoNM+J/3IIQbVEUemNlw8haioLIsqSt4kVndDcyovE8s5EkPkfh/QQUqtdbNkB8VijDp08yJbsx2hfWijkXdQ4zK5pd7BzSv4Z+8mLuu+89F0pbV1ORt7YkSbzvym4ePTTGWb020iogEE3hsZlZ2Sw24G/9xrO87ztKy1h4PBdCpsLbfRGRtrPFalhJUsLIFkHaql651goXft4u8VknF/c9xyIh4pizFgcLhd9pKW2PALDi9WAwnVOLBFXBWm9R5l5lk9SrQdoGY8ksoXV4JKj/pG2bYWQfn71vD//31/vZ8OmHCI0OZLtlgkpRo1L4nRZ9ewSDQRS8ahu4GipEwdyajgtbEgVllbaeNgjMQ2mreM1Gp5V1rCOPtAUYVSwSlI1tyrzwObm1zsZZPdLW1SzUToo10pJi+EURuHbph+HgPVXLI1gQpo7n7HkArvmECBY+cr/28ZmMIG2b1xX/rRZGpo8sMeMhrHRjatojuK0kUplsx8ZCkUhlSGXkBYfadvkdZORcaGwBau3380N4LLemrV9encJGWlXaahR3DQZlHK59PwvCyz+CBz8FP3kPDDwtfifLYo/dsKyy5/CU7jgp8LTNrt1r9ghaqJG2NSwJVGVMIFpGLqSStiU85gRpW6i0TaQzhSrC8ATMnqY+qQwMHm2lbZvXXhz2oyCaSGMrQ9qubvVw4GyAI6NBzph7WGk4RZtXLOK764wsl04x5lqp/WBvt/iZZ5EwE0lmW6Pb6mw8e2ySgYkw/Y1zFuPRaZDTNLcJMjrfIiEYSypt5OeAtPWrrcslCJXYDCCXNShXiemTWr6281Xajh/Ohb91XSV+Dr9Y+eN1IKXjpA0WvHYzs3rXcteVgjQOz6+N/vh4mNUu5b0rLfAtij9kWZLQ3VqwGSzw3VNaK22eJkbnbMqS6QzBeKpAaauG+w3lh4O1bBA/z+5Bnj7JkNyYaxGtAjZ3+dito7SNp9KE4iku7/Xzu9f2YjCUIa+qAXeL+P7mpEW/bVM7ZqPEb/ZUTvJMhRN88L9f5Fe7KisaBGJiDFC9QQGOjIYEQRYaE6qEfPi6hR3IxYC4ju+sv2+RStvcprAiqEW+RRZ64tEwScmaC1RYIARpW+Yguw96roUjDyzqteYDlQz1WpVOAIXA0iJtVRXfJR11HBktQdq2XwqZJK/zjdFT7+CWFV6cyQlRuEPYh1TqaQulLZAAZQNXI21rqAyJVL7Sdq49glnbNkmFu010vpSw/4I8pa2i0E/MjgqlkerR6G4R9/tYIWmbtCx8Y9tSZ9dX2qqWPBWEqC0ap16Ejstgxe2iGDlzHue2yRO5NS5A52ViPfnsV7WPnx4QVjxapG39sovHxqjaiM2KECOTNesJrWWP0O5Vwp919myVIqIQwwtW2ipdjJoCk7pa+/28EB7PdY81LBP3fKrEfF0JStkjgOI7XPt+FoRd/wvLXy+K60/8m/hd4IwgV7Wye7TgLt1xotojmI2GmtK2DGqkbQ1LAk+lSlurB8zOkmoEYY9Q6GkLeRNocAS+shG+tIa3zP6QYesysGgTmB0+O7PRZJE6QpZlImWCyADee0UXnT4Hn9l2kMNyJ/VSAFNUkHW98inMUpqTpj7tByseffmEy2w0idduQZIk1rXXcd/es8RTGVa3zlmMK/5iHn8LjW5rAWl7YlxslvsaqqOELAnVb3KqhN9kRFFnlFHaNrmtOCxG7TAyb6eozKUrrLDnk7auJuFRuQD161xI6QSy0Uqdw8xsNKHdprXiDaLyeHjbvJ57YCLMMntYLGCMOYsNoLyvrbulrD2C099c9DyqYiE/iEwz3M/dLALPzuwmMz3IsNyU27hWAWvaPBwbC2paY6jWAH9y0zL+/o41VXvNkvC0A3JR8chlNXFlXz1PHamckP+X+w7y/PEJPvnzPfznk+V9WVXPTkmS+Pp7N/HfH94CwM6BCfFd5geRgfAbDpwuSwS8KhALaFfUF0vaqp0AZSxaslAIwsVaJASCQWTz4otnfkcFpC1Az3UwtF0Er50DqOOJX90b5SltRwOFvtiqiu+GlU0MTkWIJnTOsWUdGMz0Jg5z9bIG3r1CwoBMwCosY+artG3y2BgLlhg/Pa21ILIaKkZBQTStEURWzh4Byvra5pS2Yv5PBcdyKlsQ3QdNa4pI25R54fYIrXXCHkEzaFNVwi01aZvJiDyAtk3Qcbn4XRWK7Qs+l6kTuTWuims+IcKSDtxT/Jjh7eJn++biv/l7a6StHvLS4dU5w2XVIG191SJtxf3l0HiNStDmtWOQlBDquXC3AhIEFt/Z95pAKI+0rV8uFP2L7RwrFUQGtULtQhELiFDvFa+HK/4ABp8R35UaHFspaVum4ySVr7RVbUYqFVy8xlAjbWtYEtQp7ddl21okqeyAGo6nCib0Dp8dScojbZ//uhj4/X00pUc56tRYQClQK7dn5iwC4qkMsly+EmszG/njm5bx+OFxvn/SJ36pLNzcU6+QRuJARtuaAZtHqCUUX7JMRiYQS2Y9cde0ebKb4jVzSds8EmJ1q6eAtD0+LkJ3ehvPQRu51S1UGKVCgtQAizKEiSRJ9NQ7GdAKI/N2ifTdSqqj8ZBYMOWn93ZcKiabRUJKx5FMVursZpJpObv4K4CrEbqvnnco0MBEmC7LrCBg1aeymnDbTPoKGBWeVgiNZMmaZDqDxaio+8ITYKuj2etmJBArIJpnFE/KfHsEELYfReF+PdfAiSeRpgeqT9q2ekim5ey1m48xhbRt8uhUzZcCWaVl8fV23fJGXjw5VRjUpoOpcILf7DnDX9++irdvbuenLw6V9WPL9+y8Y0MbN61sosFl5cjASXEPzA019HYDclXsP8479JS29f2C6IgXXx8VQS0c2X2VHe9pB8mwaNI2HApislaBtHWaCaUqUOt2XwOJoFD6nwMcHQ3S5Xdgk5R5XVG29KhdE3lj+YTiHX/tsgZkGY6O6ahtTVZoWU9/4jBWk4FLnaJAsivcgCzLTIeT1Lsqt5tocluzY4gmamnfNVSITEYmmZZzc2uR0rYcaau2TpcmbbNKW2XOy+Sr0VQ0rRGt+JBdY6UWEQ7aUmcjkc5kfaoLoM45wSUmbUMjgnDx9wkf2PplOSL0XCMyAamoKIrmY8XrYeUb4d4/E4RTPgafE9+LVleZv0/YS5SyEnutIo+0VbMitApz9U4LNrOBU9NVIm0XqLQ1Gw201tm1s1SMZrGGryltK0OB0na5+Dm5SIuESpS2F8N6+Vzj1IuCW+m9AVa/SXjT7vkZjOwVSnlViFYOZe0R8jxtVXuEmtJWEzXStoYlgdVkxGU1Ma21IJyLMsqXUDxdoLS1mY20eGwMqSTT8Iuwcit85DG2Od7C8/636z5Xm9puM2cRoCodynnaArxlYxvr2+vYH6lj2tIGJ58Rfxh4iuOm5RydLkHSqGFkCIWdLINXIdBUotZjM2VJ7yyypK2P1a1uDp7NbYBPjIdp8dg0K9VLAn9/afN41QetjD0CKG2141r2CMpkUImvrdpOl+9F1r4Fzu6pXKmrA2M6jmS2Ze0EZqI6z7f6TSL8rMIwAlmWGQ3EaJCnhKI1Dy2eEl5zKuq6RHq7orYtaOGMTICjQWzKUhmm8won6r/z7REAuuudxa1f/TfDmV0YAqfZkVmB1bSwBa8WVinX+oEzxZ/XmFK4aF5EmNO8kW1xK17Y3bammUQqwyMHy29gHz04SjKT4e2bO3jThjZOTkY0iel8BOYoCSVJYm2bh9GzyrVfZI/QI35On+ek7WogrqO0VRfzC/UEjE4JP1tjhWOi0SwW9otozR0LxiAVxVIF72e/00K4kqGrfbPYqAw+t+jXrASHR0OsaHYLb3bIqg77slY3uTEkFE9hMRpY1y6+35K+tu2XsjJ1FIvJQH1kgAg2nhwxE4imSKQzNLgqL+A0uq1EEml9Mk21ljmf3pk1vCqQUIKHLCaD8OqX0/MLIssmZ5cmdOLJNCaDhE/xwjZEJnMhZCpaLxH+j/EQTJ8kILmRF+H7p9rxaBaIzTaxaV5qpa1aJFM3/22b4ezepX1NPaj2VnPJckmCN31Z/Ptn7ycaVubzTEas+bqv0X4+dT1aU9sWI4+0Ve0RnBr7F0mSaPfai/Zr84Vqj1DJ/k4PnX67tj0C1AqB80F4PNc95moGi3vxvraq0taop7RVvp9zEax4MWH8iLDA8veBxQlr3gJ7fiy6DvpvBkOF95O7VZC2Op9/odJ2BiQjVKFj7WJEjbStYcngc5r1A0Hy4S6vtJ07obd57ZyZjeaCAFrWg93Ht11/wKytTfe5mj02TAaJU3PaXKIKaVvO0xZE1fW7H9rCX75+Jcb+G+DoQ0LxOPAUw3WXlfbv83Zl7RFUQturKG2vX9HIn75uOV9498bix2VJWy9rWj2cnokyG0kiyzIvnpxiWdM5sEZQUd9Xxh5BVdqWV7n1NjgL1FlZeDsBqTJiSl34+7pzv+vYIlQTajvhAmHIJDFarNnvaEavCLHqDtE6eeTBip43FE8RT2XwpCYLlLYgFDCj5ewR1E2O8t4Tc4PInA3ZVsv84L1pHaVtp9/B6ekoqfx03JVbs/98KrOhqkpbl9VEd72jQDGuYjQQx2I0ZIsZ5wQWJ9i8mi1unX4Hl3b7uHNH+Ur9wESYtjo7fqeFK/r8SBLsGpzRPT6TkQnFU3jshe91TZuH6XHl9ebaI3jaxaLmYvC1jQe126AalDDHhZK2kSlwVKiyVeHrgamFE+FjgTh2Elhsi+948DksBCshbU1W4Qc5+OyiX7MSHBkJsrLFlVO2KJ62XocFn8PMwESuQBGMpXDZTDgsJrr8jtLzYsdldMun8KWnYfww47Zetg9MMx4S4+B8SNsmtxrmqDOGetogGc55p9VQgw7UtHiz0ZBHDOSRtuWUtmpydll7hAw2sxGz0YDLasIYnwG7t/Cgtk2ALFRO0yc5IzUvak7O+eeX8LXNC81dEswlbZvXwNjB80OuqOtWLVsvVxO892fIZ/fwzL+9iT/8n+fEmDs7DOveof18vl7xcxFzykWL6HT2+g6VsEcAaPc5OD2jQ5ZWCNV3eqFKW4BOn4NhPfLY01azR6gEqYQg5dTCiCQJX9tFk7bqekSHtPV1QyZZdhyuYQ4mDgsLC4Myz1z++8Ie4cwuWKcvjiuCp12IjMLjmn8u9LQNiHlTOgdZJq9C1EjbGpYMfoelQqWtvt9JKp0hmkzjnjOht3gUYksNAmhZD4gUQqNB/7I2GiS66h2cmOOjqrbPVFqJbfLY+OhNy/Bc/j5RSd/2lxAeJ9R7O4dHg9k0xCL4urNqLrV9tMEtNgE2s5E/u3UFt65pLn5cdFp4/5qsWb/bQyMBXjo5zYsDU3zwqu7ixywV/P0isEFPqRRRVW7lSbeeBidnZ2PZSngWJqsgbkvZMKiYGRIbqXxFYssGkay+SIsEsxzHZLFnCcRZPbsPb6cI1Dlwd0XPqwblOOLjOTWOgpKpzvmvB9lNTzIt55G24+BooLVOqMrzfW1V0rluDknY7XeQysicyU/Hdfjhkwc5/Z5HSWGqahAZwOoWDwdHNJS2wRiNbivSuZ606zp1W9w+eFU3zxyb4LFDpZVHg5MRupVAQIfFRH+ji31n9MmhUEKo7T1zgpbWtHowZJU/c5S2RhPUdVQvsGX2VM5O4FwjFtC2R7C6wdMhvKoXguhU5X62Kvy9i1Ivh+MpbMQxVMEeoc1rI5qWCMaKvdeL5pbuq2Ho+SVXjkYSKUYCMeGdPkdpC2IsH5ijtHUqAaIrmt0cHi2hOF/2OjJILJ99Fkb2kmlYycGRAMeVLoxG9zxIW6XFXNcioa5D/Ky1S9ZQBqrnusVoyHmIF3nalvGTLuPnByJ802YW82ud3YwpMVtc9G5cJVpST+2A6ZOcomlR3S8NTismg8SIXuipq3nplbbTg4IktSqig+Z1wu5ldnE2NQtCKdIWoGMLh67/D64zvMLvnvhTkr/+uLBG6LpS+3i7VzxXTWlbjLwW+bKkrde+aHuEgJKtMnfdOx90+R2c0lPa1nXU7BEqQfYey+siqF++9PYI2e60k4t7ndcaJo7mut4A2jbCW78Jb/g8rJ0Paat6u2uL8wqVtrM1a4QSqJG2NSwZfE5LZUpb1e9Eo7oe0vE7avaIEIVsm75iiJ3OyMIXpQT6G13ZzaAKtUVsPptDQKR3d1wGO74LfTfSsOpqYslMNlwrkcoUBj14u8VmMZPOkbaVqIii09lFfF+DE4vJwP4zAZ4+Ok6906JN9C4V6pdBfFa3aiYWZKVDyFT0arTVZlHOhkHFzJAgMfPJeotDLKhP76roPPRgkpOYLTa89jL2CABr3wZHHxbqwTKYCMWRyGCJjhcrbdVruxQsTrHwmRkinRFEToE9grOeBpcFgzRXaZvEYzNhmkPAqkTj4NQc1bOnjZBXeAVXU2kLsLrVw0sD01lrEhWjgXjW2++cok7f9+qN61u5fkUjf/CDnZzV2+QiPD2763NKy3VtHvadFqTtifFQUXFCLQLM3UysafPQIM2SNjm1QxV9PdVZgE4Pwn9cBf++AsYOLf755ot4UNseAUSw4NjBhT1vZKpyP1sVvl6YOrlg8jOcSGGXEhiti1fads0N21Twt3ft48Z/f7xwTmnbJDZDS9yeqW6cO/0OTQKrt8FZoLQNxVK4rOK6Xtni4kgpewRnA7vlVVw2/D0YeQXX2luRZXhgn7B/aZinpy2g363gVQqc5zOlvoalhyzDA58SY9veOxf0FIX2CKqaK3fNOy0mEqkMGnmaOZRJzgahtFUJ2Dq7GWsyUDx+GU3QfRUcewSmBxmWm7EuYk42GCRa6myc0gt5cjUtPWk7O5zzkwdoXit+ji6uQ2pBiEyIDpYShMGT8iV8OPnXeAkL+5p3fKe0ImyxgZoXK8LjWfuPUCyF3WwUhI0GOnz2RQeRzUYXT9p2+h1MhhPa2QaednGP1yx3SkPtbsnvIqjvX/w9Us4eIRsCfnJxr/Naw1zSFmDje+GK3y/cb5eDW+l+1lmjFnnaLsL252JHjbStYcngc1iYrsSYz9MmWhcixQntgaiYIOe2D7fUWQWxFTgtFloK8SWUtqVJ275GJyfm+EweGQ1iMRmym+WKIUnwvjvhrf8J7/lx1pf2ldMzPLR/hJV/fz9ffiSvxdfXI9oEAmcYDyUwGqRs631J5JG2JqOBzV1enj46zosDU2zp8Z1bVaKaGKlnPRAaK/Jp1UOvRoBNFvXLKpvMZwa1DdHbLxVtHAuFLGMhidlqx20zIUllgvXWvEUsHiqwSJgIJagniCSnNewR7IwFY4VWBVrwdsHMYLaF01Jgj9CIyWig0W0tIC+mI4msb14+2rx2jAZJ07NLVRstZoOohWuX15NIZ/iTH+8u+P1YMJ5tcT6nqOvQ3VybjAb+432bsZmN/M9zJzWPkWWZwckIPfW5MWRdex0HzgaYDie4+QtPsvUrTxcQbmrhZm7QUk+9k1ZjgJBZRy3q666OPcL2/4RkVCidHvt/i3+++SI+q620BWjdIFqBF4LoTEWe2gXw94nzWaDqOBhLYSdelSCybg3SNpOR+cmLQwxPRXlg/0juYKXLZKnDyFRLoU6/PS+tOXef9tY7OZkXZhiOp7IdMitbRMimbqcC8N/pN+CJifuvYeMdtNbZuGv3aawmw7z82l1WE3V2s746y9UkFIu1DdzFjQN3wwv/IdRX9/6ZmBfniWRKjNUFStv8IDJFTBArJbYtE8ICQmlrVZS2PrsRezoo7HrmYsUbYOBJmB3ilUzPortfeuqduWyIuTgX9gihscL1j7tVvG81cO1cIjIllLEl1tJ7T80gd1/L37Z9h79t+06OZNaDvwqE1MWI8ERWaTsbTZYkUzt8dmYiydI2JGUwG0nishaLFeaDTr/oXBue1rhf6tohGamFzpWDGjKVT8r5egWJX4HYBeD939nOZ+6fU8xPxcFg1icSzXYxttTm/MqRikN4rGBvnUpntMP4ysHZKDpfdUhb1R7BlLVHqClt9VAjbWtYMvgcFu1k2rnIhjUU39BqW4uW0jacSBOfOiUWfYohdqoC0ra/0cXpmWiB6u3oWIi+BufCJnW7Dzb+Nlic+JwWljW5eOnkND94YRBZhp/tGM61tGa9SAeZDMXxOy0YypwvUOABBXDrmhYePzzO9oEpruyrTNVaNdT3i03vyD7tv4dGwF2Z8tfnMFNnN3N8TKN1Vq3AlvM3mxkqVGuoaL9UKPUqXAzMRTqVxICMxebAYJCos5uzFXtNeLtEWEhFpG2cVqOywJtD2rbW2cjIgtgtCW8XzAxl1UBmo0FU+hV7BBAE8Ghem/BMOFkUQqY+ts1r09zAJdJiR1pt0vbSbj9/t3U1jx0aLfCfHAvEzo/StkzCrMtq4i0b27h3z1lkDUXF4dEgoXiKNW25BemaNg+xZIZ/f0i0+Z+cjPDc8Rx5oH7Hc9X2RoNEnyPMJF7tk6mW0vbYI2Lsuvnv4fC2pd+k50OW9T1tQdxLgdPFid2VYKH2CLBgi4RwPI2dBKYqKG29DjMOo8zQVI54zLfZuH9fHmlb1yGIjiUmbYenopiNkggI1LBH6G10MhVOZC1YgvFUltRa2SyI+R9uH+Q7T58oUtfLssy21Ga2r/80fORxJLuX29eJcdHvtMyrKClJEn2NTu05RRxQvfunhgsTsgxP/Tv03QgfeUwQKgfumvfTqHOfntJWLUqUJW3L2CPkK22bbUkMZLQ7Bda/U6x1GlezLXXZortfuusdBYWWApwLpW1oVLyOCkkSFglj54O01Qh/m4M9w7Nc0ullbVtd6WBFFTWlbTESEWFpVyFp264THj0fzEQTi1LZgvC0BTEPFsGjWO7UwshKQ1Xa5q/5suuuk2UfHo6neObYBN968gQPH8gbm9IJfZWtitqcPz+o17KnPfurLz1yhOs+93jR+q0sDIZcGJkGVH7EVLNHKIsaaVvDksHvNOsHN+VDHRQ0VG6qp99cz8cWJWQpPjUsFsUKMhXYI6xp9SDLhcn1B88GWN6so/iaJy7r8fPgvhGePz7JGze0MhqIs2tIIejyAqQmQvHKA1bylLYA79jczutWNfHuLR289woNlelSwmCEptUwqkPaBkcrVtpKksS6dg97TonJPJZM59qP/P2CHCjTWpiZHiLh7ij+Q/tmQIazeyo6l7kIhsSm32YTi0av3cxMtMz13HeTSBQu0yY1EYrTb1NIhTmetmqAWKk2fHFCCmmr+u6ZDKKSnYpmSfNOnz1r1QGK0lYn4Kun3llkGwIQz3/+KuPdWzoxGQzcsye32B0NxGjynCelbWxGpHPrYOu6Vk7PRHnldI5AOzkRZvfQNE8cHsduNnJZT44sXNsmFh8/2j7EGze00t/o5Oc7hrOKw8lQXHBIGt9JpznEcEKHAPR2i3NdTJhS4KwI+up/nbD2kAxw4NcLf775IhEGOaPfCtW6Ufw8s1v77xrIqphDY8Up4OWwyOCYUDyJQ0ogadlZLAD1NhjMUzUcPBtAkuD3r+/jqSPjOSW+JAm17UJVyRVieCpCu9cuioxZ1WGhPQKQ9YsX9giC1Fre5GJNq4fPP3iYf77vIHfvLhzTE+kMMgZO975LGbfhXZd2YjEZ+PDVPfM+1/5GF8cnNLo3VFRLqV7DhYkjD4j1yfV/KYIc+2+C/XfP+2kSqbyAFI1rviKlrbtVePmVKD7ne9o2W5TXmRtEBqJ74OO7kX/vEWLpxc/JPfVOBifDmkVIXM1ijknFi/9WLYTHiz3bm9ecH6VteELfzxYYD8Y5PRPlkg4vK5rdnJyMlCcv/H3iPcaKvftfs1A7KpX5OVCOtPUppO0iwsjKEcOVoNFtxWoyaHajUae/hz1X2DU0zV/euad8h975RJa0zSPl/H3iZwXrLjWfw2kx8omf7uazDxziSw8fIZmI64eQqaiRtvODei3nkbb7TotxbFCv0FcK7lbdokYy39O2Zo9QEjXStoYlQ5PbxmQ4UX5h42oSbZYzw0V/0lPaqsm36ZnTBaRtKiOXVa6ubHFjNRnYc2qWMzNRVv39/ewemuGW1U0lH1cp3rKxjclwglRG5m+3rqbeaeHxQ4qCzWwXi+HpQSaCicq9+uaQtl6Hhe9++DI+985LFhVGsWC0rKuK0haE4nLX0DSyLPMXd+7hD3+4U/yhvh+AxNgRfrx9iGNayqlYAENsms++oDGJNK4S4W0L9LUNhhXS1i5ImDqHpWR7LyCUPeExfesIBWdmovTbQ4BUtGlpVa7tsr623i6YPUUyKc7JbJQEYQ5Z0nxDRx37zwRQuk+YiSTxaShtQahCD54t3lxElZA+W4UhffNBncPMzauauEshceKpNNORZNaX8pxCDSgqsfC+vNePz2Fm2ytC6XhoJMDNX3iCt/3Hc/zb/Ye4eXVTwedUZzezrEmErHzs5mW8e0sn9+w5wyX/9BAP7BthMpzA57BoKvybDAGG4i7tdiSVYFwM8aReo60bBBnQdRUce3ThzzdfqAp4vQWar0eMlUPPVfyUv/v9l7jjy4+LjeE8xiBAqD8c9QtW2obiaexSXIzxVUCjTS5YHJ8YD9PutXP7uhZmo0leHp7JHdyyYcmVtgdHAtlrWShtpYKwyb4GV/Y8QQ0iE/O2wSDxtfdu4tNvWsN1yxv4+Y7CuT6hURha0+bh0D/dzh/c0D/vc+1rdHJiLKRNRkFtA3cxQ5bhqc+L8az7GvG75bfB8HZhBTMPFHjaqo/Nu79dlSptMylN+y8VQmkrrv0mk3LP63lyG80kjOIcFm2P0OAkkkgzrhXapypgl6r7QpaLlbYgsggmj0GyzPqn2ohMlrTUeeX0DCDWVCtbXKQzcnas04VKSC0i4PKig5qFkae0nWt/l49mtw2ryaCde1EhZiLJbJjwQiFJEp1+h/Z6zNUsbPrOY7jlfz5xnDt3nuLnOy7ggM14QIgDLK7c7xz1YHFXdI+MKnuiO//waqxmI9984jhfefQouwdG9EPIVNTmfDHmpiu0GVGD9epypK16D+VnF1QMT1tlnrY1pW1J1EjbGpYMXfUOZJnyJvKSpKShFyfGqkpb9xylrapGNIbOFlSCKgkiMxsNrGnzsGd4hn+7/xCxZIbrVzRyx4a2ko+rFFf21fPzP7iKRz55A+1eOzesbOThA6O5DaS3G2YGGQ/FaVyg0va8o2UDjB/KpXaqSEbFoFuh0hbg0m4fU+EEh0aCPHpwjBdOTAr/Km83GEw8u/1F/vauV/jn+4qJ0NSUIK12BzQGeYNRpF2e3lH0p2gizb/cd0A7VEDBxLQgMD0uscDw2s2lPW1BbBRNNqG2LYGBiTDLbEGxcDUWFiS8DjNWkyFbVdaFtxsySTIBQSBaTAZBmEPWcmFDh5doMsOoss6ciiR0F6/r2uo4PRMtCg+cVt7zYhe9evityzrZfybAU0fGs5vH86K0zYYV6BOhJqOB29a08MA+YZHw3acHaPbY+Oe3ruN9V3TxmbevL3rMz//gKvb8w22savHw9s05RfiXHznCeDCuW7hxpaaYpK6wDUyFTwlTWswidPywsDlRg5n6boDBZytf1C0WWX8znQ4HSRJBjwNPV/R0sizz+OFxJkYUQnAeY1AWvt4FK23D8RRWEuIzrQIabIWetsfHQ/Q3urikw4vfaeHxw3lkSst6selZIkVXMp1h1+AMl/cqpEYyJsirPNsCu8VIu9fOccUvPhxPFRRb+xtdfPiaXm5e1cS+04ECRVBWzT+HhKrIOkgD/Y0ugvEU4yEdlaCvR3ih14JjLj4cvh9O74Tr/yJ3ffZcK1poh1+c11MVFBOSyr2YT9pmlbYlrlNVVFCiGCiUtqLY12AsQ9rOPa9FQPVf17RIcClFr6WySIjNiu9Ei7SVM4tPlJ8vIpOFqfZzMDARwWoy0OGzZ7vyjoyWsUhQW79rFgk5qHZHihVFORWswSDR2+DMzisLwWx08aQtiM61U1qetgZjRYGDSwl1v/DkkXNocTVfxAJivZdvdyRJ4O+p6B5R32Nfo5N/f9cG1rR6uGV1EweHJ4hkjDx7TL8whq9HCGoSZQotFzMe/xf4TAccuKf8sYHTwnbLUtztp9WRWRYlvN2LPW1rSls91EjbGpYM2QTsSqT0SqjSXASiSWxmQ9Hi1GY24nOYscTGCxZ9lQSRAVze4+fRg6Pcs+cMn33Hev73dy6v6HGV4vJef1aV9KZL2jg6FmK/asfg7YLpQU5PR7OtP2VxoZG2zetEeNzE4cLfqwv8uQvxEtjU5UWS4BuPHyOaTJNMy2w/MSnITF8PqXER5Pb00YkiRcjZQfG3U3Kjtgq260o4+UxRa+K9e8/w7acHuHevvgfV5Kz4vnwehbR1VGCPYLaJ1zz+eMnDBibCdJhmi/xsQVT0W+pslSltAVkh7sxGQ57SVmy41rULMvtUWFzbo4FYtuAxF+qxLw8XhinMRBI4LcYlU3TfuLKRLd0+/u3+Q1nlSvd8AwGrAXebINzKbBZvX9/CyckI9+49y90vn+ZDV/fw/iu7+Ze3rS+ycQHhyaluShrdVrZ9/Do++471HBoJcmgkQL1To3CTSWOITNDW3sW3nz5R3PLmqBcq8kWRtgdFMqziB07vjYJInYcdwaKgKm1LLdB6rhXnU4EvtUrQrfMo843GvVUW/t6Fe9pGE9hIVE1p22CTGQnEs50qJ8bD9DU6MRokruqvZ/uJvMA0NYxsidqKv/jwEaLJdM76IxUtCCFTke8lG4ynNAPEVjS7SaQzBdYP1SKhVPQ3ijH7+JjO5sLbLdTCS+3ZWcO5RWQK7v9r0fHS/7rc7xtXiw3o8PZ5PV1ByGdWaZubm9xWMa7HStW5ssnZ+r62+Upbn0HcF2mrvtqoWuGgnX4HkqQTBKsWvcqEqC0YqoJ3rj1C40rxc+zQ0ryuHiKTJe0RhqcidPkdSJKEx2amrc7G4XKkrcMvrrsaaZvD7LAIJVLWqJVYF/Q3uRZN2i7WHgHEnlbTHgGEInH2/JC2sWQ6a/e3oNb1c4V4ALTGtQqL5SOBGHV2MzazkZtXNbPtT6/jr25fRTwe42wow/u+s53psM4eLduddnLh5/9qRiIM2/9LrN0e/LtiwdVcBE4XCOKArKBnoJT1lB5K2COka/YIFaNG2tawZGjx2LAYDQxqLQjnwtslJvM5CMZSmkQIQKvbjC0VLKiOpzIyxgpCS65f0Ug4kWZls5t3XqoRYlVFXLesgQaXhd+oBKGvG3lmkNFgLGuyXxKZtFAlXFCkrZKaO7clV1VL5yVOloPHZmZls5t7956lw2enw2fn6aOiYio3rKAudJx3b+kgI8uF6jJg4tRR4rKJceoKgnqy6H+dWIyffbnwNBWCV938aGFyRiyC7A6hqqhIaQvQcx0MvSC+Nw3MRpNMhBI0Ml3kZ6uixWPjbDnS1tcNSMiTxwFwWkxCaWtxgVWQFi6ribY6GyNRiXA8RTCWyvpBF512vYP+Rid37y6cWKfCCXzOCm08FgBJkvjU1lUcOBvgS48cwWIy0Hk+SFuDARqWCZ/XErimvwGX1cTHfrKbTp9j3p6ba9o8vG51M5IEL5yY0g5di0yBnGHz2lWcnY2x59RM4d8lafEhJ5PHBWmrom2TaFMbeGLhzzkfqP5mekpbgJ7rQU6L+6kMVILurcsECT1lWMB4uQilbSyuKvGqc+022MRCdmgqQjKdYWgqkiUj17R6ODwazHVvNCwX7ZllbFkWgnRGKMpvWd3Mxk6v+KWqtJ2D/kaXpqdtPlYoKrWjeYRHjoSqTmGoy+/AaJA4odfG5+sRP1+rG7iLETND8L2tIuTozV8rVHMZDCLYcJ7+9uWUtjazAavJQKQUaetsFMnmFSptvVKYtCwxm9FfGxbYNiwCNrORtjq79hrd2SDCfZYqXEltk59b4Ld7BVmwBGOZLmS5YtJWxYoWN0dqYWTzx8yg6KxUisUVkbaNroWp+9SXjCSpsy9+DSvsEaLatjt1nZrdoucCg5MRUhmZ169t5qSeR/WFgNisdpHe31exPcLc9fKKZjd3rK2nyefGYjTwq90646w6579W78UzuyE+C2/7L5gdKtsNyuwp8BZyI5NKcPJouS5QLXjaxNys0Q2metqaSItjavYIuqiRtjUsGQwGiQ6/vSABWxdKqNJcBGLJIj9bFf1upVKU50OVzmQwGsuTtlt6fGzp9vHpN6+tqsJWCyajgeuXN/LUEaV1w9sNgTOY5BQdvgo2+LFZQL6wSFubB+qXizbEfEwNANK8SFuAa5cJ4v3mVU1ct7yRp46O8/OXhvnafgs96UGu6q9nQ4eXJ48UJsmnpwYZlRpxWi3sPaVB2nZeLhbiu39Q8OsBZZNypgQxOhtQns+S52kbrYC07b4aEkHdoLZjY2KhX5ea0FUDttbZytsjmO1iUp0QylC3zQTBkaJNUH+jk9EojAaEElH1g54LSZJ456WdPLh/JOtjC8IeQc8Ht1q4tNvP7Wtb2D00Q1+Dc8nvSV3UL4eJYyUPsZgMfO23N/E3b1jFL//o6gV5/Ta4rFyhtJq/e4tG0SgsihO93b3U2c08eXi8+Jj6fpg6Pu/XziJ4tsAPHKMJeq6BE08u/Dnng3KetiDeo7sVBp4q+3QnJkIYDRKX+uOkZANHQguw2PD3isJHYv5qlWRU2VRWzdNW/Dw+FspuyvoaRavaymY3wVgqN0aYrOKzGq++Om0kECORzvC+K7uQVCJMR2nb3yiCjcLxFNFkWtOrsMFlwecwc3Q0R6hWi4RSYTEZ6PY79JW21bAXOV848hD88iOisFODwOgB+PbrBLH6Ow9orz8WQNoW2HZoKG0lSaLeaSGYLDFfGQyKCq9YlKAilsxgUwoWPinILE4mw/prjWoq07vrHdp+oZIk5oel8umMTIqfWkRp46olGct0kYwI5X0J0nZoKlJQTF7Z7C6vtAWFtK152mYxPZizZEIlbbX3eCr6G52MB+PZjJP5olr2CB0+B9FkmkktNadquXMeoCrlb1zZRCyZya71LzjEAtqEnL9XjDNl1J/ieyzei7S5DLidTjZ2edk9NK3xSMS+yFpXVpRx0WLiiCjsr30b1C8rHzo8eyqX86FAVdpqeqCXg7rX0OjcUD1tjUllTVizR9BFjbStYUnR7XcwNFWJ0rZbWADMqcIEY8kiP1sVvXZlw5q30KrE0xaEoucXf3Q1V/XrL9KqiRtWNnLwbEB4YPm6kZBpkyYqs0eIKpPQhUTaAnReUdxuOD0gBnrT/IKk/ur2VfzL29bxxzcu47rlDZwYD/NvDxzicKaLJmmGq1slblzRyNP5qemAJXSKaUsLa9o87DutQdoazXD1x2Dn/8DXL4MfvhMiU9lQM81QAQXBoHItKiRMXaVK27bNQqEy+Lzmn3cNzmA3G7HFxnVJ2+ZK7BEAGlZgmRHEncduFhvDOROtIG2lLMHTqkPaAty6pol4KsOf/nQ3Y0Fx/PQSK21V/M0bVmE2SvSrYUfnAw3LK/LSu2lVE394Q/+iPpevv3czX/6tjdpjkNI6anQ3cePKRh7cr9HGXd8v1LILRXC02Pe1+2oR3HcufG3LedqC4mt7HZws72s7FohT77TQxDQTeDk6voA2wUW00KXj1SVt3WbwOcwcGQ1xQmkNXaYobVe2iM/sUL7Sq2k1jB2symvnY3BCw7KkhNI2mZZ58aQgFLXGGkmS6K53FtgjxJPVaffOR1+jU19pa3GK9tzF3D/nA9EZuPND8MrPYdtfnu+zuTAQC8BPfktsyn/v0Vx7/Vy0bRTzY3iy4qdW7RHMqtLWaCnyoK93WQiWWxaUUeHFUxmsZnHtuzJBpmU3EyF9AiNeJXsEgO56p367q6dj6ZS20SlA0iZxlmgs00VYEVQ4tfcDKaXToUBp2+zm1HRU5C+UQk1pW4iZwWzRLJZME09lqCtDqKodJmWD3zSQzsgEYtWxR+hWPKA17xefEOOQOveE6dBkBIfFyJZusUesqLv1fECv9d3XK3ysSxS2QISbujW6d0glwGhlRbOroBhcAEmCxhUw/lolbY+JwoLJAmveAofvg3SJiWvOXlKWZabCIjx9Qi8roBTUrlKNjhPV09acrEDI8RpHjbStYUnRXe+szGNHVUbMGbSDsZRusmi3DmlrNFx4l/Xr17bQ1+Dk/917IPteO6XxkgRaFtEZ8fOCI20vFx6KsTyydGog14YyD1hMBt53RTctdbZs2M1UOIGlbR0AzdHj3LCykUAsxcvDM3zm/oM8fGAUZ/QMYXs769vreEWLtAW46mNwy6fF+Z56Ee7/q2yl8NS0vgo8HFYmEEVZ47WbiSbTWY9JXZhtgrgd0iFth6bZ1O5ACo0WEawqWj2CtC3b5lS/HEdAEA8uq0l8/mpisYLVrW4mYrD/rCDJ9DxtQSyOrSYDDx0Y5b3fFoT8VCSBf4lCyPLR0+DkK+/ZxB9c31f+4KVC/XLhcxnTuZaqiAaXlbduas+pF/OhLmzcrbz5kjYOjwY5eHZOW1H9MnHcAlShxEOQDOfCZlR0XCZ+P34ONszxoLDyMJRRKvdcKxRyZb6T6UgCv9OCcXaICVNzQft9xVhEcEwqS9pWxx5BkmBls4vDowGOj4dxWU00ukUxrN1rx2MzsS+/u6Bx9ZKo0wanIhgkCrtC9JS2SsHlWcXeRk/V313vKPC6T6TFmFotpS1AX6OrtPdaw4pzH3a0WAw8JcjDKz8KB+7OeZi/lvH4vwoi9j0/Blej/nGtG8XPOVZJpZAoUNpGNAsVfqeFUDnS1tsNM/qERDyZs0ewp4XSttTGOHdei7cT6W8UpG0mo7HW8LQtXbhSZEoQtlrjf9NqUThbyNy2oHMpofoFjoyGiKcyrG3LkQlq4azsPOPvE+qy13IAkgpZFt+rorRVRRDeMtYFvQ2iw0T1S58PgrEksizW74vF8iYXDouRXYMaak5fDyCXvM+XCicnw3TXO2lV7PbKdumdL8SD2kX6CtddoXgKpxZpm46DycKKZjcnJkLZYlsRGla8tpW2DSvEv1e/WYjB9MQQsYBYb9flugBD8RSJdIaVLW6mwomsD23FyJK2Wkpb8VyGuLKerdkj6OLCY7dquKjQqRi3lyWfVNJ2jhqhlD1Ct10QbjPkJgHhabvw810q2MxG/vSW5Tx9dIJjcR8ZDFzhC1XWWn2hKm37bhDV0fzW5cnjRaThfNHgyql0//p9bwSjFUYPcEmHl3qnhXf+5/N868kTfOR/d+BPjpCq62R9ex1DUxHtMDKjCa75U3jLN+CGv4H9d2ONTyJJcGZGn7RNxgqVc2p7VWUWCVcJ0lbjuj9wNsDVjXFA1iVtW+rsJNKZbDuKLppW4QwP02BNi+t+aiCnFlRw4wqxkf3cg0dpcFlKXnOSJHHfx6/lr25fybGxEKOBGDORhGZL0lJg6/pWNnR4z8lraUL1eC1jkbDkmD0lCFWzjetXNOJzmLl7rleXv1/8XIiKRw1gcs8hbVs3ihaqUy/N/znnCzVJuBx6rxPjjI5yXUXWxmNmkLCjXV9xUQquZkEkL8B2QlY35Zbq+TEvb3ZzaCTI3lMzrGpxZwl+g0FiY5eP3cMzuYObVgmfSFU1ViUMTkZo89oLCVUdpW2T24rbauKpo8LOQ88/e26gSzWVgyp6G5wMT0WIp3SKbPXLzv99Pl+ceELMr9f/hbgnjjxwvs/o/GL6JLz0Hbj+z3OWF3rw9QrP7nmQtlmlrVES9ggaBZmy9giga/+lIp7KBZGZEzMEcDNZgrSNV9Eeob/RRTSZ1iZ66tqXjrSNThdYmxWgcTUgFwfdLhVUqxEd0vbl4RmMBon1HTkyYVmTC0mi/DyjrodfjVYs1cbMkCCDmoUYQ+3mUouRenAq2QwLCSNT1+vl1LyVwGQ0sLHTyw4t0la1fJg5uejXmS+Gp6N0+uy4rCZcVtPCPEfPBfRIW0+76GIoYyMSiqdwafEBqTgYBWmbTMuc1CvWNqwQdnIXqufvUmJmMEeOt14i5qSD92ofq475eftT1c92ZbOHjAyT4Xmqbc02Mb4Gizs3kkqHtJQNJ66RtnqokbY1LCm6/Q7iqQxj5TxQnE2CnJuzsC0VRNZmiZKWJY4Hc4N4RpYxGi/My/r2dS20eGz83T2HGMHPZd5iQ25NXKikra9HKBOPPiz+Px4S4RFtmxb91N/78GV8/3cup8XnEi0tY/sxGiQ+tXU1AK9f28y/bu3GJ4VIuTuzi2nNMLJ8XPIekNNcnniR3gahZknpVGVlVeWhbNRUMrmi1pCuqwQxNodQk2WZ0UCMXrPyndZp+JmSU6iVDSNr2YCBDBstp4VaJBEsIs39Tgsb68Ui5U9ft1zrWQqwrMnN2zeJyXr30AyTIaFgfE2gfpn4eb4VeDO51iSz0cCbLmnj1y+fKaxuZ8+1PPF0dDTIDZ9/nH/8zX7xi+CI+DnXHsHigJZ1cGrHYt9BecSDlbVB+XpFm24Zi4TpsHKdTg8i13VzVFHlxFNpjo4GK1MGSJIg7hegxpCypG317D3Wtro5MR7mwf0jXLOsoeBvmzqFf1tWIde0Rvysclvx2dkobXMDM1MxTaWtJEmsbfdwZDSEx2bSVsUgSNuRQCzbtVBNj04VfQ1OMnKhBc5MJJH1FBdWKMcgox9GecHh9A5hYeLwQ/ulcPzR831G5xePf0Z8Flf8UfljDQZo3TAvX9tEOoPFaBDFEh2lbX1FSttO4VOe1C4Sx/KUtlJ0hpjJo+2bqZ5XFYscqk+2JiHmaRfKqKW4R6JTYNcjbRWLi3NlkRBRCl06pO2zxyZY1eLGYcmNZzazkZ56JwfmdsDMhboee7VZsSwF1AyM9s2AsDQCUewrh/4m14JIW1XNWw17BIBNXV725BdLVXjawWA6L+T8bCS3Rm/2WBmZvUA9bRNhYU00FwajIL3LhJGF42nNcFPSScUeQRDCul7TjSvFHmmpLF8uZITHRSgmiHXuqjvg8DbtsV31Mc8nbZX5aJXSYbAgX1t3m+Znn05nRI5JrKa0LYcLk92q4aKB6gFU1ovIYBAL2+lCI/dANIlHR2nbaAwzi5OBqRyxlarQ0/Z8wGoy8u/vuoTtA1MMZxpYY9cxTJ+L6JSoQlbJK7GqWPkGOHSvmDTP7BJJ751XLPppb1rVxA2KQpSmtSJoBHjnpR289He38J/vv5T3Kp0eV23eTG+9E5fVpB1Glg+HH7ltM5dn9mQ39Vrecal0BpJRMpJJ+OKSsxUYq8Tkv/MKQCpKvQ/GU8SSGdokZZOgo7RtV0iS0yWUwAA0rSGDkQ3GoRx55+8tOuxDyzM88efX8YGresqfO4I0bquz8eD+ESbDiWx72kUPq0ssvs9lCIoWZocLCP23bGxnJBBj+0CeH6PDDzZvRarQX+46zeBkhP957qRQcKlK27nJ3SAsEs6F0jY+W5nSVpKERUKJMLKs35YtA6ERbM39TITiTIcTfPqeA9z6paf42UsVti2qaox5QkqqpG317pWNnV4AMjJct7yQtL281890JJnboPj7REp9la/ds7OxYhufZFQoJzRwiaKUb63Tn69Ub8hT04JQLQh8qhL6FB/EY3kttZ/42cvc8sWnBJHbsELYPASWKGip2pBlQfw0KIRW303inngtqoZAWDPt/Rnc8FeVq9tb1sOIdkCoFhKpTK6QkIyCufjerndZCJazAM/af2lfa7FkOkfARqZIWOpKetpWM7ivw+fAYjRot5572iGTFBv+aiNSQmlrdYnP7JyRtpPiu9VYY5+ajvDA/hHedWnxWu2yHh/PHS/T2eBsEArvi8HXduIY/PpPYP9dC3v86Z1Q15Vdd4wF4xgkqHeVJ237GpwcX4Cn7YyitK1Wt9iKZjdjWqFoRpNYz8/Zw54L5NsIttTZLlylbSKkX9T291amtC1hj+B3WmhwWTmip35X7QFeaxYJ6ZQQfznz1pCr3ihsW87sLj5+dlh03OWJOtSuT9UWZkHXmKdN0x4hlsqIomU256LmaauHGmlbw5Kir9GF22pi52AFSce+nqIqZSlPW3N8mqChToR7AZmMjCyDUcsj8gLBtcsb+PSb1lDfsQJPrHjw0kRkSigALsT3teHdYsF75EGROm+rE8m/1UTLehjdlzVNb3RbhfJFUWXbm3oxGCQ2d/t49GB5j790zw1cadhPr1JQ0Jp8ZqJJ7MRJm3KL+AaXBUmqcLKye6F5LQw9V/DrMeWxjelxcDToEvENLgsOi7HA91ETZhsj1h42cESEwpkdmp+/JOWI4EqxdX0rdykt+atbKyDXLha0bhRhXOcTs8OiiKVgc5eXLr+j0CJBkioKI0tnZLa9cpbb1jRjkCQeOjAqSFuTTbui3b5FLGqjFRaVFop4sPKU2K4rBEmTLLz30hmZ27/8FFf/22OMh+L0GAW54G8XivKjYyEOKOr7509UGEDUsBzGD8+LDIun0lgySjGnSp62QHaMAri0u7DT4tJuH1aTgWcU/1iMZnHuYweq9voAI7OxYm/aVAxM2uOJep6lQj676wX5pVokZJWDldgFVYgGl9jAHTgr1gepdIbnjolr4MuPHM0p1V8tG7jQqNj0qufdeYW4Ry8GMmi+kGV44G+EJcKmD1b+uOZ14vOq0F80kc4IawQQ/qo6Stt4WirtdZ+1/9ImdEQQmXLtR6fJWL0llUzVVKYbDRLLm12FoYYq1MTvpShslFLagugcOJekrY7K9s4dp7CZDLxrS3FX1HXLGzkyGiodGitJCiH1Kr9PMxn4yXtg9w/gzg/DkYfm/xxHHxZ2RwrGgjHqXVahsiuD/iYXg5Nh3c44Paj2CNXwtIVcKNoxrSKHt1v3Hl9KBGI5cVOz+0ImbcOiIKMFX/l7JBTT8bRVgsgAVjS7OKI1loH4foyWV8+cXy2ont2q0hag80ox/h6+r/j42VNi7M8L3ZxS7BBWt3pwWIwLsx/ztGraI0QSaRwWo7BMM9lEWFoNmrigSdvPfOYzXHbZZbjdbpqamnjrW9/K4cOFHkeyLPPpT3+atrY27HY7N954I/v37y84Jh6P87GPfYyGhgacTidvfvObOXWqcBEyPT3NBz7wAerq6qirq+MDH/gAMzMzS/0WL3oYDRJbenxsH6iAtPX3F6jGZFku6WlLZJKU1Zc1ha+mz9dS4sPX9LJsxdrKK7IlFpTnHc3rhBXAI/8AL/4XrHmrUE1XE51XCJJgZG/h72eGxETtFFX7d2/pYMfgdOnwGSDWvJkGKcBal5jYtbzcZiIJ7CSQ84gJk9FAg8vKaCVKW4CuK4t8ONXHeuOnSnrwSZJEl9/B4FT5zeVe26VsSuyAk89Cx5asMnixeM/lXdl/99S/RpS2AB2XCtI2UyZwbqmQjIlrO8+bWJIk3rqxjftfGSkkB+qXweQxhiYjuq2D9+87y9BUhD+8sZ+eegeHR4KCAHI1axeCOi4TP9VWxqVCpZ62AC0bhIp/jop0JpLg0EiQs7MxxoNxujKC1G7uW4/RIHFkNJhV5+w4WcEcBEKNEZvJLXQrQDiexiEp40gVlbYGg8S3PnApD37i+qLAOpvZyOW9fp4+lqf0aloNY9VT2sqyzEggRutcb9oSSttb1zRz78eu5R/etEb3eZvcViwmQzakNLEESltJkljb5mG/ElC59/QsiXSG29Y085u9Z5g2t4j549Xia6t2UqikrdJifE6sTC407PhvoTK+40vz2+C1rAPkisnAQqWtPmkLlPafd7cJ5ZJGSFEqnSGVkYXSVpYhOo3k8Gf9PrUQjgtpr9OiszaeJ1a3erTb/NVOoKVoJ45M6SttQRSfz1XHS3gCnMVr7ExG5hc7T3HHhjZNsuhqpTBV0AGjBX/fq5+0PfawsI363YeFyv+Bvy6dPj8XE8eER/GqN2Z/NR6MV2SNAIIsTaZlhkuEB2thNpLAZJAEKVQF9DcKL2NN0lZDeLTUkGWZQDQnbmqus5W3VTsfyGT07RFA3CPTJ3WtWNIZmWgyjbuE0haEEvqInj2C0STmz/PdSXeukbV/yVPaGk1Kp6wGaZtnz6ZiMpygzm7GYjKwssXNy8Mz3Lf3rH7omxZ07BEi8ZRC2s7WVLZlcEGzW08++SQf/ehHeeGFF3j44YdJpVLcdttthMM5IuNzn/scX/ziF/n617/OSy+9REtLC7feeivBYO6m/cQnPsFdd93FT3/6U5555hlCoRB33HEH6XRu8/ve976Xl19+mQceeIAHHniAl19+mQ984APn9P1erLhmWQPbB6bKhyr5+0R7hDJox1MZkmlZ19OWyCQmd4PYjKUyWWNs36vBf9PXIzzO4hVUqyKTF56frQpJgtv+BULjguS67Peq/xqtG8TmevjFwt/PDAoFi0ISX6/YKew9NVPy6QL+tQCsSB3FbJSy6teCp44ksUvxok1as8fKaInNVAG6rhJFiNBY9lfqRswROJFr1dFBd70jS2qUwnOmy6nLzMDRB6HvxsrOrQIsa3LxW1s6uW55A6YL1Cd6SdBxmfC9Ol/V+LH9kEnl0s4VvHVTO8F4ivv25in0G1Ygjx/i+s8/xuu+8CRnZqJMhOLMRpJZcveRA6Nc0lHH5i4f/Y2KL1xQIW21UN8vbBeWmgyq1NMWhOpKMsDIKwW/np4TPNiaHAJbHda6FrrrHTx3fIJQPMW7Lu3g7GysvN0I5O7L8cpDcEKxFE5ipI027TT0ReD1a1uyLWlzcd3yBl4cmMwR+Y2rYfxg1VrmpyNJEqnMvJS2kiSxrr2uiGTOh8EgFYSRBWNJLCZD1Quu69o9vHJ6FlmWeXFgCofFyD+8eS2JVIanjk+Ja/3VorqZPC7uAV+P+H+HX3jKnwsrkwsJwRF4+B9g84eg/+b5PbZxlfgMRyuzSEimM5jVuU8viMwl1pulPGgxmoTVgEYYmSo2sJmN4jXScczu+pLESyCWxGI0YDNX535Z0+rh0EiwWMXoqBdrr9klCCMrq7RdLTpOYhVmPywGOsKIFwYmOT0T5V1btG2s6l1WehucWeGILur7y7Z+X/A4fL8Ybzovh1v/SZDQh3SCjDQff5+YM/puyv5qbB6k7bImodA8PDK/62E2msTrMJecj+YDu8VIp8+hreb0dZ9z0jaeypBIZ7Lipv5GF6dnooTi5TxbzjGSEUAubY+QjouWfQ2o70dfaSvG4ZUtbk5OhvU7H5rXzssi56KAGk47tzC16o2CwJ5buJ49VUTaToUS2QLl6lYP9+8b4aM/3sWdO+bRheFpE1Y7qcK5MpxIi++1VDhlDcAFTto+8MADfPjDH2bt2rVccsklfO9732NoaIidO4UCSJZlvvzlL/N3f/d3vP3tb2fdunV8//vfJxKJ8OMf/xiA2dlZvvvd7/KFL3yBW265hU2bNvHDH/6QV155hUceeQSAgwcP8sADD/Cd73yHq666iquuuopvf/vb3HvvvUXK3hrmj7dvFjf/nTvKeAr6+8SgrSQXBpS2llJK2zp/M4lUhocPjGZJ4fpXA2mrqmUqqb5Hpy5cpS0IZeKfvQJ/flAQrNWGySrCzYa3F/5++mSu7RDw2Mw0e6xl2zZC5gbOyn58s/tpcts4PVO8OZqOJLGRwDDHK6/ZbWNMCdApW2Hsukr8HMqpbUcDcdw2I4bJo6KVuQS6652cnCyvtN2RXsn2+rcJNWIlgSzzwGffuYEf/O7iPYpfVWjbBEjnT8F2do9QZTUXKhX7Gl3cvKqJbz+dGzPkptVIsVmaEZvG6z/3ODd9/gku+aeH+P0f7ESWZQ6NBFnXLmwQljW5hEIkNAJuHdJWkgRxPbdIUgUULKTjgcpJW4tDdGLMIW1nIoWLv7bkkPD8lCRWNLnZ9ooIXHv3ZaK1tSK1rb9PEDvzIPNC8RQO4shVtEaoBNcuaySWzLBrSCENmlaJha/qWbwIHBkN8qlfie6GoiCyEkrbStHld2TtX2ajqaoFxeRjS7efsWCc4+NhXhqYYnOXj3avndWtHp44PL7g0LnzguBZ0VWSryzt2CLCyV5LePgfxGdw6z/O/7FmuyCeKty0z0dpW5K0BWF3o0HaqmOizWQQaz3AUdfARCiuu8YIRJN47KaqEVGburwkUhl2zw1YkiTFh7DK9giKohi7V/+YJhE6O5/i2YIRmSJj9xd83rIs880njtPX6CyypsnH5i4fu4ZmSj+/v098hjpBdK8KnHgiJwpo3SA64HZ+v/LHH9oG/TcV+E+PBeM0VkjaNntstNbZ2F3us56DmUiy6nOLWgwsgr9fqAUjFXb1VAGqt64qblKtzOZLblcL9+w5w36tQOhyQa1qZ5lOGFm2u8CqURRP5+wRVra4ycg6SmhQ7Pb2v7oCSBcLVWmbb48AooBidhZ7VE8PCCuJPEyFE9kC5W1rmtnS7ePSbh8/2j4POxBPq/g5h5iPJFLYzUZlTrhABWoXCC5o0nYuZmfFQOD3CyZ+YGCAkZERbrvttuwxVquVG264geeeE16SO3fuJJlMFhzT1tbGunXrssc8//zz1NXVccUVOXLiyiuvpK6uLntMDQuH32nh1tXN3LOnTIuVmrKqEJmBmBik3bpK2ym8DS1c3V/P954dyC6a1YHlgkY2UbaC1swL2R5Bha1uaRMfOy8vJpHGDuQW9gqWN7k5OqbTGqMgkkjzSqYXz9Q+ehocDGoQo9ORBHbiGKyFrTwdPjsnJsJ89Ee72PDph4pIowLUtQtSOc8iYTqcYJkjKhZ29aVJ2zWtHoanokyX2QwG4imeXP438AdPVR7IUoM+rG6h7DxfCrbjjws1gAZB8L4rujg0EuSYco3/1yGxUP38DWZuXtXEH93Yz/UrG2mts/HUkXEeOTjGsbEQq1oFObqsycXZ2RjpQAmlLQjS9vTOqi5snzg8xqq/fyDnyzsfT1tQQoQKSVu1UHdJRx1bun14wwNZpeyWHrH4s5oMbOn20dvgZGc5RRSIIpGvd15hZKF4CocUQ9YIKlpKrGpx47GZ2HFSJW0Vor8KXpA/e2mYB/eP8v4ru1jfPmdsL6G0rRT9jc5siNpstPoba4Ar++qxmgw8dmiUHYPTXNYj1o63rG7i0YOjpBpWiQ3cqyHMK3Amt+lR0bFF3BOvZjKoFDIZOPxAzrd78HnY+1O45dML39w1rxXfeQVIpDI5y45kVHN+9SkBR5MlgsPEgT2ahEQ8389Z8RF3eRuRZf2E7kAspd+BtgBc0uGl0W3lwX0jGue9BOrBeEB0k5RSVTWsEMWzKnt0gyhI5QdJpUPj/OiVEH/1i5wF17efPsHTRyf4/964uiQ5vrnby4GzASKJEspGdb1/HkKqqoLgqLh2e67J/W7zh+DE45VdG9FpOPUirHh9wa/HAzGa3JUX/wRBPj+v/ZklmFvWtdex/0yATGbOvKGKcSrZ11UJgai47lR7hOVNbsxGiQNnzg9p+/Gf7OaNX32m+A8JhUTVs0fwdQOSriJdJW01RVxz7BEAbY9uEJZ+ybAuOXxRIjwhSO25hLnFAWveAnt+nFsDhScFqdq8tuDQQyNBOpUA2RtXNvGLP7qa91/Zxf4zgbJ71Cy8PeLnHN/nSL7StkbalkR1DJHOAWRZ5pOf/CTXXnst69atA2BkRCwwmpsLN5/Nzc0MDg5mj7FYLPh8vqJj1MePjIzQ1FScot3U1JQ9RgvxeJx4PLeoCgTEIJlMJkkm5+H18yqE+v4qfZ+3r23iYz/dw6EzM/Q36gzarlZMkpH0+FHkzquZDomNiMOk/TqmyCQZq5c71rfw//16P0eVyqLbYrjwP3+zG5Ojnsz4ETJlztUUmSJj9ZY97mKG1LYF03NfJTkxINo2EiHM0ydJ1a9Ezvtc+hocPHNsouT3H4jE2Jvp43XjD9K1wsbu4dmi4wfGg2wwJ8FkK/jb2lY3339+kBOKT+adO4b48FX63rTGzith8DnSynNMhuKsNYniRdLXDyXOc32bmGB3nJzgxhWNuscFY0mcFgPJlPamYb73ag1gbNuMNPQ8qXP1mcky0oG7kIa3Yzx4D+nbP6d5v1/RXYfDYuQ/nzhOg8vCt16I8jsOK9e4R7nqlnfkPZ3MO/9rO3/wgx1kZFjeYCeZTLKiUSy60oGz4GjUHVOk1k2YYjMkxw6VLS5UiicOCfXn954d4I3rmjDFAmRMjorHNUPTWgzHHiaVSGS9eCcUu5Gf/N5lGOU08hcOkVn3TjLJJG+9pIV/vu8gW9e3kEql2NRZx0sDUxXdB8b6ZTB+OHvflsNsJIaTGJgdVbnP5nPPbur08tLAJMlkD7jaMZlsZEb2k+m6dlHnMDgR4rpl9fzDG1eRmjO2mJJRMgbLouakda1uvv30AGenQ0xH4nhspqqPUSYJruz1860nTzAbTbK500MymeQNa5v42mPH2BtvY3N0iuT0KXC3lH/C8whj4Aw4mwuvyeaNmDMpUqd2IXdcfv5Obolg2PZJjLv/F9loIf3GL2N8/qvIrZtIr/utknNnyedsXIPh2CMF44geYsk0ZqNEMpnElAiTMViLrnlJTuMwyowHoiWvX4O3B8PhbUVzSigq9hAmKUMqOI4JcNXVA2c5NRWi0Vm8TZsJx3HZjFW9X25f28xdu0/ziZv7CgIBDXXdGM7squ5cGBjDDKQsdQXrt0KYMPl6yIzur9rad9srI/xsxymeOzFFX4ODX/7hlbisJlLBcc4mN3HX7tP861tWMzgV5XMPHOb3r+vhun5/yc/5kjY36YzMrpOTXNGrQ0K7O8X7HT+C7Ouvyns5l5BOv4wJSDasyd13K+/AZP1rMjt/QOaGv9F8XDie4qmjE2yOPEuHnCHZdV328bIsMx6KU++sfNzf1Onhsw+OMB2K4tJqk9fATLhwbqnGenhNi4tQPMWhszMsb8ojwjzK9zx2GLll04Kffz6YmrNPlhAWCftOF+9rlhpyXvEzkUgUFjsiM5iBpNGmM3YbMHnayUwc07zfp8NirWc1FH93plScjGQik0xiNYgA15eHpnjLBg1hQv0q8R2dfhnZ01X894sQhvAUBltd0ToOQFr3Lkx7fkxq4FnkziuQzoh7/enZRrb9cg//942rmIkmOXA2wO9c3VXw2W9sF6KL7SfGed2qYg6tCK5WTJJBcDwdV2V/HY4l8TksZCJTUL+sYI3zWtm/Vvr+XjWk7Z/8yZ+wd+9ennmmuIIztwoqy3LZtqG5x2gdX+55PvOZz/CP/1jcovXQQw/hcLw2FG8PP/xwRcclM+AwGfncnU/zlh599dYt5nrO7HyEAyONHJyRACMvPf80x+d00EhyijfHA+w9dpqkaw8Z2cQPnzqE1QiPPvTAIt7RucO1kp/I3qfYFVhd8rg3Bsc5eHKEE9u2naMzu/BgToV4AxL7f/0VBhtuwhc+zvXAM0enmD2d+1xiYxInJwzcc+829OwR901JHJH7MCYCOM++xInxVu67b1vB/u2BfUZuNEQZm86wPe9zF5aYYtist8rc+8JBmqb1VTvdM04uGdnLQ/fcScrk5PCAgTcn95EyWNi2/QhI+hV5WQaXycgvHttJ5FgGWYav7DdSb5V537IMBkkcE4gaGTx2iG3B0uq6Su/VGqB11svlE0d44q7vEbGWUKRW6/VmXuLyga8RM3k547uKl8/6yejc77e2Svxi12kkZG5th3Ckldldj/DyZE/Bcde4JfbKRsySzJl9zzO6H9Iy2A0ypvg0ewbGGApov4YpHWErEq9s+2+G66/TPGa+eHKfEZA4dHaG++69l7cmw+w9cpKhycrGtabZCFfFgzxx9/8SsYoixgunJWxGAw8/+ACu2Glel4rxwkCIiQnxnP93E7jNQ2zbNoRlVuLQiIFf3bMNPccdFWtmjbTN7OKRCsfcXRMSq4kTiKV4porjdCX3rCsm8ciZ3Jh3g7mJmV0Ps2eiOO18PjgwZKTXLbNN4/3cEQ9z4MgJTsws/L1OxQFMfPfuxzg6JpGR0XytxaIhKTEZFiTUyP4X2KZkkLQ7jHxnb5L/AF667/uMe9ZX/bWriRtOH2Ha2c/evM9IyqR4o2TmwKM/ZqBxosSjX31wxc5w88EfcKD1XfjCx2i9549JGSw8teLTBO9f+BqveTbClfEAj//6B0QtDSWPHRg0EIpJbNu2jVtmxjgtjXJQ4xp1mY3sOnCMbRF9q4226Rkui07z8D0/J2nKET2nwwAmdm5/AXP6JS4H9u07CHi5/4nnOVtfrAI/PGAgka7u/dIVg6mwkX/90UNc0ZR7zWWjMVaMH2XbffeVJbkrhTd8ghuAZ3buZ/agvgXU5WkfxoPP8Hxy8e/z0IzENw8aWebJcHMbPHYmwud/8jBXNKZ5U3KWaYRC75t3PsCBaQM2g8SKxDG2bSutmszIYDMa+cnD25ns0FHsyzJvNFg49Nw2jh97Faj652DZ6H2sNNjY9vwBkHIhTpsdG6jb8RMeD2vbov1m0MAjZwx82vRLXm9u4t5H99FkF9YkoSQk0yaGj+xn22RldiWGmHjMV3/+MBs17gstDJw24rcWz2OLWQ/H02CSjHz7N09zY2vhedxq9nPqxQc5eOrcBCodnBb75B3PPc0xZZ/sTht44VCAbeaT5+QcVMTToO6PfnT3/fjz9u3+0GGuA556fichm3bX7dUZN4kDz7EjWny/HyrBB9weDXH82EmOhsTjWowGHt0b5jKDtpr29SYvg8/ezaGBVw0FtiisOb2X1pTEo1rzhZzhVksDk7/5Z3b1/BH9Y/ezWjLzuaeneGUmQGBkkNMRCaMkET35MtvOvJx7qAx1ZiN3Pr6L+InKuvJuNfs5veNRDpzNzb2nx4yk7TLhxClGkw3s1zjPi33/GomUz6+BVwlp+7GPfYx77rmHp556io6OnDlyS4tQRoyMjNDammsbGxsby6pvW1paSCQSTE9PF6htx8bGuPrqq7PHjI4We8CNj48XqXjz8alPfYpPfvKT2f8PBAJ0dnZy22234fFc3Al4yWSShx9+mFtvvRWzubLWk/3Gw9z98hm+etsNIilXA8bZ79FvkujZuhVeGYGDe3nLG24rbokIjcLLsP6KG1m34nZ+fPo5Do+G6PTZ2bq1OiTDUsOYvh/fxBFatm7VPygZwbQ7wepLr2HV+hLHvQYgz/wvG2xnWLt1K4YXv4V83MI1b/mdgjbyxpPT/PzES6y67Lpsm4yKF05M8dMdp7h5fSO/Oixade5YbuI7pyU2X3szrUrYzonxMMPbn6OzxUxTcwtb876fTEbmicBObl7VyGQowc92nuINb7hRv7gzuwHp69/j9cvMyGu28oMzL7IxOo7BvYGtb7yj7Hv+zcxugsk0W7duYTwYZ+CFJxkISvzNO67iko46QvEU8guPcfWWTWxdr60UW8i9+ppH4nrkL/4XN7dFyVyx9Ped8XtfJtN7I8b3/oIW4PYSx24F/ioo1CM2sxHjb+7FM3GEtjnjyFaga9dpVre4WduWm4/uHboPw5TM+itfx7rlt6GLM1/ikvoE60uNTxUik5H5q5ce5ao+L8+fmOLSy7bAHli/5RrWra7w+YOb4atf4KbVDcirxGP2P3SEhuAoW7deh3TgLjgIl7/pdzTbbleOh/npV5+lcc3lXLesNFkjvTyN8b772XrrTZo2FUWntuMUzpMxfE3tBePFQjGfe7b7TID7vvkCDauv4Or+eozJe/BMD9K+iPOQZZm/3fkY127sZ+u1PXP/iHF3ktWXbGbVpsW9xjePPoW5uQ1bbJp2r52tW6tPnF4yE+WuLz7N/7m6m7fevjL7+1PuAb7+mIRss3NFj4vMlRf2/Go68ue411xOx3WF5ymNf511viSrq3DdXUgwPP4vYPey/ENfAYOJ1MCTyP5+rvMuUh0V2Ahf+yI3r2lEXvGGkoc+9PO9GMMJtm7dgungx+lfs5neqws/52QyyVf3PYaroZWtWy/Rf7KRDvjuN7jt0n7k9kuzv355eAb2vsjNN1zHqjPjyAMSb37bO/j0wSdp6FnO1ut6i57qZ6M76HBY2Lq1uhkCTwR3ciSV5h+35lTb0qE0pl/+jK03XVk1my7p+KNwBK659c1FgTf5MDyxB8OeH1ZlTH3453tZ1RLm1390JQaDxPu++xL74xk+uqUTw8syq/t6aBm1MmrvQMokuMSe5i13XFr+iYFfTuwkbJDYunWz7jHGM8tZ3Wxj5Rteffep8de/AWld0ZpVOgymX3yQrVcs1+zI+ebXn+PW1Q62To2wfXo5u1PtfEW5Rw6PBGHH89x+w1Vs6vJWfC4/Pf0cs04PW7euq+j4rx9/ltV99Wzdugqo3nr47skdTBoktm4tvEaM099hmU2id5HX7BcePoosw1/cVrrTKbP3LBx6hTdvvS2rPh59bpAvPnKU199+G0ZDdQotlWB4OgIvCmFd25rLuHllrkNQOmaGo3D9LVuLbX4UGO97CEZe0bzfDftH4eAe7nj9rXgdhd+b6QCsXLOO5cocnnj5DH/5y31cfv3raHAVeyYbZ7/PckOUvotsztSD4f7HMUhNuuOo1DZN57Y/o/X2P8cwOQi919IutfPKzCj3DYuC99fecwm3ry3mw+6Z3k08nSm6D/RgnP4O/Taj4HgUfP34s6zsq8d1JIljzWa6r8n97bWyf1U79cvhgiZtZVnmYx/7GHfddRdPPPEEvb2Fi5fe3l5aWlp4+OGH2bRJtCIkEgmefPJJPvvZzwJw6aWXYjabefjhh3n3u98NwNmzZ9m3bx+f+9znALjqqquYnZ3lxRdf5PLLxWJl+/btzM7OZoldLVitVqzW4gHBbDZf1BdXPubzXt93ZQ/fe26QRw9P8JaN7doH1S+Dk89gMJsJJ2UkCbxOG4a5E09CXOAmdxOYzdy4sonDoyH8Luur57NvXA5HtmEwmfQVDBHhy2NyN8Or5X0tFda+FR76ewyJWTj5FHRdidlRWBxZ3eYFYGAqxtqOHHETS6b5wPdEYIvHbmFKqkN2tbBcHgSa2Dk8y9sa3Bw8G+Dd39pOb4OTJruMwerCMOdz//Hvi7aOJw6P8c2nBhieTdDfqGOu39ALTWsxHXsQLnkXM9EUvfHDGFbcWvS8Wtjc7eebTxzHYDRxOpDzaHrm+BRbehuIhkW7i9dZ/rp/LY1Li4bZB303Yjz6IMZr/3RpXys2C2dfhjd9paJrAqDdn3dc8xo4dC8GoxEMhcWw376ip+ixN3fIMAUZdyuWUq/XeRnGM7swVuGaGQ3EiKcyvH5tC8+fmOLU2ASdgMnpq3xc83WAsxHTxEEwvxWAQCyN32kR1/XEIXC3Ya7TLrSubK3DbTNxcCTMzau1Nw1ZNK8GZMyBIWgpvzmMpWQ6DAkMVn/F32ElqOSevaTLT1udjUcOTXDDqhbhRXb0odLzShlMhuKEE2l6GlzFr6/4p5qsrkXPSRs7vew5HSAYS+OrYAxbCHoazRz+5zdgNhbeG2/b3MnnHzrKtKsf/8ThqlznS4Z0EsLjGL3txefZvjm7ZrqocPR+WPEGzDbFTmtliQLTfODvApsX08RhWPvmkoemM2AxGTGbTBAPYnR4Na8Tr1XmzGy89PXbJLy2TYEh6Lky++ukLO5Rl92KKREAuxeL1UZ3vYNTM9rPGYyn6Wm0VP1++a3Lu/j4T3YzPBOnT13TNAifTnPwFNRVyUJEWb+bPU2lx5CWNfDsKOZkcFGp4pmMzPMnpvityzqxWoX35Z/ftpL3f3c7H/zGgzxqhc6OLn6rq4tvPXWcWDLDh67qrvjz3dLj53+eO4nRaCreq6io78M4c/LCHmf0MHUcmtYUjzErbwOzA/PR+8V3lYexQIxDoyH++IYemrYdwbf8j3n88ARJWcJhMTEVFQF8rT7nvK7jq/rreeLIeMWPCcRSmvvCxa6Hr13eyDceO4ZkMGLKn1salsPw9kWNxzsHp/nPp4RKdFO3j9vX6a9XIikZg7JPVsUj6zq8xJIZjk9GWdu2hFkjcxCM51THJyejhZ9vWtgbmJ1e/Xu+vh8O/Ubzs4ulxHN7XbaiuZxUAqPFkb23blnTiuXuA9z7yhgfub6v+HXaNsDen198c6YeUlGwefSv98v+Dxz4FaY7PyCOfcs3COxI0dfoJJ7M8O4tnbxpo3ZxbV2Hlx+9MIjJVGEwZn0fnN5Z8NlHkxncNhNSdBqjs15zjLzY96+VvrcLOojsox/9KD/84Q/58Y9/jNvtZmRkhJGREaJRsWmQJIlPfOIT/Ou//it33XUX+/bt48Mf/jAOh4P3vve9ANTV1fG7v/u7/Pmf/zmPPvoou3fv5v3vfz/r16/nlltuAWD16tXcfvvtfOQjH+GFF17ghRde4CMf+Qh33HEHK1eu1D2/GuaHZU0uLu/xc+eOEkm0DcvFAiGdIhhL4rbqLIKUlF218n/Hhjba6mzcvLICX5ULBfXLyieNRibFz0UsWC8abPgtQUI8+Hcw8BT031x0iM9pocFlEVX8PNzzcq4d5+7dp7GbjUgt63FOHWBNq4evPXqMyVCcJw6PE0mm+cUfXo0pFYESafCXdvswSPDSQJmk2A3vhgO/htA43vAJGuJDsPzWit7y5i4foXiKY2MhBpWk9euWN/Ci8prBWGEIQQ1VxKqtMPQ8hMaW9nWGXwQ5A136BcKSaForQh5mTlZ0+E1Kvez5sTLXTMflMLYf4jopvPPAqWlx7V7RV4/dbOTMiNLZYp1HR4okiRCJvDCygmTokX1F4QmFD5dY2+Zhn1bq81w0KOqW8UOlj1MQiKVwGxL6IRtLCEmSePPGdu7Zc0Yk0TetFkE/gTLBnyUwpgQgNddphMSoKdBWnULVPLCpy8ee4RmmIoklHcOKNnlAm9fO5T1+9iU7xHV+IUNdBzg11jetG2H8cFXu0wsGgbPi3ltRJaI2H5KkJIi/UvbQRDqDxWQQ17yc1g1bbbTJnJws095odYvwRzVUTUFE9BQXBbF01zsYmtK2DgjEklUNIlNx25pmPDYTv9iZt0b39YifOgFBC0J0WgTjlFhfAbmg2QrHYT2cmAgxGU5wdX+uw+KKvnoe/rMb+PxWQUZcv3EVf3hDP70NYlzrbah8LL+028dMJMlRvcR6EGFkSsjyqw7TA+DvKf692S7Wsgd/U/Snp45OIElwvW8SUjE61l5NNJlmvxKQpYbsNbqLhU+lcHlvPYOTEcYCsYqOn4kk8S7B3HJZj59wIl0ceFW/TNzjiwhx/fXLp2n32nn92mb+9q59Yl7XQSCawmM3FxBml3b7aHRb+fH2oQWfw0KgBsM2ua0cm3svlAsiA0HaxmZFcNYchOMprCZD8VwuywVBZCD2gbeubeZXaujtXDSvg8Dp0nvviwmJUOnPXZLg7f8FK98Al/0erH8XM5EkV/fX8+zf3Myf3qKv9l7T6mEynMiuGcvC1wtTJwvCXyOJNF5jTMyxtSCykrigSdtvfvObzM7OcuONN9La2pr972c/+1n2mL/6q7/iE5/4BH/8x3/Mli1bOH36NA899BBud641+ktf+hJvfetbefe7380111yDw+HgN7/5DUZjzmz/Rz/6EevXr+e2227jtttuY8OGDfzgBz84p+/3tYB3bengmWMT/OWde7QPaFwJ6QRMnyQQS+LWW5jOITPXd9Tx3KdeV3JwueCQTRotkVKuTio10lZ8Btf+mUiPNttFeq0GtnT7ef74ZMHvfrHrFDeubOS2Nc1Ek2lB9Chp9L99RRcnJsJ895kBBifDrGn1UOcwQyxQMt3ebTOztq2Op46Olz7vzR8EyYi847vclHiCpNEBfTdV9JY3dNRhkGD30DSDk2GaPVY2dfk4MioWQGoCsqecSWcN88fqN4PRArt/uLSvc2Y32P1iwboQtCotsmf3lj5OQbtplgwSvzocKwiOKELHZYJMPrNrYeeVh1PTotDa4bOzrMnF6Lhyz8yHtAXlns29z2A8mSP7RveXVcWub6/jlUpIW4cf3G0VJ5cHoklchlh5EmKJ8K4tHcxGkzx1ZBwaRRsoY6U9rkthJiLGFZ/DUvzHuLJJrQJBfUWf2PiOB+NVT/iuBLeuaeaZQBPy+GFIl0h/P0f4yYtDfOwnu4vvy+x6R6M9vW0TIBfcF696DL8gfnZdVfq4haJ5rRgvyiCZzmAxGgSRALqkbZMdJsOJ7HysC3+fECXkIaIQMg6LsYC07fI7OTmhTQQHokk89urP+TazkbduaueXu06RSiukk80jrrvpk9V7ociUGGPLKbPql4PBtKixDMgShevbC7+/ngYnmxvE5290NWC3GPnL1wtFdK9e95QGLuvxYzcbeexQiQKvvw9mhyFVYdL6hYLojLgu/RqKRYBVd4g1zJwi4VNHxlnfXod3ej8g0bbqCsxGiUNnxXcxGY7jsgqLp/ngsl5xf7x4sjzhFkumiacyYj1fZaxvr8NiNLBj7nnULxNqxeD8i6ayLJPOyDy0f5Rb1zTzt1tXMxVOsO2Vs7qP0SrgWE1GPnBlN7/cdYqZyLm73lTS9vJePzsHp5kI5RF5ibBYHxlKfN8N4t5j/HDRn0LxlHb4XFoZc42F5P/r17Zw8GyAs7PR4se0KGvmkfKFu4sC5UhbAE8bvOt78MYvgMnKbDSJ166x/puDFc1inDw+XmHR2N8HiWABMR+Op/BKSoGyRtqWxAVN2sqyrPnfhz/84ewxkiTx6U9/mrNnzxKLxXjyySdZt65w42az2fja177G5OQkkUiE3/zmN3R2FoZ0+P1+fvjDHxIIBAgEAvzwhz/E6/Weg3f52sI7Nnfw8dct586dp/jG48eKNyfqhnP8EMFYSl99E5kEyQA275Ke75LC3y/eQykVQanN2msRN/w1vO8X8JFHdYns61Y0sGNwmof2jwBi4fby8Aw3rGjM+tyubHELAih4hg+sd/LmS9p45tgEJyfDdNcrxEs8UJZUesfmdra9MsLHf7Jb/yCHHzb+Njzxb3zUeDfDPe8As4aCTQNOq4lVLR52DU0zOBmhu97JimYXE6E40+EEQWWTqFvcqGHhcPhh7dtg5/8sSjVRFpPHhLJzoSEvriZBMJ59ubLjQ2PEzH5+vXeM3k9t44F9I9rHNa4EixtOvbSw88rDqekodXYzbpuZ5c0uJieVBZvVXfqBc9F6idj4hsW4GIqlRMEiMgWBU0JBUQLr2us4NR2tbCPTvKYiYgeE4t1NtGSRZynR3+iiu94hCkjebrE5Gl840TEbFZ+PpkJJVdpa5vndaWBTp1eQYkC7t7IxsZq4YWUj+9IdSKnYeVPBffHhI3z7qROMzMb41K9e4Td7zvDCiTlEQKmOm8ZVYLIJ4uRiwdB2ochx67fjZzJySQVaSTSvE2q4hLaSVUU8pSht44rfnM56oNEm1rEnJ0o/H/5+DaWtKBbYzUbxPStrvf5GJ2dmo8xGC4lgWZYJxFJLorQFePeWTkYDcR4+kJfz4esRastqITIpCpXlYLKIz2yRpO2BMwHavXZt8i4yCUhZsuDmVc08+uc3cP3y0r7n+bCZjVy3vIFHDhZno2Th7xNF0Jlzq35cNNTv3VfsrQzAsltAMsLh+wt+feBsgM1dPjEuNa7E4vDQ3+jiwFlR9JsMJ/A7y5NCc9HkttFT78h2mwE8e2yCuzVUleq9Uwn5NF/YzEY2dNTx0uB04R/U4vuEfiihFra9cpYN//gQ/X+7jZFAjLdvbqe73skVvX7uflmfANYr4Lz3ii4yMvzspeF5ncdiMBVO4LKa+J1rexkPxrn8Xx7hj3+0k1A8VRlx6O8X19KEFmmbxqUlTkkrxLCx8N6+YXkjRoOkWUgZllqRTfaLq9BZConwvIvss9FkkXewFjp8DgwS2U7QsvAr44gyrqTSGeKpDF4U0rcmUCuJC5q0reHig8Eg8We3LOcj1/Xy+QcPs+2VOYSBq1kQsQppWxRApiIyKRZZhlfxJWy2lV+QRqaE2s+y+FbUiwIGo2jH0qv6I9RTLR4bn/z5HiKJFHuGZ0ikMlze62e5UhVs99oLqq3XLm/gldOzvHBiSrTFybJQlJUhld61pZN2r5179pwpXWm84W9I+vo5mOlkcuNH5/WWN3d7eeHElCCU/Y4s8XxkNJizR6iRtkuDLb8DM4Nw/LGle43JYznV/ULRegmc1elemIvgCDZ/G1f0isXRX9y5h11D08XHGYzQcSmc2rG4cwNOz0TFPQcsb3ITmFU2XPMlbduEd71KUAdjivpCfe+tJYKAIOvvpiqvSqJCNZ44jyROOayrxDsXuH55I08dmRBzYuNKGFt4S/F0JIkk6diuqG2OVbBHkCSJL79nI3+7dRW3ramSX+Y8sLzJRapeacEuY5EgyzLPHpsgkqieIjcYS/LVR4/yL9sO8vwJUcjw2Ez8aPtg4YHZjhuN4q3RJOayi4m0PbML8sK65iKTkXnXt57nti89lVOEzgct6wC57D2SSKlKW2W80LVHED8HypG29YrSNk+sEE6kcViMwgYsNCqKcAi1mixTpOQLJ9KkM/KS2Ymsa6/juuUNfP7Bw2Qyynn6eqtrjxCZAGeFQoSm1Ysnbc8GWNOmU1DL7iVyCsD+Rldl/ox5uGVNM7uGprNt/0VQ16yvNosE9Xz9OqStww/dV8PhXOK7LMucno7S4bOLcUmZt9e0edh/RqjWp0ILI21B3BsqaZvJyHzwv1/kEz97md/sKSQ31Y6RpVDagvAyfmlgqlB85OsRRbR5zL9T4QR//cu9XNLh5er+et6wroUNHV4Abl/XwvPHJ7ICjbkIxlK4rcXvr8Fl5fa1Lfx8x3DpjqoqYjYq7Ko2d/l44i9v5J/eso5HD47xv8+fFPY95YhDk0XcJ+PFhHconsRpKaG0NRUqbescZi7t9vG4QtqemYnypz/dzc1feILr/v0pTpr74MzLmqfxyIFRERB5sSARnleRPZnOEIqnKup+spgMtHntnJwsM/epyNrtiHFF7TRxy0oHV01pWxKvYsarhlcrJEni7964hptXNfHFhw8XTiiSJJQj44dFBVGXtJ26ONSnTatLEwPRKaFIWKgK7zWIJreNO//wKkLxFPe/MsK+MwGsJgOrWjz01ItFQ5vXLhahZqdIK13fis0kFu1r2zyQjJT0sFPhtJp45JM3YDMbCpUpc+Fu5qU33McbEv9GU9v80q+3rmtlaCrCK6dn6Wlw0tvgxG0z8cyxCQLRJCaDhM1cG8qXBB2XQfN62PHdpXl+WRakbYkiREVo2yiIy0oW56FRDO5mfvr7V7LvH1/PsiYXH//Jbv7n2YFipVjHZYrn7uIW/QPjYXoahIJ9RbMLSyqELBnm32Lv6xVqN5W0jadwWc3i/y1uUQQrgb4GJ06LsTKLhKa1QtUbK39sMJrEIYfPa+fHDSsaGZqKiO+wcXXF1g5amImIlkvN5Ol4Bd5088DW9a38/vX9+gE+SwhJknjH9RuZkD3MnHy55LGffeAw7/vOdm7/8tM8sE+/XbVSBGJJvvN0jgj7+mPH8Dst/NGNy3j4wGjhJj0yKRRIevNR26aLh7TNpIU/ddtG3UOePDLOzsFphqYifPvpBZCJjatEl1MZX9tkOoPZJOXZI2gTf3YT+J1mXTuDLBpWKJ6NOUulSDyFQyUjQmNCuAB0+R20eGw8frhQKRZQ1INLaSfyJzct48REmN3DSjHP3yfmqWohPAGOCpWszevE97TAOUiWZQ6cCbCmVYe0DU9WZS9x8ypBtj+uZ5HgbhMt3K860nZAzGulyJSVW0XOhGKdMx1JEk2m6fAYYXRflrS9vMfPvtOzBGJJpiMJ6hdI2gqLsCDRRJoXT06Rzsj4HGY+/+Bh0pncdTK7xPfKFb1+xoLxQsGGwSju83nMv08eGSMYS/HF37qEH3/kSr75/lzB6tY1zaQzMt96Uvu6CcT0rVLecWkHx8fDxb67S4SIUoACqHdZef+V3VzRV8/2E1OVE4eNKzWVtmE9pW1KVdoWeyPfvKqJZ45NcHQ0yAf/+0WePTYJyuXxRKiTjIYgYXgqwu/97w7e+o1nC66lVzUqUTnnIatQ17LH0kBPvZPBcnOfCqsbXC3Z+SSWEKStK6MURmukbUnUdvo1nDd85Lo+jo+Hi/xHaVyZs0co5Wl7MZC2zWvLKG0vkvd5jtHpd7Cu3cOzxyc4NhZkWZMLo0FiQ0cdX3nPRn7vul6xuGpeCyOv4LKa+P7vXM5Xf3sTr1/bklPWVKAEtFuMXLe8sTRpC5yaTSBJEq119nm9lyv76mn32pFlsZEzGw3csaGVX+06zVgwjt9pmbcqpIYKIUlw2e/CkQeWpq0xOi028Qv1s1XReokYKwI6wQv5CI2CqwVJknBZTXzunRuYDif49G8O8Mmfv1xQRJupv0SoohbpZ3hiIkSfEvCyotmNiygpk2v+xSiDQVEVvizeitqNcWa3+AzKdF4YDBLr2uuK5xwtqKFmo+U3X/F4GLOcnL9HbxVxVX89ZqPEXbtPi2Lg+OEF23rMRBP6rXHZQJGLo/vjLRvbOSb1MHJEX1G+Z3iG/3zyODevaiIYS/K3d+0jHF+c4vav7tzLVx49yjs2d7Ci2cXx8TCrW93ctraZeCpTqPQp5wHatklsgvIKDD94YZAnDpfw2LxQMXkckmFd1fxYIMYTh8fo9Nv5wxv6+dyDhzgzo+FbWApmu/BLLaOkF0pbY84eoUQRt6feWV5t1LRG/MwjdCJJheiQZWVsFqStJEl84KpufrR9iL2nZrLHnwsf+8t6/DR7rHz6ngN84LvbeT7YCOEx/uJ/H+d1X3iCI6MLJ4H++Ec7OTE0RNDorewBbZvEdb1AsnMsGGcynCittK3CGrvBZWVDex1PHysOUQLE3OTvLfI0vuAxPaCvslWx8g0ii+TYowDZ+7EvMyR+r5C2V/c3kJHhxRNTC7ZHAOEnm5HhwNlZXhqYwm0z8c33X8rQVKTgXlFtkJYiiAzEnOuwGHlo7tq/ac28wvNeHJhiRbOLJnexRVCHz8Gf37aSbzxxjC8+fKSoK0qIm7Tf3xW9fqwmA8/qXZNVRiSRypK2+eew4+QUmUqUtiAIb02lrZ6nrULamoqvpXde2kGd3cytX3qKgYkwP/jdy3nsL27koT+7nt3pZRhmTvLjxwszG361K7eGfupIrrg2FohxolLf1gsNlX72ClSFeiX2CCBCMytW2oLC8QhiPqoobe2poPAvv0jWlUuFGmlbw3nDlX1+VjS7+P7zJwv/0LgKJo4QisZK2CNcRErbyASEdMKs1M1aDfPGlm4/O05Oc3Q0xPImMRFIksRbNrZjVVS1ahgZiJarN1/SJghQNWynQhLmNqU1biyon2h7ajpKs9smPPLmAYNB4m2b2gGySuF3bO7g9EyUH74wyLKm2iS3pFj/LrGQ2Pk/1X9ulWSt6yx9XDmoBEclarvgKLibs/+7otnN0399M//3jjXsGprJqlA/9au93PgTZSE2vH3BpxaKpxgNxOlvEtduu9eOzxgjZlygUrNtI5x9mWQ6QzSpqC/OvFxSmZePt29u56mj47w4MCW81vTQsEIsIkf3lX3OTLQ8qbPUcFpNfPjqHr7y6FHuG/EK4mt2YX52M+GkvsriIiNtbWYjUvsmfDP7i1pQ46k0v9h5ih9tH6TRbeU7H9zCvR+/jplIgrtfrqBAogNZlnnq6Dhdfgf/901ruLRbzPHXLmukt16owQssPMoRS1nbEGETsnNwir+/ex8f/t5L56w1tmpQrU5a1hf9aefgNJf/66N8//lBrl/eyB/d2I9B0vYtLIvmtULRWwIFSlvJWDJosLveUd4eIds6nSvUC6WtEWIzguBS7BEA/vCGfrr8jgI1cSCqWCItodLWYJD44xuX8crpWZ4+OsGX9og1y8mDuzg+HuZ3/ucl9lXSrQB85+kT/PuDh4kl0yRSGba9MoI7PcP20QoLduq1vUAl+QHlPlqrR9qGx8DVuKDnnourlzXw/PEJ/XvO3/cqVNqeLN8J5O8VRKVikaAGj7ZGDon7RvGa7/Tbaffaee74JFPhBH7XwkjbFc1uLEYDLw/PsufUDBs7vWzp9uGxmXjicG4vNbPESlub2cgNKxp5cP9c0na1sEeocOzdcXKay3r093l/dEM/b9/UwVcfPco7vvkcx8Zy5GGgRPaLzWzk8l4/Tx/VIG3TKXjq8/DAp3L2O4tEJJHGPoe0vVIJGw0EpiuzVGpcKfIJ4oUEaSimQ9qqwX4aStsGl5V7/uRa/usDl/LAn17HakVtv6zRxRHzSgAeengbw1M5lejOoWluWtlIl9/B/zx3MrtGvOWLT3LzF54sf/4XIhLhea3XcoXByu6bnnonQ1ORytcaSjc1QCwphAW2VECobGsCpJKokbY1nDdIksT7rujmkYNjham7jSshFcMVPVM6iOxikNE3KWouPT+98PjFQU6fB1zR62doKsKOwWmWN+soZlvWi8CA5BylTrxypS2IFiaL0cCdO07pHpP1+FoAPnBVN++5rJMVLWLivbTbR0+9g+lIMktI17BEsLoEcfvyT0TrbjURVBb7JQJ3KoK7FTztwsqgFGQZQiNZNZcKv9PCB6/qxucw84udpxicDPOTF4fJ2HwckrtIHX9iQaeVSmf4UyWkT1XaGgwS7Y4kQXlh9wKtG2FmiMiMIGrqpaDwHVY392XwpkvasJuNvPtbz/OXd5bwATZZBHFbAWkrlUmXP1f4262r+ehN/fzrDmXxPA+1Tz5mogl9dVI8JIgn49Ip/c41Vm6+gWZpmrue2lnw+7t2neYv7tzDz3ec4qq+enHteu1cu7xRM/imUpycjBBJpPmnt6ylzm7m469bxr++bT1/cH0fBoPE6lZPlmwCSpK2sizzuu+fJoqN1Clx/r/MUwstqTdfJgP3/QV87VJ46TvVec6zL4swPY313b17c56VH7iqmzq78C188ohO0bsUWtYJpW2JjWYilcFqNAjS1uYpuaHs8QvStuTGVaN1OpxI47SahDUCFIzNRoPE+67o4sF9I0SVNlK1dXWpfew/cGU33/7gFrZ9/DoOJJpIyQY+tCzGl37rEk5NR7nja8/wi5366x2ALz50mH++7yBff/wY/+/eAxwZDSKRwS8FefYslanVnfXieji9S/PP0+EEN//7E/ze97UDM3cPz+BzmLOe6kUIjYOzSftv88TV/fVMhBIcGdVR5FXbZuJcYHpAP4QsH6vfDIe2QTLK2dkoFpMB19gOURyxiGKHJElc3V/Pc8cnhKdthe3Xc2ExGbhmWT0/e2mIXUOCtDUZDVzRV8+OwRwBGYgmcVlNmIxLR3XctraZPcMzjMzmCTaaVkMiCLOl7w8Q4/fgVKSk+MJgkPjCuy/h4D/dTludnf94PHcNBaJJfXETcO2yBl4cmCKemrN2ffbL8Ng/w4v/BXd+eNEWWKDaIxSey/p2LzazgVBgtnKlLRQFuYUTKTFOzkU2iEz7Wmr22LhtbUvBHtBgkPj3j7yZhNXH1daT/N73dxBNpEmlM+wemmZzl49bVjfz5JFxrv/c45ydjRJQ8kOScz3UM2m4/6/h65fB3jvLv79zjXRSfEbzUNpG4uJacVqNZY4U6K53EEmkGQ/p+HnPReMK0XGQSmTDRK2p2crCKV/juHhW3RcSwmEwalzsRiPYbIXH6cFgALt9YcdGIvoDsCSBw7GwY6PRXLtlMokxFhPnZVYWj06n9rFaUI69fkUjpkSc3QdOccNKZeHk7oeETG9sH355TotcLAbpNEyNQuvVxZ+Lw5FbWMfjkCqxKJzPsXZ7rvU2kYCktin8vI+t6xIVwrGD0HF18bETp6BvmXifNlvuukom///27jo8qmtr4PBvJu4uREhCggZ3d4eWUqC0tBR6a1Ru3eWr3zr13jpQuS3SFlqgUNyLu7sFAnFPJpnz/bHjmZlMXFjv89ynl8maM2eS2Xv2WWfvtdWxzXFwAFvbisfm5qrfhTn29kV/74rE5uWpv505dnYqvqKxRqP6rJkwpKkrgY56LmcZGdk20HSsRwvIzoWTWyGil/pdgLpIy9Egz9Z027O1LYrVNDw1A5PbeDF37WHu7hxQcjZtfru/UJC0tdSWzfQRATbw1shIyM6CbNABk9v68va6c/i7O5aILcNgQF/671QbfYQplegjgKJ2Xx2xlekjOtwM/3wDh1ZARD/TsZXpI1IvQZ4GuJj/+xVv95aO698Fzmwu+repdp+ZCJnZoPdQ77tYH2Gbk8O45h7MXXeU3zccww2YM7k9W2e1JPzoWmw1Tf0uKtDu56w/weZ95xjdyp9W7vrC9xhhl83VeBsCsnOwcahguw/pAkaNnMPrcMqxJTBun2qr7i2KfocW+ghn4PMbWnDfj7vZeegCWnZbdAVtuXQf4RUNp3cWHbdUuydDzS5wTrsKdhrk2VmMNctEuy/z/WohtoAOeKx3CFv3nSMjyRHn83ugxQiTsWUUG0ckZRgIddRMxycnoH6LxTTwPsIzsC3kaBxe/xcpXVrh7u0BOh1/H4ol0t2WZl6OTO/gW/j7mNjKk6cX7OfC+auEhPhWeBxxMCYZuzwDHbzU56WJLUxp6wOZ6jPS0duW1cV3JU+NA727yb/H5aRMTl9NZ59jOBHHt+LXPZttB84xvYMvC3fHsO9oDJ18il3QFvQn8Sdh+xwIHwSh3U2fb3njiB2zYNNX0LQX/PmYqikdOahq44gzO1W7K3ivxWK3HItlUIgzU3uG0crNBtLT6e5vz1/7Lxe1FWvHEV4tITtZzUZ3DzE5jtBnpuNsyILs2KIarKX7iPyxcKsAPTnJqVyJSyHAL//mjal2794czh9Q52trS2ZBHcjUy6of07mV+DsPCnHhg8wMdhyNoV+70MKatm552ZBu5rNWDdcaemBYmEokzZ/ejcy5IYz2jkPfMZjuET68+udBPli0h3HNPbAzkRQ7eCmFj1ef4LFhLXB3tOWt33bhRQ4BhgRs9Hkk5NizYvspbugUXH4f4dMOTm8reh/F2vKhU5e5FBPPpZh40hJalJmN98+peHpE+KgVVKb6iIRLEO6ljl3FcURXXwc88nLYuv8cLd3Cy8YGRMOGTyDhsvkJATV1rWHtOKJ4rCETEi+AUxPzn6GCPqLdJFj9JuxZSNLVloTaG9Ed2wgtRxY918GBPlG+zN95ARtjHoG2eeaPW861xr1dA7hjlippM6KFuqHVKtCNeVvPFB4zPSGZAJtc869RDdcag0NcccvNZtXec9zaPz/h6NtSteUzu6G5iURUsbFBXGo2NhkZhNqb+b4tFutkp+f29r78d+1JEgeF4eViT25KGt6aoSjvUKrd9w1y4sP0dPYcvkiPZvk3/nJzYN1H0OM+iBoKP02APQuhxXDTvwcr8xHGtFTcXUrOeLXPyaJXgCPZ8QngH1ryuaauNZyCIQc4uxs8Wxb+yJCShlvB+UNRH5Gaf62WU+rvXM44oq2XHfh3Ykr2Jd48n8q/f97NvgtJ5GVkMjTMlSAPJ7r42fPMgn0s33oSpxz1OTkbn06Uf37bzcqCf76CDV+oCUBz7wGX0KJVIvUhH0F+u3Fwtbrdp2XnYpdnwMWQDelmxnXF+pNwD3uccrI4f/4q/mEmPu+lxxEuYZBlgPMHyEn3xSknC/vUONC7lbwuyc21PBZuQPmIcmMtfUcXp4lqk5ycrAFashqqlf3f6NEln+DsbDoONG3AgJKxvr7mY7t2LRkbFmY+tk2bkrFt2piPDQsrGdu1q/lYX9+SsQMGmI91di4MMxqN2oYW3c3Hlv6ITpxoOTYtrSh22jTLsVeuFMXef7/l2NOni2KfeMJy7IEDRbEvvWQ5dts2Tfuiv6b9fp+mvfOO5dg1a4qO++mnlmMXLy6KnTXLcuy8eUWx8+ZZjp01qyh28WLLsZ9+WhS7Zo3l2HfeKYrdts1y7EsvFcUeOGAxNu2hR7Szcekq9vRpy8e9//6i466fbTl22rSi2LQ0y7ETJ2qapmm9/rNSe3fZEcuxFegjcvr21yZ8vkk7eSVVxVroIxKiorScnJyi4zagPkLTNPV7sfR7K64m+gijUdP6+liOrUwfsfYdTRvqaTl227ai45bXR0x307Ts/M97dfYRE500Le6Eiq1AH/Hlkx9ZjD3zyttF52BtH2E0atpDTS3HVqCPiL/voaLYivQRV65Yjq1EH1HIUmwF+ghDq8CSsVaOI3q/uUpL9A8yHxvgUPK4jayPWLvzlDbu041a2NOLtROjJ1g+biXGEV+uO6F928vycYf+6zPtcnKmOu7YMIux190+U/vy+Vu0pNejtCOPvWj5HNas0bSMRE17t7mmjXK0HFuRPmJGe037bx9Ny8ursXHEXXe8azm2IuOIpx/VtJfcNe3I0nL7CO36dpr23Sh13HL6iAtT7ig6Byv6iGnfbdXu+X67pm2ZbTH2cN8RmqZp2ncbT2ktnl9q+bg1da0R4VkYtv9Cknbe3d9sbExwM63v26s0Q26elpmTq53ws9BnV6GPuNSph9lYo7Oz1vy5pdp3G0+p4LoeR8Ts1bSudpZja/Jao0A544it3/2q4i4fqFgfMa2l5dh587SM7Fwt7OnF2n3jnrEcW4k+YtGei9rkW/5jMTb3zTe1hQsXqvFwNV5rLB5xa1HsqVOWj1tsHLF/93HLsTU1jmhuq/6+mqZp3wzTNHsb87EV6CPORZa6fqima42LngHaxyuPFcVW1zjCTqfdOWurFvb0Ym3we2u0q/2HWPy9LdkXU3TcG8db/h3Xh3zElpXqe+74Cqv7iF93ntfeGHiH5dhi+Yicjz62HCv5CPW/J54oii01jkgGDdCSk5M1S6Q8gqhTOp3O6mLXjVZwFzCxi6WoOhd7W5r6mK9DZ1aOmeVtlWTIM3I5JavS5RFMsbPRseC+3jTzk/IINU6nA5+o6j9u2mXrdtS1lpYHF6u/L8lDp3aHrqCCmnLmHL6UYvHnJul00KR9xZ9nxuUUC3fRG7i8nApsDpEvNcvAxaRMk7PnCpWz4VtDN+PHXdjb6Hnzxnbl9q9llkta4VJylun6fKVsPplfi9BgeWdmZ3sbPFv2w8NwhbV7j5d/Av/8V222Oeg5a07XOu1uUvXhD/5WfccsJs+okZZluT+pEAc3cPQst64tADkZ4GJd3dOCzY+slZGdh4u9bbmbSCbnHzclM7fGanSWq1gZqeggd2z05stFpGXnMr13BLY2ehztbGrsnAuW15pi1DRy8oz0b1E9NWurzK8l6Op/3zlzxVG1P0N8BTdNC+lWboiTvQ1fTu3Cv/qEV+7kLGgRUHdj4ZikzMLSJRWpyxmbXEfjDzuXoo0Ru96pxo7VQF9DNUmNRq1y13Ll0vhkpCc/3dWDJQ/1w9e1bG3c4orXE7Zq49+6VtBnV6CmbXpOnsW+vTSLY0VRrXSapml1fRKNRUpKCh4eHiTHxODubqLofSMqj2AwGFi+fDkjRozArgrlEQB+WneUt/48yNbnhxTWwzn759t47f2SpBl7aRpWrN5jVhZc3APfDofpSyC4c8nj1oflCBVdsrR/HiycAY8eB9tiv8Orx+Gr/nDbrxDWW8ojmIqtynKEAuveg53fwRNHitrRxo9g5dvwpJkLYDNLn7MMebzw+wFWHI5lxaP9VekCGxvOZxjp984afrizO/2CLAw8aqCPMBgMLPv7b0aOH1/UVqU8gvr/Fekjzu2BL/rDTT9C8yFlYyvTR/xyK2RlwKQfzcdau6zRaIRP2kDvB2Hg06bb/f4F8Me/4cmT4OZlVR/xzYZTdN00nejWrbCb8lOF2v3wd1cxMNyd50a3KRnz9VC25TbjacN07hjYnP+uPcljgyOZ1Lbo4vrklVTGfrKJjyZ3ZHjbwJJtedf/YMEMrst+nT+cXkE39GXo9q+i41vZR0z872Yigjx5d0o307G52fBucyg4vol2v+10PEvmvMvL9j+ge/ZC0eelCuURDElJZb9fzcSaa/erZr9Kn5hvsXn5UtExrOhPdp1L5MbPN7Pkrs5ENzExjvnjYUg8A/evLHqsMfQR699H2/EN77f5jTjNjtfHt1O1EM30EUcupzD+s818+K/ejGjbRD1o5Thixg87ycrIZPZt5usw3/DtTnw9nPhmWjd4NQj6PA49Z5SJe3rBPk6l5fLZhHD8v2jLM7kP8OC9jxLi7czqw7E88L/dLLivF9FBHuoJ9vbwSUe1FHbEO3D6H5g9BiZ8B61GlTy4pXHEmjdhz4/w8H712XFwgLlT1EZL924Cg4Xfg7lxxP5f4Y8H4dGDRRuw5scmpufQ5ZVlfDkxmmHRRWPCLEMeXV9fyQtjW3Nz78iKjSN+nqA2G73pB5N9RPT/LePF69pw8747IKofjH63TB9RfCw8ddYOQvzcee+2/HITptp90gX4rBtM+h7ajGLMl9voGOrJG7bfwqmtcNdKSvvvmhN8+885tr82lteXHGbdsausvLer+fdWE9caB36HP+6HF84W1ht+Y/4OVhy8zOrHB6IvdpH/yarjzNpyhrUvjSmsvZscl8xTC/bwWuvz+C+/n5O3bmHst0f46vYu9Gvhb7KPyMxPHtjnpcN7LWHM+9DxlhJt+a4v1mOvV/WHs3ON/HBnj8Kf/d+i/WyIyWLNEwPVA6XbfewB+GZY0bVENYwjdp9LZMrXW/n5nh50DPUqG/tRTwjqAqPfMX3cOiyPcCU1iwHvrCXb1o5PbuvGmOSfYd1MeOSI+URk8T4i5SrM7MAW2tJKO4VX814w/gvTsTVwrZGTa6T9/y3l2UERTOsdzl1ztuPqYMuHNxf1swZg6cqVjB49Gju9vlquNWKSMhnw4UZm3tad6zoEqdjfH4UzG2DGhrJPKDY2+Gb9ST5fsp+dLw5VJTwsxBb0JxcSMhj+4Xqa+bpw8mo6W58fotqZmXafkJ5D/3fW8PyY1tzSyR8+bAe974fhL6i4nHR4IxJ6/xv6PlL2HKzsI4Z9sJaR7YJ5fFzHogczMsjKySXj7VYcDruFPlNfLfqZmWuNs4vewGP/dwzI/Rwne1s+nNyB6XN2MP/RobQLyf8eKxgbHF8F826Df+8G92K5AmvGERkJ8EE03PwNtL9JPVaq3WcZ8hjy/lqMGvi52hPVLJCZN+W/v2/HgSELpubfqMxOhY86QO+Hoe/D9SMfkXAIvh0KMzaCd0ur+ogv1p3k65VH2PnMwHJjATAYuOvrTTjY2fDZlM5lY02NI34YDy7+LI56iSfn7+NgwEvo21wPo14t0UcY0tLMj4UbUT4iJSUFj6AgkpOTTecP80lN25rg4lKyw7AUV5FjWsvZQlKoKrHFO22DgTxHR3VepRtS6dhydG8VROpfJ9gZl0O/5qpDPufZjjCHLBwckoBiHbGjI+SlgL0OAppZ/r04OBR92ZWnIrH29kUNrzpiC+5OX90PUcWSQbHJ5t+nnZ3p37spFYm1tS3qMKsz1sbG+s9wRWL1+qrHtuwP22ZC2jlwyq+hlHoJfEOsO7ZOVxjnCPzfLd346z+rmHc4gQcHNwfg/EU1YyrEy7nm2r25WIMBY+nPdm30EdUZW3wgWp2xFWn3oR0gMBLOrYSO11uOtbaPSL2kNq2w9u9c3nHD+6gLBZ423e5zroKHD3iVmnlkoY+4vk9zvt/cjdbHfycrIxVHZzeL7d6QZ+SPnRcY2TaQS+m5ePl5l31/xhT8w8I4vTOH/1t0EIAnfz/IX4f9ef2GtgR5OjFzy1Ey7R15b/MFhnVvVvKCptVIjA52/Gn/IpreDrpONv87tNBHtGsZxLIDl8kzampmQZlYF2jaDhIOlD1Gfrs/k5WAq0OWSoK7mpnNUKyPsIqLi+Xv11KxpkR164fj0i/YuGs3fXt0txhb3NHLqeh1EBnmD3YmavPrs8Ct1KCyMfQRkT3RbX2fJwb5qN3QC5jpI1pFuhAR5s+ivTFFSVsr+5NLyZm0CnS3+PeY0K0pL/95iPikFHyM6eATZDL+eLqRcD83/ANDyfNqxmsRWdiFqvbdr1M4LstOMubb3ax8bIDa7Ob8NrU7d9uJ6rPVoh9E9YY9X5PW9gYcbfWmN+4p3Udc3ACth4JbsZUCA5+BrwfBkT+g/aRyfw9AyXFE4iHVx/qFlglLyMjBqLfB3dezxO/BEQgJ8WVPvIGbi/eN1owjgrvC3p9N9hF5Ro10O0f0rq6QHVe0WVXp2GJj4Ygwf/acTy76mal279wCPH0h6TA43EBmwUZkiTHgF2bynFs1b0Lcxgucjc8gPi0bL2e72h9HNOsGdjo1mzqiPwCDO0fw9c5Ydsbn0C1cJdmvpGbx3Z4rjOkRWWKzNA9fD76cMQB2zgZ7Pc1atcTbP5aVZ9Po1zG85Gs5OZFlyGPEZ+tJyTKwYEZvooJbQeLBEudnNGrsvprNzd1DifRz5bF5e3l19Vlu6BRE2yAPlp1O4/oOQUXHLd3ujalqjO3XtOz7ruQ4ol0LJ5y83PntaBIdW4WUjQ1tDwlHrfubVPe1RjmxZ65kk2mv3ve+C0mMMZwE/yjz32ulufvBqJfo9ddTGGwcYNTL5t9nDVxr2NvqiQ71ZvvVbKa5uHDVaIufl3uZ9lqomq41glxciArx4e9DsSppq9er9rJ/Dthqqp6oGReTs/Dy90Rnze84vz8JcXHhjuHRfLbmJNg74u7jaTo+/3y9XVzo1DqYRceTuCXwBJAOnScXxdm7QIfr4fhCGP5c+TOFzfweErHH3rV0f+eMozPYOBrYckWju6OT+ZmZ+eOIhUmBPOyQyd8PtKfvf4/x+NKTZNk5Eu5bbJxRMDZw0Ks27O5p/m9pbhzh4gJNWsC5f4qStqXavSOw5NmRONnb8Oyv+zkbn38TLj0eLmxQN18KXtfFBTqMg2O/wvBnS/4e6yofcaXYTFsr+4iM7FwcnB2tbxt2doSG+rHu6NXyn1MwjghtD6fXk27rQJa9PbqcWAiIKNnObW2tHws39HyEpRuExZ9m3dGFqDlR/q54u9iz7XTRrp9H9ZEAOMSa2N079RKgA9fq2fG1zvlEqmV6pUskFCy9cGtS66d0TQnpBjobOLOx6LHk8+ARXKnDuTva0SvSh80n4wsfK/iib+JRgQsBUb/odNBqLBxdqnaMrQ6psdXbvqOGwLktaumzKSkXK/y59ndzpN2Q23DQsji4fqHpoDyDWkppNPLp6hM8Pn8vj83bQ2pWLgHuJgafmYmEBBWdx/wZvXhvUgd2n0vki3VqSeaRSym0CnTjWGwaS/ZfKvl8Z282BN0BgK7nfZX+LhjXMZhLyVmsOXLFfFBQZ7i40+yPz8VnEOaQhs4t0GxMXQhr1QWA/bu3VOh5B2OSifJ3xdFUwhbU7JSCWZCNSVD+bKwY07vUmzKuYxArD18hpYLL9mOSswgs57tgVLsmGDWNTfvzV3s4+5iMO5eQQZi3GvzbhPXCLmZb4c/sbPT8ck9PHO30zN58Wj14YpUabzTtWXSQ3v+G8//w+Aff8vFqK3a3z06Fy/sgvNSmjMGdocVIWPd25frImF2qvZmQmK5m+Xq7lL3o7BjqyZ7zSRV/veAuajyZElPmRzm5amaWg40GGfHgWv4S+1aB7py4kmq5ZIZOpz5r+Z+z1OxcVR4h+QJ4mEjyAV3DvHC007Nk/yXOJmQQ6l0Ty4TL4ROlLvxjdhc+1C3ci1aBbjz/+37OJ6gxzgcrjmGj1/HwkBamj5MeB05e6GxsGdzKn/XH48qEfLbmBIPeW8u5hAySMgy8s+yI+lyUGiMfjU0lPj2HPpG+jG0fxM3dQlmw8zzXf7qJZs8t5UpqNkNaB5h/T8kXAV21fgfb2uiZ3jucudvPczHJxKyrgLYQe7D6xhDV6HRcGjodDGrpxy/bz5MVe1xtLlgBWvd7uMHwJr/3+UNd29Syzk09WX/sKm8vO8LeC8lqokQtGNcxiL8PXiY5I/+7oEkHQFM3OSyIScokuBLn+PgwNcGkqZV9wdj2Tdh6OoGUHb+Q598OfJuXDGh/E8Qdg0t7yj1WnlFT5TNKSc/Ow9lU2Z+8XOy0HGKzbVh5KNbisXefS2TeeU8AAtJP8MjQFoXtyM3RRNIuL392pa2VNyxKC+9b8trPBE9nexxsbQjzceFMXP4s48OLAA1ajysZ3H4yxJ9Q34/1QXZ+OYcKlkcw+Xe0oLm/G2cTMsjOtbJfa9IB4o6Rm5lGgE06urwcyXVYQZK2os7pdDq6h3vz87ZzxKepDvhkmh3n9CFwbnPZJyRfANcAsGkktXB1OpU4vLC95OPxJ8AtCOzrYIB+LXFwVbtfH11a9FjKRbMXUNbo2cyHnWcTC+ut/b7rIt0jvM0nQkTD0GospF8t21Yrw2hUNW1dLVxUVlTzYWDMhdPrTP88+QJ4lJ3FVp7h/ftwglBcTv9l+pif94RPOpPy1ShmrdmPr6s9yw+qwbm/W6nkVG42GNKxdfHmq6ldmPOv7nQL92ZilxCu6xDEqsNXyDNqnE/I5OZuofSN8mXO5jNlXvZH+8k8GDwPhr9W4fdToGOoJ1H+rqw6YuFComkviD+uEuwmnIlPJ9Qutf7dRHQLJNPOi7yLezgUY33t4P0Xkmkb7GE+ID0OnH2r4QTrGVc/1TYuWp+0vb5jEIY8I8sOXLb6OYnpOVxNzSbC1/KMDF9XB7qGebH9UFHS9uNVx7n/p52FCbK07Fzi0nJo6pM/k6hpT5UQykwqPE6Uvxv39I/kt10XVXL5zAZ1oaov9l3UYiTZLsEMSVtSeAMjy5DHq38e4nhsatmTu7gLNCOEdi/7swFPq/Zy4FerfyeAuvFzaW/Zklf5EvKTtl5mkrbHYlNJrWjN22B1Y8PUTZmCi0/X3GT1Xl3Kb9+tAt0w5GmcvFpOTfygzhCzG81oJCkjBy9n2/wbxabHHG6Odoxq24SFuy9yLj6DcJ8KzJytLnobdaFdrH3Y2uj58OaOpGfnMeqjDfxv6zkW773EpK6h+LmZmSmWEQ8uqv/o0cyb03HpXE0tWtaqaRqzNp0h0s+VX+7pyWs3tGXVkSukB3ZV5Qzyb0ieuprGzBXHcLTT0znMC3tbPW9NaM+uF4fx6rhoJnQOYWKXELqFe5l/T8nnwS2w8gkfM+7oE46Hkx3vLz9a9oeB7VSN6oRT1fqa1eFYbBqhXs48ODgKOxs9GZeOYvRqVqFjpGTlsicvDCffpjV0lpZN7BKKva2e/65VN39v7Fy5yRcVdWPnYIyaxo9bz6oH/FqBjYPq0yyIScoi2LPikzn0eh37Xh7OHw/2sSp+RHQgXrYGbE+s4POr7TkYk1wyIGKgqtu9b365x5r4xWa6v7GK/ReKjmE0amQa8nC2N3GNk6O+Q/x9fYt+P2bMXHEMz8BwNEdPuLyf+wdG8t30rnw33Uw5mNz8kj02Vs5MLS28L8QdhTQLN+4LQn2diU/PUXmKA7+pFQelb+aF91P7VBxbXrnzqW4F+xrYW/+dkZ6dq1Z/VED7EA/yjBpbTyWUHwyFNzWck44QZpeoHnMPsvgUIUlbUU8MaxNAXFrRUtkdZxK44NUdTq0tGxx3tOxdwoYutLtatphXrI5N3HHwrYHNj0RZba6HU+uKLnaTL4B75ZO2A1r4kZ1rZOPxOM4nZLDtTAJTe4ZVz7mKuhPSTV28H1lc9WNlxKsEa3XeXfYKB5/mcHyF6Z8nXwD3il/E6HQ6djr3I+zq2qI796D6q7lTITebDa1eQH9pDx94zGX5I/0LQ5r5lRosZuYP0Jy8GB4dyIBim8SMiA7kYlImP/5zlpw8I2E+LozvFMz2M4lcLrVhx9mEDHz8q35B1jXMi93nkswH5C8FNrUR2z+n4lm6/xKhdinVm3yvDjod9uE96eNwkkfm7rZqw6ycXCOHL6XS3mLS9mph0qXRCe2ulkpaqYmHEz0ivPljT9mZmubsuZAEQKemnuXGjusYzKmz5wA4mmLLzBXHWLr/MtNnbcOQZyyc9dM0f6YtEQNUgrHUTZtbezQlJ9fIe0v2ol3YXvSZLqC3YYP7GK6z2cK5mIskpOfw1l9H+G7TaV5fcrjsiV3YpmrB+rYs+7PgztBiFKz5j0rEWuvKIcjNMj/TNiMHnQ48TWxo1TvSF6NGidUtVnFvovpDExvBpmapsZiXlp+YsOKmTHSwBzZ6HTvOJFoODOoE6VfJjDuHIU/DzyYNslPA23yCbHibAI5fSSM+PYewGtmQxwpBnUrMtAU1u/ivR/oxvE0Az/2+n9Ts3JIlCUrLiC+86dM1TM3Y33Gm6EI/NiWbuLRspvYKo2czH0a1DUTTNB7f5qo+2+e3kWfUmDZrGysOxfLyddElbobb2ui5vVc479/UgfcmdTBd6qNAJW9ilsfN0Y47+kSwZP+lsjcSgjqq/1bg5lBNiUnK5It1JynY2mb3uUQ6hnrSJcybz26MxFtL4qK+YomUgpmmpmbE14aWgW5seXYISx/qx+e3dqaJR/Vt/muJv5sjU7o35ct1J4lLyyY9VwcB0eXOXI1JyiSokufo7miHp7N1v2dPZ3sWDU3GWZfNFucB3PvDzpKbJtrYQtsJcGCB2Vngj87dw8erjheOl15cdACjUX12svJvcplM2marpG2vNhFsOhFv9qZWnlFj97kkxnQIQtekPcTsRqfTMbhVAINbmRlfFcy0rewkrvC+6r/lzLYF6BXpg14HG3ftU/HtTJQAsrWHqMFwbFnlzqe65aQBOrCz/jOWnpOHi6m/owXRQe4083Vh4W4rN2fzawW2jngn7iXEJkk9Volrk2uNJG1FvTChSwhPjmjJisOxLNh5geNX0tBHDlYbnsQdLxl89ZjahbUxiRgA2ckl78rGn1QJGFHzWl8HRoP6ojVkqcREJcsjADQPcKO5vytztpxh2YHL2Oh1DGhZT3YwFpWn10Or0XB4sfmNl6yVlj87r7qX1TcfppK2pTde0DS1HLSSn+vjQTdgb8xUNSALbJwJl/aSN3E2Dx3rwG8+9zAkczk+acd5f1IH/nd3D4I8Sw0WiyVtS+sd6cOAFn689Ie6eRfm48zQNgHY2+j560BRiYTzCRmcjktXNTqrqGCWXlq2mY0f3ALULsun15b50aI9MYT5uBBsl1r/kraATdPutNed4NSVFObvuFBu/LHYVHLyjLQL8TQdYMxTf7/GmrRt2ktdZBfMTrHCDR2D2Xwyjisp5e8CvutcIs/+uh9vF3urlrWO7xRMsIOaVTv5x+O0buLOogf6cPJqOt9sOM13m07j5WxHm4IN47zC1DL2k6tLHCfA3ZEnRrTkxM5V6PJySA3sVeLneUaNd690x16Xx812m3hi/l5+2nqWEC8nNhy/WnaZ94Udapaq3swlxJD/U2O3nbPLfY+FTm8AW8eiMhWlxKfn4O5oZzIJ19THmWa+Lqw7dtX61ysQbLr8SUHJC09jfn9lxWfe1cGWjqGebDpRdsl/CfnvMeOsWrHRJDf/QtfH/E363lFFr2/tkuhqF9QJks6qEinFuDvaMXNyR+bd24slD/WltakNDAukx4GLKvUR6OFIMz8XVhcrT7P/okqSt8u/ceTr6sB/xrdjf4YvVzUPfp7/MzN+3Mn5hEwWzOjFzd2rMKMz6Tx4Vn/SFuCGTmoW/sLSN3ScvNTf2ULJndry9rIjvPXXEXacTSQ7N48DF1MKbyZ1cFWf+8OGiq0gScpUiUAPEzdXaoudjZ42Qe6Mble7y60fHNyc7FwjXV9fyfAP1qM16VjmJkdxWYY84tNziHRMgY0fQpwVpWmqIPTETxDej3fuuo707Fxezh9nFWp3E6TFml2p9fvui8xccQyAF8e2Yc/5JBbsUuOKjByVtHUytZowf3Z8t5Zh+Lo68M0G07PMT1xJIy07l06hXhDSXd0cLG+cnZujZtmWV4fXHLdA1R6tSNr6uznSs5kPVzb/hGZjr64bTWkxUrVvK2bv1ricdFUaoQK/n/Ts3MJN4a2l0+m4rkMQKw7FFpYWssjWHkK7E5S4k1B9POht1UxvYZEkbUW9MalLCHodPDF/L8GeTkT1uk51Ngd/LwrKy1VlA0zN8GjIgjurJRUFF1t5uZBw0uIgXlQj9yA1i/LAb0W1iPxaV+mQjw9vwfYzCbyx9DBdmnqV2JRDNGCtxkLiabhqYuljRaTWUNK29XWQGgPnS80YTI9TN4YqWKOuQETzVizJ60Hi8jdJTExQFyPr3iah84PMPORKYoaBttf/GzzDYNOHTOgSQu9IE4mOgqStibqoOp2Oj27uSM9m3jTzdSHEyxkPJzv6t/BlyT6VtN16Kp5bv9mKn6sDN3au/Gz4An2ifNHrdCZLMBS9+QFqJn7+BcTWU/EcuJjM4r0x9G/uiy41tl4mbQntjo0hnanNMpi9+TR5RssXQPsvJqPXUZQELC0jAdAaZ3kEgLDeava7iZmX5oxq1wRbvZ4/9padbZubZ+RgTDKappGaZeC2b7Zi1DTu6hdheqfwUlwcbHmwhze52BAeFMiCGb3oEOrJtF5hvL3sCL/tusgDg6JwKj4rJnIInFhd5mJ3xoBIPuyeQjzuvLC55A2KrafiOZruTErEKO5zXc/qI7E42dnw+/19cHGw5ev16iI7z6gxb/s5Mk//gyHIzHJVgIA20HGKqm2bbXpWVRmn10FoD7AzvVT4amq2+SX3QP8WaiMUraI304K7qL6s1OyylEz1O3LNK0jaWpe86hvly8bjcWTmWKjt594E3JqgXVCJO5/sc4Cu5AZ4pXg42fHCmNZM7hpKmyALSdGaVE7d5+4R3kQHWZilD5ARV6I+86i2gfx9KLawHMX2Mwn4uzmUqP9/c/emLH9sAIm+3WhjOMCmE3E8M6oVXcOrWFs7+VyNzLQFNQt/VNsmvP3XEdaXvpkQ3KVeJG3P5O+1MHf7eRbuvkhOnpE++TcHHOMPYUTHttSK9fVJ+TNtPZ2vvfGun5sDX9zWhcGt/LmYlMlF12g1TixWrqa4s/EZ2GNg8JZpsPIl+GYIJJ2rmZM7sgTOb4VeDxLi5cyTI1qxcE8MO88WWxUQ3FmND02USCjdn93UNYRxHYP4z9LD7DqXSEZ2wUxbE8m+/Jm2Di5e3N0vgvk7LpQtzwBsOx2PrV5H+xAPVeon/Wr5ZURys8C2kqURClhR17bAi2Pb0DtzDWd8+oGjmb4uahigg+N/V+28qkNOmsWN8ExJz87F1aHipfxGtg0kNTuXzSfLuWlZILwfIal7aM8xVevb3E1gUUh+Q6Le8Hd3ZOEDfXh/Ugc2Pj0IXy9PlSDZ9UPRMrsrB9WMyIA2dXqu1c7GDpoPzS9ujkoc5maZre8makCnqepLdvu3aulnkw5VOtzItk1Y9nB/nhnVivdvqtqxRD0S3g/sXODokqodJzV/5mh1J/tCe6oL0X3zSj5+9Yj6r1+rSh32lm5NcR71KnZ5mVz5oD/Zs8ejBUQz/kAfPltzko6hnnRo6gfd7oJDi8rMxipkYaYtqGV8v9zTi9VPDMTeVg1RRrdrwo6ziRy5nMLkr/7hXEIG/3ddmwrX3TIl1NuZW3s05ZsNp8xvotBsgKp/mHCKzSfimPzVP4z9ZCMaMLGdFxjS62fSNqgz6Gy4I+wKx6+kMfaTjaw6HEuumVIJ+y4k0yLArWQSsLiM/MF4Y51p69dabdJ1zvrN2zyc7BjUSm3cU7wERW6ekZu/+ocxH2/kx3/O8tuui2QZ8lj0YB/uH2j9zdimTlnYuPqy4L7ehZ/3l66L5vt/dWfRA324q1+pJfWRg1UyKv5kmWP5X/2HzKDeLNp7icX7Yth7PomX/zjIlG+2EuzphGe/e/DMOM0nvTL45Z5e+Lk58MCgKGZvPsPfBy8zc8VRPv/tb5wMSSy4Us4stoHPqhlWWz4t/03mZKiZtpGDzYZcTc3G30LSdkBLPy4mZZZfT7a04K7qwjbuWImHC5a1u+TE5++8bd3s1hs7B5Oancuf+8opmRHWG8cLmwBwTz+r6tmWs4T1rn7NeHtiexxs66g2vncz05vmVkTq5RIlgcZ3CiE508Afe2LQNI2Vh2IZ0MKvzE0NVwdbWnQfQXvdSXY904cZA6q4yVVutlp54hVeteNY8MyoVoR4OfHYvL2kF1/JEdwlf4yfbf7JNSzLkMf+C0l4ONmx6nAsH686wdj2TWgR4KYCLu4k1j6MrTEVqxOdlFmQtK2b8gh1bVArf764rQsu9ja8fcgL0Di+a7XJ2M0n47jZbj0O6RfhX3+r9r/6jeo9IU2Do3/BwvvUDNAWIwCVdO3U1JOHf9ldtJGmTqc2JDv8Z5nVJvHpJT+rbo52vHRdNE29nXn21/2cTVDxQabq82bn19R3cOOOPhFE+bvy5Px9ZUo2LTt4mV6RPup7LiT/puD5bVhUMJO0KsL75de1LX+lRmvjCaJ1Z5ib3dt8kKufmgRUH0ok5KRVqJ4tqFnTFd2IDFRN9zAfZ5YftLLGf/NhOOWlMtiwruTGqMIsSdqKeqVVoDsTuoQUDdj6PKwuQLZ/o/59bLmakRpiYgOMhi56vNppNPaQuutn62S2vpuoAe0n5ye7flE1/2yqnhAK93VhxoDIutntWdQMO0dVs+qoiU25KiI1Vs1YrO4NFfV6VWvr4O8lLwqvHgG9ncXZXJYPq2No7+6k3PgT2bYubDZGs6nnV5xNzuWFMa355Z6e2Oh1aoadpsHeX0wfqCCZa26WggkFJRLu/l4lC2ZN78bIttW39PH23uEkZhh4b/lR0zP1Ivqr/vjwH3y65gRNPBx5YUxr/nluCO2c8hOZnnWz8YpF9s4Q2I6maQd4+8b26IA75+zgtm+3likHYTRqrD92lc5hFjbuSc+/qGmsM231elUi4eymCj3t34Obc/JqGq8tPoSmaew4k8Ads7ez61wiwZ5OvLjoIC/9cZDxnUIqXmMxIx6ds0+JsgB6vY7+LfzoEOpZNj68ryozcOTPko9nJkLMLoK7jGZs+yY89PNuxn22iRWHYokOcuee/s3QRfQHnyiuMywrnM15b/9mdI/w5tG5e/h6/WmeaxOPET1v7HPnl20WZoV5hkKPe2DzJ2WWiW48Hsfg99by/t/5qxVOrITcTPPLTSl/pm3PCB+c7Gz4u5zdycsI6gjoysx8TMmvaeuYE1+hZZthPi6MahvIG0sOl6nDXULkYFzj9+NJKi5x+9RMo/pOp8tvHyY2CLZGbo76LBSrXRjl78rwNgE8uWAfzZ//i1Nx6Yxsa2b1SUR/dEYDjjFbK/f6xcUdBy1Plb6pIaHeznx9e1dSMg18t/E0e88n8df+Syppm5ejNlarI5eSszBqcGffCBIzDFxMymR67/CigAs7yAnoyP6LyVxKzjR7nNKSM3Kw1esqXBOzMbG31fPaDW05mOFNAh6sXP4Ha4+WXSq//thVpjj9gy5qGDTtAb0fUjVlq2u2bXYa/DIFfr5ZzZK/8avCZfK2Nno+vrkTyRmGkhvmdZyibkKXuukfn6bKXnQM9aRr/hjB28WeJ0e05GhsKj9vO4eDrZ4wU5sk5s+0xdEde1s9703qwNHYVN5ZdqRws+bE9Bz+OZXAiOj8tu/kpSYYnC+nrVciKVlGWP5mbmfK7ltQxtYvSHcO5qvYFpy4YuEGYYsRcHJNnd6YAfKT2hX7/aRl51aq/ep0OkZGB/L3QfMTA0po0pE4u/ya2c0GVvj1rkWStBX1W0Ab6H4PrHgJ/vmvqpHWfFi17/ZaL7QYpQaza/8D++eppZqN8X3WV3aOMOUX6DEDxn5Q12cj6rOWY9Rso9QKJgiKS71UvZuQFdd+MmQlwcGFRY9dOQw+kVVOEge1H0zW1L+4I+1+bvv5JB1CPLizb0TRZjAuvtB6LOyaY7oeWdpltTy2Aufh7mjH2PZNOJ+Qyai2gQxqVbE6e+WJ9HPlsWEt+HrDaX78x8TuxvYu0GIEuXvmsfV0PA8OjuKufs1wdbCFywcAXf1d/RHeF06v46auISx5qC+z7ujGgYspTPh8M1tPqY2b9p5P4v0VR7mYlMk4S5sIFSTfSu+Y3JiE91Gzewzl16gt0DbYg1fHteX7LWf5ZPUJ7pi9nXMJGXw5tSsrHxvArT2ackv3UF4ZF13x88mIB6cKLAN3cIWWo2D/ryUfP7MRNCO6yEG8M7E9N3UN5aauIax8bABLHurHtN7h6oK+67/g0B+Fs450Oh2PD2uBg50NvaN8GOx0An2T9nRq3pSlB8qZUdP3MdDZwPp3Cx/KMuRx3487ORWXzk9bz6mSHXv+B4HtVf9kxtXUbPxczSdtnextGNzKv7CMitUc3FTirtQGdCmZBhzt9NhkxFm1CVlxb97YDjsbHa8tOWQ+KHIIAGNtt2ETswPCepmPrU/Ceqv2UbBre0WkXgK0MruEz5zckceHteCJES35/l/dGdLazKoFv5bgFqSSIVV1JX+DPf/KrTyxVqi3M7f2bMr7K44x7rNN3PfTLi44RIKNfZVmLCdl5PDAT7u4c/b2CiVVC8Tk16ke274Jd/eLYHynYLoU3LBLjYXL+/FrOwg7Gx2/W7u5EKo8gqeznVXlXxqzGzuHsPrJQXi07Mcg51Pc/f0Onvl1H7M3neZ0XDpHLqdw4NgJWuYcgjbj1JM63676oy2fVc9J/PFvtYHq5B9h6sIyN8pDvZ25u38zft5+vugz5NkUWo6GbV+VGL8lpKv2/sVtXVhwX9Es0z6RvoT5OLN0/2Ui/VzVjfvSspLV94CdmrzSNtiDR4c25+sNp+n79hrOJ2Sw8nAsRk1jeHSxtl+wQbcllUhKluHeRH0HHF9pOS71Mhz4DYfe9+Lj5sSHK4+ZL8fTYqRKKFtZdqHGVGImclxaNj4Wvmstua5DEPHpOaw/bkV9eZ2OzwJf5y3/t9WYRZRLkrai/hv2mkrULntG1R0b9kpdn1HNsLWHoa+opSmX90PfR+v6jK49AdEw6u0KX6SJa0zz4SrBUZXlT6mXq7+ebQH/VtB8hEqWFNRqPLtJLdmqBt0jvPlueld6RHjzxIiWZS/QOk9TM3tNzZJIuVTmot0aT45syeh2gbwwtmaSow8Nac6UHk15cdFBZm06XXYw3mU6tnGH6MUBhrcp9neLPaBmLzu41ch5VVnkYJUsuXoEnU7HoJb+zL23Jy4ONtzy9T98vvYEk7/awmdrTtIywI1ulupExh1Xsw4rMEu6wYkcrEoTnavYbMKpPcOY1CWEmSuO4WBrw6IH+jCsTQBO9ja8Mb4db97YXiX5Kyoj3mT9Z4vaTYLY/UWJKVCJLu9I8GyKs70tb01ozzsTO5QthdHhFtDpYc+PhQ/1aObDzheGMnt6N2zPbYLwvvSO9GXHmYQyS1xLcPaGfo/Cju8KaxMevpRCanYur1wfTUJ6Dnv27FD9aLc7Lb6lq6nZ+LtbvpC8vmMQB2NS2H+hbL1Ei8L7lJldnZqVi5ujnbpRUcENUjyd7Xl+TGuW7LtUtp5pAfcmXPDszuu236IzZEBTC8tt65OwPmpWdPFNc62Vkp/8K7VLuKuDLf8e0pwZAyLp38LC71qnU+3zpOnl5hVy5SC4h9RKX/bgIFUOxVavw9XBli83XVSr6Co4o7+4pxbsY+3RK+w4m8h1n2ziQmJGhZ5/MVEl6YI97HjebxMf+C1Gl3ha/fDQItDpcW53PZO6hvLV+lOF5ULKk5RpqNNNyOobm7CetMw9xn19w/j7UCwv/3mIoTPXccNnm7jB4xg6NDWeBHXDrdvdqiSgmTq4VjuxEg7+Btd9pFYwmEmiT+8TjoeTHU8t2Edadi5p2bls9B4PVw6hnSrakCwuTc0Y9XIp+bfV63X8q49avdU22Eyt7exUNT4qdg4PDm7OyscGYKOH1xYfYv6OC3QL88bfrVh5hdAecOWQ5d9FdZRHADUz9vjyMrXNS9jxHdjYY9tlGi+Mac3ifZeY+MUWVh02MXkjIFqt3KylEglm9yuo4O8ny5BHalYuvpVM2kYHudO6iTtzt5+3Kv60PpRTrhbq44sSJGkr6j87R7j5J3jyFDyyv34uQ60u7SfBtD/hjr8gol9dn40QwhQXH1U7tiolEtIug1sN1kEd8DTEH4f981XtvqtHIGpItR1+cKsA5t7bi37NTVxkRwxQtQJ3zin7s5QYNVuqgpp4OPH5rV0I9qzg8vIKeOOGttzWsymv/HmIO+fsIClDzS75YcsZPjsbwkEiec15Ln5OxS6Azm+FwHY1dk5VFtZb7a5cLNERHeTBvHt7cd/ASN5ZdpQsg5EWAa58fXtX9KZmyhSIO9r4NgEtzb8NuAZWKjH04nVt6Nfcl3cnta++mo4Z8SU2brJK1DBVe7SgRImmwclV1i1BdPaGtjfCjllgLErI6nQ6tQFjykUI70vfKDBcJh8AAD4MSURBVF8ycvLYdtpM7eoCPWaoTbxWvw7AgZgUbPU6JncLJTrQFf3yZ9A8gtXqADMyc/JIzc61WB4BYEgrf4I9nXjzr8PWLc8sENZHJZVTimbppmQZcHe0rfTNtRs6BtMjwpuX/jhYsp5pMX963ab+T7OBasl8Q9CkvarpXsGbGoDq+wE8gi3HWRI5SCVyUio4o7q0K4fBv2qbzVrLx9WB5Y/055/nhjBjQDPm7jhPon93OLPJ9GoU4MjlFM7EpZv8WZ5RY+OJOP49pDmrHh+Ag62epxbsw1jORpPFXUzKxM/NAYe/n4WlT8DWr+CznvDX07D2TTX709mbhwY3JyMnj282nLbquMmZhmu2nq1JYb3R5WbyWJsUNj09mB0vDOXZUa24o08Ej0ddBv/okitXut2l9m3ZZWLsVBFr31ZJz7YTLIa5O9rx/qQO7DqbyPjPNvHqnwe5bbUj+43hHJ/3HDvPqP49IT0HN0dbk/W0b+8Vxp8P9uWZUWbaU3aK2ieklCh/V165Ppq/D8Wy7UwCd/cvVZ89tCegwUULM9IrsdGWSS1Gqu9acxsEGrLUficdp4CTJ+M6BvPuxPacjU/nwf/t5lTpWuo6nUoEH11mto1Xlx1nEmj70nJm/n207E3U7NQKzUQuSM6X911rjk6n46auIaw6fKXwWJYU3hwVVpGkrWg4XHyujXIBEf3VhbYQov5qOQpOrSmzYYPVSm3IUu1CukCbG2DpkzDvdlULvLbqRun1aqnfwd/LzpJIuVipmba1QafT8cr1bXlnQns2Ho+j39treGrBXl5cdJB3/z7Gm/q7aWo8Bz9PVhsnHfpDDfLb3FDXp26enZP6PimVhLS10fPkiFa8M6E9zf1dmX9vb5r6lFN7++ox8GtRgydbDxTM5jtR8aStu6MdP9zZg0Etq3GlRkZixZO2tvbQ8VbYOUstTT2zERLPqLr51uj6L0g6WzZxfWYjoOqatg12p6m3M3/uLWfDLTsnGPQsHPgVji3nQP5md466XL72+p4OWTvZ1+Fli5twXUxSswgD3E1sclOMrY2edye2559T8czefKb891mgoKZhsZmPqVkGdTGZcqHMzFBr6HQ63hjflqup2dz30y6TM6F+jw/jrTa/w5R5DWfnbBs7tWy5Mst+ky+o5E1VViU0GwTo1EzCqrhyqNaStgAtA93wdXVgep8IQryceP+Yn9rY8erRMrG/7rzAyA83cON/N5OZU3bm35n4dDJy8mgb5IGvqwPvTGzP5pPx/LrrAlmGPA5fSjG/bDvfxaRMerpeUbMHR74Fjx+BnvfBnp/VDdeRbwEQ6OHItF5hfLPhFPFWJGGSMnJkpm1xTTqpGvDHl+Nkb4OvqwN39WvG0yNa4nhug9rktDi3AGg7USXR80zf7CnXhZ1wYZtarWlFmYr+LfxY+EAfjl9JY96OC0ztGU5896dokX2Qb2Z/xZHLKRy9nGq2/9XpdLQL8cDbxcz1ecFMWxNGtm3C/+7qwXuTOjC0danvTZ9I9d1XqnRNCdVR0xbUKjQnb/MTMQ78qtprj3sLH5rUNZT1Tw2iiYcjj8zdUzZh2mKU2pPnioUyOdXgvb+P4uZoy2drT/LC76XqZFewfERcfu1iX9fK51pu6BiMjV7HT/+UX5s5MT0HbxfpL6zVQEYJQgghRD3SaoxaRn1qbcWfazRCWiy41uBMW4DrP4Hgzmop68j/qM0dakvHW9VmK/vnl3w8tXLlEWqLjV7HTd1CWfPkQNoEubP8YCy39wpj14vD+OHFGdhM+UVdaM8ZC/Omgm8LVQOuPoscrGZ1mbjBcFO3UFY8NgAP53IGztlpaua2X+0lOupM1BC1fLqqs/mqQ2XKIwD0/rda6vnbvbD8ObWpS3hf654b0k1tjPXP5yUfP7xYJeycPNHpdIzvFMyiPTHlJ3M63qbayK93kX1yPRO8jsM3Q2hy7g++9HqcSatdWXU41myiaf9FVe4gOqj8pey9o3y5pXtTPlp53KqZPoCa6ebbEs5sKHwoJTMXP4dclfT2CLHuOKVE+bvxxW1d2HD8KtEvLeOuOTs4n5DByatpzNp0mhNX04hs1hxsKzerqc40G6iSthXdZCfhlEoIVoWLj9pp/Mjiyh8jO1Vt9lSDm5CZ4+pgy7sTO/Dr1WCMOls4WzL5/fO2czy5YC8dQj1JSM8xWWP9YEwKoJYiA/SJ8mVQSz8+W3OCCf/dzKiPNvDA/3ZZTNweuZzCLfylbhx3vVNtWjnsFXj2HNyzpsQqoPsHRqHX6fhk9Yly319sSjYB5ZQxuabo9aq837G/Sz4ed1zdEIo0sfqp1/3qZ4cXVe41d3+vSn8UlF2wQvMAN96Z2J4ZAyJ5cWwbBo6ZQm5IT57V/8D1H67mt90XublbaOXOJysFHM2UTkD12ROLb0BeQKdTk5gsrXqpjpq2AHobNRHj0MKyM2ONRtj8sfp9+jYv8SNne1s+vLkjh2JS+Gr9qZLPC++rViXUYImEC4kZ/HMqgedGt+aNG9oyd8d5dp9LLAqoYHmEuNT8mbaVLI8A4OVizy3dmzJr8+kyG96WlpCRg5e5ZL8oQ5K2QgghREX5RKqE3dGlFX9u+hUw5tZ88tLRHW5fBC/EqpmvtcktUA2Cd84uGgTnZkP61ZqdYVxNgj2dmHtvL/a+NJxXx7XF28VeXVREDVVleu7bDHevgfu2qBI+9Vnr61QdymPLK3+Mo0tVEr7lyOo7r/oqcrDaOKUybbs65aSrnbwrWFMVUJurXP+JuuCNP6H+v7WbA+l00P9JVVLhyBL1WNoV9e+2EwvDpvUOR6eDrzec5pNVx9l8Ms708fR6GP8lBs9mfJj5PHeeehT0duj+tZw7HniO9sEe3DlnB8/8ut/k0/eeTybC18XqGXyPD2+JXq/jzaVHrHu/kL9hX9Hu4ZeSM4lySFL/qGTSFqBvc19+va83jw1rwaGYZAa+t5Yh76/jlT8PoWkq4dbgRA0BQwac21Kx5yWcAu9m5ceVp/X16nOdlVK55xfMbq3FmbbFdQnzYmyXKPbkRbB/02KupKhNDy8kZvB/iw4wuVtTfp3Ri9t7hfHBymP8k79hZIGDMckEeTiWSHZM6RHGmfgMjsemcXe/CJbuv8yqw1dMvn5mTh5nLsXRNWUVdLqt3BWMXi723DugGT9tPcu5eMu1c2OSMgnyqLkSRg1S8+HqJmDyhaLHTq5Wm9GZWlUZ2E4lK9e9C3nW1RIulJMBB36DjreoRGQF3NQ1lGdGtcLeVg86HbbXfUAol/mjw1ZeHNuG23qGVexcCmSnVH52ffPhcHFX4caYZY+dVj01bUHVgk84VXaDwKNLVHmxfo+bfFr7EE9u6xnGl+tOFm7YBqhxYeQgVSKhGu0+l8jj8/aydP8lPltzEgdbPUPbBDCpayhhPs58tuYkmqax61wiaanJ5Ng4E5eWTXJm+Z+luLRsdDrMz5q20j39m5GencscCyte8owayZkGvKWcitUkaSuEEEJURstRakBmafMCUwoG7x6VnLlQURUcvFebLtPVRl0Xd6l/F2yM5FezO3bXOL2N2mgiuDPYVGJzqdrmHQFBndTGJJWRmwObPlLLyBtzTfkCzt4qiVeV2XzVIS0/6VKZpC2o2rSPHYbHj6oZshXRZpyqjbv0SVXKZd3bavfvdkVJW28Xe6b2DOOLdSd5f8Uxpny9lW82nDJ9PEd35nX4jltynifx5sVw1yoI7oyjnQ2z7ujG3f0imLvjPPN3lN3AZM/5JNoFW79hlLeLPc+NbsWvuy6wwZpdrEHdjEk4BfHqgvfElTSiXVPVzypRHqG4zk29uKd/JCseG8DL10fz1MiWvDouml/v60VQDdborjEBbdUqkYqWKEg4pW52VlXrseoG0vG/y4815cohtdmeX93V5351XFtywgbQNGkbg95dzft/H+X7LWfR63S8MKY1tjZ6nh7ZivYhHjz4v10l6iIfikmhTalZ58PaBDDv3l78dn9vnh/ThjZN3Pl990WTr30gJpm+7ME+Lx063GzV+f6rbwRezva893fZcg4Fsgx5xKfnNMzPdE0qvAlYbOn9ydVqxri9mZJEw19XNeS3flmx1zqyWCVJO06p/PkWCGiDrs8jtDr+NXeGJ+BoV8lxZGXqsheIGgrk12Q3pbpm2oJKlHs3g00fFj2mabDhfQjrq/5eZtw/MBI7Gz23fPUPJ4vXt205Ci5sN590roTH5+3l110XuP+nXfy87RyPDWuBq4MtNnodT49sxcrDsfR9ew03fr4ZQ2YKn266RM//rKLr6yv498+7SyaWS7mckoW3sz22NlVLDwZ5OjGtVzgfrTxudmPQ5EwDmobUwK6ABnC10fCk56Rjk1O2c7PR2+Bo61gizhy9To9TsRpfFYnNMGSYXRaj0+lwtnOuVGymIROjpmq2GAwGsvKySM9Jx05Tsx9cinWcxWNNKR6blZtFnoWkR0Vine2cC5dYZOdmk2s0PzW/IrFOdk7odaoTy8nLwWDh7mdFYh1tHbHJT6hUJNaQZyAnz3zH62DrgK3etsKxucZcsi0sebO3scfOxq7CsXnGPLJys8zG2tnYYW9jX+FYo2Yk05BZLbG2elsc8pcpappGhsH8jIKKxFak3ddEH2EwGMg2lvw71UYfYUqj6yMih6gB3olVODUfan0fkXRW3TH1CGncfUREf7Ldg2HbV+A/E85vU7P4vMIhJ136iHym2n3p71dLseaU6COibyR99esqAWdi1ovFccTGD1Si446/ICf92ugjWl8Hy54hO/UyuRZmCdXoOCJdXejlOHlhsPB3tthHFMwCz39+hfqI0e9iO2s0zGyDQcslZ+hrail/sXO5o28TsnLTaebrRUxyDq8vOYyPqy3Do0tepGcZ8vhswxGiW/fGtXmPwhquucZc9PocHhkWxpW0FB5fsI0TV+N4aEiL/Ofp2HchicndQivU7id0DmLBzpM8+PMWPpvSiU5Nvc3GGjUjmcFdQG8HhxdzqeWtpOak00R/mXTAztmHgsvK0n1E6bGwxXavgxs7F82sLehTTcaWUtfjiBKxOh1EDiHj+Aq0gc+ajC3TR6THoRXUBy71GhXuIzybQpOOcPhPMluNqXgfcWkveIWBZixxLrU9jmg3aBx8/zWPto3j7fXZZOcaua5dGC4O6nNhZ2vk1RuiGP3RRr5Yf5AZA6LQNI29F2KZ0qMpRs1Yoj+JDlafu/ScdEa08+TT1Se4mBSBp7N9iXa/6cQlRtptIi0gGp1bYJm/h7k+4r5BIbz0x0Fu7RlA2/ybKMXHBmfjUzCShZer0eTnqD5ca1Dso1Jr4wgbO7Wx9L650HEKtsY8HM5shAFPmm/3PlHQ+XZsV7+OQ1hvCO5sXR+x53/QtDd4N6uePqL3v9GfXIXTgulw7wZw8qx4PiItFpp0KLfdmxxH2LtAYHt0R5fiXOwGQ2EfkZ2ifr+ljl2pcYTehqzeD5G3+GE1Vg2IVvtWxOyCm/8HOelm+wgXR/hqWlse/mU3//5lC8PbBDKiTVNaNx8BQPaRJeS2n2T2HMrrT3JyjRyMScbdyY6Tcal8e3t3wn2dyckzEObjUPg3GdDSnXcmteSJ+XsBcNdnE900iGeiWpFrzOHztccY8eFF5t3XC3/XkivEHG0d2X0uiehgj2q51rh/cAhbTl/k/p+2s/ThAbg52pWIvZCUhpEsnOwNhedfuo+wNBZuTPkIS22qOJ1WXrVyYbWUlBQ8PDzgGcDEasnRzUezZMqSwn+7/MfFbAc8IGwAa6evLfy337t+xGWYXnrWNagr2+/eXvjv8A/DOZtctg4SQBu/Nhy8/2Dhv6M/j+bQVdNFssM8wjjzyJnCf3f7uhs7Ykzv4ujr7MvVJ4vuJA2cPZB1Z9eZjHW2cyb9uaIP6Jj/jWHpcfPLELWXij6ik+ZPYsGhBWZj055NK+xUpy+czpy95nfgvPLEFfzyZ7A8sOQBPt/xudnY0w+fJtwzHIAn/36S97a8Zzb2wH0HiPaPBuDltS/zyrpXzMZuu2sb3YK7AfDupnd5auVTZmPXTFvDwPCBAHy27TMe/OtBs7GLb1nMmBZjAJi9ZzZ3LLrDbOy8ifOYFK2+TOYfnM9NC24yGztr3Cymd5wOwJJjSxj781izsZ+O+pQHuj8AwNozaxk0Z5DZ2HeGvsOTfZ4EYPvF7XT/xvysoJcGvMTLA18G4OCVg7T9b1uzsU/0eoJ3h78LwJmkM0R8FGE29v6u9/PZmM8AuJp+Ff/3zG8mM63DNGbfMBtQna3rm+aX50xsM5H5k4rqeupeMb9Etab6iCinKA49egg7O/WlJX1EHfcRvZ4lesccePYCL697RfoIpI+o8T4i6Tx+H4YRpzM95JNxRJG0Z9NwyUqGma2Z3rQjc86vNxtbo+OI+NMw91Ze7n0vr2x512xsjfYRgZ1h1/fMzojhju0fm42dN3EeE9tM5PF5e/n5wDwu275pNrYifcT9Hf/Dki3t2fDUIE6mbJM+Il9djCNK9BEHfiV8wSTOmulPyvQRH0dyKNH0LOxK9RHr34MNMxkYFMW6cxtMxjbEccSBGceJDogCau5ao9vMGexINT+Ds7LjiOeWf8Kb/zxkNrY+jCPeHPwmrRNaM3r0aPZc2VM3fUSzEXx2cgs8sI2rzt6W+winQGYbdNDnIdI7TMH1Y/MlCiY2H8P845tg7IfQZVr19RHBPVgbFwPh/WDyj/i951/7+QhsOPNcWuFNyBobR/w0mqUnzGxGRsX6iMic31gwYxAdl09ieuoJ5qScMRtbkT6iuXE2+164DUc7m/L7CM2F6Bu+go5Tyu0jNv/rH+7+Jon7BkaSYf97tY0jmhpfYUL09cy8qaNca5jrI7KAtyA5ORl3d/P1n6U8ghBCCFFVhgpsypIaq+okWltjUoiq8gxVM1KEddyDVDmIBDPL/WtDWqxaVmtXh8uN3ZvAwKdVeY1y6HQ63pzQjhYBlaxfaMKuc4m0aeJOqLeZZcSibjQfXrHvr4puWlae1teres+ZCdV73DpWMMu2pmQZ8nBMKn9DscooqM0rynFxl1pub015jqghaj+CjR/Axx0txyZfUKsFom+ojrMsYusI4z5XpRe2fFa9x7aWZqx4OZbKqMYxeZsgN+6as53EiLHVuqnpjZ1DKlaqwsryEYv3XSItO5f+zStZjsmM23qG8duuiyzYeaH8YGGRzLStRgUzbWOuxpjMlDe28gjLly9nxIgRhbP36s2yRimPIOURKhHbmMsj/P3334wfO76wrUp5hGrsI+KOwVcDcJr0Pfr8wXK5fcSCO9EbDXDbr9dGH7H7J/jrCZWAund94WY00kcopdt9UnpSme9Xc7EV6iMO/wlzb4Wpf0BoN4uxhe3+u5Eq4Xvj14U/u2b6iL2/kP37PeTetxm8TM+cqtFxxLp3YMcsch7d36D6CEOegXk7TvPSnwcJ83YiNiWbFgFuzL6jOzZ6nVXjiK83nGLmimPosOX9SV2Y2CWkSn3EH3sv8uLCg3QJ8+StCe0J9nQr2+6TzsLnPVkQ/Aw/pXfld/1TEDkEu5Fvmu0jSo+FG+s4wlRsxo8T0TITYdofZWLL9BGLH0M7uUpt4FhOrNXt/qtBZDp5YZz8Q/mx5Lf71CvwUVsY/6VK/FqKrY1xxMHfYdH98MA28Ag120f8sfciZ+LSmdAlhGBP9bsqrz9JzjRwy1dbSM400NzfmyBPF27qGkrGnBvo2MQW57uWYEp5fcSyA5d5dN4e+kT5ckevKIZHq5rPd875h+TMDOb8q4fJ49aHaw2MsHL5SkaPHo3eRl+744gTq2D+dGxtHHC4628IbGd9H5Eeh7b/VzI2zoSsJJj4DTQbXBSoadh8MwRH/9YwaTZQA33E3y/Clk9JnzRHJZMtxebLSDiN9nEHmDgbWowoEVuhccQ3Q3H2awWTZgH5fUTaVdWWb/wGWo0pEV/lcUTiaVUiodlAVb/bUqwZWTm2TPjvZnxI4qeMO8gb8RZ0nmoy1lIfcSExg2EfrOeLqZ1xsNHTOzIIp/xxocXv++QLOH3WDf1tv0PUkMLY5EwDIz5cT5iPM7Ond8fJ3gZN0xjy3mYGtQrkrQntq3UcYW9jz/O/H2LRnhh+ubcbLQLU52POljPMXHGMnc8PLayhW7qPSMtMMzsWbkz5iJSUFIL8gsqdaSs1bWuAi71LiYZtKa4ix7RW8U6wOmOLd8QGnQFHG0dc7F3KNKTSseUp/sVRnbEOtg444FDtsfY29oUNr65i7WzsCjug6oy11dtia29dt1CRWBu9jdWf4YrE6nX6GonV6XQ1Egs11+7NxRp0Bhz0JT/btdFHVGdsve4jgjpBk06wf37hDIdy23LcscIB7DXRR/S4B0K6gqOH2Y1opI8o4mLvYvH7tXSs1cdtOQa8o2D71xA50GKss52zmhF+eR/0esDibI1G20e0vh6HpU/hsP9XGPpSueHl9icxu2HpU2DvjP3It7Avb/f6tFhw9WtwfYSdjR239mhB6yZ+PDZ3D17O9nx6Sy/cHcv+Pc31J48MaUe4tzeGPCMTOqukUFX6iFu6tSDCx4d7f9jJ2I+289L10UzqEoJOpytq9/5tIKwfPWL+ZG/4EFxOnFN1DYv9Pkv3EZbGwo1pHGGKc9sbYeF9kJWiZmRbir1ySNWhteL4Vrf7zrfjtOQxyEwCj+Bywx1tHVViHh0EdbZ4LrU2jmh9PSx+DI6vgN7/LhFbvC3f0q2FxeOaavcu9rBgxmDeXX6E+LQcFu2JYeveg2xyOICu2wforfhbmGr3EzpHotc58OW6U9zzwx5eHJvD1J5hbDuVzD39m1n1Gaqraw2DwWB1bHHVMo5oc73aGNLGTm12SQXavYsvup734tJpCvx6F8z/F9z8MzQfqn5+aR9cPQLDXi16SnW3+6EvQ/wJXBbeD3f+DQFtyn2KsyET0KmVZeW8hsVxRPubYO3bkJ0GDq6qj8hJU8f2bGrx2JUaRwS0Vf+zJtYMF3v4ZlpXRn64gYu+3Wl2eBG6njPKPYfSfcTVlEz0OBId6E+YT8n3afH7XtMAHdi7loh1sYef7uzPpC+28Mmqc7wyri2n49KJTTUwPDqg/OOWYs3Y4NVxbdl/MYUZP+zhw8md6BXpw8EL2XQMDsDDyfTKHFu9rdVj4Yaej8izt24zaymPIIQQQlRF+8lqJ+v0+PJjc7PVXfw63Lm6TgR3rp6dw0Xl6fXQ/wm1zPHS3vLjT+fXco00Paum0bN3hg6TYdccyDE/G8oqWSnw0yTIToWUGJg1CuJPWn5OSgy4BVXtdetQ56ZerHliIKsfH1ipHeVv6BTMpK6hhTOQqqpnMx/WPzWIoW0CeGrBPj5ZfYIrKVnk5hXNwtL6PkorwyHuSvkEtDy1qY8wreUoldA+YL6uIwCGTLi4E5r2qt7XbztBLd3e8z/rn3PlsDrn/NUedc7RHZoPUzNua4CfmwPvTOzAt9O7Ma1XGDfoN6Dp7dG3HV+l447vFMJfD/fjvoGRvLb4EC1e+IvU7FxGtg2spjNvpNwCChO2leLgBjf9oL6T50+Dy/vV49u/VjNCIwdbfn5V6G3UihuvMPjfZEi7Wv5zCmrfOvtYjitP24mQl60mRxRIuaj+617+DZu6EuXvxjOjWvF5XCd0ZzeTdOm02di955Po/NoK/rP0cInHz8SnY6PXVfw7tGD2tIlEYvsQT14Y05o5W87yzYZT/L77IjZ6Hd3Cq/DZtMDRzoY3xrclIyePW77+h3k7zrPjbAJdwr1q5PUaK0naCiGEEFXRfjLo9LBrdvmx8SdUfS7fayxpK+qHdjeBdySs+U/5sWc3qc+pa/XWOGtQej2gZvLt+r5qx9n6pZoldNuvapaSsw/8MkUlcc1JPKsukBswnU6HnU39udTwcLLjo5s7Mb13ODNXHKP7f1bR/IW/eP73/eQZNfY5dmV9XjvaxP6pZlr5t6rrU66/nLzUsuTdP+bP6jLjwg7Iy4HwPtX7+o7uED0edn8PRvPLn0uI3a/6tPpU3zt6vEpqJ56p0Zf5v9HNecxzHTbtxoOTZ5WPp9PpeGpES14bF42DrZ6OoZ40r8Z61sIMW3uY+K26Cf7TTbBzDuz5GXo9WPOfawdXuOUXyM1SpZYM5dQxTrui/uviW7XX9QyF5iNgx7dFfU3yBTXudrM8y7+u3dWvGf2uv4MszY6FP3xIlsH0rMqftp4lIT2Hn7edw1DsRuK5hAxCvJwq/j2ak6b+a2b259Re4dzZN4LXlxzm41XHub1XGG6ONff56dzUi73/N5xbuofy1IJ9xKZkM7xNQPlPFIXqz0hKCCGEaIhcfNTyrW1fg4U6UADE5u+Oe63NtBX1g40tDH4Bji1TS3ItObup+hMtDY1XOLSbBJs/VjMGK0PTYP88VT7FI1glu27+WV10rnzZ/HOSzoJnw07a1lcvXdeGPx7swze3d+XxYS34Zft5xn++iQd/3sUH9vdg7DwNxn9R16dZ/3W6TS3LvrjLfMyZjeDoCf7R1f/6nW+HpHNwcpV18TF7IKhD9Z9HVbQYCXYusPeXGn0Zm4O/YZ9+CV3vh6vtmDqdjqm9wtn/8gh+ust0LVtRA+xd4Ja5YOsAfz4EQR2h+z2189qeoXDLz6ot/fmQ5Rs2SWdVWSxHj6q/bre71Mzi89vUv1MugmugGtPUczf0bEVW87EMTl/KmI/WseVkyVV5mqax4XgcPZt5k5qVy6rDVwp/tud8Ei0rczOkIGnrYP65L4xpzYIZvfh2WleeH11OuaZqoNfreG1cW54c0ZKXrmtDl7CamdnbWEnSVgghhKiqHvdB6iXYX85S0XObwbdF1ZbICVEV0eMhoj8sfdL8TJm0q6r2ctg1nrQF6P+kmjG08cPKPf/KIfW7jL6x6DG/Fip5vv1buLCz7HPS48CQ0eBn2tZXOp2O9iGeDG0TwIODm/PRzR0JcHekT6QvD0wYgf76jyGwXV2fZv3XbJBanrzzO/MxZzdBeF9VnqW6hfZQdeU3f1x+bG62Ko/QpGP1n0dVOLhCuwmw6wewsLFRleQZYOMHaraiFbVIK8reVo+LQ/1PnjUq7k3Uxn53roTpS8DO+jrMVRbSFW74HPbNhQ3vm49LOG12E88KixwMPs1h/Tvq38kXraplXV94DrifprortM/awbRZ2xj7yQa+2XCK3Dwje84ncSk5iwcGRdEjwpu3/jrMP6fiycjJZfe5RPpEVWKmsoXyCAV0Oh1dw70Z0jqgcDOwmmZro+eBQVHc0aeaPhfXEEnaCiGEEFUV0AZajoF1b0Gu+Z1UObsZwqROoqhDOh2Mfl/N9Nz0kemYs5vUf+WzCr5R0Odh2DgTrh6r+PMP/q5mGjUbWPLxbnerxODiRyCv1O7zSWfVf2Wmba0Y2z6Ir2/vylsT2jNUlmxaT2+jZsDtm6c2LizNkKlmxtXUzR+dDno/pOpvx+yxHHvlEBgN9S9pC9B5OqRcgJOra+b4//wX4o/DoOdq5viibtg7Q2g3NeO2trWbCAOegdWvwaFFpmMSz4B3NSXn9Hp1o/PESji9AWIPNKzvx5Bu0KQD7zTdypTuTbHV63l9yWGiX1rO+M834+fmQO9IX167oS0uDrbc/NU/9H17DYY8jX7NK5G0zU5V5SMqsKmiqN8kaSuEEEJUh8EvqDqUu+aY/nnccbWUtHTyRoja5tdC7Va+/l3TyY5Ta1XtW/eGuxFWter/hNqlev60ohks1tA0lbRtdZ2qRVicjS2M/VAt+dz+dcmfxR5UF1z1ZcMkIczp+i+1ude2r8r+7ORqtYFQ1NCae/3W16vZfKtfs7xUO2YP6Gwg0PKu8HUiuDMEtFO1r6tb0jlY+yZ0v1ctoxeiugx8Rq0g+e1e0yVSqnOmLUCbcRDUGeaMhcv71KqhhkKngx73YXdqJS/3gIUP9GHxv/tyV78I7h8YyXuTOmCj19EiwI0/H+zLf2/tTI8Ibz6Y3IFmfq4Vf72sZHWzuJo28hR1T5K2QgghRHUIaAMdp8Cq19TSrdJ2zVGDqBajav/chCht4LPqM/vrnSUTkZoGx/+G5sPr7tzqGzsnmPyjmjn0693l164uEHtAbT4YfYPpn4d0gW53wurXISWm6PGLO8GvtVo6LUR95uQJXaarmu4ZCSV/dmgR+LVSN4lqio0tjHhDzcA7+pf5uEt71LnYVXAX9tqg00Gfh+DECri0r3qP/dfTatwhs2xFddPpVJmEgDZqY83i32Hp8Wr2eHXu36DTwYRvVDuOGgotRlTfsWtDu4nq5m9+SYm2wR48OaIVT41sxYAWRRu+6vU6RrVrwn9v68L4TiGVe62sJFVLXDQakrQVQgghqsuIN9SStUUPlKxPF3cctn6llkTXZu0xIcyxtYcJ36oLrSWPF81SO79NbfLRcmTdnl99498aJs1WiZV5t6vlh+U5+Lu6cIoYYD5m8Itg5wzLnil67OJOldAVoiHo8whoebDixaLHMhJU0rb9TTX/+i1HqyTOsqfNbxgYsxua1LNNyIqLvlFtfGipRmhFHVkKR5fCqLfB0b36jitEATsnuPl/amXI/25SMzwBTq9T/43oX72v5xMJD2yF234FG7vqPXZNs7FTpZYO/AZXjtTsa2UmqRtqotGQpK0QQghRXZy81MyD0+tU4jYrRV0s/jhBbSrU77G6PkMhivg2h+s+gr0/w7q31WObP1alEcKr+WKrMWgxQl2gnt4AXw1UZQzMKSiN0Hps2dIIxTl5wsg3VYJr3zx1MRd7QMqoiIbD1U99hnf/CLt/Uo9t+VS1gU631/zr63Qw8m1IuVTUjxWXHq9msIbX440VbWyh3+NwaCFc2FH14+XmwN/Pqw2cWl9f9eMJYY5bIEyZB0nn4adJ6obNwd/At6WUWCqt01TwDIVVr9Ts6xSURxCNhiRthRBCiOoUORjGfwUHfoW3QlVyx95VzQywsJOrEHWi/U2qHvPaN+HrwXBksapVVxO7vTcGzYfBPWvVBh9fDYKNH5re9f3Cdkg4ZV3dvbYToMMt8PsM+OEGcA1UdXCFaCg6364SEn/8G+ZPV5sc9nlIJXRrg28UDHpWtcezm0v+7NQaQIPIIbVzLpXV8Va1OeFfT4HRWLVjbf9GlXMZ/obUtRQ1L7At3PYbXD0K7zWHw3/KJAVTbB1gyEtqBvzpDTX3OlIeodGREbkQQghR3dpPgof2wLjP4Oaf4d51qpaVEPVR/yfVjFsbexj6MrSbVNdnVL/5RsFdK6HHPbDyZfh2OFw9VjKmYMZys8HlH0+ng+s/VUmnJh3hlp8tz84Voj667iPVl1w+oJK4A56u3dfv8wg07QXzpqmSRAX2/A+Cu4B7k9o9n4rS28Cod1R5lB3fVv44GQlqxnHn21W9USFqQ0gXuG8zDHhGlV5qP7muz6h+ir4RQrrD4kfBkFUzryHlERod27o+ASGEEKJR8giGTrfV9VkIYZ0u09X/hHXsnGD462pG7KL74Yu+0PcR6HIHnNmgZhqN/9L6Gcs2tirhJURDpbdRNx4GPVt3rz/5B5g9Vv1v0izIzYaTq+CG/9bNOVVUWG/o+i9Y8X+qTq93RMWPsf49MObCoOer//yEsMQjGAbI95hFej2M+1SNGda9pW6UVzeZadvoyExbIYQQQgghKqNpD5ixEXrcC5s+hpmt4Le7VckDmWkkRO1y8YVpf6i6kbNGqXIj4f2gXS1siFZdhr2q3kfpDU2tEX8Stn2lbiC5+tfI6QkhqsivJQx4So0ZLuys/uNLTdtGR2baCiGEEEIIUVl2TjD8Nej7qKqf6eyjNnKTWpJC1D5Xf/jXcjixEnLSoOUYNZO9oXBwg3Gfw/fXw+rXYehL1j935UvgGgC9Hqy58xNCVF2fR+DIUpg/De5ZBy4+1XNco1ElbaU8QqMiM22FEEIIIYSoKmdvNcO22UDZyE2IuqS3gRYjVHu0c6zrs6m4iH5q2fTGmWpTU2uc3azKsgz5P3UjSQhRf9nYwU3fgyFDJW6rq75tVhJoRnDyrp7jiXpBRpRCCCGEEEIIIUR90fshaDsRFj4AZzZajjUaYfnzENRJNpIUoqHwDIXJP8GF7fDrnZCXW/VjJp3NP7ZsftyYSNJWCCGEEEIIIYSoL3Q6tWFR0x7w0yQ4s8l87IFfIWYXDH9DZvkL0ZCE9YJJc+DoX7BwBuQZqna8xDPqv17hVT0zUY9Iry6EEEIIIYQQQtQndk5w888Q0g1+nAA7ZoGmlYwxZMKqV6DVWAjvUzfnKYSovJYjYcI3cHAh/Hwz5KRX/liJZ8DBA5y8quvsRD0gSVshhBBCCCGEEKK+sXeGKXOhw82w+BH4fhxcPaZ+pmmw7FlIi4Vhr9bpaQohqqDtjXDrPDi7Bb4ZBnHHK3ecxDPgFSYboTYykrQVQgghhBBCCCHqIzsnuO5DuHWBSsp81g1mtoHPusPOWTD6PfCJrOuzFEJUReRguGslGA3w5QDY+lXFyyVc2Al+LWvm/ESdkaStEEIIIYQQQghRnzUfBg9uhwnfqpm3Id3g1l+hy7S6PjMhRHUIaAN3r4F2E+Cvp+DznnDoD7XZoCmaBqmxkHgWTqyC2P0QPb52z1nUONu6PgEhhBBCCCGEEEKUw9YB2k2s67MQQtQUB1e4/hPofg/8/SLMmwrezaDrndBqDLgHwekNsH8eHFkCOWlFzw1oB1FD6+7cRY2QpK0QQgghhBBCCCGEEPVBYDu4fSGc2wrbvoSVL8Pfzxf93Kc59HkYAtqqEio6PYR2Vzd2RKMiSVshhBBCCCGEEEIIIeqTpj3U/7JS4OwmyIiHJh1UslY2HLsmSNJWCCGEEEIIIYQQQoj6yNEdWo6q67MQdUA2IhNCCCGEEEIIIYQQQoh6RJK2QgghhBBCCCGEEEIIUY9I0raUzz//nIiICBwdHenSpQsbNmyo61MSQgghhBBCCCGEEEJcQyRpW8zcuXN55JFHeP7559m9ezf9+vVj1KhRnDt3rq5PTQghhBBCCCGEEEIIcY2QpG0xM2fO5M477+Suu+6idevWfPjhh4SGhvLf//63rk9NCCGEEEIIIYQQQghxjZCkbb6cnBx27tzJ8OHDSzw+fPhwNm/eXEdnJYQQQgghhBBCCCGEuNbY1vUJ1BdxcXHk5eUREBBQ4vGAgAAuX75s8jnZ2dlkZ2cX/jslJQUAg8GAwWCouZOtBwreX2N/n0I0dNJWhWhYpM0K0TBIWxWi4ZD2KkTDca20V2vfnyRtS9HpdCX+rWlamccKvPnmm7zyyitlHv/7779xdnaukfOrb1asWFHXpyCEsIK0VSEaFmmzQjQM0laFaDikvQrRcDT29pqRkWFVnCRt8/n6+mJjY1NmVu2VK1fKzL4t8Oyzz/LYY48V/jslJYXQ0FCGDx+Ou7t7jZ5vXTMYDKxYsYJhw4ZhZ2dX16cjhDBD2qoQDYu0WSEaBmmrQjQc0l6FaDiulfZasFK/PJK0zWdvb0+XLl1YsWIF48ePL3x8xYoVjBs3zuRzHBwccHBwKPO4nZ1do/5wFXctvVchGjJpq0I0LNJmhWgYpK0K0XBIexWi4Wjs7dXa9yZJ22Iee+wxpk6dSteuXenVqxdfffUV586dY8aMGXV9akIIIYQQQgghhBBCiGuEJG2LmTx5MvHx8bz66qtcunSJtm3bsnTpUsLCwur61IQQQgghhBBCCCGEENcISdqWcv/993P//ffX9WkIIYQQQgghhBBCCCGuUfq6PgEhhBBCCCGEEEIIIYQQRSRpK4QQQgghhBBCCCGEEPWIJG2FEEIIIYQQQgghhBCiHpGkrRBCCCGEEEIIIYQQQtQjkrQVQgghhBBCCCGEEEKIekSStkIIIYQQQgghhBBCCFGPSNJWCCGEEEIIIYQQQggh6hHbuj6BxkTTNABSUlLq+ExqnsFgICMjg5SUFOzs7Or6dIQQZkhbFaJhkTYrRMMgbVWIhkPaqxANx7XSXgvyhgV5RHMkaVuNUlNTAQgNDa3jMxFCCCGEEEIIIYQQQtRXqampeHh4mP25TisvrSusZjQaiYmJwc3NDZ1OV9enU6NSUlIIDQ3l/PnzuLu71/XpCCHMkLYqRMMibVaIhkHaqhANh7RXIRqOa6W9appGamoqQUFB6PXmK9fKTNtqpNfrCQkJqevTqFXu7u6NuiEJ0VhIWxWiYZE2K0TDIG1ViIZD2qsQDce10F4tzbAtIBuRCSGEEEIIIYQQQgghRD0iSVshhBBCCCGEEEIIIYSoRyRpKyrFwcGBl156CQcHh7o+FSGEBdJWhWhYpM0K0TBIWxWi4ZD2KkTDIe21JNmITAghhBBCCCGEEEIIIeoRmWkrhBBCCCGEEEIIIYQQ9YgkbYUQQgghhBBCCCGEEKIekaStEEIIIYQQQgghhBBC1COStL1GrV+/nuuuu46goCB0Oh0LFy4s8fPY2FimT59OUFAQzs7OjBw5kuPHj5eIuXz5MlOnTiUwMBAXFxc6d+7MggULCn++du1adDqdyf9t3769Nt6mEI1CbbRXgGPHjjFu3Dh8fX1xd3enT58+rFmzpqbfnhCNSm211127djFs2DA8PT3x8fHhnnvuIS0trabfnhCNSnW015MnTzJ+/Hj8/Pxwd3fnpptuIjY2tkRMYmIiU6dOxcPDAw8PD6ZOnUpSUlINvzshGpfaaq9vvPEGvXv3xtnZGU9Pzxp+V0I0TrXRXs+cOcOdd95JREQETk5OREZG8tJLL5GTk1Mbb7HWSNL2GpWenk6HDh349NNPy/xM0zRuuOEGTp06xaJFi9i9ezdhYWEMHTqU9PT0wripU6dy9OhR/vjjD/bv38+NN97I5MmT2b17NwC9e/fm0qVLJf531113ER4eTteuXWvtvQrR0NVGewUYM2YMubm5rF69mp07d9KxY0fGjh3L5cuXa+V9CtEY1EZ7jYmJYejQoURFRbF161aWLVvGwYMHmT59em29TSEahaq21/T0dIYPH45Op2P16tVs2rSJnJwcrrvuOoxGY+GxpkyZwp49e1i2bBnLli1jz549TJ06tdbepxCNQW2115ycHCZNmsR9991Xa+9NiMamNtrrkSNHMBqNfPnllxw8eJAPPviAL774gueee65W32uN08Q1D9B+//33wn8fPXpUA7QDBw4UPpabm6t5e3trX3/9deFjLi4u2vfff1/iWN7e3to333xj8nVycnI0f39/7dVXX63eNyDENaSm2uvVq1c1QFu/fn3hz1NSUjRAW7lyZQ29GyEat5pqr19++aXm7++v5eXlFf589+7dGqAdP368ht6NEI1bZdrr8uXLNb1eryUnJxfGJCQkaIC2YsUKTdM07dChQxqg/fPPP4UxW7Zs0QDtyJEjNfyuhGicaqq9Fjdr1izNw8Ojxt6DENeK2mivBd555x0tIiKi+t9EHZKZtqKM7OxsABwdHQsfs7Gxwd7eno0bNxY+1rdvX+bOnUtCQgJGo5FffvmF7OxsBg4caPK4f/zxB3FxcTITSIhqVF3t1cfHh9atW/P999+Tnp5Obm4uX375JQEBAXTp0qVW35MQjVV1tdfs7Gzs7e3R64uGcU5OTgAljiOEqDxr2mt2djY6nQ4HB4fCGEdHR/R6fWHMli1b8PDwoEePHoUxPXv2xMPDg82bN9fGWxGi0auu9iqEqHk12V6Tk5Px9vauoTOvG5K0FWW0atWKsLAwnn32WRITE8nJyeGtt97i8uXLXLp0qTBu7ty55Obm4uPjg4ODA/feey+///47kZGRJo/77bffMmLECEJDQ2vrrQjR6FVXe9XpdKxYsYLdu3fj5uaGo6MjH3zwAcuWLZN6XkJUk+pqr4MHD+by5cu8++675OTkkJiYWLgUrPhxhBCVZ0177dmzJy4uLjz99NNkZGSQnp7Ok08+idFoLIy5fPky/v7+ZY7v7+8v5YeEqCbV1V6FEDWvptrryZMn+eSTT5gxY0Ztvp0aJ0lbUYadnR2//vorx44dw9vbG2dnZ9auXcuoUaOwsbEpjHvhhRdITExk5cqV7Nixg8cee4xJkyaxf//+Mse8cOECy5cv584776zNtyJEo1dd7VXTNO6//378/f3ZsGED27ZtY9y4cYwdO1YGskJUk+pqr9HR0cyZM4f3338fZ2dnAgMDadasGQEBASWOI4SoPGvaq5+fH/Pnz+fPP//E1dUVDw8PkpOT6dy5c4m2qNPpyhxf0zSTjwshKq4626sQombVRHuNiYlh5MiRTJo0ibvuuqu231KNsq3rExD1U5cuXdizZw/Jycnk5OTg5+dHjx49CjcQO3nyJJ9++ikHDhwgOjoagA4dOrBhwwY+++wzvvjiixLHmzVrFj4+Plx//fW1/l6EaOyqo72uXr2axYsXk5iYiLu7OwCff/45K1asYM6cOTzzzDN19v6EaEyq6/t1ypQpTJkyhdjYWFxcXNDpdMycOZOIiIg6e29CNDbltVeA4cOHc/LkSeLi4rC1tcXT05PAwMDCthgYGFhmd3qAq1evEhAQUGvvRYjGrjraqxCidlRne42JiWHQoEH06tWLr776qrbfSo2TmbbCIg8PD/z8/Dh+/Dg7duxg3LhxAGRkZACUqKcHqhZJ8d03Qc0kmDVrFrfffjt2dna1c+JCXIOq0l7Nxej1+jJtWghRddXx/QoQEBCAq6src+fOxdHRkWHDhtX8yQtxjTHXXovz9fXF09OT1atXc+XKlcKJCr169SI5OZlt27YVxm7dupXk5GR69+5da+9BiGtFVdqrEKJ2VbW9Xrx4kYEDB9K5c2dmzZpVZvzcGMhM22tUWloaJ06cKPz36dOn2bNnD97e3jRt2pT58+fj5+dH06ZN2b9/Pw8//DA33HADw4cPB1QdkqioKO69917ee+89fHx8WLhwIStWrGDx4sUlXmv16tWcPn1aSiMIUUm10V579eqFl5cX06ZN4//+7/9wcnLi66+/5vTp04wZM6ZO3rcQDVFtfb9++umn9O7dG1dXV1asWMGTTz7JW2+9JTWohaiAqrZXUKvJWrdujZ+fH1u2bOHhhx/m0UcfpWXLlgC0bt2akSNHcvfdd/Pll18CcM899zB27NjCGCFE+WqjvQKcO3eOhIQEzp07R15eHnv27AEgKioKV1fXWnu/QjRktdFeY2JiGDhwIE2bNuW9997j6tWrhc8NDAysvTdb0zRxTVqzZo0GlPnftGnTNE3TtI8++kgLCQnR7OzstKZNm2ovvPCClp2dXeIYx44d02688UbN399fc3Z21tq3b699//33ZV7rlltu0Xr37l0bb0uIRqm22uv27du14cOHa97e3pqbm5vWs2dPbenSpbX1NoVoFGqrvU6dOlXz9vbW7O3tzX7/CiEsq472+vTTT2sBAQGanZ2d1rx5c+3999/XjEZjiZj4+Hjt1ltv1dzc3DQ3Nzft1ltv1RITE2vpXQrRONRWe502bZrJ11mzZk0tvVMhGr7aaK+zZs0y+RqNLc2p0zRNq7GMsBBCCCGEEEIIIYQQQogKaXwFH4QQQgghhBBCCCGEEKIBk6StEEIIIYQQQgghhBBC1COStBVCCCGEEEIIIYQQQoh6RJK2QgghhBBCCCGEEEIIUY9I0lYIIYQQQgghhBBCCCHqEUnaCiGEEEIIIYQQQgghRD0iSVshhBBCCCGEEEIIIYSoRyRpK4QQQgghhBBCCCGEEPWIJG2FEEIIIYQQQgghhBCiHpGkrRBCCCGEEOWYPn06Op0OnU6HnZ0dAQEBDBs2jO+++w6j0Wj1cWbPno2np2fNnagQQgghhGgUJGkrhBBCCCGEFUaOHMmlS5c4c+YMf/31F4MGDeLhhx9m7Nix5Obm1vXpCSGEEEKIRkSStkIIIYQQQljBwcGBwMBAgoOD6dy5M8899xyLFi3ir7/+Yvbs2QDMnDmTdu3a4eLiQmhoKPfffz9paWkArF27ljvuuIPk5OTCWbsvv/wyADk5OTz11FMEBwfj4uJCjx49WLt2bd28USGEEEIIUeckaSuEEEIIIUQlDR48mA4dOvDbb78BoNfr+fjjjzlw4ABz5sxh9erVPPXUUwD07t2bDz/8EHd3dy5dusSlS5d44oknALjjjjvYtGkTv/zyC/v27WPSpEmMHDmS48eP19l7E0IIIYQQdUenaZpW1ychhBBCCCFEfTZ9+nSSkpJYuHBhmZ/dfPPN7Nu3j0OHDpX52fz587nvvvuIi4sDVE3bRx55hKSkpMKYkydP0rx5cy5cuEBQUFDh40OHDqV79+785z//qfb3I4QQQggh6jfbuj4BIYQQQgghGjJN09DpdACsWbOG//znPxw6dIiUlBRyc3PJysoiPT0dFxcXk8/ftWsXmqbRokWLEo9nZ2fj4+NT4+cvhBBCCCHqH0naCiGEEEIIUQWHDx8mIiKCs2fPMnr0aGbMmMFrr72Gt7c3Gzdu5M4778RgMJh9vtFoxMbGhp07d2JjY1PiZ66urjV9+kIIIYQQoh6SpK0QQgghhBCVtHr1avbv38+jjz7Kjh07yM3N5f3330evV1tHzJs3r0S8vb09eXl5JR7r1KkTeXl5XLlyhX79+tXauQshhBBCiPpLkrZCCCGEEEJYITs7m8uXL5OXl0dsbCzLli3jzTffZOzYsdx+++3s37+f3NxcPvnkE6677jo2bdrEF198UeIY4eHhpKWlsWrVKjp06ICzszMtWrTg1ltv5fbbb+f999+nU6dOxMXFsXr1atq1a8fo0aPr6B0LIYQQQoi6oq/rExBCCCGEEKIhWLZsGU2aNCE8PJyRI0eyZs0aPv74YxYtWoSNjQ0dO3Zk5syZvP3227Rt25affvqJN998s8QxevfuzYwZM5g8eTJ+fn688847AMyaNYvbb7+dxx9/nJYtW3L99dezdetWQkND6+KtCiGEEEKIOqbTNE2r65MQQgghhBBCCCGEEEIIochMWyGEEEIIIYQQQgghhKhHJGkrhBBCCCGEEEIIIYQQ9YgkbYUQQgghhBBCCCGEEKIekaStEEIIIYQQQgghhBBC1COStBVCCCGEEEIIIYQQQoh6RJK2QgghhBBCCCGEEEIIUY9I0lYIIYQQQgghhBBCCCHqEUnaCiGEEEIIIYQQQgghRD0iSVshhBBCCCGEEEIIIYSoRyRpK4QQQgghhBBCCCGEEPWIJG2FEEIIIYQQQgghhBCiHpGkrRBCCCGEEEIIIYQQQtQj/w+ma/C3GuCuCgAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_calibrated_3[\"date\"],\n", + " comparison_calibrated_3[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "# plt.plot(\n", + "# comparison_calibrated_3[\"date\"],\n", + "# comparison_calibrated_3[\"Q_basis_m3s\"],\n", + "# label=\"basisrun\",\n", + "# linewidth=0.8,\n", + "# alpha=0.8\n", + "# )\n", + "\n", + "plt.plot(\n", + " comparison_calibrated_3[\"date\"],\n", + " comparison_calibrated_3[\"Q_calibrated_3_m3s\"],\n", + " label=\"calibrated_3\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\", color='r')\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\", color='green')\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"GRDC versus wflow basisrun and calibrated_3 at Lobith, 1987-1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "d68003eb-4660-4797-bbcf-61d68e8ca1ef", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_calibrated_3[\"date\"],\n", + " comparison_calibrated_3[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "# plt.plot(\n", + "# comparison_calibrated_3[\"date\"],\n", + "# comparison_calibrated_3[\"Q_basis_m3s\"],\n", + "# label=\"basisrun\",\n", + "# linewidth=0.8,\n", + "# alpha=0.8\n", + "# )\n", + "\n", + "plt.plot(\n", + " comparison_calibrated_3[\"date\"],\n", + " comparison_calibrated_3[\"Q_calibrated_3_m3s\"],\n", + " label=\"calibrated_3\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 4000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Low-flow comparison at Lobith, calibrated_3, 1987-1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "id": "31c1b77d-356c-4827-86bc-7df191babf00", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_calibrated_balanced_ET085_Root095_NRiver6_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.11 max: 0.15 mean: 0.12\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 2.0 max: 525.0 mean: 107.88\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.027 max: 0.18 mean: 0.09\n", + "Aanpassen: intbl/EoverR.tbl factor: 0.85\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.95\n", + "Aanpassen: intbl/N_River.tbl factor: 6.0\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.0935 max: 0.1275 mean: 0.1\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 1.9 max: 498.75 mean: 102.49\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.162 max: 1.08 mean: 0.56\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 5597.9\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3136.6\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 7880.2\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4680.8\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4053.3\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 2893.5\n", + "\n", + "Run klaar: calibrated_balanced_ET085_Root095_NRiver6_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_balanced_ET085_Root095_NRiver6_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"EoverR.tbl\": 0.85,\n", + " \"RootingDepth.tbl\": 0.95,\n", + " \"N_River.tbl\": 6.0\n", + "}\n", + "\n", + "model_calibrated_4 = run_calibration_model(\n", + " run_name=\"calibrated_balanced_ET085_Root095_NRiver6_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 110, + "id": "d0081c1d-1e4b-49be-b4f5-421c9ccbf16e", + "metadata": {}, + "outputs": [], + "source": [ + "model_calibrated_4 = model_calibrated_4.rename(\n", + " columns={\"Q_model_m3s\": \"Q_calibrated_4_m3s\"}\n", + ")\n", + "\n", + "comparison_calibrated_4 = pd.merge(\n", + " comparison_calibrated_3,\n", + " model_calibrated_4[[\"date\", \"Q_calibrated_4_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "id": "281ae8bc-54eb-42ab-b622-5e31ca7084de", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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3calibrated_4602.01626.9-0.3491826
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 calibrated_2 642.1 1649.2 -0.429 1826\n", + "2 calibrated_3 608.3 1620.7 -0.391 1826\n", + "3 calibrated_4 602.0 1626.9 -0.349 1826" + ] + }, + "execution_count": 111, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_2\": \"Q_calibrated_2_m3s\",\n", + " \"calibrated_3\": \"Q_calibrated_3_m3s\",\n", + " \"calibrated_4\": \"Q_calibrated_4_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_calibrated_4,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_calibrated_4[\n", + " comparison_calibrated_4[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "id": "92e03ac1-0e51-4af9-84a2-0e7f9a889d80", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1calibrated_2181.1789.9-11.363669
2calibrated_3260.1815.6-10.283669
3calibrated_4355.3881.6-9.548669
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669\n", + "1 calibrated_2 181.1 789.9 -11.363 669\n", + "2 calibrated_3 260.1 815.6 -10.283 669\n", + "3 calibrated_4 355.3 881.6 -9.548 669" + ] + }, + "execution_count": 112, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 114, + "id": "5f8fcca5-faba-48d1-948f-afefa29d4690", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 669\n", + "GRDC dagen < 1020: 96\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0basisrun760485
1calibrated_2668304
2calibrated_3660286
3calibrated_4612245
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 basisrun 760 485\n", + "1 calibrated_2 668 304\n", + "2 calibrated_3 660 286\n", + "3 calibrated_4 612 245" + ] + }, + "execution_count": 114, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_calibrated_4[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_calibrated_4[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC dagen < 1600:\", (comparison_calibrated_4[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_calibrated_4[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 118, + "id": "914f7a46-f660-441a-be79-bac6be05e05b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(8, 6))\n", + "\n", + "for label, col in {\n", + " \"GRDC\": \"Q_grdc_m3s\",\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_3\": \"Q_calibrated_3_m3s\"\n", + "}.items():\n", + " q_sorted = np.sort(comparison_calibrated_3[col].values)[::-1]\n", + " exceedance = np.arange(1, len(q_sorted) + 1) / (len(q_sorted) + 1) * 100\n", + " \n", + " plt.plot(exceedance, q_sorted, label=label)\n", + "\n", + "for label, col in {\n", + " \"GRDC\": \"Q_grdc_m3s\",\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_4\": \"Q_calibrated_4_m3s\"\n", + "}.items():\n", + " q_sorted = np.sort(comparison_calibrated_4[col].values)[::-1]\n", + " exceedance = np.arange(1, len(q_sorted) + 1) / (len(q_sorted) + 1) * 100\n", + " \n", + " plt.plot(exceedance, q_sorted, label=label)\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Exceedance probability [%]\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Flow duration curve at Lobith, 1987-1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 119, + "id": "4242956a-15f7-4253-85b1-967fcf241035", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_calibrated_NRiver6_only_1987_1991\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.027 max: 0.18 mean: 0.09\n", + "Aanpassen: intbl/N_River.tbl factor: 6.0\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.162 max: 1.08 mean: 0.56\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 5594.2\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3131.7\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 7867.0\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4656.4\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4032.8\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 2852.7\n", + "\n", + "Run klaar: calibrated_NRiver6_only_1987_1991\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_NRiver6_only_1987_1991_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"N_River.tbl\": 6.0\n", + "}\n", + "\n", + "model_calibrated_5 = run_calibration_model(\n", + " run_name=\"calibrated_NRiver6_only_1987_1991\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 120, + "id": "96af77a6-0b0e-4950-8ad8-af16a20d60c7", + "metadata": {}, + "outputs": [], + "source": [ + "model_calibrated_5 = model_calibrated_5.rename(\n", + " columns={\"Q_model_m3s\": \"Q_calibrated_5_m3s\"}\n", + ")\n", + "\n", + "comparison_calibrated_5 = pd.merge(\n", + " comparison_calibrated_4,\n", + " model_calibrated_5[[\"date\", \"Q_calibrated_5_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 121, + "id": "16225150-ce9c-4b0a-8f15-04e5a1ffbbb8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1calibrated_3608.31620.7-0.3911826
2calibrated_4602.01626.9-0.3491826
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" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 calibrated_3 608.3 1620.7 -0.391 1826\n", + "2 calibrated_4 602.0 1626.9 -0.349 1826\n", + "3 calibrated_5 588.8 1621.0 -0.353 1826" + ] + }, + "execution_count": 121, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_3\": \"Q_calibrated_3_m3s\",\n", + " \"calibrated_4\": \"Q_calibrated_4_m3s\",\n", + " \"calibrated_5\": \"Q_calibrated_5_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_calibrated_5,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_calibrated_5[\n", + " comparison_calibrated_5[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 122, + "id": "56f56d9d-0c9d-4f72-ad33-7a5d5d0d4305", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1calibrated_3260.1815.6-10.283669
2calibrated_4355.3881.6-9.548669
3calibrated_5343.2875.0-9.572669
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669\n", + "1 calibrated_3 260.1 815.6 -10.283 669\n", + "2 calibrated_4 355.3 881.6 -9.548 669\n", + "3 calibrated_5 343.2 875.0 -9.572 669" + ] + }, + "execution_count": 122, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 123, + "id": "747952d7-6f1c-4bb0-894f-0f3c5271e3df", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 669\n", + "GRDC dagen < 1020: 96\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0basisrun760485
1calibrated_3660286
2calibrated_4612245
3calibrated_5619248
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 basisrun 760 485\n", + "1 calibrated_3 660 286\n", + "2 calibrated_4 612 245\n", + "3 calibrated_5 619 248" + ] + }, + "execution_count": 123, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_calibrated_5[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_calibrated_5[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC dagen < 1600:\", (comparison_calibrated_5[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_calibrated_5[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 124, + "id": "ec1dd0fd-0de2-4571-bbf5-4393e8c6b53b", + "metadata": {}, + "outputs": [], + "source": [ + "def quantile_mapping(obs, sim, sim_to_correct, n_quantiles=101):\n", + " obs = np.array(obs)\n", + " sim = np.array(sim)\n", + " sim_to_correct = np.array(sim_to_correct)\n", + "\n", + " qs = np.linspace(0, 1, n_quantiles)\n", + "\n", + " sim_q = np.quantile(sim, qs)\n", + " obs_q = np.quantile(obs, qs)\n", + "\n", + " # dubbele waarden verwijderen, anders kan np.interp problemen geven\n", + " sim_q_unique, unique_index = np.unique(sim_q, return_index=True)\n", + " obs_q_unique = obs_q[unique_index]\n", + "\n", + " corrected = np.interp(\n", + " sim_to_correct,\n", + " sim_q_unique,\n", + " obs_q_unique,\n", + " left=obs_q_unique[0],\n", + " right=obs_q_unique[-1]\n", + " )\n", + "\n", + " return corrected" + ] + }, + { + "cell_type": "code", + "execution_count": 125, + "id": "eca0e630-eed3-47cd-8a0f-5cc6fabda20c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3sQ_calibrated_2_m3sQ_calibrated_1_m3sQ_calibrated_3_m3sQ_calibrated_3_bc_m3s
01987-01-014865.013869.67871111196.81250012154.3886729125.7871095859.027112
11987-01-025756.015741.56835912298.96972713527.86132810393.5537116880.835734
21987-01-036160.016061.67578113359.58496114634.55468811656.8964848028.542373
31987-01-046973.015124.30078114143.63769515006.87207012782.6552739108.684010
41987-01-057579.013978.63085914459.56347714692.69726613590.3017589883.603650
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s Q_calibrated_2_m3s \\\n", + "0 1987-01-01 4865.0 13869.678711 11196.812500 \n", + "1 1987-01-02 5756.0 15741.568359 12298.969727 \n", + "2 1987-01-03 6160.0 16061.675781 13359.584961 \n", + "3 1987-01-04 6973.0 15124.300781 14143.637695 \n", + "4 1987-01-05 7579.0 13978.630859 14459.563477 \n", + "\n", + " Q_calibrated_1_m3s Q_calibrated_3_m3s Q_calibrated_3_bc_m3s \n", + "0 12154.388672 9125.787109 5859.027112 \n", + "1 13527.861328 10393.553711 6880.835734 \n", + "2 14634.554688 11656.896484 8028.542373 \n", + "3 15006.872070 12782.655273 9108.684010 \n", + "4 14692.697266 13590.301758 9883.603650 " + ] + }, + "execution_count": 125, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_bc = comparison_calibrated_3.copy()\n", + "\n", + "comparison_bc[\"Q_calibrated_3_bc_m3s\"] = quantile_mapping(\n", + " obs=comparison_bc[\"Q_grdc_m3s\"],\n", + " sim=comparison_bc[\"Q_calibrated_3_m3s\"],\n", + " sim_to_correct=comparison_bc[\"Q_calibrated_3_m3s\"],\n", + " n_quantiles=101\n", + ")\n", + "\n", + "comparison_bc.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 126, + "id": "0be55107-2905-45ae-90a4-09953eac6386", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1calibrated_3608.31620.7-0.3911826
2calibrated_3_bc4.8827.00.4491826
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 calibrated_3 608.3 1620.7 -0.391 1826\n", + "2 calibrated_3_bc 4.8 827.0 0.449 1826" + ] + }, + "execution_count": 126, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_3\": \"Q_calibrated_3_m3s\",\n", + " \"calibrated_3_bc\": \"Q_calibrated_3_bc_m3s\"\n", + "}\n", + "\n", + "score_all = make_score_table(\n", + " comparison_bc,\n", + " model_columns\n", + ")\n", + "\n", + "score_low = make_score_table(\n", + " comparison_bc[\n", + " comparison_bc[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_all" + ] + }, + { + "cell_type": "code", + "execution_count": 127, + "id": "726c21df-219e-49fb-989d-82a5b0ec88e9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
1calibrated_3260.1815.6-10.283669
2calibrated_3_bc252.5503.4-2.868669
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669\n", + "1 calibrated_3 260.1 815.6 -10.283 669\n", + "2 calibrated_3_bc 252.5 503.4 -2.868 669" + ] + }, + "execution_count": 127, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_low" + ] + }, + { + "cell_type": "code", + "execution_count": 128, + "id": "73f3f673-07aa-4439-8178-42b0d1f22605", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 669\n", + "GRDC dagen < 1020: 96\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0basisrun760485
1calibrated_3660286
2calibrated_3_bc67196
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 basisrun 760 485\n", + "1 calibrated_3 660 286\n", + "2 calibrated_3_bc 671 96" + ] + }, + "execution_count": 128, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_bc[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_bc[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC dagen < 1600:\", (comparison_bc[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_bc[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 129, + "id": "4abe29a5-7140-4969-8ac6-577789afa31e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1basisrun365.4496.5832.51911.02805.3
2calibrated_3649.4811.61162.02167.72831.7
3calibrated_3_bc1015.01131.01318.01836.52228.1
\n", + "
" + ], + "text/plain": [ + " run Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 basisrun 365.4 496.5 832.5 1911.0 2805.3\n", + "2 calibrated_3 649.4 811.6 1162.0 2167.7 2831.7\n", + "3 calibrated_3_bc 1015.0 1131.0 1318.0 1836.5 2228.1" + ] + }, + "execution_count": 129, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "q_cols = {\n", + " \"GRDC\": \"Q_grdc_m3s\",\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"calibrated_3\": \"Q_calibrated_3_m3s\",\n", + " \"calibrated_3_bc\": \"Q_calibrated_3_bc_m3s\"\n", + "}\n", + "\n", + "rows = []\n", + "\n", + "for name, col in q_cols.items():\n", + " rows.append({\n", + " \"run\": name,\n", + " \"Q5\": comparison_bc[col].quantile(0.05),\n", + " \"Q10\": comparison_bc[col].quantile(0.10),\n", + " \"Q20\": comparison_bc[col].quantile(0.20),\n", + " \"median\": comparison_bc[col].quantile(0.50),\n", + " \"mean\": comparison_bc[col].mean()\n", + " })\n", + "\n", + "quantile_table = pd.DataFrame(rows)\n", + "quantile_table.round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 131, + "id": "faf7ef96-bc91-4de6-8ac8-0356b9d1db57", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_bc[\"date\"],\n", + " comparison_bc[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "# plt.plot(\n", + "# comparison_bc[\"date\"],\n", + "# comparison_bc[\"Q_calibrated_3_m3s\"],\n", + "# label=\"calibrated_3\",\n", + "# linewidth=0.8,\n", + "# alpha=0.8\n", + "# )\n", + "\n", + "plt.plot(\n", + " comparison_bc[\"date\"],\n", + " comparison_bc[\"Q_calibrated_3_bc_m3s\"],\n", + " label=\"calibrated_3 bias-corrected\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 4000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Bias-corrected calibrated_3 discharge at Lobith, 1987-1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 132, + "id": "869773e7-c8d0-4956-b5c6-89f490c57259", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Opgeslagen als:\n", + "/home/niels/BEP-Niels/results/calibrated_3_bias_corrected_1987_1991_lobith.csv\n" + ] + } + ], + "source": [ + "output_file = results_dir / \"calibrated_3_bias_corrected_1987_1991_lobith.csv\"\n", + "\n", + "comparison_bc[[\n", + " \"date\",\n", + " \"Q_grdc_m3s\",\n", + " \"Q_basis_m3s\",\n", + " \"Q_calibrated_3_m3s\",\n", + " \"Q_calibrated_3_bc_m3s\"\n", + "]].to_csv(output_file, index=False)\n", + "\n", + "print(\"Opgeslagen als:\")\n", + "print(output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 135, + "id": "5bf06bf4-8303-493c-a326-fd7e0adaac1d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start forcing: 1986-01-01T12:00:00.000000000\n", + "Einde forcing: 1995-12-31T12:00:00.000000000\n" + ] + } + ], + "source": [ + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(\"Start forcing:\", ds[\"time\"].values[0])\n", + "print(\"Einde forcing:\", ds[\"time\"].values[-1])\n", + "\n", + "ds.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 136, + "id": "5bce8e54-54b4-404b-887e-a122553853a9", + "metadata": {}, + "outputs": [], + "source": [ + "def fit_quantile_mapping(obs_train, sim_train, n_quantiles=101):\n", + " obs_train = np.array(obs_train)\n", + " sim_train = np.array(sim_train)\n", + "\n", + " qs = np.linspace(0, 1, n_quantiles)\n", + "\n", + " sim_q = np.quantile(sim_train, qs)\n", + " obs_q = np.quantile(obs_train, qs)\n", + "\n", + " # dubbele simulatiewaarden verwijderen\n", + " sim_q_unique, unique_index = np.unique(sim_q, return_index=True)\n", + " obs_q_unique = obs_q[unique_index]\n", + "\n", + " return sim_q_unique, obs_q_unique\n", + "\n", + "\n", + "def apply_quantile_mapping(sim_values, sim_q, obs_q):\n", + " sim_values = np.array(sim_values)\n", + "\n", + " corrected = np.interp(\n", + " sim_values,\n", + " sim_q,\n", + " obs_q,\n", + " left=obs_q[0],\n", + " right=obs_q[-1]\n", + " )\n", + "\n", + " return corrected" + ] + }, + { + "cell_type": "code", + "execution_count": 137, + "id": "98f196ba-53df-4c83-a270-16beff0529a6", + "metadata": {}, + "outputs": [], + "source": [ + "sim_q_cal, obs_q_cal = fit_quantile_mapping(\n", + " obs_train=comparison_calibrated_3[\"Q_grdc_m3s\"],\n", + " sim_train=comparison_calibrated_3[\"Q_calibrated_3_m3s\"],\n", + " n_quantiles=101\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 138, + "id": "e730313a-8f14-4029-82df-cabe3668fb20", + "metadata": {}, + "outputs": [], + "source": [ + "model_start = \"1991-01-01T00:00:00Z\"\n", + "model_end = \"1996-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1992-01-01\"\n", + "calibration_end = \"1995-12-31\"" + ] + }, + { + "cell_type": "code", + "execution_count": 139, + "id": "63e80cde-9419-4a2b-9b37-66b2857999f3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "start_time='1991-01-01T00:00:00Z' end_time='1996-01-01T00:00:00Z' directory=PosixPath('/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script') shape=PosixPath('/home/niels/BEP-Niels/Rhine/Rhine.shp') filenames={} netcdfinput='wflow_ERA5_Rhine_1986_1995.nc' Precipitation='/pr' EvapoTranspiration='/pet' Temperature='/tas' Inflow=None\n" + ] + } + ], + "source": [ + "forcing = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_dir),\n", + " shape=str(shape_file),\n", + " netcdfinput=\"wflow_ERA5_Rhine_1986_1995.nc\",\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(forcing)" + ] + }, + { + "cell_type": "code", + "execution_count": 140, + "id": "28e858a4-c732-42c1-9e38-f3949fb90311", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal GRDC dagen: 1461\n", + "Start: 1992-01-01 00:00:00\n", + "Einde: 1995-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3s
332371992-01-012830.0
332381992-01-022592.0
332391992-01-032385.0
332401992-01-042182.0
332411992-01-052051.0
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" + ], + "text/plain": [ + " date Q_grdc_m3s\n", + "33237 1992-01-01 2830.0\n", + "33238 1992-01-02 2592.0\n", + "33239 1992-01-03 2385.0\n", + "33240 1992-01-04 2182.0\n", + "33241 1992-01-05 2051.0" + ] + }, + "execution_count": 140, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grdc_validation = df[\n", + " (df[\"date\"] >= calibration_start) &\n", + " (df[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_validation = grdc_validation[[\"date\", \"Q_m3s\"]]\n", + "grdc_validation = grdc_validation.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "print(\"Aantal GRDC dagen:\", len(grdc_validation))\n", + "print(\"Start:\", grdc_validation[\"date\"].min())\n", + "print(\"Einde:\", grdc_validation[\"date\"].max())\n", + "\n", + "grdc_validation.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 141, + "id": "a7d5da7c-406b-4a1c-8834-d8760373c6d1", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_validation_calibrated_3_1992_1995\n", + "\n", + "Parameters vóór aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.11 max: 0.15 mean: 0.12\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 2.0 max: 525.0 mean: 107.88\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.027 max: 0.18 mean: 0.09\n", + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "\n", + "Parameters na aanpassing:\n", + "\n", + "Parameter: EoverR.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/EoverR.tbl\n", + "min: 0.0825 max: 0.11249999999999999 mean: 0.09\n", + "\n", + "Parameter: RootingDepth.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/RootingDepth.tbl\n", + "min: 1.8 max: 472.5 mean: 97.09\n", + "\n", + "Parameter: N_River.tbl\n", + "Aantal bestanden gevonden: 1\n", + "intbl/N_River.tbl\n", + "min: 0.108 max: 0.72 mean: 0.37\n", + "Stap: 365 Tijd: 1991-12-31 00:00:00 Q: 4069.0\n", + "Stap: 730 Tijd: 1992-12-30 00:00:00 Q: 3939.6\n", + "Stap: 1095 Tijd: 1993-12-30 00:00:00 Q: 14918.6\n", + "Stap: 1460 Tijd: 1994-12-30 00:00:00 Q: 3733.1\n", + "Stap: 1825 Tijd: 1995-12-30 00:00:00 Q: 3166.2\n", + "\n", + "Run klaar: validation_calibrated_3_1992_1995\n", + "Aantal dagen: 1461\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/validation_calibrated_3_1992_1995_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"EoverR.tbl\": 0.75,\n", + " \"RootingDepth.tbl\": 0.90,\n", + " \"N_River.tbl\": 4.0\n", + "}\n", + "\n", + "model_val_cal3 = run_calibration_model(\n", + " run_name=\"validation_calibrated_3_1992_1995\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 142, + "id": "c0ad2cde-951e-493b-9630-3a7df14728d8", + "metadata": {}, + "outputs": [], + "source": [ + "model_val_cal3 = model_val_cal3.rename(\n", + " columns={\"Q_model_m3s\": \"Q_calibrated_3_raw_m3s\"}\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 143, + "id": "9d85b980-143e-4b36-aa9c-0187a37628a8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_calibrated_3_raw_m3sQ_calibrated_3_bc_m3s
01992-01-012830.04687.5239263220.229456
11992-01-022592.05362.6118163502.031651
21992-01-032385.05960.2163093762.855604
31992-01-042182.06366.9399413958.154849
41992-01-052051.06547.2124024057.753077
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_calibrated_3_raw_m3s Q_calibrated_3_bc_m3s\n", + "0 1992-01-01 2830.0 4687.523926 3220.229456\n", + "1 1992-01-02 2592.0 5362.611816 3502.031651\n", + "2 1992-01-03 2385.0 5960.216309 3762.855604\n", + "3 1992-01-04 2182.0 6366.939941 3958.154849\n", + "4 1992-01-05 2051.0 6547.212402 4057.753077" + ] + }, + "execution_count": 143, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_validation = pd.merge(\n", + " grdc_validation,\n", + " model_val_cal3[[\"date\", \"Q_calibrated_3_raw_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "comparison_validation[\"Q_calibrated_3_bc_m3s\"] = apply_quantile_mapping(\n", + " sim_values=comparison_validation[\"Q_calibrated_3_raw_m3s\"],\n", + " sim_q=sim_q_cal,\n", + " obs_q=obs_q_cal\n", + ")\n", + "\n", + "comparison_validation.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 144, + "id": "7465a95f-a926-4ae9-8238-ae9c3358adc4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0calibrated_3_raw891.51816.7-0.41461
1calibrated_3_bc108.0782.50.51461
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 calibrated_3_raw 891.5 1816.7 -0.4 1461\n", + "1 calibrated_3_bc 108.0 782.5 0.5 1461" + ] + }, + "execution_count": 144, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"calibrated_3_raw\": \"Q_calibrated_3_raw_m3s\",\n", + " \"calibrated_3_bc\": \"Q_calibrated_3_bc_m3s\"\n", + "}\n", + "\n", + "score_validation_all = make_score_table(\n", + " comparison_validation,\n", + " model_columns\n", + ")\n", + "\n", + "score_validation_low = make_score_table(\n", + " comparison_validation[\n", + " comparison_validation[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_validation_all" + ] + }, + { + "cell_type": "code", + "execution_count": 145, + "id": "8bdd6ef4-242b-47c8-aec7-5a6c3c6d867b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0calibrated_3_raw263.4806.5-12.571481
1calibrated_3_bc225.4484.1-4.127481
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 calibrated_3_raw 263.4 806.5 -12.571 481\n", + "1 calibrated_3_bc 225.4 484.1 -4.127 481" + ] + }, + "execution_count": 145, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_validation_low" + ] + }, + { + "cell_type": "code", + "execution_count": 146, + "id": "8ebe787d-17e6-40e8-8d54-46487d2bb8d5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC dagen < 1600: 481\n", + "GRDC dagen < 1020: 29\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0calibrated_3_raw426217
1calibrated_3_bc43134
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 calibrated_3_raw 426 217\n", + "1 calibrated_3_bc 431 34" + ] + }, + "execution_count": 146, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (comparison_validation[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_validation[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC dagen < 1600:\", (comparison_validation[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC dagen < 1020:\", (comparison_validation[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 148, + "id": "43b75e62-3584-4810-a570-7125bc2da60a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_validation[\"date\"],\n", + " comparison_validation[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "# plt.plot(\n", + "# comparison_validation[\"date\"],\n", + "# comparison_validation[\"Q_calibrated_3_raw_m3s\"],\n", + "# label=\"calibrated_3 raw\",\n", + "# linewidth=0.8,\n", + "# alpha=0.8\n", + "# )\n", + "\n", + "plt.plot(\n", + " comparison_validation[\"date\"],\n", + " comparison_validation[\"Q_calibrated_3_bc_m3s\"],\n", + " label=\"calibrated_3 bias-corrected\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Validation of calibrated_3 bias correction at Lobith, 1992-1995\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 149, + "id": "e741114d-e38a-4ee6-b60e-2381a0707009", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + ".ipynb_checkpoints 0.0 GB\n", + "forcing_basisrun_1980_1990 0.0 GB\n", + "forcing_basisrun_1987_1990 0.94 GB\n", + "forcing_basisrun_1987_1995 1.57 GB\n", + "forcing_wflow_lobith_1991_1992 0.47 GB\n", + "model_output_lobith_2005_2010_daily.xlsx 0.0 GB\n", + "run_basisrun_1987_1990 0.92 GB\n", + "run_basisrun_1987_1995 1.54 GB\n", + "run_calibrated_ET_Root_NRiver3_1987_1991 1.49 GB\n", + "run_calibrated_ET_Root_NRiver_1987_1991 1.49 GB\n", + "run_calibrated_NRiver6_only_1987_1991 1.49 GB\n", + "run_calibrated_balanced_ET075_Root090_NRiver4_1987_1991 1.49 GB\n", + "run_calibrated_balanced_ET085_Root095_NRiver6_1987_1991 1.49 GB\n", + "run_inspect_parameters 1.4 GB\n", + "run_lowflow_FirstZoneCapacity_x15_1987_1991 1.48 GB\n", + "run_lowflow_storage_leakage_1 1.54 GB\n", + "run_test_EoverR_x05_RootDepth_x075_1987_1991 1.49 GB\n", + "run_test_FirstZoneKsatVer_x05_1987_1991 1.48 GB\n", + "run_test_InfiltCapSoil_x15_1987_1991 1.48 GB\n", + "run_test_M_x15_1987_1991 1.48 GB\n", + "run_test_fzc15_1987_1991 1.48 GB\n", + "run_test_parameter_change 1.4 GB\n", + "run_validation_calibrated_3_1992_1995 1.47 GB\n", + "run_wflow_lobith_1991_1992 0.46 GB\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "import os\n", + "\n", + "temp_dir = Path(\"/home/niels/BEP-Niels/temp_runs\")\n", + "\n", + "def folder_size_gb(path):\n", + " total = 0\n", + " for dirpath, dirnames, filenames in os.walk(path):\n", + " for filename in filenames:\n", + " file = Path(dirpath) / filename\n", + " if file.exists():\n", + " total += file.stat().st_size\n", + " return total / 1e9\n", + "\n", + "for item in sorted(temp_dir.iterdir()):\n", + " if item.is_dir():\n", + " print(item.name, round(folder_size_gb(item), 2), \"GB\")\n", + " else:\n", + " print(item.name, round(item.stat().st_size / 1e9, 3), \"GB\")" + ] + }, + { + "cell_type": "code", + "execution_count": 150, + "id": "c251eef2-7266-4b9a-b936-30aca05495f4", + "metadata": {}, + "outputs": [], + "source": [ + "# Mappen die veilig weg kunnen\n", + "\n", + "folders_to_delete = [\n", + " \"forcing_basisrun_1980_1990\",\n", + " \"forcing_basisrun_1987_1990\",\n", + " \"forcing_wflow_lobith_1991_1992\",\n", + " \n", + " \"run_basisrun_1987_1990\",\n", + " \"run_wflow_lobith_1991_1992\",\n", + " \n", + " \"run_inspect_parameters\",\n", + " \"run_test_parameter_change\",\n", + " \n", + " \"run_lowflow_FirstZoneCapacity_x15_1987_1991\",\n", + " \"run_lowflow_storage_leakage_1\",\n", + " \n", + " \"run_test_FirstZoneKsatVer_x05_1987_1991\",\n", + " \"run_test_fzc15_1987_1991\",\n", + " \"run_test_InfiltCapSoil_x15_1987_1991\",\n", + " \"run_test_M_x15_1987_1991\",\n", + "]" + ] + }, + { + "cell_type": "code", + "execution_count": 152, + "id": "43f86792-d10b-4b7e-88b7-449c840fc409", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Verwijderen: forcing_basisrun_1980_1990 - 0.0 GB\n", + "Verwijderen: forcing_basisrun_1987_1990 - 0.94 GB\n", + "Verwijderen: forcing_wflow_lobith_1991_1992 - 0.47 GB\n", + "Verwijderen: run_basisrun_1987_1990 - 0.92 GB\n", + "Verwijderen: run_wflow_lobith_1991_1992 - 0.46 GB\n", + "Verwijderen: run_inspect_parameters - 1.4 GB\n", + "Verwijderen: run_test_parameter_change - 1.4 GB\n", + "Verwijderen: run_lowflow_FirstZoneCapacity_x15_1987_1991 - 1.48 GB\n", + "Verwijderen: run_lowflow_storage_leakage_1 - 1.54 GB\n", + "Verwijderen: run_test_FirstZoneKsatVer_x05_1987_1991 - 1.48 GB\n", + "Verwijderen: run_test_fzc15_1987_1991 - 1.48 GB\n", + "Verwijderen: run_test_InfiltCapSoil_x15_1987_1991 - 1.48 GB\n", + "Verwijderen: run_test_M_x15_1987_1991 - 1.48 GB\n", + "\n", + "Totale ruimte die vrijkomt: 14.56 GB\n" + ] + } + ], + "source": [ + "# Eerst controleren wat verwijderd zou worden\n", + "\n", + "DRY_RUN = False\n", + "\n", + "total_size = 0\n", + "\n", + "for folder_name in folders_to_delete:\n", + " folder = temp_dir / folder_name\n", + " \n", + " if folder.exists():\n", + " size = folder_size_gb(folder)\n", + " total_size += size\n", + " \n", + " if DRY_RUN:\n", + " print(\"Zou verwijderen:\", folder_name, \"-\", round(size, 2), \"GB\")\n", + " else:\n", + " print(\"Verwijderen:\", folder_name, \"-\", round(size, 2), \"GB\")\n", + " shutil.rmtree(folder)\n", + " else:\n", + " print(\"Niet gevonden:\", folder_name)\n", + "\n", + "print(\"\\nTotale ruimte die vrijkomt:\", round(total_size, 2), \"GB\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "757c7978-5c48-4f98-af47-f0ce4b3b6e1a", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/011_Kalibratie+biascor_longrun.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/011_Kalibratie+biascor_longrun.ipynb new file mode 100644 index 00000000..124adb29 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/011_Kalibratie+biascor_longrun.ipynb @@ -0,0 +1,1710 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "28f78cd2-8034-479b-b989-ce95af768885", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Project: /home/niels/BEP-Niels\n", + "Results: /home/niels/BEP-Niels/results\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import shutil\n", + "from pathlib import Path\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources\n", + "\n", + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"Results-figures\"\n", + "\n", + "temp_dir.mkdir(exist_ok=True)\n", + "results_dir.mkdir(exist_ok=True)\n", + "figures_dir.mkdir(exist_ok=True)\n", + "\n", + "print(\"Project:\", project_dir)\n", + "print(\"Results:\", results_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "e95660f1-14e4-4361-a1b1-3388f55277c3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "DEM bestaat: True\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_ERA5_Rhine_1986_2019\n" + ] + } + ], + "source": [ + "model_start = \"1986-01-01T00:00:00Z\" # warm-up\n", + "model_end = \"2019-12-31T00:00:00Z\" # exclusief, dus t/m 2019-12-31\n", + "\n", + "output_start = \"1987-01-01\"\n", + "output_end = \"2019-12-31\"\n", + "\n", + "shape_file = project_dir / \"Rhine\" / \"Rhine.shp\"\n", + "dem_file = Path(\"/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem.map\")\n", + "forcing_directory = temp_dir / \"forcing_ERA5_Rhine_1986_2019\"\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"DEM bestaat:\", dem_file.exists())\n", + "print(\"Forcing directory:\", forcing_directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "d86c9638-7866-4009-b594-3cd5649cc221", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC start: 1987-01-01 00:00:00\n", + "GRDC einde: 2019-12-31 00:00:00\n", + "Aantal dagen: 12053\n" + ] + } + ], + "source": [ + "grdc = df[\n", + " (df[\"date\"] >= output_start) &\n", + " (df[\"date\"] <= output_end)\n", + "][[\"date\", \"Q_m3s\"]].copy()\n", + "\n", + "grdc = grdc.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "print(\"GRDC start:\", grdc[\"date\"].min())\n", + "print(\"GRDC einde:\", grdc[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(grdc))" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "dc184777-521c-4d7d-9721-79e1c066de48", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config bestaat: True\n", + "Lobith: 51.849999998 6.0999999998\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "lat_lobith_model = 51.849999998\n", + "lon_lobith_model = 6.0999999998\n", + "\n", + "print(\"Config bestaat:\", parameter_set.config.exists())\n", + "print(\"Lobith:\", lat_lobith_model, lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "486255c2-3233-45e7-9115-d6f1ef58f97d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "model_start: 1986-01-01T00:00:00Z\n", + "model_end: 2019-12-31T00:00:00Z\n", + "output_start: 1987-01-01\n", + "output_end: 2019-12-31\n", + "forcing_directory: /home/niels/BEP-Niels/temp_runs/forcing_ERA5_Rhine_1986_2019\n", + "Incomplete forcingmap gevonden, wordt verwijderd:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_ERA5_Rhine_1986_2019\n" + ] + } + ], + "source": [ + "print(\"model_start:\", model_start)\n", + "print(\"model_end:\", model_end)\n", + "print(\"output_start:\", output_start)\n", + "print(\"output_end:\", output_end)\n", + "print(\"forcing_directory:\", forcing_directory)\n", + "\n", + "if forcing_directory.exists():\n", + " nc_files = sorted(forcing_directory.rglob(\"wflow_ERA5_Rhine_*.nc\"))\n", + " \n", + " if len(nc_files) == 0:\n", + " print(\"Incomplete forcingmap gevonden, wordt verwijderd:\")\n", + " print(forcing_directory)\n", + " shutil.rmtree(forcing_directory)\n", + " else:\n", + " print(\"Bestaande bruikbare forcing gevonden:\")\n", + " for file in nc_files:\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "f5b788d4-a4b8-47c4-a5c5-674db9226934", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe forcing wordt gemaakt.\n", + "Forcing aangemaakt: /home/niels/BEP-Niels/temp_runs/forcing_ERA5_Rhine_1986_2019/work/diagnostic/script\n", + "Aantal forcing nc-bestanden: 1\n", + "/home/niels/BEP-Niels/temp_runs/forcing_ERA5_Rhine_1986_2019/work/diagnostic/script/wflow_ERA5_Rhine_1986_2019.nc\n", + "Gekozen forcing: /home/niels/BEP-Niels/temp_runs/forcing_ERA5_Rhine_1986_2019/work/diagnostic/script/wflow_ERA5_Rhine_1986_2019.nc\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "nc_files = []\n", + "\n", + "if forcing_directory.exists():\n", + " nc_files = sorted(forcing_directory.rglob(\"wflow_ERA5_Rhine_*.nc\"))\n", + "\n", + " if len(nc_files) > 0:\n", + " print(\"Bestaande forcing gevonden, geen nieuwe forcing gemaakt.\")\n", + "\n", + "if not forcing_directory.exists():\n", + " print(\"Nieuwe forcing wordt gemaakt.\")\n", + "\n", + " forcing_generated = WflowForcing.generate(\n", + " dataset=\"ERA5\",\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " shape=str(shape_file),\n", + " dem_file=str(dem_file),\n", + " directory=str(forcing_directory),\n", + " )\n", + "\n", + " print(\"Forcing aangemaakt:\", forcing_generated.directory)\n", + "\n", + "nc_files = sorted(forcing_directory.rglob(\"wflow_ERA5_Rhine_*.nc\"))\n", + "\n", + "print(\"Aantal forcing nc-bestanden:\", len(nc_files))\n", + "for file in nc_files:\n", + " print(file)\n", + "\n", + "forcing_file = nc_files[0]\n", + "forcing_dir = forcing_file.parent\n", + "\n", + "forcing = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_dir),\n", + " shape=str(shape_file),\n", + " netcdfinput=forcing_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"Gekozen forcing:\", forcing_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "814e3eaa-04e7-431f-bf31-4fc1522bc21e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start forcing: 1986-01-01T12:00:00.000000000\n", + "Einde forcing: 2019-12-31T12:00:00.000000000\n", + "Variabelen: ['pr', 'time_bnds', 'lat_bnds', 'lon_bnds', 'tas', 'pet']\n" + ] + } + ], + "source": [ + "import xarray as xr\n", + "\n", + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(\"Start forcing:\", ds[\"time\"].values[0])\n", + "print(\"Einde forcing:\", ds[\"time\"].values[-1])\n", + "print(\"Variabelen:\", list(ds.data_vars))\n", + "\n", + "ds.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "c2910a9d-3da7-43a1-97c0-7a4bf660d18e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC start: 1987-01-01 00:00:00\n", + "GRDC einde: 2019-12-30 00:00:00\n", + "Aantal dagen: 12052\n" + ] + } + ], + "source": [ + "output_start = \"1987-01-01\"\n", + "output_end = \"2019-12-30\" # veilig, omdat model_end op 2019-12-31 staat\n", + "\n", + "grdc = df[\n", + " (df[\"date\"] >= output_start) &\n", + " (df[\"date\"] <= output_end)\n", + "][[\"date\", \"Q_m3s\"]].copy()\n", + "\n", + "grdc = grdc.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "print(\"GRDC start:\", grdc[\"date\"].min())\n", + "print(\"GRDC einde:\", grdc[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(grdc))" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "740e55f7-6ae9-4fe2-a427-729358925d34", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_last_column(tbl_file, factor):\n", + " tbl_file = Path(tbl_file)\n", + " text = tbl_file.read_text()\n", + " \n", + " new_lines = []\n", + "\n", + " for line in text.splitlines():\n", + " stripped = line.strip()\n", + "\n", + " if stripped == \"\" or stripped.startswith(\"#\"):\n", + " new_lines.append(line)\n", + " continue\n", + "\n", + " parts = line.split()\n", + "\n", + " try:\n", + " old_value = float(parts[-1])\n", + " new_value = old_value * factor\n", + " parts[-1] = str(new_value)\n", + " new_lines.append(\" \".join(parts))\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " tbl_file.write_text(\"\\n\".join(new_lines) + \"\\n\")\n", + "\n", + "\n", + "def apply_parameter_factors(cfg_dir, factors):\n", + " cfg_dir = Path(cfg_dir)\n", + "\n", + " for tbl_name, factor in factors.items():\n", + " files = list(cfg_dir.rglob(tbl_name))\n", + "\n", + " if len(files) == 0:\n", + " print(\"Niet gevonden:\", tbl_name)\n", + " continue\n", + "\n", + " for file in files:\n", + " print(\"Aanpassen:\", file.relative_to(cfg_dir), \"factor:\", factor)\n", + " multiply_tbl_last_column(file, factor)\n", + "\n", + "\n", + "def run_wflow(run_name, factors):\n", + " cfg_dir_run = temp_dir / f\"run_{run_name}\"\n", + "\n", + " if cfg_dir_run.exists():\n", + " print(\"Oude runmap verwijderen:\", cfg_dir_run)\n", + " shutil.rmtree(cfg_dir_run)\n", + "\n", + " model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + " )\n", + "\n", + " cfg_file, cfg_dir = model.setup(cfg_dir=str(cfg_dir_run))\n", + " cfg_dir = Path(cfg_dir)\n", + "\n", + " # Parameters aanpassen vóór initialize\n", + " apply_parameter_factors(cfg_dir, factors)\n", + "\n", + " model.initialize(cfg_file)\n", + "\n", + " q_values = []\n", + " times = []\n", + "\n", + " i = 0\n", + "\n", + " while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[float(lat_lobith_model)],\n", + " lon=[float(lon_lobith_model)]\n", + " )[0]\n", + "\n", + " q_values.append(float(q_lobith))\n", + " times.append(model.time_as_datetime)\n", + "\n", + " i += 1\n", + "\n", + " if i % 365 == 0:\n", + " print(\n", + " \"Stap:\", i,\n", + " \"Tijd:\", model.time_as_datetime,\n", + " \"Q:\", round(float(q_lobith), 1)\n", + " )\n", + "\n", + " model.finalize()\n", + "\n", + " output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(times, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + " })\n", + "\n", + " output[\"date\"] = output[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + " output = output[\n", + " (output[\"date\"] >= output_start) &\n", + " (output[\"date\"] <= output_end)\n", + " ].copy()\n", + "\n", + " out_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + " output.to_csv(out_file, index=False)\n", + "\n", + " print(\"Run klaar:\", run_name)\n", + " print(\"Opgeslagen als:\", out_file)\n", + "\n", + " return output" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "eeda7504-74ce-4b06-a826-33930ad69d48", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Geen bestaande output gevonden. calibrated_3 wordt nu gedraaid.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 7962.2\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3375.2\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 6642.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 5663.7\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4775.6\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 3900.9\n", + "Stap: 2555 Tijd: 1992-12-29 00:00:00 Q: 4201.8\n", + "Stap: 2920 Tijd: 1993-12-29 00:00:00 Q: 16131.0\n", + "Stap: 3285 Tijd: 1994-12-29 00:00:00 Q: 3402.9\n", + "Stap: 3650 Tijd: 1995-12-29 00:00:00 Q: 2447.6\n", + "Stap: 4015 Tijd: 1996-12-28 00:00:00 Q: 3288.2\n", + "Stap: 4380 Tijd: 1997-12-28 00:00:00 Q: 7724.8\n", + "Stap: 4745 Tijd: 1998-12-28 00:00:00 Q: 3991.4\n", + "Stap: 5110 Tijd: 1999-12-28 00:00:00 Q: 9221.1\n", + "Stap: 5475 Tijd: 2000-12-27 00:00:00 Q: 3815.2\n", + "Stap: 5840 Tijd: 2001-12-27 00:00:00 Q: 3136.3\n", + "Stap: 6205 Tijd: 2002-12-27 00:00:00 Q: 3262.4\n", + "Stap: 6570 Tijd: 2003-12-27 00:00:00 Q: 2147.8\n", + "Stap: 6935 Tijd: 2004-12-26 00:00:00 Q: 1837.2\n", + "Stap: 7300 Tijd: 2005-12-26 00:00:00 Q: 2645.3\n", + "Stap: 7665 Tijd: 2006-12-26 00:00:00 Q: 3678.0\n", + "Stap: 8030 Tijd: 2007-12-26 00:00:00 Q: 5457.5\n", + "Stap: 8395 Tijd: 2008-12-25 00:00:00 Q: 3503.9\n", + "Stap: 8760 Tijd: 2009-12-25 00:00:00 Q: 4803.7\n", + "Stap: 9125 Tijd: 2010-12-25 00:00:00 Q: 9256.5\n", + "Stap: 9490 Tijd: 2011-12-25 00:00:00 Q: 8810.3\n", + "Stap: 9855 Tijd: 2012-12-24 00:00:00 Q: 8477.8\n", + "Stap: 10220 Tijd: 2013-12-24 00:00:00 Q: 1930.7\n", + "Stap: 10585 Tijd: 2014-12-24 00:00:00 Q: 4507.6\n", + "Stap: 10950 Tijd: 2015-12-24 00:00:00 Q: 2441.3\n", + "Stap: 11315 Tijd: 2016-12-23 00:00:00 Q: 1128.4\n", + "Stap: 11680 Tijd: 2017-12-23 00:00:00 Q: 8145.5\n", + "Stap: 12045 Tijd: 2018-12-23 00:00:00 Q: 2166.3\n", + "Stap: 12410 Tijd: 2019-12-23 00:00:00 Q: 6255.4\n", + "Run klaar: calibrated_3_1987_2019\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_3_1987_2019_lobith_daily.csv\n", + "Modeloutput start: 1987-01-01 00:00:00\n", + "Modeloutput einde: 2019-12-30 00:00:00\n", + "Aantal dagen: 12052\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_calibrated_3_m3s
3651987-01-019125.787109
3661987-01-0210393.553711
3671987-01-0311656.896484
3681987-01-0412782.655273
3691987-01-0513590.301758
\n", + "
" + ], + "text/plain": [ + " date Q_calibrated_3_m3s\n", + "365 1987-01-01 9125.787109\n", + "366 1987-01-02 10393.553711\n", + "367 1987-01-03 11656.896484\n", + "368 1987-01-04 12782.655273\n", + "369 1987-01-05 13590.301758" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "run_name = \"calibrated_3_1987_2019\"\n", + "run_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "factors_calibrated_3 = {\n", + " \"EoverR.tbl\": 0.75,\n", + " \"RootingDepth.tbl\": 0.90,\n", + " \"N_River.tbl\": 4.0\n", + "}\n", + "\n", + "if run_file.exists():\n", + " print(\"Bestaande output gevonden:\")\n", + " print(run_file)\n", + " \n", + " model_cal3 = pd.read_csv(run_file)\n", + " model_cal3[\"date\"] = pd.to_datetime(model_cal3[\"date\"])\n", + " \n", + "else:\n", + " print(\"Geen bestaande output gevonden. calibrated_3 wordt nu gedraaid.\")\n", + " \n", + " model_cal3 = run_wflow(\n", + " run_name=run_name,\n", + " factors=factors_calibrated_3\n", + " )\n", + "\n", + "model_cal3 = model_cal3.rename(columns={\"Q_model_m3s\": \"Q_calibrated_3_m3s\"})\n", + "\n", + "print(\"Modeloutput start:\", model_cal3[\"date\"].min())\n", + "print(\"Modeloutput einde:\", model_cal3[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(model_cal3))\n", + "\n", + "model_cal3.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "3ba3154d-ce1e-46e4-ad81-66c88225ac52", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model start: 1987-01-01 00:00:00\n", + "Model einde: 2019-12-30 00:00:00\n", + "Aantal modeldagen: 12052\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_calibrated_3_m3s
01987-01-019125.787109
11987-01-0210393.553711
21987-01-0311656.896484
31987-01-0412782.655273
41987-01-0513590.301758
\n", + "
" + ], + "text/plain": [ + " date Q_calibrated_3_m3s\n", + "0 1987-01-01 9125.787109\n", + "1 1987-01-02 10393.553711\n", + "2 1987-01-03 11656.896484\n", + "3 1987-01-04 12782.655273\n", + "4 1987-01-05 13590.301758" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "run_file = results_dir / \"calibrated_3_1987_2019_lobith_daily.csv\"\n", + "\n", + "model_cal3 = pd.read_csv(run_file)\n", + "model_cal3[\"date\"] = pd.to_datetime(model_cal3[\"date\"])\n", + "\n", + "if \"Q_model_m3s\" in model_cal3.columns:\n", + " model_cal3 = model_cal3.rename(columns={\"Q_model_m3s\": \"Q_calibrated_3_m3s\"})\n", + "\n", + "print(\"Model start:\", model_cal3[\"date\"].min())\n", + "print(\"Model einde:\", model_cal3[\"date\"].max())\n", + "print(\"Aantal modeldagen:\", len(model_cal3))\n", + "\n", + "model_cal3.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "72c8dfff-92c4-420b-8911-7d4b8c2babca", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start comparison: 1987-01-01 00:00:00\n", + "Einde comparison: 2019-12-30 00:00:00\n", + "Aantal dagen: 12052\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_calibrated_3_m3s
01987-01-014865.09125.787109
11987-01-025756.010393.553711
21987-01-036160.011656.896484
31987-01-046973.012782.655273
41987-01-057579.013590.301758
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_calibrated_3_m3s\n", + "0 1987-01-01 4865.0 9125.787109\n", + "1 1987-01-02 5756.0 10393.553711\n", + "2 1987-01-03 6160.0 11656.896484\n", + "3 1987-01-04 6973.0 12782.655273\n", + "4 1987-01-05 7579.0 13590.301758" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# GRDC-data selecteren voor dezelfde periode\n", + "\n", + "grdc_long = df[\n", + " (df[\"date\"] >= model_cal3[\"date\"].min()) &\n", + " (df[\"date\"] <= model_cal3[\"date\"].max())\n", + "][[\"date\", \"Q_m3s\"]].copy()\n", + "\n", + "grdc_long = grdc_long.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "comparison_long = pd.merge(\n", + " grdc_long,\n", + " model_cal3[[\"date\", \"Q_calibrated_3_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Start comparison:\", comparison_long[\"date\"].min())\n", + "print(\"Einde comparison:\", comparison_long[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison_long))\n", + "\n", + "comparison_long.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "abbf5beb-c42d-447a-9729-ed9059f4f1ef", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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WV81y9dVXy763bt0aALBv376YnstgMBgMBiP+MKUtg8FgMBgM1yIqNhcuXIiff/4ZPp8PV155JXr37o0ff/xR+q179+5RHeJ06tQpads+TUFBgfQ7AKSkpKB79+6S0vbHH39Enz590KNHDwQCASxbtkxSIkdSxp44cSLiVus1a9agb9++AIB///vfWL58OdauXYunnnoKgHBoVTTk5+erXhPfU0QtTc6dO4fLL78cq1evxqRJk7BkyRKsXbsWX331lWGZjh07BkII8vLywhSAq1atwsmTJwGE0l1L3mhp3749unTpgptvvhmLFy8GIQRPPvlkxPtuu+02HDp0SMrjTz/9FBUVFRgxYoTs3c6cOYOkpKSwdzt69Kj0biJqaXzFFVfgm2++gd/vx/Dhw1G7dm20bNkSn376qel3zczMxNKlS9G2bVs8+eSTaNGiBQoKCjB+/Hj4fD7N+0R3HEolXkZGBtauXYu1a9di/Pjxqvc2bNgQa9euxZo1a/DFF1+gTZs2eO655zBr1izT8u/btw/JycnIycmR5NqzZ4/p59A89NBDePrpp3Httddizpw5WL16NdauXYs2bdpEXaeMYrStETFaV82Sm5sr+y66T7D6/RkMBoPBYJiH+bRlMBgMBoPhWmrXro3GjRtj4cKFKCwsxKWXXoqsrCz06tULd999N1avXo1Vq1ZJhziZJTc3F0eOHAm7fvjwYQBAtWrVpGu9evXCuHHjsGbNGhw8eBB9+vRBRkYGOnbsiAULFuDw4cNo3LhxmCWdkurVq+seBAUAs2bNQmJiIubOnYuUlBTp+jfffGPi7cI5evSo6rVLLrlEdo228BNZtGgRDh8+jCVLlkjWtQAMHzAFCOnJcRyWLVsW5msTCCmQRMWSlrzKw5WiISMjA02bNsWOHTsihu3Xrx8KCgowbdo09OvXD9OmTUPnzp3RvHlzKUy1atWQm5uL+fPna8ZHo5bGAHDNNdfgmmuuQUVFBVatWoXnnnsOQ4cORWFhIbp27SqVh4qKCtl9SqUwIByWN2vWLBBC8Ouvv2L69Ol45plnkJqaqnnIWIcOHZCdnY05c+Zg8uTJ0nWv14tLL70UgHCglhopKSlSmI4dO6Jnz55o0aIFHnjgAQwaNAhVqlRRvU/JoUOHsH79ehQVFUmWzP369cMbb7yBVatWRe3XdsaMGRg+fLjsvQAh7WifzlZgpq0BtMu+UunKYDAYDAbjzwuztGUwGAwGg+FqevfujUWLFmHBggXo06cPAKBx48aoW7cuxo0bB5/PF9G6VYtevXrh999/xy+//CK7/tFHH4HjOPTs2VMmh9/vx9NPP43atWtLB4b17t0bCxculNwZRGLAgAHYsWOH7uFSHMchISFBdjBQeXk5Pv74Y7OvKGPmzJmy7ytWrMC+ffvQo0ePiPeKSkalsvWdd94JC6tlvTdo0CAQQnDo0CFceumlYf/EA9y6dOmClJQUTXnjwcmTJ7F58+YwhbUaXq8Xw4YNwzfffINly5Zh3bp1uO2228Le7dSpUwgEAqrvZvbwtOTkZBQVFeH5558HAGzYsAEAJIX1r7/+Kgs/e/ZszWdxHIc2bdrg1VdfRVZWVlh5p0lKSsKjjz6K3377TYo7WsRDv44dO4Y33njD0D3l5eUYNWoU/H6/7HCuBx98EOnp6bj77rtRUlISdh8hBF9//bXuszmOCyu/3377bZgbCiusT3v16iUtfNB89NFHSEtLC1NEf/rppzIXEfv27cOKFSsi1tXk5GRmNctgMBgMxp8EZmnLYDAYDAbD1fTq1QtTp07FyZMnMWXKFNn1adOmITs7Gx06dIjq2Q8++CA++ugjXHXVVXjmmWdQr149fPvtt5g6dSruuusumc9R0QLxhx9+wMiRI6XrvXv3xrPPPit9jsQDDzyAzz77DNdccw3Gjh2LTp06oby8HEuXLsWgQYPQs2dPXHXVVXjllVcwdOhQ3HnnnTh16hReeuklVetUM6xbtw6jRo3CDTfcgAMHDuCpp55CrVq1cPfdd0e8t1u3bsjOzsbf//53jB8/HomJiZg5cyY2bdoUFlZUvj7//PMYMGAAvF4vWrduje7du+POO+/EyJEjsW7dOlxxxRVIT0/HkSNH8PPPP6NVq1a46667kJ2djUceeQSTJk2SyTthwgTT7hFKSkrQp08fDB06FI0aNUJqaip27NiB1157DRUVFZpb/ZXcdttteP755zF06FCkpqbixhtvlP1+0003YebMmRg4cCDuv/9+dOrUCYmJiTh48CAWL16Ma665Bn/5y1904xg3bhwOHjyIXr16oXbt2jhz5gxee+01me/gjh07okmTJnjkkUfg9/uRnZ2Nr7/+Gj///LPsWXPnzsXUqVNx7bXXokGDBiCE4KuvvsKZM2ekxQ8tHn/8cWzbtg1jx47FTz/9hBtvvBGFhYWoqKjA7t278d5778Hr9SItLS1iug0fPhyvvPIKXnrpJdxzzz2oWrWq9Nv+/fuxatUq8DyPkpISbNiwAR988AH27duHl19+WXIRAgD169fHrFmzcOONN6Jt27a499570a5dOwDA77//jg8++ACEEN00HjRoEKZPn46mTZuidevWWL9+PV588cUwdyUNGzZEamoqZs6ciWbNmqFKlSooKCiQXBlosWrVKtXrRUVFGD9+PObOnYuePXti3LhxyMnJwcyZM/Htt9/ihRdeQGZmpuye48eP4y9/+QvuuOMOlJSUYPz48UhJScETTzyhK4NoXf3ZZ5+hQYMGSElJkeojg8FgMBiMiwynTkBjMBgMBoPBMEJxcTHxeDwkPT2dVFZWStdnzpxJAJDrrrsu7J5bb72VpKenh12vV68eufXWW2XX9u3bR4YOHUpyc3NJYmIiadKkCXnxxRdJIBAIu/8vf/kLAUBmzpwpXausrCTp6enE4/GQ4uJiw+90//33k7p165LExERSo0YNctVVV5Ft27ZJYT744APSpEkTkpycTBo0aECee+458v777xMAZM+ePVK4oqKisNPiAZDx48dL36dNm0YAkB9++IEMGzaMZGVlkdTUVDJw4ECyc+dO2b1FRUWkRYsWqnKvWLGCdO3alaSlpZHq1auTUaNGkV9++YUAINOmTZPCVVRUkFGjRpHq1asTjuPCZP7ggw9I586dSXp6OklNTSUNGzYkw4cPJ+vWrZPC8DxPnnvuOVKnTh2SlJREWrduTebMmaP6vnpcuHCBjBo1ijRr1oxUqVKFJCQkkNq1a5NbbrmFbNmyxfBzCCGkW7duBAC5+eabVX/3+XzkpZdeIm3atCEpKSmkSpUqpGnTpmT06NGydK5Xrx656qqrwu6fO3cuGTBgAKlVqxZJSkoiNWrUIAMHDiTLli2ThduxYwfp27cvqVq1KqlevTq57777yLfffksAkMWLFxNCCNm2bRv529/+Rho2bEhSU1NJZmYm6dSpE5k+fbrh9509ezYZPHgwycvLIwkJCSQjI4O0bduWPPzww7KySoh+uRFlmzhxIiGEkD179hAA0j+v10uys7NJhw4dyAMPPKCbL7t27SJ33303ueSSS0hycjJJTU0lzZs3Jw899JCsjKlRXFxMbr/9dlKjRg2SlpZGLrvsMrJs2TLVMvXpp5+Spk2bksTExLD6pGTx4sWy91H+E/Nk8+bNZPDgwSQzM5MkJSWRNm3ayOoN/ayPP/6YjBkzhlSvXp0kJyeTyy+/XFY/CCFk/PjxRDmd27t3L+nbty/JyMggAEi9evVkz/3iiy9k4cW8UMrBYDAYDAbDeThCLDialcFgMBgMBoPBYDAYDAaDwWAwGFHBfNoyGAwGg8FgMBgMBoPBYDAYDIaLYD5tGQwGg8FgMBgXJYFAAHqbxjiOkx3mxmAwGAwGg8FgXCwwS1sGg8FgMBgMxkVJw4YNkZiYqPmvV69eTovIYDAYDAaDwWBEheNK20OHDuGWW25Bbm4u0tLS0LZtW6xfv176nRCCCRMmoKCgAKmpqejRowe2bNkie0ZFRQXuu+8+VKtWDenp6bj66qtx8OBBWZji4mIMGzYMmZmZyMzMxLBhw3DmzBk7XpHBYDAYDAaDYQFz5szB2rVrNf+98847TovIYDAYDAaDwWBEhaMHkRUXF6Ndu3bo2bMn7rrrLtSoUQO7du1CYWEhGjZsCAB4/vnn8Y9//APTp09H48aNMWnSJPz000/Yvn07MjIyAAB33XUX5syZg+nTpyM3NxcPP/wwTp8+jfXr10tb4gYMGICDBw/i3XffBQDceeedKCwsxJw5c5x5eQaDwWAwGAwGg8FgMBgMBoPBUMFRpe3YsWOxfPlyLFu2TPV3QggKCgrwwAMP4PHHHwcgWNXm5eXh+eefx+jRo1FSUoLq1avj448/xo033ggAOHz4MOrUqYN58+ahX79+2Lp1K5o3b45Vq1ahc+fOAIBVq1aha9eu2LZtG5o0aWLPCzMYDAaDwWAwGAwGg8FgMBgMRgQcPYhs9uzZ6NevH2644QYsXboUtWrVwt1334077rgDALBnzx4cPXoUffv2le5JTk5GUVERVqxYgdGjR2P9+vXw+XyyMAUFBWjZsiVWrFiBfv36YeXKlcjMzJQUtgDQpUsXZGZmYsWKFapK24qKClRUVEjfeZ7H6dOnkZubC47jrEgOBoPBYDAYDAaDwWAwGAwGg/EnhhCC0tJSFBQUwOPR9lzrqNJ29+7dePvtt/HQQw/hySefxJo1azBmzBgkJydj+PDhOHr0KAAgLy9Pdl9eXh727dsHADh69CiSkpKQnZ0dFka8/+jRo6hRo0ZY/DVq1JDCKHnuuecwceLEmN+RwWAwGAwGg8FgMBgMBoPBYDBoDhw4gNq1a2v+7qjSlud5XHrppZg8eTIAoF27dtiyZQvefvttDB8+XAqntGwlhES0dlWGUQuv95wnnngCDz30kPS9pKQEdevWxZ49eyRfun9Wfv7jJO6b9Ss+br4OrQurg28/EgDww5ZjqPftjbikejq8I7/VfYbn51eAynPgivcg8NdpMcnj8/mwePFi9OzZE0m75oM7ugl894fh/XQISq6YiO2fPYXGY2bjnlc+xAdN1yLhr9YcOuJZMgkkvy1QcQ7cuSPguz8Y+aajm+H94UmA8yAw7L+WyKXGJ/+8E7/yDVHAncQDfZuB73CbdZGVHoX36zsAbyICN3+Fw4v+ha9W/4FBbWqiQX6OVH6cgvzyEcpWvI/kv05FQs0WqmG88x4GTu5A4IaPgdSsuMbv/e4R8M2vBal3GTzLXgLJKgRpdX1c49DDs+gZcCWHQHIagC96PPRDwIdDbw7A0NIxOIsqeL9gDjom/AEkpoLU6gT+ikfC3+WjwSAF7cD3fsa8HCteA/fHQgSG6/sR5zZ9As+mT7EzpRXuOjwQ530B/PxokRD/lyMRuPxReH94CuD9qs/yfnMXcPZgxHiMwm+di/IfX0TS6IVITEyMyzPNwO39CZ6tc8G3uAae375EYOAr4YEIwfYXeyInLQnVR/8XSEy1RTbPyjeA1GwQzgPu/Anw3e63LC7vp0MAX7mQr8e3YuW0x3C370GsvLYMacfXg79yvOp93B8LsOrHr/H3E9ejDncM3zb8BoGbPrNMTine3YtxasNs9No6GB/W/BItO1wGT9u/Aad2wfvjOASGzLSnPag8D++sm8C3+RtIm6FhP3s/GgzSoAf4yx7G6g+fxLxDqdhALsGXdb9CSlICUHEOfK8JILU6WCKed9aNQGUZzt34Fbq9uAzfXFcVFYtfwE3Fd2Jp9Zcwr7g2uqfsRe2/fwWkVI1LnNyuReB2/Yg2a3oBADb13gYkZ4Bv1B873x6C131XY0rbo/AOfD4u8UWLOPbZdugYGh//FgOuGgLu9C7wVzzqqFw03I758Kx6C3yHkSAtrpP/WHoM3q9HCWPA9Gr2CuYrg/dTwWVa4PqPgLTsCDfED+7AangWTwKy6oIUtAP3+3+x9ogP9asCOVdNAKnbxfwzt3wFz/ppIG1uAt/mZt2w3nkPg29xHbjlU7A041p06T9Ete/iDq2HZ/W/gHNHEbhhBpCaaVquuOG/AO8nNwBZdRG4+i3Lo/N+NDj0Ja8lAv2eszzOMBlm3QRUngdpPQTckc0IDHgBR9/5C0pKipGelIDaDyy0XSYRbtOn4M8eRfulbQAAG+5vBu9/70Lglm8ckcfz4WD0OjASPdN24//alYPv+TRm/fMO1E29gMtaFILv/az2zYFKeGf+Fd3334nPas5CzavGAvmtzMX/w1MgNdvCs+EjYS7HOX6OuyqeJZNAshvCs+kTAADf5W6QxgMckUXsv/om/wrvvqVASlXwza4FUjLB7Vumn2flZ+D9YpjwuUZzwF+OwKDXLZOVO7wJnoX/B77n0yB1OlkTyend8M57COADQJUaONHvbfR69WfUy0nFvtPl+Her7ehU7YIx3YKFeDZ8DG7z52HzYbHNjNfcSg/vR4NBCMH8mmPQs2dPR+ZedlJaWor69etH1C86qrStWbMmmjdvLrvWrFkzfPnllwCA/Px8AIKlbM2aNaUwx48fl6xv8/PzUVlZieLiYpm17fHjx9GtWzcpzLFjx8LiP3HiRJgVr0hycjKSk5PDrufk5KBq1fhMHNxK1RMBeJLTULVKCrIz0oHcXABARlYFqiR7kZmaiOTgNU0y0oBKAlQkSvdHi8/nQ1paGnJzc5F4MgM4lwbkVgPSEuHNykBacgJyquUiITkFmWlJSIkxPk3SU4HMDKCSA7gSY+9VkQWkJQodvFVyqZCanIgkPhnJXJIsDy0hsVJ4R08CkJuL81VSkZychKrp6dbHbYBA1SpISPEiPTsTiVqyVEkFyhKBnGwgLSe+AqQnA1mZQjpUTQeqptmbJlVSgEAykJEijzfgQ2lKAryVafAgDelpKchKSASSVMKKpCUKaRWN/Blpwv2R7q1aBUhLRNWUJHhT0+H1BJAr3lMlVUjLtESA54CcHEC58FYlGfDH3u6I+LOzkZjiRXpurjMDh+IMICMVyMwE0jXyhedRJdmLqqkJyM3JAZLS7JEtIw1IqwJ4vIDnvLXlOi0J8PmFOHxZSE9OgMeThuysBKSd10gXADiRgfTUZHiS0+Dl0pCVGr+yocupqvClpcKTnIYqKUnIrloFCbm5AH9SaBPE9iDT4jayIkmoL1WraNfpZALk5qJKahKSk5PhJWnISktASlIS4E0U+j2rZExLBhJ8SM7NhSc5DZmZVVCemgBPWRqqpiYgrSwBGSle5OZkAalxUrydzACqpMCTLNST7KrpQp3JycaRZC+SPCnISk9BksN9lzj2SUtPRVpyInKyMgCfTll3gswM7fIljg1yc4F0m2WuTBHiBoR+3c74S6sKcacnS/1ZejJBRiqHnKyq0eWfmM5GxlRVUoCsTPBpiUhPSxHGzmp91/mqQt/CJwI5WfEf+5jBVx5KMzvKdxqVHlVsijNMhiQgoVLI01KhXpelJoK/4EV6sjc07nGCzCoIIE1qI3NzcoDUBMfaHj4tEZ7kdCSnpCC7Cgfk5iI1ORFpKTyytcZFIv4KYb6YnIaMtETkZmeaf48qyUBWsF7n5AhjHjeSnhqSE9Du921A7L+y0lPhTUsEkhME2VIygZMR8qyMC71DRhpQyVv7HmVCO41o22cj8KeEMXygEkhLQiAnB57kNCSkpsOTzKFKlTRkZ9irK1ClanqwnCvmw2J+2CFfejJ4PhDS/fzJlbbi+0UySHV0qah79+7Yvn277NqOHTtQr149AED9+vWRn5+PBQsWSL9XVlZi6dKlkkK2Q4cOSExMlIU5cuQIfvvtNylM165dUVJSgjVr1khhVq9ejZKSEikMIxwCDoj1nLp4n3MnPi9YsAnPg4BDqJjbca6eyXRx0AcyAQfr0yT4fMLL4o1L+YkHogxOyUIIIJVQB8oCIcIAU/n+hIColg2LZKTKR4SA0l8uTBZO/hy1PI13fXPaooIQQQa3+lLnOJhuE+MACZaNiNESAhLMQ+daI6odVrYHVqebkecHKgVpOEFKIt4mtR1G6270ELX+Qx4gvhHS9YnzQF463FXXODE9OI87+lRV1ORyuO91ChLqwyAbncYwHpM902BYLrwHVX+mC3BSFsfiDo/XNTkSlibuaBPpOsSBhPcTEe+N8j3ofttN9UYV+h1dJCvhEVX6c3aMk4LjDxKwNg5J2R+afZHgu5kpy5bCuaCcu3VRxGEctbR98MEH0a1bN0yePBlDhgzBmjVr8O677+Ldd98FIGicH3jgAUyePBmNGjVCo0aNMHnyZKSlpWHoUGGbX2ZmJm6//XY8/PDDyM3NRU5ODh555BG0atUKvXv3BiBY7/bv3x933HEH3nlH2Dp/5513YtCgQaqHkP2vIzYlygGmpPsy+iDOIoUhR3W8QaHcezic2NE70/jZojhVTOiJNGGwNtq4InVSFisnOI8tChA58omjdqhgmIj11kElkyP13OEBDCHUe2vJ4OSCBKxr6w0RIe6w+ma/nI5Om4y0N7w/+EE52SMA57V2IqMo26FqxgX/tyn1wuq3iya7EpwD/UckdBSzkqwOpKVMHrvjp9KEE8sxQBAHpbup+yON/0hocux6RZSVOPzuhKgP0WR9vxtwNp2EHklepgmUC25qN9LhEX1Zlxbw3VxXiNzQwA31WtJO8pQBgvE8s2UyyQdU4o03irwJXaW+uCC/JByUhWNKWzUcVdp27NgRX3/9NZ544gk888wzqF+/PqZMmYKbbw75a3rsscdQXl6Ou+++G8XFxejcuTN++OEHmd+HV199FQkJCRgyZAjKy8vRq1cvTJ8+HV5vKNNnzpyJMWPGoG/fvgCAq6++Gm+++aZ9L3sR4ppVH12IZI9nm7xmFRR2rBJqYEuskjZfqby1TYIIGLFQsUkxxzkw6ZZWd/XfTaa0tSQdzNVPcb5ClIM3WfrZYSlswsLJCsSBrt4E3FEFhZ3trgiRX4+gmJCscm21CFZYstOWchxV1yxfBDHe3ogKUmnBlhDB7U00bdbJncD8J4Bb/mNQTJV6ZlnSKB4sWdqG3p+4afKk2GHkKjT6fwDURNhhRbPdealpaRvTQ80F57jI5UVm9e90eXfS0ta5qIX4NeqHm5S2Ds5j6F1h9P/SJ4Nyifa50WU4pXBzU9+ghBCFYtBFsvKByGNZNcJ2wliAZGlrYV8ljeUhlGnFK7mnWDFLW7fiqNIWAAYNGoRBgwZp/s5xHCZMmIAJEyZohklJScEbb7yBN954QzNMTk4OZsyYEYuo/zPI5/8xVForlT8Ky8iQsY4NSjczHY7TW/OFyG2MKjSkIk4O8tRwcgucVEAdco9gYFttyMDNhgGSAUlUNkiHK7nsyFOny7C4pcyogs8ReW2s64qtZCSS9SEhQWscwNZdD9SEW7ZrxW73CCbg6E/iopsnIaR8M8OBNcD5E4aDi5Py7387isZnK1QCxDudaPcIoTJEq27dgui2wpFFv1iwYyLsZqgyy3FEGBNFW65MlX8Ti3huUUQ5Hb8T6FgTui81HFQeyyxlo5FDcX9UOlsXKdB1UcjpinpFLexxRseyod95zovKhKrAhQuWSQg/AVJqAH5YF09lAEiuDnCpQFI2fJUVqJXhRfVUD/wZXnBJqbjg4ax9T0MkC2lRUQkkULKk1BD+2iFfSh54Lg0JCQm4cOECAgELd3vZQGJiosyQNFocV9oy/qzILQzi91ixIVcobSUVj5UdFG3tYjQeEjTzt7fBkU++bbTkIsRdFkoAlVVG5LJAdlpJ45R7BE7Fp23oV4FIimVl3TMLPTk0MPjdWe8m4EhleI4QzS/BeCwaWDuq9A9aJ+iFUf38ZyK0+m+qjREnCkDIT6ttqClnKUsYWyxtVSxYtcLIDCyI4QUfjYdGcQ+wYvcpNBafoGVdHXeUW27dOjl3l5JfQMfS1lGlrfMLj+HEkn8mDACkMYeBcuyaLd8G2inL43YIWf2g883pPFEsbAGOKi+JvIOirhlPp5hSNKKbKhcQZmnrIqLoByoTM7GnWj/w3mRgzx4LhAriywCa3S0cHm5VPAECXDIiOCb1InD0ICb0rIEEDwc/n4H0pGzs8RJr39MIiY2FtDhaDHjOhq43u1v4a4d8l4wEIQHke6viwIEDLnaBaZysrCzk5+fH9C5MacsIQz4mJCqfDGLlhFRR6O3zm23W0tZSYSJGbetBZNJXEtxe6qSfSxUMTXasmFxSg1zOqjj0ojc2yI5oYW9E+RMPeQgBmg3CuZR64Lg/5L8ZsrS1SmnrkLWYYkuVehiH65ntPm3NTtpoi1e70Og7w9x92LioZiS4bGJMrD+IjDpUFAD8AXn6SDkWz3RSPku0YCWR2hZnkNLAjRMXvX7BFj+BRrA5fvp9JZ+28g3eMTzcVGj9EuOi8u5k/E6/u9I6UrrstFw0zitt1eCN9KFxSUfK+MJV+aKGyyxtaRc6Rt0jBOeRR2oNgLdKLurkVIEnu451MlacA84nA+nVgeSMyOGjobIcOJ8CkADAeeGrWgeBE+eQ6PHAx/OonVKJ9AQeqFLDmviNUnYauHAGyKwNeJNC108H8yynvvUyFCeA8D6UJuSiSkYGPB6XLkQYgBCCsrIyHD9+HABQs2bNqJ/FlLYMTWL3/2fRhFRxEFlom2zof0uI9l0cXKEmYryWRkIP/MUtpi5T2AIwJI8VaaXcDm03wVXd8PcPf9ffDp9FRk4q6uXbIpkOGulkxOrPsjrmUHk2227YOkgX47JB+ag8sIr+phc34R20nFSL1+5+wISFnnQH1Wd5EmDpQWRUrADAOzHJ5DzSYWzutbIF4MqDyIKoLvQ5aGnrqAJesTAjXY2hnTTlaosY24ZMDIb70+MyhXVopcpuSVyN0hBFWAgx3l6HwkaRrgTU4rlL22AA4eMLl5UhE2Mff0I6yjIboSC7KtKSPUBKioWCVQCVHiA5ybp4PDzgSwB4YTHcm5ICLqESnNcDLsAjKYkgJSFg8XsaIJAIBILpTSttE4Pl3w75khNA/AFUJCYiJSXlolbaAkBqaioA4Pjx46hRo0bUrhIu7lRgWEwMkxfLFJRKq06q87RrImw2Hgd8hskPlLEaIv8sbbV111ZOTlcWm+R0Kk046MQbskLkCcGp8z6op0eMciv8UEdCUsrJolUqLeywtDWv9Ipv9EZ82jpYz+y2ugmb4EbwwUyUEzub0kq2hTPUJsvdpdjhHsGE4owo2nLJtUoUk1TDWzRF1xVC3IFAKC7bFmRV3SO4p++SZHHc37geapa2/uBPblZyWACtYKXaR3sXBIy4RyChcI6P1RzsZ13x7m6ztFXZjaB23RbkfWl4uphckIzaAOciUJko3SM4XrYBWf5wHsPjnoA3FfB4kZQQ+SDluGFpNG7ICxM4KS61Q+XPQlpaGgDA5/NF/YyLoAVi2I3MgimmCmPVxIceBCsm5DZbe0VGYzBmA7ZNEBQWLeI5r+5xj0AUf42EtQhHJt1Ew9JWESrS4QUx1y1zSltATx/oxATPQaVtpMlCMB2IuKXdbmy11CIgfKRJnAL6QDAby4xUp2SLNbQixw73COaeT0T/8CS4AOfxRncQmen+J6i0le1MIAplt0Uoyq8bei0aTtxd5LKFUAGd/JHaeqdldip+ovgWSztp4r6wxRedcG7x0+kmBaXt0cvHRBzguEgAFAMw510DSH2T0tLWoEyh+6OL3TV1RReFwZTrFsxMLBKJijtbbY+sztvwl3FdaXKFQM63N/EmHn55mdKWoYPC+sRU5SHWTDBoK87gdzEG69t1KibDPm2JTT2OrhD2xiXO4XStOx1ATxTa51I8eacIOPWHvUoaJaLSL6IPKeEPr1mTYpTbTDWQWScpVumVlt124fjgV6/syBdObINE0SbGKc7Q5CvSFmDacjP0v50IC1jSF4QsbW2QJ4ot6qH5Cy8obeMtIyHA6d3CZ/qQuDA5OMrSIs4ycBzVzKi4HXBT3yXhQvcIen2nVPacVoo5sFCqiNcDHgTRHupHP8vE/RwHLmJwtywGOBi/0+8eZuXvQpxUWMrmoWq7IiI+QPGsKN6BtmB1urzoQUQjDZfCeaIY99i9Y9RC1KqRi4uT87DEoWFKW0YYRJoUx4pFDa3kgwvgbHePYNb/l9xqyG5ssSzT8h3nlrbWzPtblla0xZ3dB5FB3cJX8a6hrcgaE0u7LG2peMKqtDL91GRyfJEk3hDDfgedOWHV2fQmQISySUCCky17LW2V8ajFa4c85hakhCktXdailFGvLB7bAnwxUr2/kMVl0UFk0tPFD+GKAHOL1NYiKa5d7R5BBSd92jqJShZ5YjZkCFcER8Zg2+yGcvU/aWkbSRHvQkW2I/mkXKgV4KhfjD6FRF0HnZ3LmcLVPm3Fg8giBXSZ3HGDXsCX/+KeN1Zvlwo79MKUdz60VRIr3SMUFhZiypQplj3fCpjSlhGBGCqMHT5tIyii4ht1lJNYBxQpnGwoY4NSQOagnx7cuAl9xY6lSNuknXKPoG3hoxwIa1suxEnuiBN4vfJjpO7FuexZZYVtJn768EWtMBAX3OwsX6IyyWb3CLK4Ilna0odV2tsuyS1sqQ92+sYzc4CRGFSqZyQGS1ud7W2ByuBfyrcXtVgsTRk4Dhys2GIvPEtc5KBjFpXWbvOlRvTS0w3oyeVI2+kGJSCR+n4OJLasM2VpS2DMMjLGhRlLsEEO5bs6/e5aO/KclsuV43glBhSAioXA6KNyeRsMIGx84QpZ3SBDJMy0r5E5evQo7r//flxyySVISUlBXl4eLuvRG/+aNhNlZeVSuAFdW6NFrUy0qZONvFqFaHrpFXjxxRdli8Z79+4Fx3HSv4yMDLRo0QL33HMPdu7cGRZ3ZWUlXnjhBbRp0wZpaWmoVq0aunfvjmnTpsXkT5XhPAlOC8BwH6GmK4aBnFVuAWRbSwVrGMPbZJ1AywrVjqhp34SWRhSc2AdCWyEJuKA/Rzfkh8nJjqU44R5BVNqG+6VUG8tqSmen3BwniA1OIaOyTKnIZNUiiVODX7rNM6R4s1lOuw+AVLMQ19VL8FDeYQualko8tYhjQ9qZsnZUcRFgxLWKGnR+Kd/TExx6+i8AkkKdl4KrEvdyTbtg8RjYRu4cIYtgF1hEKtFVJppYMLAUJ/pcTtZ2e0DiMyYy3AdwkdsXN/m0/V9Gs212UZ447B5B3soEF92gPGQ0wmNiUdjS7hHcDD1eBJwzNtDCaBrS7dzFsHZAsXv3bnTv3h1ZWVmYPHkyWrVqBb/fjx1bfsUHH7yHgho5uHpAX6lM3/vIk/jL34ajuucsVi9birseegJVq1bF6NGjZc9duHAhWrRogbKyMmzevBmvvfYa2rRpgzlz5qBXr14ABIVtv379sGnTJjz77LPo3r07qlatilWrVuGll15Cu3bt0LZtW3sTJCoIAt5kBFxWfJ3mImiBGM4Rh5bS0sE6JykIOc5Gla3ZgbeD27VtsSyjD0qi/UcqfE85jq4lkNXWlE66R9Dyaaui/JL+6kzAo0WljKii5x4B8omw+rMushFeRIwsgDldzxx0OxCxPSYgEN0jwPbFByFeSkZZ9HYsqhmxVCXUJ8XkPGpFod4kX6W9FaODfCGWUwawAs4jyCJzkeBCnOg/jKLulDj412GZHRmHhC8wxuTT1pISKSp3Y5ErXqLYGH+EsZD9hMY0ROoz4HyeyHDeypRAXKRV9lcRTW0jfDeIpHB0U74ocaFyWaaA9USxM8vGMX0cyvfdd9+NhIQErFu3DkOGDEGzZs3QqlUr/PUv1+DbWdMwuF9PWfj0KlVQrUYe6tWti1G3/g2tW7fGDz/8EPbc3Nxc5Ofno0GDBrjmmmuwcOFCdO7cGbfffjsCAcEoZ8qUKfjpp5/w448/4p577kHbtm3RoEEDDB06FKtXr0ajRo005f7yyy/RokULJOfWQWGHXnj51SlhYUrPncfQoUNRpUoVFBQU4I033pD9PmHCBNStWxfJyckoKCjAmDFjpN8qKyvx2GOPoVatWkhPT0fnzp2xZMkS6ffp06cjKysLc+fORfMufZCS1wjTP56JtLQ0nDlzRhbPmDFjUFRUJH1fsWIFrrjiCqSmpqJOnToYM2YMzp8/L/1+/PhxDB48GKmpqahfvz5mzpypmQ5uxmU1m+EGJP0V9b/sd6ONrS2WlvTzbRx4Go6HuKCjtyFe6h2lzcucTXFHxISlrdXlxylLKZ14pdQhlIJJz6dttGnE6SlawwKHySdcVryHoxM9O+ON4NPWzbLFDQ1LWxJ+LTyA4hm2QE0sNb192NhHGql3dN8frTugsGeqHVAVLpOWD1nJTUE8y7jiWUEb3+D/7rQ8JGKn6ipFDo1eHXRAaeu0j1RRESq5R6B+i/XZhuIXXepEaBtFf+lOK9adtMp2tP8Mj98dy85qi6Mq1+1C6pvkZdq8cjvaNpRaPKfv53nAXxHF8ywizCLYZf2F2C5FzAOi+zXuxKkNOHXqFH744Qfcc889SE9PVw3DcSplGMIYaMmyFdi6dSsSExMjxuXxeHD//fdj3759WL9+PQBg5syZ6N27N9q1axcWPjExUVOm9evXY8iQIbjpppuwedUSTHj0Xjw9fiKmT58uC/fiWx+gdevW+OWXX/DEE0/gwQcfxIIFCwAA//nPf/Dqq6/inXfewc6dO/HNN9+gVatW0r0jR47E8uXLMWvWLPz666+44YYb0L9/f5mLh7KyMjz33HN477V/4rdf1mDIkCHIysrCl19+KYUJBAL4/PPPcfPNNwMANm/ejH79+uG6667Dr7/+is8++ww///wz7r33XumeESNGYO/evVi0aBH+85//YOrUqTh+/HjENHYbzD0CQ59YGjKrVu/praVh22YshjoEzcRNwh+rBoY8ryoXCftgFdQggRBI7hGsjtYsTk7ipLxxwj0CD3gM1EXJPYJb3FpoTF6Mpl/cXbQ4uOgiHt6gF8ZR7C3XkgILiLzlmPBwxKetpt9EYm97YGixRZku1HdPlCdRG/H/xwcoa2QxZnl4j1Vlm6OteD1yBbLLlKOudo+guyhg6+hMB7v7XFpxIiptSQyHICHKRVMjvplF5a7D2FrflHE5XD7psYps4O6wXLLxk/OWtmoyGOrT47GDQmuH18YZwNr3gdFLo32ytbiiH6NkMHioruaTCMG5Cn98xKKp8AMVPJDgBzzhfl+rJCcYOuj3jz/+ACEETZo0kV2vVq0aLly4AIDgnpF/w/PjH5d+e3XyBLzxwj/g91XC5/MhJSVFZqGqR9OmTQEIfm87deqEnTt3okePHobupXnllVfQq1cvPP3008C542hcOxu/7z2BF198ESNGjJDCde/UHmPHjgUANG7cGMuXL8err76KPn36YP/+/cjPz0fv3r2RmJiIunXrolOnTgCAXbt24dNPP8XBgwdRUFAAAHjkkUcwf/58TJs2DZMnTwYA+Hw+TJ06FW3qZoKk5qLkQgBDhgzBJ598gttvvx0A8OOPP6K4uBg33HADAODFF1/E0KFD8cADDwAAGjVqhNdffx1FRUV4++23sX//fnz33XdYtWoVOnfuDAB4//330axZM9Pp5DRMacvQRLMzNNzWWjEQVFhNURNy6y07o7A8irviSIV/9wR6Pgk07hcevR0KONo9Ar166Db3CEYtVCzBQfcI0tY7LSWS/Cuv8lvoObFg1NJWJ54wpYVKWD1fmrHg5EFkap/NhrnYkVn6KCZtuu8cco8g3s3Z0S4D0lZXWf1T+pyzXAgjijNFWwDFZD3ulraBsN84ZZ7ScpBwGWND8b4cgu8oXCeaptFOEXQZwcG5digSutbuDh9EZnubqNW+xFKuTCjAjfq0FXHN+QM2obmg5hRKq1bxstNyuQX1dOC0xrZ6T4q6rCstWIOcDD8IylFon/nid1dh0NJWw4XJuQo/Wk0Idx0QP/aoXt08oS8yUiJbv4ooFbxr1qwBf+Esbh42AhWVlbLfRvx9DK6+/m9IKTuCyf+YjCv7DkC3bt0MxSPuUJIOVSXEkHJZydatW3HNNdeITwUAdO/WFVPeeBOBQABer7B43/XSNrL7unbtiilTpgAAbrjhBkyZMgUNGjRA//79MXDgQAwePBgJCQn45ZdfQAhB48aNZfdXVFQgNzdX+p6UlITWrVsDxfuka0OHDkX37t1x+PBhFBQUYObMmRg4cCCys7MBCFbCf/zxh8zlASEEPM9jz5492LFjBxISEnDppZdKvzdt2hRZWVmm08lpmNKWoYK6UsTc+MFKCwu5pa1whbNzGmwCmybop/4AoKG0tcOSy6i/UieJoNiJHCYOOGEpRYhgLRfx3TjFX5XnxEUeA2VENuhUXJf5wVSTKc71zfGJEzHpB8xpeS0mmB+Ge5hg+M71c/DHnhKcKK1ADZuUtqFmhc47Km63uUeQ3yEQbTrpuQXiaaVtcLLBq/un9nBWtc0c9WohS9uQotg99Yijlf/uEUvAiGsSN48LrEBamFFbDLHT0jbiQ4N/3bDAbmf86goh+4m0kOdgnijLg8MHkQkxh6cRb6LsxtS2h7kdcCs2LwobgU7vGNOwSnICNk/oG6NAKpQXA+dPAum5QGqOarxGuOSSS8BxHLZt2ya73qBBA6CiFKmpKdRVIV2ysnNQt34D1EurhS8/fheXtL8CXbp0Qe/evSPGt3XrVgBA/fr1AQjWr+I1M6gpe7VcVikR76tTpw62b9+OBQsWYOHChbj77rvx4osvYunSpeB5Hl6vF+vXr5cUwCJVqlSRPqempobJ0alTJzRs2BCzZs3CXXfdha+//hrTpk2Tfud5HqNHj1a1Tq5bty62b98uk/NihiltGZrE3DVbUUHCVsiVWxrjH6Uck+8k6+gtFE6jI7RteEW5RyCi9TPHIew0cicwZGmmDBtnZEpIB6x+DJRbUSpea2Ip1rWolTgG75MG6GorxsoBupqlLb2AEMdBtmOWtqLlhMHJiZnydWg9cO440GRA1OIBsEn5qDVpjGS9TsBzHFIShYFipd8NhyLZ6R6Bp+KNEBQElxbmYMvRpNDFWBea1OLlg9sbScCEMsC6dCIc5R6BuE8vKuFKi0g9xawLlLZOTdS03IPZ7h4pwm8cZAYQjmFn/HZZ2gZ8wr+ktAjyaNQPp/NEhvOLWQRicRaNdaIhDu2Bq/JFQdhw32WyRqP8p96H4zhTFq+G4RMAvwdISgBieH5ubi769OmDN998E/fdd5+mD1l1OGRnZeG+++7DI488gg0bNugqGnmex+uvv4769etLPmyHDh2KJ598Ehs2bAjza+v3+1FRUaEqU/PmzfHzzz/Lrq1YuQqNGzeWKVlXrd8kC7Nq1SrJRQMgKF2vvvpqXH311bjnnnvQtGlTbN68Ge3atUMgEMDx48dx+eWXG0+SIEOHDsXMmTNRu3ZteDweXHXVVdJv7du3x5YtW3DJJZeo3tusWTP4/X6sW7dOctewffv2sMPNLgYuhmUjhs1E0okYx4qBIG0hJU5ghO+c1e4RxHdx5cTJwRUkwqv6PXTzuCYMy4WVW4dvPliCy55fZHGcQURL2whlVtzKzUfqFqJOKzODfk76X3bwobKY27kl16kCbWg7fZSyff9/wJJ/RnevGK8R36XxJOg3m5IAuu8fXETycLSljh2yhvJNaW9nq6WtEQs9accKQWZqonzZJlrf9HoHD/Lh7hHUrDoIKLcJ8Sxf1A4dMR5BWxu3wY81cJ74t2txQ0dB6URSOpqXJFS3qUm34KbFprbHkHLETVZ5VlgSm4w73iycAEyLcUHULTh6EBnd38vnlZpGBlbg+KHSRnG5e4Roz4WxhdjzdurUqfD7/bj00kvx2WefYevWrdi+fTtmfDIL23bugjfCOQH33HMPtm/fLjt8CxAOOTt69Ch2796N2bNno3fv3lizZg3ef/99SbH6wAMPoHv37ujVqxfeeustbNq0Cbt378bnn3+Ozp07yw79onn44Yfx448/4tlnn8WOHbvw4axv8Obb/8IjjzwiC7d8zQa88MIL2LFjB9566y188cUXuP/++wEA06dPx/vvv4/ffvsNu3fvxscff4zU1FTUq1cPjRs3xs0334zhw4fjq6++wp49e7B27Vo8//zzmDdvXsQ0vfnmm/HLL7/gH//4B66//nqkpIQslh9//HGsXLkS99xzDzZu3IidO3di9uzZuO+++wAATZo0Qf/+/XHHHXdg9erVWL9+PUaNGoXU1NSI8boNZmnL0CTmrVw2bf0MxcAZNuePGjMWb9I91CFdVqG75cT6PFAq5KQVcVeMbcxMBuxQ3hIs3n4cB4vLLY4riOhzWGPwJvcbGfxrhU9bPSWOVjxhYzWx7unIIt1jwYKRU0Qa5Ebbtoi+RWPFAWu2kAI2QnscVHpzHOU11SbFgCwWmfLUCUtb9XpX7gtAHLoSxV8AMVja6kzyRUtbPgD9CZk9E3Iic49Aly13wNGf3LYaamjbvpMyO5Bm4g4rpd/4eBxEZmbHEBfhIDJxnO4GQwQz72dZ3HHm5A6D8VNts7uaHgrnLW0B+bxU8mkbUSaF0jeqMkbsmcvFjHyhyHWyXhRpGBsNGzbEhg0bMHnyZDzxxBM4ePAgkpOT0bxZEzxyz524+9brde+vXr06hg0bhgkTJuC6666TrovuEtLS0lCvXj307NkT7777rszCNDk5GQsWLMCrr76Kd955B4888gjS0tLQrFkzjBkzBi1btlSNs3379vj8888xbtw4PPvss6iZVw3PjH9adggZADx81wisX78eEydOREZGBl5++WX06ye4ZszKysI///lPPPTQQwgEAmjVqhXmzJkj+aydNm0aJk2ahIcffhiHDh1Cbm4uunbtioEDB6pIRGRtYaNGjdCxY0esXbtW8qEr0rp1ayxduhRPPfUULr/8chBC0LBhQ9x4441SmGnTpmHUqFEoKipCXl4eJk2aJBy6dpHBlLaMMGglqNyiKYpGNt4NMz3hpX3acrBhsBMaCBvv9I1aPMSIhtLENp+20sqhYK0Uco/gpo7ZwKTSqlVpSUcjTORsH5dznohZIUrFa+VbzOXIYD3Q8zdqRIEUd//KTloAAZLfT91CE6VVWazvJN1vQzsTQztKgjaVtlraUuVYfviJTvm2RA7tenDgdBmKj59D0wIeSYDQfEtKnCCG/GGroGeBraJIlg7UAJVSsmJvcf9p15bpKOCiGnvYTaSFE4dwIs1khwHRJTgWWcz2Q0YHxaIhgkss8mwpKy6pQ7Rxi2qf4BI5nUa5s4ZKFjN16n/Cp62hnVl2QxtiiGN444p2e4jvolHNmjXxxhtv4I033ghdrCgFyk4D/pDBzncrf1W9/91335U+FxYWmjJIS05OxtixYzF27FhTMv/1r3/FX//6V6D0GHChGMiqJ/t97/pFAAhQvanq/ddeey2uvfZazecnJiZi4sSJmDhxourvI0aMCFMS06xZs0bzt44dO+KHH7QPqMvPz8fcuXNl14YNG6YZ3q1cBC0QwyliUS2dKavE6r3FcZRGDXHzdGhwrGtVEM94jTagdnWgigGfuAId2yTBKMoVaEJ9dMGg05AlEIyHiRkCj8dmpY2Jwaa2oj9OaWPCPYJqcPqC6rPibRFisULfSPyRVqUiponWffGwtLWrLNP5Sk3iSIQ2LugegaPdI9iuGFBavtjoHkGKN7z8VgaC1qVUegiS0e1FtDLqWdaH1yn1RWEOHtEvuoV5RhRKK0L97xaEhdAoXVVYil776KD1pIRDCgzVBUabLG3FPsPo4pAbfNraWVZse1eDSnNCUFYZoK8IOJ4nlPyOukcQY1amp8EFUKLsi6N5B5sMcGLG5kVhs0SzW9V1Sug/O24p3yzflTClLSOMkBsyI6th6qzbV4wl20/GTyg1gifJ00pb65sas40I1YE6MAAjdsQrU0wTSJa2rsNBSyBRaerI5IhoKIeI4lvQKlBLvJjlNjcpI0TNO4LyPfSVdXFBeo5DAxm6fsW77PBxco9gK0RwayuW10h1SmqPREWp9RJKUdN/tRYYHHaPIMkhBAJR9qMxKwpV7hUv0eWP8qsbCsZZp8DgQma8gnsEebzOK0zUcJFFpBJVi2qz1qEW4FSfK5Yh2qdtrIf6AXF+F/FZLhivmTgwMQ6RKb46W9eLz1fii/UHEeDpNij0vztwk3sE+jsMy0Qi7ljSu9nCcVg8URoKuaG/oNPLqAGJm9M4Tqi/oZveW0OW/4G8cStMacvQwaBllwo8IdYNOuhtZ7LOwOLBOeUnzPB72WVpq/He9ihPKasOwrvCtkYOkf0xFDbuiAojuw4iodDwryf9LCq/ZN8tkDGKCbzMDykQ/h5qz4q3ewTHByi01ZRBKyvbMCtbDGgtfnGRFFlCXyRY2tqIbJIn/QfZQp4tB5EZWXSQ136ZoU60bZbuYqXYFlD5plSa2kBIVS3PB7ctOkoDdTe6R9C1AHV2NODnhTp4y/urcfJchX0R622ltqM/US6k64X7X/RpG759x/o4teA8qPD5KEmUuzJcgsMHkRHQaUPLYKStptp2gtjSVTnecLNVK+CuMgTAULvkJK5LLwdhSeE6mNKWoYlyBVPWlkVq2ETrprg3gMoVcqHztLfb1Hmv7fOB9dMVwZ3u1K1WCogfgulCf3dVq29AFst82soXGmwvEpw34rtFtFy0bTATiic8mQxYmsV7cmGrBZBa/KKSz2B76oicNluzafVLqmF5EHjU7HOcQabQsSPdVBSkodg1UGyLjUpGHaWttIATCK+vCqE4WLEArKX4d+suEYSUFq6bVOosihLtsmc15yr8+P3IWVQGeOw7XYbfD5+1MXaxjhPF1VjKVjRKzUguw0TlrossuJ0o31bFaSRNgwrzsLLhhmouX70T/jjY/hAAvKINNG9kEEMdVHNT5bb2mASoM0bcAm1c5TE4pjCrmI8R27NRbVxktwyMiw2mtGWEEfItF73SzVJLW9ofIInqeLQYo9dJlyXPAeumqYSH9j0WwFG5aItSQMVaQ6n0dxxHFV70oEO26dd6tHzahr2r6B5Bq3zHmjYGJ/CKLaUywqz31GQSw/xZ3CMEDyLTDeOgQhl2WWqF8p7I2pkIcQf9bAhFx5mJp0zZZiQ/4xq5yUUHqY6J36McJhrp9/gApHZHvI3KXQIOHqndiHeeUdvWXakMpZDW/FykXAsjQh20Gb9fcL0REKo/Erx21jlCKSYU5SzadjLkt8w4kbYXSJa2bvCVbKOlrV19uaG6ykH0KW7msKH/KTQso6XaZMCISO1+k0LEeL8F8Dzwx0L5NTe6R6CJ+tRwl6S5hRB3rhc7xJ8/v6OBKW0ZmmhNZIwoYyWfg/EehMiepxgAc8rfrcLMe1EdqKWuG9Q7ZlsOIhMtx6SBv+gX0SWWtoa23Vksp7QdWkgjWy1tJcs+9XcMpY5YszWEi7X8mtr+SE10lXU+aBEXUaa41TerlEbxxM2yxRul9Roi5E3Iikl9e6VVUIpl3UUIq9vncHk0A0maU8o+L2qXLubcI3CaeWi9ModXsTR0V3UP9qlunNW5wW+tCmKV44mwEJDgsXu6E55XsS1km6wH9CJV5IDOY2c5UsZhlWLLoKUtCZ7NIZQPwA1WrapuiBxGmlfILG2N908EOn1xxJvFBWrFAoeT6XL0V+DHZwXlrUiYpa0L2mXlGN7IuMf2sm/DolFYu2NdVIw/J0xpywhDGjvp9UURGlRBdWdFZ6awwiP0tiIbJsBmO2g9q8F4ouWvlNhgQSRZjgUnvm5b2TWFVWlFW4fzNk+TiDFLmmA5VW4/i784kZ4dWhYKqzqiAklPARzvg//s9LWnhbilTEvxHqxzcTnoJipstFRUxBPZ0pYHDw4eWhFpk6zyPpAqR1p+2S0RwsBBZMq1T/q3WK3w1OJVUdCIH2VVXtHXx43gs0LZ4An2XaFFVjuONTWKtNRw0Vnahivn7ULczcLDIyht7bS0FftcFamif6QJpabcl1nk8K4oV072sxbFSSId9KkxNuOo3x3FLe4R1OOU7Sg09bho7iKqOwqdJSgH76cuKXbWuWwxzZSrr9BNVknjLlyTVZHaYtcI+j8HU9oytNGtlxGUtna4LZB8QQGcLaudUXb0tlh3yZ9tv0MGyCbY0mntrhgwmJns2ODTFnCJpa1C+RXRisvGvORExYmK6kTj8KLQvRYdRObUpJbwhge6sVlyXVyELEEjpEtQEWe7QYxsmyLtHoG6budBZAbLhSAZNTSMeiFAr97Qk4LgIg0VjraM5qgwcSWsvwotFrnPXYIom5sUBgr0lPNOyMyJ5Ur467GzAZC5R6Au21quOAMDDVEWF5QrWy22lRZvViltjTw3VCZIcKU6pLN1UV139CCyEKptoMF0kuYl0byD1G+7rW8AEKgMfSY8wLnNpy1FtO6W7MKurHVZEWJcHLi89jCcQDnMlD7JFu8jK20tGQiG+etRWNpa3plGsdLqkKWtfVuBRaVgaOu6RdPsGImk2IGF5UeupLHVp62Opa2koBCEE65ple+YJ+AG76fkDLe05YJ+MJXPlAUyFo9h7JxMqkWvaPM0w8DUVsG4YofykZo00llhZLFBqHGcjW2iUgI6TmKdBalO7MYWHYSw8vNnLPB3qboQEoxbIQ6n+N0KQhasIeWotOx8aD1wfJtlcRtBVrvcpjDQbR+daztD66Rc0HOWzTKIix304kBMY0Ez/W8oXt0YXeXT1kbs2t7OR7K0DSLulHHhqDmEg5a2MncIIcTRtKFHyO6KJ05agQbjliltiVwkxy3oFURjrWzrmpKDdfB/xKCYET1MacvQJBarAF5Upto1IQWsVxxI72LivSQrR1icFurPtuUkbNESMDhJkes/XTAIdcpSUnViEHSPYLulbeS6EZoSapXvGCfgphTjGgkkbmNWPlMekYl4DOD0QWSmtuXZbQVCKSVsdY9A160IcRMiKEs4qj20yz2CGJ1CHltH5zqWtqo7VJQHhURraWuk3SUktOCgEYU1B5GJCuLgQhXlRihswXHuQ8DXo+MYdwy4UblmaDHPSUWPaLXtQNxheRWDG4Ko8j1Sn0G3RU6Xq1gXhaPFQSvj4PxAbUHB6dwIk8AlPm2FD5QS12T/RBT3m4KDyjjM+ZySwQcUlrZukI8er9kxH764WDT/Wwy6rD1yq9fEA2MnYPr06cjKynJOoCiyhuM4fPPNNwCAvXv3guM4bNy4EQCwZMkScByHM2fOxE1Eq6Dfw40wpS0jDEJNXrRrbwQFELGhq+A4uQN22NQ9mVYOO2Npa+i3uMWtoQy5aDpmqycMlKWt7WlC1Cf7Gn7UeGKxpa3JSatcTOWkV6/cx9s9goMTuwjb8uRtthPY2caJ78pRf/XLgWjbrm6v4wCUFaDlsphZdNByNxKtD0BZ/Cq/qUx+ZVeUZrdxJeQygygXgwBX+bQVccyS3ghqZcTBtjOkihQV83YLED694uORf4bcPAX7jEjti2Rp64It37YuriuUSFa9uxFFJ8eF+u8wMVzSTwGudI8g7YeIlH/S+CjWcYrL3COIbQxt0e12n7aGXVTQvzu/YGAlzz7xIHpfdTV+27QBzz71iNPihNAqOxGyrk6dOjhy5AhatmwZf5lUcErRevXVV6Nu3bpISUlBzZo1MWzYMBw+fNjSOJnSlqGJrqVshI6AA+W2IN6dhsI/qGgvwwHWjydMO1G3q8OUxyOmv20+8GSWgMG4XbAyL2Bi4hjPCYOWpS00LNysQhrERV5oEeA0gsY4AY9HnVG6R9BTFMSr3LvC0jZCV+30wNzOwzkU7xp5RwcBCAeO46zrk1SjpRezqDols7TVqmvxlMOcT1tB2RMPn7Z6MoW3Jerb1zl4YFb+KMQRlVYyeWgxnO3LJItgEOfrehgGlG0Ob9G1XwGv02ZHnX/R9GtGyi1nTR2PFtva5iCuePfQfEkmievqOhySiVAJo+zvoxl7RPEOYpxhh/a5YZ5DvY9SaesGlH2pa+aGNPaXawKg7Pw5nD55At2KeqFmzXxkZKTbLodxjOWb1+tFfn4+EhISoo4p4A+A513Y/lH07NkTn3/+ObZv344vv/wSu3btwvXXX29pnC6r2Qx3Ia+gyqmy/p1WNcoKRRjdeVreUUXT0YOSy8IGSMsCT+e3+MXNQxr4y7a7OrjtTJUIFicRgsQGbWnL2zvME110RCgH4qRBU7q4KUMN3B9Uoqgqt42cyAzET1FgWukVZwzFG5z02X2ysQErYIsipj5FsiYD7PYiHSaCLF9IaNJiR3798HQw2ijrQyT3E1roWc5JdSrc1YmgYAtZUVuSb0rLNqqvUl3sdIvyxBUKJgWRFkwcgu47LDvMTgsNl0QxLWRHa7XsNvsCzfid6T+cdTkilBNOs212MFNUd104O6YnCFkl09eM3Cn+H30dFOu0mxSOwbTQtbR1m09b8fyTCOUo7HenGyhjzJkzB1lZWeCDu4A3btwIjuPw6KOPCgE4YPTD4/G30Q/hp6VL0LVpHQDAHTdejexqeViybKXqc99++200bNgQSUlJaNKkCT7++GPpt4cffhiDBw+Wvk+ZMgUcx+Hbb7+VrjVp0gTvvPOOptxbtmzBVVddhapVqyKjViNcPvgW7Nq1GwCwdu1a9OnTB9WadkZmw44o6tkDv/zyi+azlO4RRJYvX442bdogJSUFnTt3xubNm6XfRJcQc+fORfPmzZFc0Ax79+3HL7/8gr59+6JatWrIzMxEUVGRLO7CwkIAwF/+8hdwHCd9B4S86NChA1JSUtCgQQNMnDgRfr9f+n3nzp244oorkJKSgubNm2PBggWa76TGgw8+iC5duqBevXro1q0bxo4di1WrVsHn85l6jhmY0pZhHgIDgxwSUv7Ec0AUZqXEm1Imx04UihFbfD5qKW3tGGCQsHeUFEhumewCzsqiWFCwd6HZgKUmKJWSpnBRThrDHmN8sBYmCcdh/+nzqAwYsH6Ne347ObHzRGx3pGbZTXXOEgj1PxBxAkB4EI5z1Lgj3HqK7sPsyi+D8dAWycKFGKM1OmlUKFIV162YfIoH//AKtyv29JtmEMoMicUnquWolK9473owAaHHIrC7WdRaKLVL6UUMWrRRY7eLRCkSF8Isba3CoKUzRIVk6Ko9Z4KYxSGZCJHaauWCmlHDFPl4IToZopr/WYla+xpmaesGWWkZ3Na3Koktva644gqUlpZiw4YNAIClS5eiWrVqWLp0qRRmyYo1KOraEV26dsN/l64FALz87kfYumUzunXqEPbMr7/+Gvfffz8efvhh/Pbbbxg9ejRGjhyJxYsXAwB69OiBZcuWSYpiZZxHjx7Fjh07UFRUpCrzoUOHJOXlokWLsH7pd7ht6HXwBwQFZ2lpKW699VYsm/0JVn03C40uaYSBAweitLTUVNo8+uijeOmll7B27VrUqFEDV199tUzBWVZWhueeew7vvfcetvw8HzVqVMe5c+cwfPhwLFu2DKtWrUKjRvK4164V0m/atGk4cuSI9P3777/HLbfcgjFjxuD333/HO++8g+nTp+Mf//gHAIDneVx33XXwer1YtWoV/vWvf+Hxxx839T40p0+fxsyZM9GtWzckJiZG/ZxIRG+7zPgfIcoGjLNn4iPYT1DxWDmgkJ6tM3AJU1TSE3QLcdLaRTaYEeIj0v9uwpjFoqXxBSdytlvaerzq8sgITR6smYCbMfnRSiEOUxftwMjk82iSl6Fe7uPsG0+ygnFMZ8sDngTotTuS9Yntmkk7J/3UogG9jd1A3CGftnYqKIh9fZMRdOuDmIpC3eM4qv22pEyF11Et9whh98RTClEMtbrldH5RhLLAjYqcIJEOnLOdYJnmVLadWx612IfJY+URi1Wnif5XtvBpYGHTFQfcxWlR2CxOK+E4DlzQBYzY5rpdreUURFGaOWUfa+QZgpY3BikUbbCjW/1VxrokEBzvi9+drtcKOI/BAk6nMX2ZAL6yOAsFoLIM8JUD3kSg8nz474lphvI6MzMTbdu2xZIlS9ChQwcsWbIEDz74ICZOnIjS0lKcP30CO3btRY/unZCUlISc3OrCfVnZyMvLQ5L3QtgzX3rpJYwYMQJ33303AOChhx7CqlWr8NJLL6Fnz54yRXH79u2xbNkyPPLII/jqq68AAIsXL0ZeXh6aNm2qKvNbb72FzMxMzJo1S1A4nj2MxnWqA1VrAwCuvPJKIeCJHQB4vPOvt5GdKyiFBw0aFDFNRMaPH48+ffoAAD788EPUrl0bX3/9NYYMGQIA8Pl8mDp1Ktq0aQOc2gU+PR1XXHEFqlatCo9HWIh45513kJ2dLcVdvbqQfllZWcjPz5fi+sc//oGxY8fi1ltvBQA0aNAAzz77LB577DGMHz8eCxcuxNatW7F3717Uri285+TJkzFgwADD7wMAjz/+ON58802UlZWhS5cumDt3rqn7zcKUtowwZDvFNRt8/Y7AugkyoYyUQtuKbHWTwwXl0PyRXvW0S6mhI4/lnbb4jkErIIfG3pqYkcNyn7YAoLHt3yrElXeNd5Mf6GTAwiPmOaeBByjSh4iuEjgOXvAIuTrSkzNeeRlfJbD56I0s/NBhHKh4tk5cFBZ0RixtId8ubVvjJEXjoHsESRbjyh55yGj7EJ16I1sAUsYWVB0HDaI8VnUodHlQtI9GFgLsJFSzXWTlJaGXP84NBmi1JQdivwgqfpIFohREHEsafhEj/QG94O70opJD/azO2MgmASBYkspxZV13rJzoLagZGHvIxuLK+03IoDbRdHKio1ZnwsaLLihDYZbtMcxLfWXAtIFxEUsG7xf+ebyAR8VScuQ8IMmYv9kePXpgyZIleOihh7Bs2TJMmjQJX375JX5esQpnThxGXvVqaNqoAcLVs+ps3boVd955p+xa9+7d8dprrwGQK4oTExPh8XgwevRojB8/HqWlpViyZImmlS0guHC4/PLLVSxEhTw6fvw4xo0bh0ULvsexEycR4AnKysqwf/9+g28g0LVrV+lzTk4OmjRpgq1bt0rXkpKS0Lp1a9k9J06cwOOPP47Fixfj2LFjCAQChuJev3491q5dK1nWAkAgEMCFCxdQVlaGrVu3om7dupLCVimfUR599FHcfvvt2LdvHyZOnIjhw4dj7ty5ls3xmdKWoUnYNhR6QhehwZUVV0s7NZ6avNvl701new2n9psN7hH0fNpajWRpK6Q/gc2HoBnFiDVyXPNIRWkr+WqNYzRGMGFJo22JYMLSRz8GIwIAUNEFcp6QrUXEd4pTXsa7CO9eAuQ0BLLqGL+HizyxluqcI5MIG+KlfTqS8Mva9/Eg8EgLibbZ3ZHQAiNRXnfCPYJRxQSnUHDHOlE3qsxThOOC/1t5iFSoRVNxj+CaVUeBkMshl7lH0NuB4YI0dEYCorrt3lS58lcCS54Drnwa8IhjW6N1UewjIww0JKMCN5R3h+K30o2XkfT3eCXjE7l7BLggT5Q45x5B+kjVAWm6ZXRsi2BZj1oGG+ZyplBT2vLB9kIexDUYNWLSUswnpgkK1Hhz7iRw4TSQXBXIyA//PTHN8KN69OiB999/H5s2bYLH40Hz5s1RVFSEpct+RvHJ4yjqdqlp8ZRKQMmQhYpzyZIlSEpKQlFREbKzs9GiRQssX74cS5YswQMPPKD57NTUVN24R4wYgRMnTmDKpCdRr3Y+kvMao2v3y1BZWWn6PZTQ75CamqoYewJ33303zpw5gylTpqBevXpITk5G165dI8bN8zwmTpyI6667Luy3lJQU1Z1d0Shaq1WrhmrVqqFx48Zo1qwZ6tSpg1WrVkWlADYCU9oywpD5DorB0tYSIk14He9MVd7cjpM89awoLZ/kURMUpXWp4/kBuGPUIipthcmXrTpboj6BVKZLxK3cMR/IZU4xrh6KQwKChy5o1iurrLvi9LwF44GarYGr3zAYbfCgP7322Kl65pifN2oSZ1SRxVFl3NGJJ4FsEce2dFMZpIq/hP3koYJH2Y7rWj9TaaGqrBUG0ELpitdikUwA2R9eUgS4z6kPjTsVOUEiWLvbjkIedfcbVsatVrdN9PznjwO7FgFd7wXSc0P9uNH3MDwBdXCHBk3M7peiiQvBNI10uKmFcB6IW4cIFAtJTueJsrw6fhBZ+LyUN2qsEw+x1eqUG5zlK5W2rvNpSyEaIETbHnOcYYtXUySVAYFyQTkb4/NFdwVTpkxBUVEROI5DUVERnvvHJBQXn8b9o25WvU8rRZo1a4aff/4Zw4cPl66tWLECzZo1k76LiuKEhAT07t0bAFBUVIRZs2bp+rMFgNatW+PDDz+Ez+dT9ce6bNkyTJ06FQN7dwbA40BZMk6ePBk5IRSsWrUKdevWBQAUFxdjx44dmi4b6HvefPNNDBwoWFcfOHAgLO7ExEQEAvI2vH379ti+fTsuueQS1ec2b94c+/fvx+HDh1FQUAAAWLlS/RA4o4hjjIqKipieowdT2jJ00OmMIjW49ATZqk6Dk58kakvfGSmSMEUSMTVOjxfiFlNb1IO0XzR6Ek6k/9yBIZ97cZRXtY44ocgm2uVWadkBcRCsFjbGNIrifvp8O/GztF060knq8U7neD4vQX9lWxFxxHaHSAcyOjWpsqNc65UffYURsWPhLDzi0C4QolwQccLS1lg86ratMcio2+5S1q0hnychi2iLXVpIC9RutGClENs8dyhylOgtktmoiFPGTK+R2C4BrWClF5hgXBKxPPrLQ9eMtmNSG2PQUt0VPm2D2CKHQmkLJ5W2XnAypTEXmj+5JU8knJdJ7unArCyxzEnFcacL22CZiTYPcC72aRuLtbOlxK+vEt0VzJgxQ3JhcMUVV+CGGzbB5/OhR/dOpp736KOPYsiQIWjfvj169eqFOXPm4KuvvsLChQulMKKieM6cOZg0aRIAQZH717/+FdWrV0fz5s01n3/vvffijTfewE033YQnnngCmd5yrFqxAp2u6IMmrdrjkksuwccff4xLG1TD2dKzeHTymxGtc9V45plnkJubi7y8PDz11FOoVq0arr32Wp07ONSvXx8zZsxAp06dcPbsWTz66KNhcRcWFuLHH39E9+7dkZycjOzsbIwbNw6DBg1CnTp1cMMNN8Dj8eDXX3/F5s2bMWnSJPTu3RtNmjTB8OHD8fLLL+Ps2bN46qmnDL/LmjVrsGbNGlx22WXIzs7G7t27MW7cODRs2NAyK1sAWrNzxv8yMp1blHAQrVdgYafBgSOi/zs7OoEoOu0w/0JWoSePDcoUDtLWTVnX54YBgxkZrJq4K1e+bfVpa8xCRzywhdea4sZsaUvJox9A+sQp6w51aIfmO8XdN54FigePifVSE1v/XFDbrIfy/+cxMrkNukfwcDanj6ZvOZvrvxS98fogEy9qqxi9eqim6JOHE6PllPfEEdrjhlxO55UTSgggLD64TblsJJ0cScuQQt52n7bS7hZlpCbKlS/o8TDgU/xg4kUitjMkZPnmeO9ho4I/zNLWwXfnPOCI4ObNVmvwiLhJFoHQGEe+wGdmTBm1MpxaCHFP36DSjxJeUe/dICtd39yosI0/PXv2RCAQQI8ePQAA2dnZaN6sCapXy0Wzxg1NPevaa6/Fa6+9hhdffBEtWrTAO++8g2nTpknPBgRFcbt27ZCTkyMpaC+//HLwPK9rZQsAubm5WLRoEc6dO4eioiJ0KBqIf8/4AokJgvL/gw8+QHFxMdr1uhbD7nkcY+69FzVq1DD1DgDwz3/+E/fffz86dOiAI0eOYPbs2UhKStK9580338SZM2fQrl07DBs2DGPGjAmL++WXX8aCBQtQp04dtGvXDgDQr18/zJ07FwsWLEDHjh3RpUsXvPLKK6hXrx4AwOPx4Ouvv0ZFRQU6deqEUaNGyfzfRiI1NRVfffUVevXqhSZNmuC2225Dy5YtsXTpUiQnJ5tMGeMwS1tGBIjKp/BvtqLokELWpHZ1BjqddliHZNMEXUMeW3KJALRz+dCJrm7rnA0otuM6GFMZqDgyQSDCyrtysh+2fTT4V9MqN16TKiOWPwr/TaEf4KWVtnrPj7dyw7GBuoGJtY5v0D8NKuXP6GKdqPxzyj0CoRWftDLXbQeRIVjU5FcQlYx67YXsN/nvYv/BBd1ueMT6HtemWT71J2L7SER/7PGOMEY4aozjsvq9cOtx1DlWiiZ11Q6cC/tgH0RU8ljrF1kTDkJeyfxxmjh3wR9U2vJ+6e6oxpK6wx7xRxeUK1n7aCNOL4RQByq7q2ZDVt6On72AGi5Q7suNQaKRJcZ5SVh5cdI9glhnKEttPuBuS1vOY37ccxEqel966SW89NJLsmsbV/8MXCgRDlMLUjUzE5sOFAe/+QAQjBgxAiNGjJDde9ddd+Guu+7SjXPdunWy7zk5OeB5Y21b69at8f333wtfSg4BlaVAhuA2oF27dli7di1wcodQ9nMvwfVDbpTdTy84FRYWyr736NFD+j5o0CDV+NXeWZRr9erV8FB+mq+//npZmMGDB2Pw4MFh9/br1w/9+vXTfOfGjRtj2bJlmu+hR6tWrbBo0SJDYeMJU9oyNJF3jsof9Qt2SHEnPSn+BCfCUjxmtp5FH2mEDkfRudATdCs7T0P+A62KO+hzU0yX4Du7Z6jg0GRABqWksXOCcGAN4CvXHfQ80KcJ/EgEtq0IXdTb6hp1Ohq8X29RnqNsbz3eCM+KU35bUm5MPFOxKKIdzKGFErsttShFg6AXiRA34QVrO5nLHnuQTy2pbxwHX4AHR4AE2/oFvbIj/yRLp1h9k+v2TXQwRTirs4pyr6Qc69hdTiLjOjWyxKaDZ1DDz0NdOjf0vUERbE09orqoqDumVuIP+sUTLW3FfsDQ/ZQy1gguUMYpW0t74oJxlxNWwXkA4g9a2oYuC5+dzpMQnSb/iF/r+FHVwbpMwIV2cAYx5NOWbtujLutRLppYikr76kaftrIyY9RaWfm7C96DwXAY5h6BEUaoLdXroCI0oBxnzcRH4Q+QHohzsNiK0YhVgq6jeis7HaW1UsjKxL7OTkwXAkI41w069RU7FkwYZFvw7LYGDzLv0WC0Xmi9W+2sVCQlhLoCzUGwpGyOMo1MpTGnUcVoS9sIFsFxV45bVDYihhUPItN7HOXD2t59wMG/zllqCTpbvbymLDepa44R7MOG/nsVXvp+h7WyKCdzhsJziklfjG2WWrxqbYFq+aGtJK1LJ6I6dnBT3xXsz53eyq0CByIoUmxxVWMCyo2KLev5irhD9YZeDDBhacv75H8hPtPA/YQYG3dK4f7HLW2drOucJ+TySbwEyHdnuAQ/DziSVpHaZgPpRGTdfxTvIPWNbljgCKK0tBW/0/23y8pQSDYzcrlNWR4P3H3oqS4XreDGmTx5MqpUqaL6b8CAAY7JxSxtGZroWgVEtLSl6rVVnYboq4yO1GoixqGmtHVubcQeJU7QqoQa/BK4cNBpyPdePCeXytVlSAM+24cgqnlB5D8HpRL07lRY3wVg33Kgai2EAkSD0UkZvRAj3hIaMHvAB60tIlgtx63sWTGZjOJZESYLjloH2qoVIZKFpIfjhEWGiDsNREtb+prV0IqbcNbuLUYdTwVAvJph4itO+DsbOgw76t0BBpSt1PZx5RRGLO1SH29BnkkSUlteCeEcWPzQJ6R+s3mnhmFcpMgIEip9DrSLhBd2goDIypGpMZGYz4GgewRCTFjaAmJ/GXnPExeq45VlQFKawedbhQ3lSLagbqF7BCM+hT1e6WwOEGoc5nSdUusvPE61i9S8gshlMJZOJDSMi0UGvQUO2UKJzSgXx9xmaau0bDfSDjrW/7ohvRhO58Pf//53DBkyRPW3aA5hixdMacsIQ3OwyxuvRNa5R6A7RrUJjJUVXVzFNDOYoibuDrhHsKXZox3fE5sP/Ig3Fi4wBD84M+nWsbQNWSCIkwUPZIcCbf8WWP46cO3b4h0WCSk+nqrjwb9/nDiHqimJKAAXPEndgMXDn8XSVlwU0VUkiW1TjHKZRWbJaXlksjgJYOx9CQ+ecPbPpwiR1y3autQ2YYjGZ707hImpbOkk7u4RVBS6ivoqNQFSsHgXsJA1vzjxd9dBQCFCRpPuU44C0La0FXFY0Szfk2VfrPplPwJ80HqOpw4iM9xuiHEYDc8BGz8BFowDRi81eE+8sWJxNEJcQOzuX2KFXjCCoj91vD2Slx+PCywelaYQZhfYYnsDnXGnI0pbsc6IbUXwLy2H42VIgaj4dh3BeYWdyeWyrAnH9QJaRk5ODnJycpwWIwymtGVYj6XKSidOfDZjLWGf9RmNLT6FpahFJZpoaRtUqhCXdMxWuD4wFS8gs7R1YhAVwUInfBMyPXlQrOJHK79J9wg0/acsQ7UqyVh3GQcvxwefEGFSHDdFgZ2TSbXolacBawSz3R0KjTN13ajdOuFERaRNbaIyfjpfRIs55XVLItZWiob9HiRsThXtdlC9rfE6v4UsbBWHSFlY/3hpMY1QPZgLcVrBpIJHHGuotrcO9b2ymKkdJHbGrtJmm1IwiQeQBSoVzzR4v+Rr3ICcHAec2GbsuVZh5zhNaWnrJJwXHOGdsQg3i607aiiI9qKLIWkohWrY+NaEDAIxLsbEE6VLEbEN9tC7d1zQX6jNhUzJZbMy1VK067l7XlFLkougjfqTw3zaMsKQHc6hZaljyD2CBRVc5isMAM+DJ0IxNnqSeGwYsPCTQRweFNo0yRMH/oSHuMVLMApythsihKAyICobjSjxLJLXKZ+2svj1301WX2WTGuUgK8Y0MqFMpVPr7AUfBFUOH/S7GzEis5LZiAnZlG2eWhDeeNscd+yyLqEnKMHPkssDg+4RbNn1EIpYik8WHeWj2PJt+HRd05loEt0wscqot7BCNEOFHxwXx3RSKAHELbfyfHJf+0HsPsjSECTscKDQTw4veAURFrFtlIFamKHLLTEz5RLzmaf8VRp1j2DaqMAFiwHi4qTt/ZeF7hEijfeCecoFLSXlG1ectqoPj9tptzEEnLDhU+z/o0ofi97BQbcRIYMKsRy72dLWY37MyHSFLsOuMsUyXglT2jI00e+gIyhtOVCWlhYqwkgAvF1KUSMTOqcOItN1j2BxA0sflCRoUFxjNTB702G8tXiX8MXQZMcGn7aOuEdQmewFFRccJ986Hn4QmfDj3pPn8OuhkhgGgbFN4EUR5QeRqTxLz8IvBrh4Ps+0e4RIVlNiTXdoomfL4Ry08iN0uFjkd1Zrj+xJo0hKQFvaZykyo+VXbftiDDJq+f9TPlcRTpTAw1mk+KOjVrTLzitM5IiL4K7ZvaJA8CvtLktb2o0KB1PeveIROdQWiEyJIClr6QNAzeS/kXFn8JlO+eIMwy456EVp5w8iC7lHAGxb0DNCuINzx2VSLhCZOtwPQPRljB6H6SxE2snFYmlLY/TgQ7vLGQGYklCBu9aMGGBKW4YKRPZBPlEOfYlco6yvc8JEi3bcb08912vYFb8ZsJKzEvsOIqMGM+JkSVF+nGDvyTJjAa22CBIXFpw6edbAxESaXmtM4I6VlCtCWoVYfohsziCM9QSftoJiOcI2tXiJacm2TRPPotsQnUU0oqpssws7J3MkuODAhawxI/jTJODgkdaVbJKV3pIpq/fUdctloftsY+4RAIDzUEPDaK3fjLSphCBU38XoxLwV0kjpuCVeyPTp0liC+u7CWYM7LW110stBS9uQAky0drdRBtrSNloXXkSptIXhuhggPP69bDcADlyk+ucaH5N0mlltaKBQ2jqpiPR4wCG8Truv9YELlPvyhQgOREg5E/NREu0YXByHaZUXN1na0oZMTiv+lUiWtnYo2qPBwvQKe7TL8obhepjSlqGNRgdtZJuZaBki3BBnZQd1SBFHTbSEoafbVqYpbO08Rd98NnR2KoMZ2mLASbwe6yb9EdHcamyvGEK0kScmMt9/Ku4RpIlFtOXYqPKTUnbRJYgLWgRJh8pEHPjFOaEda1qIoYGuZIVnt3IiKh9l0cYF2fuFSom+YkKQkrJ2dxLb80c3QHg4NeuqmPJWb2FF231DWC5ZmG5EccCX26ZSUh9m6Vbu6OBAwCtOdHcHRPa/7dKp7AAztRigtLSVuVzQ59wFP2atO2gwJs4NQzWFotvG3NI5pDX2ZxtIWM4T3MXDUQsLnPOWtlHusrQGIu+qZLIZqVOKhe+o0pVa4NDdVWAjSgtbSWnrNktbtyi5I+CGdtAV+SXiJlkYAFPaMnQgQEwdd8jy1crJVsi/pW0+VE37tNXbUhMvbFReqT1fNpgRLKXKKgOOd8wcx4X6YV1ZrFDsailCiP16I83JHnU0E+EUV6SbhT88vU0zGsxYXYUnkGApycEr+bTVmNRIWRnng8jiiZl6Ybtbjyiws0BTB0ZJfswj1G3RKtc5FIs1HO1j10rLDl79s3RN2UOrLLfF6mfSsIWvIhyn1hZZg2jBKrPGdNmkUtBVuEsmAMZclDghN5HvPrA97VTaJmKmLilPhBceCkPtRXB3gXElsRu0FcTGfkQxNnOyXnFeyN0juMW5WDiOKZI1XIxIpduUTFGmbqRdk46MwRTzFklpS8nptj6DC47djQWmPtswj3W85jlk1ONKWEKowZS2jHDE9l/RgMmsWCN0BBzd9sSz01B0nBwfkOS0ZUOjUX88Ina5R9D1aWtH3Jw0UBBF+fa3Y3ZJoInXYzLtLRvgiFZ+Dm3F07XQErYii24ReGVNUk6kaPl95cAfPxqTwfBWWcqSkopb/CydVm40vrjhVFkmoYGuzjsRhCZ99mPzZE7mHgHQVxjxIPTiTaTwcSMUh6zmBdvL6CacUZLTQLX+qymyOFm6xgFdFyY81S6I8Yv+ioUxiAexLhZpiEV95sXyS9zjj10NN7pHELYoa9V/KxZDDSKzyCf2drvUbhH5koiJsqXm09aEgtGYuzDRqMAFU0GCkIWg1WVc6R5BeS1uGLW0DcjzyrVNkC2zLI2oRaOC0P/CJ6NjwRgStaJU+AdA09WYk8pspcWt2yxt1eqbEblkvnkvHn766ScMHjwYBQUF4DgO33zzjWq4bVu3YszIv6F787ro2rQO+vXrj/0HD0m/V1RU4L777kO1atWQnp6Oq6++GgcPHpQ9o7i4GMOGDUNmZiYyMzMxbNgwnDlzJu7vNGXKFAy48Xb0uf423DH672FjxxEjRmDs2LHxjdS17aBzuKCnZrgWIv0nfCVhP0a43WJnBcEJTMgxvdUKMXFWGc3AxcHVfMvjpZVKisG2w6u8XqMrzlb43lPbcuxin7YiWtYUan7XsH0e8OMzMQqngorFDRe87ol0EJlIvCZ+Rt06mHuoiaC8AQsk8Xn/C6McIuWJqNiLVLdpH6nOtcXy9oCzxaosGGeHEfq/0+UmzNA+2jbLiOUlHUYengsukBrbKWGW0LM8HECCi2khqdxVj0RFNoED28cNoFkHlcoEmxEWsuSLyfbFrGJpq7m1Wu0Rii3PJtwjiHFGPHzNLqMCo9hxaK9WnE7VKck9glwE5xZgdXDMKplaAA1zxWKu/Ebl0/bHZ6noFHXYaXdLQHhb4WpLW85gOSKAJ8EWkeLN+fPn0aZNG7z55puKX0LvvGvPfvS+sgfqX9II730+F198vwwPP/wQUpKTpTAPPPAAvv76a8yaNQs///wzzp07h0GDBiEQCO2+GDp0KDZu3Ij58+dj/vz52LhxI4YNGxbbC6jkzQMPPIBaNfOwa+8BfPLpLJSWlkq/8TyPb7/9Ftdcc01s8TIicnHWCIalEHq4oLZdkCBig8tZttWAtmAIKm1J6JAn633amrS0tW3Ll7o8thyoIqaFNBgS8t4NQwVTSW9LPjk06PV4NeMNvbZY75VlRrRkV1Fsc9GshEd4f2rLtnybtvCfB+JCTQTrrni7R7BKoW8obISySVsIOrEN2M7FCMGpnaSIjdzGEWcmw1SeEHqiGfRfKEhhseWkGKcnQT0ehXsE0XqCk23Ti9Ls1ojCjoj9RShuUR5pncsia01xZ4GH44KKAKWcbujBBETLZ0K3RW5QFgTRVnJb0HYaRKmC523eCaBqUWamnZQsbcUJutgPRL5f9PsuvLJ+2xiSy2moNLPD0EAkqjFMPEQQ22bBPQKRci34s5OGHho4KQ194DQtieDVy4hkMSgyK84GHyGOsdQEdNI9AiWDdP6BeM0NZUg5n+CACyXA8W1Ajabat4mWtrbtBIjPOHbAgAEYMGCAbpinnpuCvv3748GnQkYvnZrWRjXPeQBASUkJ3n//fXz88cfo3bs3AGDGjBmoU6cOFi5ciH79+mHr1q2YP38+Vq1ahc6dOwMA/v3vf6Nr167Yvn07mjRpohp3YWEhRo0ahR07duCrr75Cbm4uXn/9dXTr1g2jRo3Cjz8uRP26tTDt3X/h0suulO57b8o/UFJSglc/nI2MjAzp+vLly+HxeNC5c2dUVlbioYcewpdffoni4mLk5+dj9OjReOKJJ6JLTIYMZmnL0CTqUzZBNX0RB40xIPqhoy5Z2j0Z6fxUt5LbMCDWdI9gx8BPnEAKcemeVmwzHpkiP5Jc8VY8KSdrsFe5JUOvDIa2IgMqZUZ5EBktv6mVcDMTeI6OOnSF4+ABEXzaaqWlJZax8X6eyWdFUIwSQh88aGf5UlnUsyFO8X0lgw1dS1sehPNQZcnOyTC1wEi3Q5y8zlkGfZq07vb1EBwU3VjMbZZevNq9txir6mJRrBAiReeRKf4ptYmL+rEQ7huyh9wjuMttAyDWL+rwSjtRUUASMwe2EY2DyIzcH1wwCi0PaYdzj3sEm5XqIk5Y99JQlra0HPb35WqolR4HZJLVodBl44cgKpWGZsdfntBfzV1rDqYLbWnrigUYHWil8tejtcOJc+cqeYBXPs8oq/Rr/rvgC0Qf1sejrIIPCxdveJ7HtwuWolGjxvj7zX9Fj7aNcPPg3pg3b54UZv369fD5fOjbt690raCgAC1btsSKFSsAACtXrkRmZqaksAWALl26IDMzUwqjxauvvoru3btjw4YNuOqqqzBs2DAMHz4ct9xyC35ZMg+XFNbF8DvukhbTL1y4AABISU7Ghx9/jE2bNknPmj17NgYPHgyPx4PXX38ds2fPxueff47t27djxowZKCwsjDnNGALM0pYRhnb/Z1w9ygHSAWHxt1ALTYQ5EgAfXCm3uqs6ea4CFWfKUatGOqJSujjQqdsSozTwV0583TDopIg0qbTyZG5pUhRUbNu9JdETeVKmXU2DClRVFxImLL9iVKZ6PMIE3CspjyMM1l2oRIgKYuB9ibh9OkqFZMyWezYuTFHvx8HA4qKYNmIQJw67Uciz8UAJ/DwJ6uBsaCM1JppEsX9aPWWiVXLrKFvV2hKtnQBRxGwIcTEquN4oHEQWFMVNW8YBgIQUkMJ3Hm5R4ApWwBEW0Bxoi5V5abt7BI7OK7kshhAtbflotmILinRjSmKqXDkKoXxY2mBoIKKiXA/wBAeLy1AvN91iORBcwOPD7FuIQiZ34KT1r3pfYVS5TXSMZA0jKhwNH64ZJYsnC+dF9H02QkDFmJoPqFiOO1+GZIY8nIn2RppXymk+7nvNW3o2qY5pIztJ3zs8uxDlCuWsSOf6OfhsdFfp+2Xv7sbp8gCA32Th9v7zKmPyGoEDjp84hXPny/Dyiy/g7keewgNPTsDyJQsx4tYRqDf7UxQNqoejR48iKSkJ2dnZstvz8vJw9OhRAMDRo0dRo0aNsChq1KghhdFi4MCBGD1aUJqPGzcOb7/9Njp27IgbbrgBOHMAj983Cl0H/g3Hjh1Dfn4+hgwZgpKTR3GquBi9r+yFli1bSs+aPXs2XnrpJQDA/v370ahRI1x22WXgOA716tWLKbkYcpjSlqGJrgWTwQ5KtP+yDNrSluMstfJcuuM4vvvjd7w3qkjn/VU6I7OHl0WF2uQ7pES1FFGRTlmBSP6MXTDo5DgjllomrFiMouZ3y6mDZNTejdoKHZp460ws9QaqhpR+Ri3maKWc4plBy2leV2FhgWVevJ9n9lmcjmWx+MhgPkYtT9Q361sBWwflHiFS3YZye7QNshIibcFXxrZ818nQdTv6BY9XXn9LjwLpNcKCAYi//ka1vaPqqKbbFiFvQ66WrEknDxeu3HLj1mSAaptdtiAViHiegBNpSfcjBGqH7lkXNW1cQDlqMNNOKi1tJUWwkfuDYdxudUdDu5Rw5CCyUJzTlu/BpG+3xldZo4Vs3Owm1KRx3hCDKOu1kbZaORaPti3QPRA2jumyQ1spKY9SOdal6pAyjFswbNXvMrnjiDgWvWrw1Rh2x90AgKYtWmH7htX417SZKBp0o+a9hBDVA5r1wqjRunVr6XNeXh4AoFWrVqFr1asBAI4fP478/HzMnj0bOLlDaCezGwAJgvpw69atOHjwoOTCYcSIEejTpw+aNGmC/v37Y9CgQTJrYUZsMKUtIwy5HVPkUGrItqNZ2WnwPAilwLFvfd5oTDZ1PHpKZDu3AhNeMTlyeoDnttgdmkRxCqUNRUixJPzlwxSlQv3iwiaRFLwf8CQZFMZArmgOOARLWyKF0XmWqw8iiyb+uAZV3hnlbeJ9drQzdD4EfdrCQLSElyn5HVHIcULMogRa/vniDn0wCf3On9wIdLkbpHpPLWGpr1EuNOnVG5XflEo1Tozb6MTcnHDS4zwcwEu7LHhq0co9k8aQK0V3WNfK0VOqW7SAZhAiLSjZnZu0AlJ9sTQivFp/a6wecNLuAgMLpBrWbI5gm09bOs5wn7YnSivi9GyddBXfURE/R8RewXkFqVJ+4uBBZPLxafQyRHdnMB08Xm33CI4qR4Nx8wEVpa27FvjMzYHUw/7+TD/NOzyKMrv+6d4GwxL8fGdDwJsEZNUyIaNZOFTLyUJCQgKaNWsm+6Vx48ZYv1pwa5Cfn4/KykoUFxfLrG2PHz+Obt26SWGOHTsWFsOJEyckRawWiYmJIYmC6RC6FlL68rx++Zk9ezb69OmD1NRUAED79u2xZ88efPfdd1i4cCGGDBmC3r174z//+Y/uc9RxSb/kItw4AmS4BN213wgdlGglE/9ujLII4zgAtE9b6wc5ggGFzsBF1actYL0lmvqz7Rn4ESid30tbtV0ALZUmkpWHRWml4dPWNuufCJMy+dAFquWboy1+5KGNDQxV3Stoh5MZK0lCcPBwwQG8lmW0VVty46w0MhU2orW+2M6YfbZ4ewxpZfeEnxCAJ0HjYNGiX++wq2B7JOmX7ZsMy7ZoU+Vf03+0VQKoLdqcPxGuPCUkaHlP5Wms7aKuCxOC9fuLcabcFxaDmLeSJPGuz+I8XPMgMvchbvF1k6zCKCzSlmH7FRokKA8hQRnttrTVdI9gVmkr/jU7RjGgjKV3STmOWodvAyouGeJeUvTKHueRXlvmLcaV1v5OjunD+0yO+j8iRPNLZET3YqruEZxc5FOMqcWDyNyM8qA0LcJ2Koa+pyUlaP5LSZQvgpgL60VaEhcWLt4kJSWhY9uW2LFju+z6rl27UK+OoDDu0KEDEhMTsWDBAun3I0eO4LfffpOUtl27dkVJSQnWrFkjhVm9ejVKSkqkMFbz3//+F1dffbXsWtWqVXHjjTfi3//+Nz777DN8+eWXOH36tC3y/NlhlrYMTfRXVSMobSXrmPjLRcfC8f6QFZXl4wnKqkxHpvBLKiOyeBHhmUT6z0Ik5/fywYzrBp2RZIm3T1vZFjxxcCCkke2GLZwXWgUhZMUlWjIoJoai70d68igSlYLUgPWP5nBc9P9mpE7Fq+xZoHgwUy/obaMRnheTT9uoUFHgW4WKAkgompEmKcKuj5DSxs7KpxYXkazZbWsdNdo2IpUbOqxS6ljbcbV7Q+1GhY9HSbmfmogL9V/UrVux9AuEXsnjCR1ERnjRN7SW3M4gqQWIkwoCdUSrzkjKeScggKpCzBZU2mxT7bOWewRD94sHNEWqP060iRrI+jkbDA1E7HDJoOd+KBg/ke9PDGaze+p5CAdkIpSLEYUMYTvDtB4hpX8UZV06iMwLzf7QiTaOKD6oljM3lKFQrp04V4FwL6wuII5rRufOncMff/whfd+zZw82btyInDQv6uYJVrOP3nMbbrzzYTRu0wkdu16O5UsX4vvvv8eSObMAAJmZmbj99tvx8MMPIzc3Fzk5OXjkkUfQqlUryRVBs2bN0L9/f9xxxx145513AAB33nknBg0ahCZNmsTnZWgU5e348eNYu3YtvvnmGynIq6++ipo1a6Jt27bweDz44osvkJ+fj6ysrPjL8z+Iy5dkGE4QMggysLVH7zlxkic8XspqkbJasv1wJzVULW2DCk0rCdtaSh1MZDUyaw0CdwwSBASlhAmlm1UDL09wfSzefnONojrZo5VfnDyVVC1tA4q7qG+8kRNWFVYBeuhotb2yLcx60cUpnY1aCJt7qImg9Bng2veF6ns0csb4bnauQgTrtFQGOPq6VngO4plbnF7YuKK03NIqRzbI4tFatFGTRVQoxyqXzoJOVJNeaxZNPFy4Ms0tu0RCiIXXKQ2kPtqKk2gW9eJEyMxdoQ6zJXKottlm2kkxzXilpa2Re4MtjoFDGl3jGgHU+1ldvolKnlgSp4FFFk+4ewYADroiEAVQiZvTuG4DFX6hPvCElsGo6xxFfpt9B462tLVwR55pFGMKwoeXJxf1FcdLK9DpucUuanOsYd26dWjXrh3atWsHAHjooYfQrl07jHv2OSnMX67qg9fefAvT334d1/fpjq8//RgfTJuGy7pcKoV59dVXce2112LIkCHo3r070tLSMGfOHHi9oTyeOXMmWrVqhb59+6Jv375o3bo1Pv74Y1vec86cOejcubPsMLQqVarg+eefx6WXXoqOHTti7969mDdvHjwGDsOW455y6yaYpS0jAtREhqennkYqlNUTDA4ggXCrJQsHorTlhrpI1KDTjo7JoNWF5dADXyKzF7A+bqNEssq0cluRR72ptW3OpDvQlFsghCssQpa2YQfOWOGKgHp+WNpwHDyipaLmhNQKJSv1XKceFcE/HollcSimtBKt7O2v67ISoFWZCA9ClX9i44QhtO5Jpw+t0Iki3QI+YN9yoEEPAwKIPm29qspiTqPeyqpWtO4kdBc7Qu0Gp7gmLjhyUORVnIuX+DgPtWAla8dc1HWJSOnhKvcIxIB7BGcg4ECCh1fafhCZigIyOvcIyq3YxsZ8xvsDTj72cUqRK0szG8u3ik/buJUVWX1VV87KLG1d1+bIy4FzfnYJ9pw8r/GbHTJRhkJaPt4dsbSVmVpAvsAP6prDBOX0+UX5DLYvakZQlrZN8Xl2jx491NuQ8jNA5Tnp6623jkT3gTdI32um+gGEfk9JScEbb7yBN954QzOunJwczJgxw5R8e/fuDbumlLewbi2Q8yeBtFzN56i5Rrjjjjtwxx13mJKHYRxmacsIQ1S5EUC7I4rQQQmn0ZtR8BpF0WiT0EFkkU5LjB96E213WcLY4qJAHChIk3t6i+lFRLQH7hh9ttVxKJFZk2hb+HII1VdAZWBOuUcQlLZqA1YzPm2NvH94XSbBFRMPxIOlImxTi1s6W6UENhG/7qnFdFuLKOWM8t3EuGz0EwuIC0NcyB9phPA8USaLDbLKFjfk1+VTLZOy7F0GLBhvTgZV9whUnlF/CJTzolj7EJ06Klvek4cTZKAFsSbPOI4LsxR1xSFAKoSywW2yRUov5xQazlhNU+NUqt7xZuqSuHslGvcIxKRlsWxM7WDZsmsMrxwbAbJ8iv96r84DKYW5FMphI1ttHNopRmg/8Iqfgr9Hul/bKMEAgeDBdAkp0B53OqEclfffIAFNy21XcFEY2Lqy4rmSyy67DH/729+cFuN/Cqa0ZWgTg28cccshIWGz5dgggsXE4u3HJQWYOOHiqDBWwUszWo04pDSjJqXS6bxWdgaKCS8UihxLod6Rmii5zaetllUZAFUlQsyobcFTWLxamjphExOi/TvoEqtlaSvUNfl0MBoFaQxvzXngEe+PuPUz3oNoh8qy6DPayjYkHvXU8rpOKc+DSgl6sUEzv4MTtpB4drVLoYmi/MRrAtH1kG1tpNouAsKHWVdwhIQvfkZd7hQTStUgVFvIK2RRLvxZlE7CWCVo7Sb1X9bFFxWE6lMBV8nGcVz4DgyJeC+gmYO2NrU1yWQWYXTEJhZtxXDSX6Jej9VvBh/sKSP6tOVCaRQur51opZnF2OJHN7LSVns51inc08bQCIu0Idn4aHbImW0MsusLf5PSIuxasxmlgYLqQWQukdU0dssdHK/ZGG1YVK7JqtDYVY/HHnsMderUsU4ERhhMacsIQ66/0qo5kVY2xUlG/Dl+rhIjp62Fnxes/0gsK6gm4OhPES1tqYG2HduHI239txLlO0pzdXdYKym8teoEjLcVgdqzHFJkR3g3+ZRNy5IgEDr0T4m4lVMP3e3SsoDS/2p+qkM+bbXS0gIFfNwxIRtlJRJp54NjPm1tNaEQlqOkLfSIMOkmgmU2TyvkbCLM7y4AudVQFOkmbufljSh/qAUOpbKI8FS5UUQhkyvGNktXSUXAcfL6yiGk87KyTxefrekewYVELOuOINubpRHEeXnt9mobsuCkZTBRnmNxj2DUyljsWxS71xxBw6WERZGFPqq6sYgX4dbWYTJ4EkJjZiL0bZz4v9P1RrGAF9FHspWiyAQR+wqjshhTQmmSkAK0Cm5j19wt50S6KOIkPMLcfbixTzNsUW+zaa7l0TnfDxrCNVOoi8I021aY0pahSXh9pf29RVa8EACBQPxrfVmFMJjlgp2ndBCZvYtk6oQdamDGOiIa9N/YnoEfUVgCUtMjp33a0dFHEsWqfLr5P5o/WetnTzkxUY9LKrIyRRIJC8CRAALEBp+2dJxhRr+UT1strJIprvp8Mw9Ts4YKDxOTgiuWtLJ7SysJfZZZhWqmqXD9khpVgvfYtMVTGUcE+QwjvjPvMyCD6NNW/Z2VV6Tlt3hkqV4aq9RRdft+2U1xECpcBq8nZMFKiIHFJydxrU9bLbc5zvX/so0mIDaLQi+08dQc2ITSS+sgMkMvYnQMprY461Se0Yo1G2VQsbS11T1CQnIwdmE3iDwFHJ/RhONQ+dAan5pNp6jSVdztBCB8EdOi8aYRlDsEaTn7Pgs0G+z4HAyAigwGBhhukNsJXPPa8jwK8ATnK/3BbHGNkP9zMKUtIwxZNxBDw0nA4cS5itATt3wD7Pg+NuEAXPBRp9gTQln/iVpbaxoUaWO47mqzOFCnB9p2uEdQxxZ/bmHWxO4abppKASsO1KIduQddSNii5lK6R9BT2nAhxUWYYlZcFOH9OgfOmFF2RCgZVNzhyiMOnGhpa5d7BBL2IZ4PNRA0spUICS5eRd1mxzpAtrl9I5RSIuLBYoSAcBxSEr34WyeLtnJFQD7RDC06aNYn3YcFn2PUup3j1BdttA4hCwkdvKChkDOKnlWS2gKQGK3aISRxI1R+PJ6g2yMqDrfsEgkRrN+i/2aXTWgjtjtOKm+dEEHDlQExY1kQ5tMWJldTuMjjP1FLKFv8cmjhwk5L2zDXUfJr8bfK1nmeN0njDhdY2obhVLtI5w0nGTsYtkgOjgEg3RVN/OKuGUUaGN5BZiHSAg/lHqH+FUB+a+dkUkFKeaPtWEx5Fg02xcN5cXGo3+iFLHfN6/9XUT/SnMEAEN5Bk9B1I50kOFRNSQyF/flV4W/jfjHIROCjfd/xfpmlrdVIQwWt91cOACUfQxYNwDQGDOIJ3MEf4x+vXAjhHWWKAXdsa1D1v6oR0jJLW7pg2nkQWZilrRbygVFYKolj1eA2c9VybESBZMoiQaP8cBy84BEw4nLEzQeRmba09URQjJJQ2xRVfY/23Uz0CTGjsCqBtAYSdl1+m6Dwkh9sZe/QUzaxpHaHRDcxN2vZw6krXglPaSupy5zCKUnMCnmVe+mFGXGRj4S+q7uPiG+eic9O8HjAh+2QcaPCBIh45p4DCKVDo39RWoLZiryM2SoB7VsyGvcGAKRDhczeH0xzXuwjI6II50S591cCF0os3pVGQ4+NbOgT1MZHYjonpMgvWyeFOWizX/GSk9sZNSZ4QttjXKio+lxx8VOUw9QWPitRjk0V8xgH3VnoY6RdUpM7sgHDRUFOfeFV/PLLrsop/Y19DIe4GFT9DIcg0n/K68YbTY9H4yFxQjwcSYjFeisUydJF652U2xcJD8c7GTutFgiRT3xd0LpzYQMbrYAW+bSVDTY5tRDWo2stJ1fWag2COfDS4SZhGFEgGbZI0P9dsq6IdCDgn+YgMmPxEnAg0Va5mMq9jYpQqY4Kg3eOQ8hVhoH8lvyk2qSYCPVJ9EXKSjiqhyoOKIoggfKQSNlvQZdHcjsmhLdZUaWXgfouewcVBbLsS5yVtsHneWRG0KJFa1yjihuSctRt7hFIpAU0+xOUBJX/ou9r3m4ZVJSBptoewgOeRIQsX4lGPVbeJ1coGfL76bRP2/XTgWUvO2Rp67D1ekLI0lY2lHbJ+NkVqO0SI8T42J4KQ/9vDsq4QW2HiKPuEYLwAcXCh51GIn8WbKhzngTAq2Yz6SaFNKf71QkRGExpy1BDtkUw7LLB1Tva8iu+stFWOERptRT8ZAUy9wgRB85iR0lgrQmwvhz2DPxExYCg7CNBpYSbtndFHKjZJaedK99qExN5gJBeWX5VNT1CCyQWD1iDVg3CoJyjLgeVLOBDbYtqvhFh+5Ghg5oMyhN3zDxTtJ7QqU+xyhht/knmkTbUddqahAjti8eIT1va7znC+zUnIVq+QHVvMlHnpEVDlckbARKLd4Zdiz9aFjPK3+TyCQu+FuUVpTinfdq6x4JKAd2nBr+7Ce1xRkzLE7FBLR5zVF9nU+Qa2+5NlGdCgodUUYfaGjq5PlRWDI3/lP7SnVDynPojKIuNB+1JcYXnSdyrl16aSu4Rgn0UrVx0WT13zhCDQGZcQKWLymYRA48zexM9llbWQQvaOMNzRsVYgLbwF5/jiiIUHLHT1soRb7FbcKvn6kZxRYaFYXTfRvxwZzo4DVPaMrQh0n8qvxmrUPFX3MkVUdKWbVAdguXoxKMcdMo6USsbIfVnk0gWMHGJWlTaCooBe10zRIYzOqiK1XejEtV0lytP7BuX6Ez2g/UmtMygPjDnCI8APNKkQoZRqz/ZXz04WjTqsgce8JQfa7VoFJPdeOHUBIrwwRGTTrsjrCbB/qVpcaBrU7yipW1QiWVoCqk4rDJ40TIRQ/HSyhplnOoTUIMPDv4xaN0uLqipuEeosfIZ2SUuqGySpWu0C016ymUVq3tlMnBQ+uSMb56Jz/ZwHALBHTSEhKwz3acwoVPAXbLxEV3V2C8vIQSE0L2/jTJI7bH0RfmjgWfwgnsEXmEAEFFnKy5q0TLohJV2rZiUL55IBybatShBKWisjFPX9ULwmjeZuqJU8Lurnke/6yJ2UpMEy0QxXUTvDcYWQrRc7hhEWjBB+C4uwzvIzGBQRqX7GaXS1q1wXqcl0MZtVc4RHFxsZehyEdRuht2I1TTshHZxBdjQar+V0NtUAuGdsEWDCkMDhDD3CGqD4jgSYcBgSy7JrLloK4+LCaNWLGafqdxiYuegV025qqKMlYpncFCrdQBQcIGEqCphzLhHiBxU9fagsB5QFu9aD+M8iN+BKhYMYMwolGUKAGiUHzptY1CwRYWNimJqEiz4qaUVxtrvINpsczYr5IisrxIvknCXPmbgKasaQ3AadYUYL9pxd49grG2ShYvzIowYnYejlcMXQa9lq1/0yIT8xerkqUPy0hLZq2uilDwkVM9Mu0fwJiLc0tZA3DDatqgsujmyzVtU2to0JZUp4bxyGeKKAYVwgqC0JbJgXNRdeXyRlyHHFMmEICstEZ0Kc6Q6FO2iYlTSE54ae+js8HIKup31UApR1/QVyhVZk/XcjiGmbdnnBmteI1wscv5vwZS2DH2i3I5L6EFqXJUd8pVo2qetbU2M7iBBOUgTB4dWKwr0nm1Tb0SlS05aIjJSEl0w6KSINHixRKEaZioq+2ap9U9E9why+KC1GS+fPUifORIIX8hRiyuyYCbCKuHg5UTLSZ3Bs8dr8HA0Ezg5+I1kzSoulpgpw/HYCi65R4judvPI214OkKwk9foqqY+wdRwakodXKEVEhQqv5rbA6HONukeQLG0V6aOR/6FFHOpCTBhT5oUcKokKeaWI8V1QI4TAI24QES8H2ww3udAAlLp1d1kBc0DwgEq18ugOOW1XNYkW7oCijJuQRHXHiIH7KfdmYQuwGmHlPm2dyDMxzvA0sy4+7bQh8U4Dved5KZ+2wf+50BeX4Wzb4/EEldu0RbJyvKoGXR+FC9ELoeUeIZ7pYtY9gmxMIOu84cqCZFRpa7u7gvik108//YTBgwejoKAAHMfhm2++CQtDCME/nn0GvTs0Q6dLauL2GwZh67Zt0u+nT5/GfffdhyZNmiAtLQ1169bFmDFjUFJSIntOcXExhg0bhszMTGRmZmLYsGE4c+ZMzO+gbB5fe+01XHvLaPS94Tbc8fe7wtrIESNGYOzYsbHHy9CFKW0ZYcgN4tQaMIMr+BD8Usa7k5edoMwHqAm5XQ28zsBFeWKwbIXWfmyzKuM81NZlO/NCH9k56JG2b8bbykPLFQHhbSoStNJWxUUHJZ9ohwhA0/UAB4IAlMofsbEwoSCNWB4jl1cCj7ZlNCEqp267DDN1UjkQ11BUS4psM0qBaOQx8jxLINLCijhglA4WE3/Xui9sYc/OhSxlnPRBZFEobcXFCMMuSSiFvyzPeZXPklqQIso+xMi2Uem38AZRMP4X5TYffWQEn8jCYXah9pFeFlZVajmIsHHHfRNxzXGGcvuuA0jbou0WQbXMmLS09STA9EFk9Mjd0PhbaWnrRF5xsj+2lBfJ0tZC92UqivswggeRESIvL84vHLmrjQHk43lxDGDWMMiQkjf8LkoIRZ9tyW4Cg3mv7GNJQGFpG+/DlaNEKYPHiHsEtf4kLtJYzvnz59GmTRu8+eabmmFeeOEFvPn6FIyd9AJmzv0RudVr4Mbr/4rS0nMAgMOHD+Pw4cN46aWXsHnzZkyfPh3z58/H7bffLnvO0KFDsXHjRsyfPx/z58/Hxo0bMWzYsNhegACy3WEAxtx/Pwry87B77wF8MutzlJaWSr/xPI9vv/0W11xzTWzxMiLClLYMHdQHiFqny6s/wsqBh9BZh3wViVMuK1t2oj9pUvrHEld4rZ70KfJJtFaypY+TFNPiYIaO2/le1pSixnJFn40TbtVJdPj7KVVe4YPgoCJH8h+tNznXFUjxVytYyCoiTPnPcfBKB5HpxBtP/8SW+CwzJUBwUUTHMghA6OCZKOOICZvKtaSoF9oYr4cLnQqvY2kb8mlro3sEmaU7ZOVIVBLGNDE369NWKZMsmE56xKok1LXAVCiYqKtSXoXdEwcIAQERlLb0Bn/aclym8HJWgSLkQDAf3DIRlyDhB1SGBXH2ZHWOI7DVp62YT4Ds3XkzdUlS2po8iIwqs4TjjJVcesHaibyiDwWz61BL2kepeE38OZ7xRPqN9mkbFt7peq5QJDtqAsyFFmmlZpqY6M/FhYEo2nJpsSz4nHgveCuJxdLWJQuMuhiW0eZ3iVPaDRgwAJMmTcJ1110n/4GExhlTpkzBI48/gd4DBqNR0+aY9OrbKC8vxydfzgYAtGzZEl9++SUGDx6Mhg0b4sorr8Q//vEPzJkzB36/HwCwdetWzJ8/H++99x66du2Krl274t///jfmzp2L7du3a8pXWFiISZMmYfjw4ahSpQrq1auH//73vzhx4gSuueYaVKnbAq0uH4h1v2yU3Tf1pWew7sev8OhDDyAjI0O6vnz5cng8HnTu3BmVlZW49957UbNmTaSkpKCwsBDPPfdcHFKVATistJ0wYQI4jpP9y8/Pl34nhGDChAkoKChAamoqevTogS1btsieUVFRgfvuuw/VqlVDeno6rr76ahw8eFAWxjLz8T8p4sBBc+hGT0A1g1AHeljZyRM+qES2s68yMEhQ80PmpNLH0scTSIPt4HfOo7LN3u3E3YKJhBdKxYTb9uTRiFC2O1JpTRssyxzxh2/nNmNlEIXyU83+zoPg9nLdxRMv4ufTVsShsmxkIhfrJCKWibq4KHX2MPBOUfTPiYTYzkgWNgb9kSoOuXFiMUkWG+GpqVYUlrYiht1/0G0zFRfvVwkr9FfyxRILlChUWyCNFUTr6VCssgXZuO/YgZAsHg4hKzcpfdxlzSpvOmMoMxbAIbgIYcii2j4ItXjMgdgrgthWBSUJyWRC4S4qbWX13Mggl0jvHrkcq4xRnCj30qFgQVdidsYpKYqtOCDWwPgo6NPWw8mXFdx5GKJTMhGpv6e/AwAxWFyk8IT+Zjz+kNJXy3DBDZa2BLJDvlzr09bsQWTytrSs0q/574JPPi4yFzaAsko+LFy82bNnD44ePYpevXtL15KSk9G1WzesWPOL5n0lJSWoWrUqEhKEQ/lWrlyJzMxMdO7cWQrTpUsXZGZmYsWKFboyvPrqq+jevTs2bNiAq666CsOGDcPw4cNxyy234JdFc3BJ/XoYfue90rjsQvkFAEBKcjI+nDETmzZtkp41e/ZsDB48GB6PB6+//jpmz56Nzz//HNu3b8eMGTNQWFhoOo0ELoIFCJtJcFqAFi1aYOHChdJ3rzdUmV944QW88sormD59Oho3boxJkyahT58+2L59u6Tlf+CBBzBnzhzMmjULubm5ePjhhzFo0CCsX79eetbQoUNx8OBBzJ8/HwBw5513YtiwYZgzZ46Nb/pngLY60e/0ZB1kXDv5UOdJAHAkQElirXKUA5H8fmqLpxikhfkYijeKldawX20eZAXfW1CkO9/gchxC9saR0sE2Cya78oOKR9X1A1H9FmY1RQ0IA1rrfIa3aofHq0fYfDJ4EJlQD7XKNglaKMUrnc0rm+OLOLHWq08x2pFF/W50n2AD1MKQeBAZH8mnLQh4LrSwZ+tBZFI0yj4z2IeRaCZVZhZKFJY3sgUXasIi1XFaOlHUaBWYenIqf1OJI8yqK85KWxJUAlCKf6JQ8EfTZlmOC90jANDPZyfklW2fdmCZRsWCU/rN0CMUlrbiMyMaDISWpSJa8isX3MV4bYeK35byTRRjIov6LyOL2t4kEAAJ8Acl4xAyJnVbPXeo7QmWU+nAXGmBj14cMfgo6Xkm46cts2X56YY8osoZXZcdPzRcAyPuEXTyqPm47zV/69mkOqaN7CR97/DsQpT71Be4O9fPwWeju4oR4rKpW3G6PABgmyzc3n9eFVleExw9ehQAUKNGHsqp69WrV8fRg3tV7zl16hSeffZZjB49WvacGjVqhIWtUaOGFIcWAwcOlJ41btw4vP322+jYsSNuuOEG4PQePD5mNLr2vx7Hjh1Dfn4+/nbTjThz4iiKz5xB7yt7omXLltKzZs+ejZdeegkAsH//fjRq1AiXXXYZOI5DvXr1jCSJCi4sty7AcaVtQkKCzLpWRDQff+qppyQT8w8//BB5eXn45JNPMHr0aJSUlOD999/Hxx9/jN7BFYsZM2agTp06WLhwIfr16yeZj69atUpajfj3v/+Nrl27Yvv27WjSpIl9L3tREq68MTLptaVrD3aekj866UQR62ImYjwR46AmK3aYAGtte7VFmUJC1naAZF8dccukTYRSIILFSbzTiqg8MzjpMrhpMX6obNUEICm+6JzSqt/CAolHsYXPjALJhPJTs85Qm5n16qEVB5E5VZbFCYOmEiB42bRLkjgoxNTKuGUE4yI8xMO8PBwQoNtaDRkl9wgxuZAwS0geeZUJHZ4ZVaqbsW4HIChlVPw2yuoHoUOH32+VpW2w1PKKibjYQsryKu6K9uBBZKB82sryidim3I+E3N2R+yzwtPygO+lahhCF4tLWxWsi63MJ3TIblkOx+Eg/M9J9EPtxA2GVC4JOlC2ZqwIbrAOV72i5oljn2UFL20QEhCyW7nC4nqvEbeqg0zgj9RjBOV5ondFA3lHjlOj6f8WCq9rOJifShd7RCQh9usyK1V19hZTyrj2IzFkIIaqvfPbsWVx11VVo3rw5xo8fL/tN7fwY4Tn6ade6dWvpc15eHgCgVatWoWs1qgEAjh8/jvz8fHz9zX9ReXQbkhM88ObUA4LWvlu3bsXBgwclHdyIESPQp08fNGnSBP3798egQYPQt29fA2/PMILjStudO3eioKAAycnJ6Ny5MyZPnowGDRpI5uN0ZicnJ6OoqAgrVqzA6NGjsX79evh8PlmYgoICtGzZEitWrEC/fv0imo8zpW04WsobyWLRQIMbchJPPzE+whG68+X5yCfkxhHpTXSsuoQ/9EFkHusGhTrb3SmVQfzjDZMhZPlIIHQk8beyjh5DA+C4byVSUdjbufJNv6+BAzFkJ9rLfhDdI/AIEA1rZFP5bGSArQHHSQoMzQGpOLmNt09bpwiz1leZTJlYUFOPwx31NCKKdtTDcYIbFkD7HSh3BLbOAUio/suUNUGFs3A9hjYnSp+2gQCP0nIfslSsheKaTkYmszq/cbJOLP7lkxDRLRckv8ic2NaFQsU93mgI+dxFfNu2OBCqkWppFWFBxVKIzjc7UJlMwwvA4GIizwcP1FS6RzDQf1LjZN3wYv37X/Npq2ZpS7tHiFtpMbDA5hUOIkuCD6pjRidxkyxAmE96yTjEUHmJIU+pvjx8LmdBWTWb7vRCbrwPVLYCQ+4RtNP192f6af7mUaTd+qd7a4QMD/vz3c2BQCWQU2hAvuipUUNQku47eBg16leVrp88eRJ51avJwpaWlqJ///6oUqUKvv76ayQmJkq/5efn49ixY2HPP3HihKSI1YJ+jqjgVbvG8/r9wezZs9GnTx+kpqYCANq3b489e/bgu+++w8KFCzFkyBD07t0b//nPf3SfwzCGo0rbzp0746OPPkLjxo1x7NgxTJo0Cd26dcOWLVsk025lwcvLy8O+ffsACKbhSUlJyM7ODgsj3h+t+XhFRQUqKiqk72fPngUA+Hw++Hy+KN724iEQEAaJAZ6A5wMIBN9XvM4TAp/fB+ilAwlZhvh8QlhvsGMJmEw/Mb19Ph88AT94Xii2PM+DIwHw4IQwRFh99fkqYUXR5iBY3vj8AXgJr/oeXp4XJsa+SiAoLwBwhCAQKc2iwS+kK+ED4DWezfPqssYLT8AvDBYIAQn4AMJLijVeI53sQuhwBKVyIKCdRkK+AXzADxIveX0+eImivPv98PI8/MG6VFnpg1fbe3SM8VeG6pw/AK9YLrlE6XeAIOD3g+cDkvKLQKjjotyc3w8PISC8HwFwAB+Q6qT4G++vjJhuHp4HRwh4v34ae/gASIBHIBCA8mAOf0BIKx4ceJ4HHwiEPcsbVNoSf6VmfpuBBC0SAxHkNoqXEMBEvfASXiiXfn8wD31hDscDPn/QqgzwGy3DvJ9qkyujapuEvBL+Rdu+G0VsW3m/T6o/HAh8vkCovKq1yYRHgBf6L8ILVm8R+y8zlBwUFCtZ9WSXPXwAfCC0/Z8PttEePiBbIKH7WCOIdc5QngX7h4BUdiqw+kAxqp4uQ4bfF1L2U3Wa53kQQsCL/wI8OJ3+RQtPwC/U94AvrDx6AgFwhIAEQluCAwE/lBZ/dDE3XK4NwAUCCPB8cP5N4PcLZcjv90H0l00IgY9uQx3ox8Q8IcGFB5/PJ/Spfn/8xxJRI/i0VSvHUt+h0/daRcDvh+grmYOQx3aN3T3BNtETLOPSORGER8BgXfLyARBPIhDwS+0GCAEXqb3wVYIEF88DRGhptN7bI1rb80J9BKLvC2LBQ4jQHhACjsD68u3zwSsaGfDCMjXdfwSC7Xas5cUbzDPVvikQbJsDQnubiAB8Pj8SCKTjXv3+8LbTLjw8L835RIjYRtol04ltQLXGgN8XXPjkJTkqRRmC/ZRunfD7pIU5npjvSzwBP0iAB/H5hDpNpYHYl8Wz3niDuzwi9TmcX5BHnLdwfh84Aql94QIBeHi/Y3MwaUwRCADVm+LCuR3CdSPjRb8ffLBN4INze0IIwPNISdBXTNOKRqNhOUKQmuQF/B4QxT2RFJeR4Hle0FcEFdH1CgtRrUYeli7+ETfUbwoA8FVWYuWKFXh+3KNSfGfPnsWAAQOQnJyMb775BklJSTJZOnfujJKSEqxatQqdOgkuIVavXo2SkhJ06dJFV25CSNjvITkpI57gNXouxgfzAQD++9//4rbbbpM9q0qVKrjhhhtwww034LrrrsPAgQNx8uRJ5OTkGE4zTsxvDVkvRsR09Pl8MlewgPG+xlGl7YABA6TPrVq1QteuXdGwYUN8+OGH6NKlC4Bw028jZt/KMNGYjz/33HOYOHFi2PUffvgBaWlpuvFf7Gw5wgHw4uixYziceAjr580DAPx++AJaAThbeg6/LluGs2n7NZ+RXl4GADhfVo6NixejPLk6ikpKAABLg88zy4IFC9D46A4cLM8E0ByHDh1GVvlZ8DzBvHnzcPZsBcq8Zfj5++8R8CRHfJ5ZPBAWNH/66Se0PnkSK1Te49IjR5BeUYK1ixahLLk6Gh77HYTzIL/kFH5duhTnUnbGVya+EpeXlKDYvxe/qshDwOHokSNYG2WaG6Hh8d8BAEn+UpQerkRlcTHKL1TA70/EoYOH8IuFcUdi6xEOTQAQjsPOnTvwx1l1WbqdPImKxEqcLN2MfUfiI29q5UlceqYYy6j3T79wBG1OncLmzb8C8OL7779Hklmf/AZJCJSje7DO/fzDD7ispATLv58Pv1dYEU3xFaNOgMf69etR6gNSgwtTFyr9OHXqlFS+a55Zh8YlJThSfhAEHpScPYufg7/VObUJDUpK8Ovy5SiuclxXntYH9iH7fAl2rF+HI7u0w7U4uAfFx734vTwZJ0o4iL6qfT4ffv31VyRAWFA6cPAgDp1fjRPbymX3dzxyBLwnASUlv+OP07HnZeMju1ATwMaNG3F0b+yZVVRSgnMVh6V2NRIdDh3GnsrVKE05iG4lJfjpu+9APPKuO71kJwg4lJeVYeXKlTi9+XTE53IkgCuC5WPN4kUoT6oW4Y5w2uw/gCMl63EhMQvtYmzfI3FFSQn8ngrsWL0GgYpzAISDGTZuOoUrS0qwcuECVCZkhN3X9cQJnKooxpbffsPJCxzKysrxc4T+ywxF28YBAJY2fUZ2vcHx33HoXMgC+uCB/fh13jw0OroVBGnS9SNHjmCdiTQT6+P6pYtxLmWHbtgqFw6j9anTWP3DQlxWUoKf53+PbaVJ6Atg397dqHLuHAAOJ46fwE/z5iH1Qhn27d2L4tJMlKMcnsoybP/lF1Qv3YvNJvO18MQW1Cspwa6NG3Fwf7rst0ZHt6KgpASHtm0DB6DC58PW334D0Aqindu5c+dwNvEcqkMY7G7csAGH9sanX6976lf4z51CwOfDmTNnsGHTafQsKcGG9euBYHznSkux6rv5uKKkBITj8JOD/Vjx6WKkAPhp2TLkF5/BxiWLcT5Z35LGLnyVleDB4ZTKmKjuqV9Rv6QER7Zvx44Se9MvUHII1cDhzBmhXdqyZQvmnf7NlribHt6JsuQSFJ49i1N79iDn3FkAHE6dPoPd/kP4vTxyWrQ7uB9+bxpACDbPm4fW+/fB701Fiq9Yd0yVEChHu/JyEHA4fOQIULUQCxYsUA3b8PhWAICXr0DNGPuCWGh+aC+ql5ag2L8fmeXFWGexDJlle9Hs5Ckk+0txYOtW1DpzRhbn/v0eAB7Mi7HOdz1xAkn+c6ppyvF+XFFSguU//ID258uQCD9++ukndCkrR2rAjwBPsHLlCpzefComGaKl0dFtwbFioXTt1Oli7F61Cqe2lNgiQ9G2cfit9lBcSMhEnbIynKg4AQIOZ84UY8n8+agKgrILFThbUoKl336raaGafuEImgUPHz9TfAabf/0V+w8bz9umR3aiLKkY+4/MQ/NDe1ByJIBD+4RxdKsDe5BzvgTrf1oSt/ndZcXF8PK+iGOpWqc34pKSEuzauAEH96ehoHgdcs7vx2/B+3LO7UCDE4dNjS+s4MiRI9ifewXeTxgEAJj33fyI+oDMsr1ocOY0ysvLce7cOSTxAZw7e9YyS+LUykoQcPAQH8qCc6FoOXfuHPbs2SN937ZtG5YvX47qGUkoLKiOMr4UN9/+d7z28gvIqVkPdes3wPtvvoKU1FTccO0AnD17FqWlpbjuuutQVlaGGTNm4NChQ9LzqlWrBq/Xi1q1aqFXr14YNWoUXn31VQDCOU/9+vVDzZo1JWNDJTzP48KFC2G/l5eX4+zZs0jzVUpKxPPnz+Ps2bMI8EAqBEO+8tJS8N5KnDhxAmvXrsWHH34oPWvq1KnIy8tDq1at4PF48OmnnyIvLw8ej0dTnjAIQZVAAOdLzwEeL0pLSw2nvZuprKxEeXk5fvrpJ/j98gPuysrKDD3DcfcINOnp6WjVqhV27tyJa6+9FoBgKVuzZk0pzPHjxyXr2/z8fFRWVqK4uFhmbXv8+HF069ZNChON+fgTTzyBhx56SPp+9uxZ1KlTB3379kXVqlU17/szcHzlPny9dzvy8vJRkFKAvIEDAQCly38HjgAZVavissu6A/mtNZ+x9o9PgDIgLS0dPXv2ALLqwXvkZQCCA2wz+Hw+LFiwAH369EHyqi0oO50EHAVq1aoF7uhJoMyLgQMH4pN9i5AWSEW/fv2AxPgr1r9fNxXgOFxRVATvd3NU38P71ZdAcQV69CgCsgvhWbkLSEgGt+MgrrjiCmHVOJ74yuE99gYyCuqh9oCQPP9d917Q0plDfn6e6TQ3g2f1XuFD2WmQ3EbYsfYoUkrS4CknqFWrAPkWxh2JYyv2gT8oKEcaXXIJGl+uLot35r+BKnnIr9MSLdrHSd6Sg/B+/ak87U/vhvfb/6JV89b4dNcW9OvXT1jdtYKKUniPTwUA9Os/AN5jbwquZJKDiq3SI9i99U10uLQDTp/34eiaHcBJICExGbk52ZLc3DYenuU/oSArD3+c2oeqVTNCv/1aCs/a1ejWtQtInc6qYoh45v0I7sgptG/fHqSpdhp7FixHYa12WF/cDCW7T+P3MycBAN6EBLRu0xa/710Ij8eLOnXqoFazjiANe8nu9/7nMyAxDTWrN0bjbrHnJVmyGWW//IK2bVrD0yL253mPvIyqOTWldjVi+K++RH7HbiDVmsB74h0MGNBf2lIpUr5rBX7a+QNS09LRuktnkLrdIj844IP36BQAQM8ePYCsuibfBPB+uwC1m1wKklET3rnC9ier2hrv0VeBlKro3KkTSs8cxx97/kBOdhZatamFqr9konevXkB6+ETf+8n7yL6Qi2YtW2L/6TKk7kxHC7X+iw/AO/NaBG78FEiqYlwujX7Ns3of+EMlQHD4Ubt2HdQeOBCe5TvA7w8NwGuabJ/F+njF5ZcD1ZvqBz65A97v56Ff/37wHn8T/fr2Rs6hCmAXULdObVTuPwaUn0f16tVQf+BArNz+MerXr4+cQzlILU9F1dREdOjQAdyeUtTpby5fPeuOgtu0EW1at0br1oq0Wb4D3LYdyGjaBBsObkBiUjKaN28O7A6FqZqRgSqJGcAFwOPxoG3bNmgTh/oHANzG0zh5aDeSzyQhNycdbdrUQdX12Wjfri3W714IzuNFlSpVMKB/X3iPvQZwHkv7UC3EsU92djbKz+3DZZddjpwfq6Go6Aogp6Ht8qjxyW/foszvQ25uTlgacRuL4Vm/DhmNLsElGn2vVRzdtRF7dn6CqpmZ4M4SNGveHAO71ot8YxzwLN4AktMAnvXrUbV2Icj+I8D5UmTn5qJB3WQUXhk5Lbz/nQOSlgP4K1FnwEB45i0EUjLBnT2kP6a6cBbn970GcpZDzZoFOHieoE+fPrKtr5Kcq/YIShBfObjtwkpqzx5FYbsGrMbz4xpwew8ho6AuuOPno+6PDHNkE7xLlgJlHjRv1gzctj9kca6c/Ttw7GDMdd77yQdAuVc9Tf0V8B57DX379kX5wTfhLQ/g8suvQOKRqfCWl4EjHnTt0gWkblf1h1uMZ/kOBBLTgT9C13JyctGscyeQwsutF4Dw8B55GV3atwLJro+jhz9HXmYNFJ8pRmZmluD+8JcpSE5JQ9XMTAwcOEBboXdqJypn/xc4DWRmZaFVq1Zo2c543nqWbgLJrIuWbQfCs2gdSI1maNNSuN8zfym4QydwxeVXANXj427Re3Iq4CvXLX/crkXwrNsFZGaiTZs2aN1qILjfK8AdDqBu7+D4/GA1eNZsdqTvAkL9V82a+ajZrjMWbasBHNmHgVcNEsZz0BkvHtkE3/+z9+fxlh3VfSj+rdrn9iS1WhOa0AhIIBAIGTAIMGAGGWSMHdtxAja2EwfIc+LAAz9+zrN/eTj2Dw8JwQkkNh5iO0b+yWDAASNjCQECNIJmCaEBTd1Sz+q+Pd57z9m73h81rapdtXft6ZwDnPX5dN9z9qldtXbtqlVrfdeqVTffh0MbN+LYY49Fdni/xF4GAm3ZgYMyHc1YdMZ4brvtNrzuddYu+fVf/3UAwC/87D/Hn//3/4zRscfhX/wf78aoGOODv/GrOLC8H89/4YvwN5/4W5x4/AkQxx2H2267Dd/85jcByJQDlL7zne/g3HPPBQBceeWVePe7342f+qmfAgD82I/9GD7ykY9UPgPnHBs2bCiV2bhxI4477jiwfU+Z9eKYY47Bcccdh7wQGB8FOM9w7OZjgdFGfPKTn8RLX/pSPPOZVhc56aST8NGPfhQPPvggsizDS17yEnz+85/H8ccf36gP2Xgnjt18LA4ePorNmzfXBmt+N9DKygo2btyIV73qVdiwYYPzWyqgPVeg7erqKu677z780A/9EM477zycdtppuOaaa3DJJZcAkCj1ddddh9/7vd8DALzoRS/C0tISrrnmGvzMz/wMAOnRueeee/D7v//7AIBLL70Uy8vLuOWWW0rh4xrYDdH69euxfn05qmNpaSmo/HwvEVcnO3LOwRkHV8+bcX0CN8dSlgFV/aDnF2O2rJp0vGX/LS0tIeMZmOYjy1SOI46lpSUwngEFw9JoVM1bBxIAlkbyWYLPoQ7k4hmXPHAOZCOAc/Ah+BJj2SbnyGg+GpJljsd47Ys4lwtplgFZJtlhMmfg4G3XUJbZ5AOZ10cOMQbwDJyz/t7RKJPvndanPo9Gco6NlkZYWhpIDOcZmXPr3XEpG1dsjjDKCjClDAnmjRkux3QGgRwcDMBI/5bJNpL6jXPFQ43s4BkwGiHjmZE5AHB4NcfRiU2PwLMsXBdjQLYEMMTfdwPKM8lDlmX2ubuQmq/J84Ix8NESsDRSn0fm3Wlayzh0PsBRlihnmM3Txkc17yRGnINnip+O8r2WVG5WnnFk2QgCDKOMg/FMjteofBVgjMv3l2UAWHj9WhsD46PgK08Bx5wQqKeCLwSem3MwzshXJX/ItQIcnDXssyZzLtMyaJ0ZO+vXqa2ThHfGmNRrGEPGOThjYFDyW73bxnMp42WZo0nJFHt4JWQ5WoQzR1EfcfLOigJYOwhs2NKMJ8NbBsbkc3I1prjiVadHYAxSl9Br+gzXMa5yOY5GI8XncDpOU2JMyWME+kiNAV8/mQZl2UjxJ9cszrPp6e6cyYNalDKUm3HMkaXOJQa5jhVjWZ4xqUuymrVjYtd9pnT5qN3CuTzsrCC6Qt36PAQpmWbWxpDM6JOUbub0KVkDtS7UfbyIuM7DCiNXVhjDOkwwWhoZUEqubzN4F5oyLnUxQozz6fGUT2zfjZbAwIgNSnRQRtYpHgH0RksY6znIOUZNxxfncj4vLZk11dyv1rLWOlSIUtac6z5oynLNj9J9jXzJRkBT/WIA4pyDj5bMlnCtawAVvI1GyBkHU+9XdgmLv+OuxMx/BmNoS6997WtLqd0AAEeeAiZHzbP86r//Dfz8v/2/zM+nbMjB2DIY5/E6PDr55JNxxRVXNOLv0UcfLV1z2mLAeeecBXFgB7BZBjcWOi83g7QCOcfnPvc5vOUtb5HjT9G73vUuvOtd72rET4AZZc5Y/ZQP9d6nSJxzo2v7a0vqWjPTXvjVX/1VXHfddXjkkUdw880346d/+qdx4MAB/MIv/AIYY3jPe96DD37wg/jMZz6De+65B7/4i7+ITZs24W1vexsAYMuWLfilX/olvO9978O1116L22+/HT/3cz+H5z//+eYkuwsvvBBvfOMb8Y53vAM33XQTbrrpJrzjHe/Am9/85sUhZDUUO1wi6fRNIdLKadq/FThUvb06xoc+udi0NuAhBtqgqyrh8GAOEUpNlt+es5mRcxBZoXKjBU4rnwFJrvRYrDuQo6ZMbxxNiRIPIjM/6dvgHzamD30oyCnr/gEzDQ6CqDvopGKePLDzsKqpZk7xOT+IrOnBbUw9b0UZoYoOz8+sSPeDAD3wsKhjna5FrKqL9KE8/c9RZy0l/Aj1vU1t6eOb2egUUUCb4SInObTMQVyi/4M9K59PEPkcupU5ZQ3d/UngL9/SiSc9fowYYdzk9TRzrSTnZktCH6A0VweRifiBejOUK4zkaGdaPh7aPU0O4B+q1WhuCaEOIqP9mqKj2JQsCY2U5d1MxhbVT6agI6m897JpJR8HGavpsnqEXJ0hN78RZVOdzfoAPiGz9QswdcByC1vK6Pe6uvb3l/ROY+v12TsJY8CJOCXjjF6fyqF+CdSah2naS9NraoZNNqD6teaVr3wl3vrWtw7Mw4IozTTSdtu2bXjrW9+KPXv24GlPexpe9rKX4aabbsI558htJO9///tx9OhR/PIv/zL27duHl770pbj66quxebPNW/fhD38Yo9EIP/MzP4OjR4/ida97Hf7iL/7CSfJ7xRVX4N/9u38ntwYDeMtb3oKPfvSj033Y7yISoQVJfpF/SqdnVlVG7quiv/k5mdLgX/5DWr2EzGn3g4fPx/qloqwopsAXovy0Pk2+WeNW8dXGUVvlajBKUYJ65tdR9EgbZBwN2z0UtK3xz+n3hcBsJQ6IgoIZtL9ST7IPt+AXhPF4e91XxHj0ifnGbg80K6BEjyNG+j5UzIy1NoOqw0Cc5rYlz7jmFISteT8Sn6vooyLxVPcGdOCoPWiLjn87jrvInIT7zPpjnzvjch+GcPrL1sXgvdIm632Mh/JF9ceCpOFuiKy5ex8qF23KFuT44Qa0lcCj/jiPZPicM3OviK6vTR0M/ZNZ14oCuOKngZ/+n8BJQ6eWIOA/efZCNNGdC7WOeeXr5IU+vMU5TqaqLHP1g1nobMyXy9PQWfUzh9aEntqv6kvvtxFyDU2qn2cshIK8T1H26PXYRPjpEAzJgwzGow6/AfmidlxJ/s7IsceI8kP1cAe01UfazQExlmKFEaJ8T2kuzHDKmd6Zk9cVJ9tJ73//+2fIx/cnzRS0vfLKKyt/Z4zhAx/4AD7wgQ9Ey2zYsAEf+chH8JGPfCRa5sQTT8THP/7xtmx+31JMwYxGVRDSdzbyGo9TEjHTRZoYvg6nw0m9WqNJL54GAAhEMgzDWem7MArO0E0TcFJHbDFmt1PMkFQgVRog23uupNC7r587w1A80laT7p5chBU9VuTIY5szmjxTilHITGxU8NYCvHoe8qxHEG5GSjltn6n0BzE+tKHe1vHQFTicmmPKyhkBhozTSNuYTLbOhspIHSeypxeG8eX7d6tPpH/oKbxtjOBGkT0eKCMEOANyACI4P2R5Bka4GsD55lVXmBbt2s6Yv36Rm/K17iwImDQQatUyDmuWIC+nSW53zZMzVJLcnVHVV9PnV8DnR/FwdN8UGteObG9+N5HPopCpC+j60wCEsfp32nrr3jltIvNtGtGBvmdm6DYr65Z8LCEmj+eJpih7BLGhzM6IQDHzoYovu4OkPfcatPVk3SCRtinsZABIHwFl0HZu1ooa50VUf/SvD/0s07DViW5FfdIQOLgywWkbp8BCHVFVjFyaOs2p83yW9N2fJGJBA5K/DURf5rUzWAMuEvftcboH6hI6PcLUwmNSFkKykLMagKkTVdcpgOkZnsagEI4TeB5IkP/jNEyk7ZG1CV74H6/G6iQvGQeD9lEwPUI5QsAA2+aqv1rL8SNhVO71pXDK9EIOjy4vuhUNrYTBN9FvpO0gSnmDuhIirbSBnmyk+zy0fTaaGqVrXSlk5KgF1wotY2PtCmHXCFQAGUX/cjIMOgqTZqRdpG2DOWfWHwLa6t8oaEvrMixTQL6DIyAp0hYyEpI0z1xmBpl/OrVuYXYO0KguzA1oq0mncZin1ZWjIoJ0VoCGalMYV4CwPExWp9E4jFx0nDQNtuGLwk2PQLf0V94nzDb7dKc9nWczGPNOjqZpRdX5EYmW+vPbpcvqJUzke6Pg4lwAbpaa6RcdqSg7UU3rQsAmPUtMxaZfRatn8HRSxy4uAmU6Us2uKqcMLVcCbeeJvHn9infLv3M2xqcyvoXzZz4pJQ3kYDTXPTNTmtfZvaA5oCIyZ5vltO1fAbORta7n1Nqas5zwnpIWiEIdptlw3dPJjyVsVIko3GeeA+Grwcb6SFtgCH53H1zF/iNjHFqZYGoGiU/0/RCi48OZV6HctyJHHhvLSYaeB/RWM2zYdmoQhMe6SFvR/3b3mVGdQ0qUpGBDGtax1h8pb5CwOe5qc9rSmNEqZ1Lf48VzzjBiWNnt5B0i75MjbenXApwrt0s+iZZzh1tXZ1YFmFcBDFe+qx4MU6GieU3TKoIqGt07LxSQ47MlndO2qq+m348auNRx02Ka64ETPdbWIabTI5gLiRGh2q2ashaI0CLbkNE+aMqRtjXP3V/z6aDtiOWqXWYO95s7+dN3EE4VOWCodrIFbEqzlFTwJXMpuN8b8ULGS0zv7LVfUkBbekicHme5e3jcvOS01UTfwTNeI//G5oYTdDIUQ/NG8zLn54GHBYVoAdouqAERAyvRaOg/r2lZkBczGcZ1Xl3f8znQqtPGcB+EBxtVYmJbxOwVBrfX60DboQ6jIK17cyfldND+KD5v5VZkSaU5S8aySY/gOCWQ1m89RF05PEZli5AK7TynR2jSB9qQrfF8W9s+NZJLy/Mu414ZQ07Ux4CAksmbLXOPcqa2tFemrClQMB1pSyO6PPJz6HWmUIIPOH3dKT1Calln7AgwnSuRglhONFNf62nCfFfrBc2JqvMUmlQWfn19cSfkjhBuUrEE3sW8GLzqgCbD5zzwNV4B9jwIBqHWhYgsBmbEryD/o7/hs+fBxIIWeHHXrQaMcNKv2rFQR8I+t+MsipZlbr0zjbQdIGoxRDSwoCu4XttOrG732khtdXfumPU891WOabLjRdrqNUF+tjlt4/m0w+RJhfS7zMF1fnqEIcdsQ10udBDZvAJwKbtZ1GmS07GT9No6dBvfLTTHY+e7lIoedvPNNKftguaTXD2jPGlTFE9myvVP1Lyk34dOj2BgrSrvpb8dygFchhSAsbqnGLVA+p8xVsooNyuyp1vX9UPf4ycQzTHozPCb957X31arfmfePMoj3DFRQERz2jZwHiRGCkneXHIOcIrNdyECp273QLMyoJzIdSA414VoMaqaO+HC5EW/DGH0B5wIJqdtoZXtWMRGgULI3KVlIJBQoSJPBziQzFWA7bvq5NRMjm5nTqQ900ZdkQeGkpIJtIu6pkeIARaOPCofRFY6tsSJvOkoQRWQxvVWZCHrNMYh85xTc0Kaz7kwpr7xp8DdnwTDs+IAU4Pt4UMQGV398HBoN/CpfwX8/N8BG0+objmo9zWY70WOcpqfhHdfTBRgyxPKl3W3mebc1/xMY611ctq6jsuIu60FpTst9EFk8xxWKKYpe7RTsZhYXTWwfovEtcB1nDTlhb4Xf3wO4JjSz1R4kbOhMoCds0WOucxpG+KB1aW1EFiaHAZjDLv37MXTsgLs6AqQDQRbrU2AjAPjHFhZGaaN1TUgn2CSrUBM1jBeA8TE5ufPMcbK2oDtp9JaDmQTIBOGl3GeYzIpIFAgW1kFisi47INEAYwLFCsrWFtbw8rKCjj/7o0xFUJgbW0Nu3fvBucc69ata13XArRdUJR8g1IYY7k+Mqv36AbLRKkNG2nL1c9DL1IJiktJ0cZAi2fKe5hG1AJggBMhk/6LJiclD0QGyK9TNoUoe9D74kG9/zf916/hxn9zIUZTU6ICoG0kPQKFkoUfNaVz2oocuRiZO92Kega6WPg0eb0VXsPN0ffF+ADg2wzHcmhbICVh8zc25rPLVvNgUwP2k8crZ2pMVDrSrLPB9mAIYCJGYh9EgHQnGkiByIaLxjKnARCm5RoAa8Dp+wORthrjdcZaR8MvxKeRtwHjV7NREtke+NWRbBCyPsyOPueQa3Zz0l0h2RxmnWpMR59SH0R5zZgDckEaCtp24LMYqyrq9D+qEwk75ViT9rXzkTg/UnZFiAJCbZ2uXQ/88V5Xvi2tLAO3/Anwql+tLqciyocfS54sGSrlSAOnxRpGyKjaNZeRbkNHIhKigS+mdWZiiQTZ1acK1tSn/7RZz3yHoQj8NH37rlxcBPS5ORlDwQAWVM6NTIxx5plnYtvWrXj04E5gv1C7DwagI09JQHi8AuwfaH1dOwwUYxTrDmHX8gqOrM9waNXqYeswgVi3AuyfcWq3w7vlIZiMAxsOAwDyokB+YDdGGQffuAqM1g/XvhDAoZ0Q+wocXVnFxo0bp3hm0XC0adMmnH322Z0A6AVou6ASnXPSJqzL/AOHCCVNHnV3IyU1lVj4r1m7h1mkDLCVEgngR9oO7T2P8NPo4IuuRJQZ82lOjN4kRa3vKAIvQnL3wVWsTgqMPHBiMCqFrlX3gf6pKN1rDQ/hF459DzZQ+lDNCEJ6ngbBag73G+KwnplF2ipDtuZwCgnqNDBIHIO947MNHallIiApfMVIWo86QNvyGe0jsx1zIIU5kB6k6AR2pdxHjU3ZltkxUhRpkqjrGh5NYaL5AQQ4GDnwUDfrREX1GWkrOQBnKt+pifDzxu48gKOgQ0etKfOwrirnBoNySsTes/N3+mSdkT3wkArC0bQkNB1SI/lcSMOZRvKl6Cgih6COGp8ma8DIi/QZWn4/fjNw3+cSQFtRq6f0QqX0CKz8cz8NeX/Djdzziv+K93zyPvwZyHideXqxctuzPIiMpkfQ3DhU2VeCjPEW/Atyf2mdKK/rvVFy4AGRS/4Be/OwVpg13YtuB+L8qcvHHnsszn/meRj/9f8X+PGPAhuPH4bFL10BnHAe8OjXgX/yh8O0cd/fA/sfw/6L34F3/t0N+LGLz8Dn7txlfn4mewJ/fP43gB/7g2HaT6XPfhg4/mxg/WbgwncBAPYePII9n38fTj3lZBz76ncDpz9nuPbHq8Cn/x+M3/zf8NWbbsOrXvUqLC0tDdfeFCjLMoxGo87g8wK0XVCJLnveaXjHq86D2H2HC6D4EZVV1MmrmVR1KYppektTwqSL5RjqmyJbUD0VdLj2df0OoCSqD5GZIlUqefB/G0BJ9gQ0m6USVYrQ0kCYZlPPpwxOX+mtaTqnrSD3Non68+qrYVb9H55rBtapAoT6Mj5nPpA1wNXB6KiiviP3hhzf2qAvNOimgKyqw0FEAcFtpK02Actly5E9fZHwvundIa0cW022nDvGpnzPZkYFIm3NCs+AvBB4cnkFZ7SOrqq4yQNnBFDOvUnSFZS3tPbjBGXQY0jzVZgfZj7tYzQv6RGMjK7IaTvL9AiqTfNue8gnZ+ZMPk4orMFAupY2actfxxIBzSL3Im0Jbfsm8Pn3Ae+6LsArabd3qgOaAzvTpk5JLqyGVSaMf8awcuzZ2Imdqm1qz8x6ngcsiWnpr2bHi9AtKyetBrXltaKhXtSdfW8OBpyx/VEDBw+A4EFkMx9Dmrx53SAFUZaNkK3uBtavAzZsGIA3AJNlgK0Bq7uHa4OtAcVhrFu/AU8czHFwzPDEQauHbWEr2LD21HDtp9LaU0BxEpAzw8vSygTs0A6sOw7YMBLD8pgJYGUXsvXrMZlMsGHDhu960LYv+u5NErGgQUluQ4kAJozhL65/BEfX4l5Au4z2vWgIXH3vTqcVmx5hIFDDaT1VoaQ8DM9XrOqpKFkCkMgfN99Zbb6i6ZGO5Kov2LM4JHm4zCWmDV2nyEDkV152ttASjvMjEGnLRIECXEYslSJtU/NrhviKlQv9wpy/UeoVHE/lu02dKUWbRJQ0rBvo2FcaFBw4UsuQjr+U/GacoaiKPiSGnQl8q4u07QPckY2TcUoAShLhKlIcoNHqU96Z6hugDPgEHDgMMJEAB45OsOfQajveUvhk0jlkco47oAkzbxrmL6mnp0hbWZUaTYxDQG/P1oXmI9JW95Hmcy74Imt8rZ4xC0elsOPKcet34aVITaESBmob6cMiD8jmlICBwjmcl9H2lreW+ZyLnLbe3B6cB+E+82BzqtmYMxtKULEjZKY0RRCQ5mkNte479Gr6ymYAarF2+JG2IT77pJRDuhweiHNgHnPahqjpMwLDPou3M3I4ss7ownuc+UmJIhDdrTi1nRALCtECtF1QkEI2kd1exnDV3U/i1sf2Re93plzPE3B5RUY56C1g+u/QKU+cg8iiKKnnWU86+X04ms4iQBR/UUADBVM6biudqrqhFNUyFE0BwI82HR8LFHcr/GXBjOm8HNXQNJIqKbWIVZBL+jHdOlgVXTlEhMHMFAlRLz/06fJtFKo++mpaRr8CMdjhnRLY0/lIo4a+Bm11pK0HMDtFe85pGyPhHUTWtu+TIm1B3o3sI0bmc/gGW1z+bcljpWwQniyw74Q2K5zcvw3Bq2rmDJ7NABOtrfuGIT0KaBpkQP4h/EdtiTggzZoxZ8aWUHpIbweRkZqrf6ZgqDdum6SvCaZHqKHCpkcoOzv8tV3xNHikbU3dzsCegs7qAzRDARGpE3a+po2kkGo1TRCQ9h0JgKAumOSRQuZOrYMpShq0jdkJffZLC0ATsIcXmmrmBAQMBLDUH0RGbuiS2iKZhJdDfIgmtKMhxgE5DHWWZHZCkdQ+0V1PC5omLUDbBVVQWHjoKJhJRUSSExnSK0tlBbQkRAYXeonAk/wAuwBPVxhrg2XwRcAowLpfpMBvrxz1R5KrciRXnIblt1T7oDqIqvyfXyH/+lE7BqDQrNB4JMqYKidytQ0W5feaulU7+T1UKwbCGW/lX8unbnegQY25xLKMo9pgV2O8EavaCdUh0pbOfb/eXonUeWQPNjzwWWzCCjgjkbYhUlE65sA9Fhrfuol+EbEdy0cRqlHAA22HTI/gAzb0niJwEJksCMZoYpIBDHU9piHXiyKQT4cBZmfCIJG26hktXiM/GBxLtTxfNJBDqg0pcICR8RwH5aYPftu5p72RffCQOveoTkQMX0Y5q6uiUCCClzqgVve06RHKctH/TsFlyvtAFMvRaYIcfGfOUOQD4G6/9LdJp2gUDCBnUqE5nD15clZMVfa4c03bnf7v7UCkps9Ax4s3PodIq/S9GGnb+CAyz9kFDAyohtodgKYlazuRqLAL5kT/+D6lBWi7oCDJ6JOIwGcMjAnkfmw/oWH9YWTxJN/NyaIDkRFVlYqLp9QbD+/Q3imXn5bnyHcj/yAyMXUOopQUgdh7vlmh5oq9ok+Nn06/qLG35UxySXglmFPcXAuBu0KQKFwPjkoFkBr0sUBIzyNzvvIgsoGAplmQOVG7YuwIYYGn5HoDhkcfNHSkbb4GCOBYtmLzkUbHgpKDejdGpJR7Sz/8/90dT4QdIaJwr3dJTVFbhBib3kF2LASgEEfO1qVzcWtxQQeQsEo26N90veW1mxEgtwxu97CeCiHBaZ07l8gMRsq4fM6GJDDqgsszJzOnBNmB4dGM+bSwjkC7MexXmDgeaKQtKdv4IDJGI7+oo6OCihyFCWioayPgdBtEfmvZUwPa0iCHwcmLtAV9Tz2OW57VvAjLhxAAF9rRaP+fK5r2nDa79+DmtC1oah2guq/suBKixfiijuHSejjgGpFcJwVt4+N6rqjuIDJZaCqsGBo60lbP6vlQK+IkBHT6KntJfZ6WU023tSCHFgeRLShK5ehEqwIzCEwqQFsmhFoc+140iBBRE1pH/3U9lS+dUqIdvOiIwRbPaunfKWdiEx4Ys4CcAlHiJ0pPl5hR2BJA2ylwA8CclD4olbYAxg0+GsNQNsD1GMvj22BT3rMTXZdG5YPIGOExMr4MUNXX2PMA6llT1VxvEsmlqdO4F2XFakjjhTFgIvOsjjBBxhiKQo3zULsKmNRj2gyLWIQ2Yr+14Zl+seNRCGtoFrEDnJLqT4201camjvgih5aYYpYH/Tr/+MRfxfVP7cUvAuVDwpL4q5g3QqgDU6odB6LiWydSEbWOhsI4hDmIbE7TIwCNIvcGJeIIKTvz4H6fhR5AtnMyh4c+wNuU/i9HkjUC4vw5otfPlEjbaDwOrcsHd0i7Q1G0bp+vgcdLySk9lJ4skuYrBYm5KcsG74bmNEUQkEaPqjXT+B3p/8IrH6vOOHBb2CUUDPXf5yDzpUOkLT2IbE5sMEmeNp8E2k6RTJTy0PwQW6sURAMIEXWBTpGU3AqkCptKykXizF+QS4tI2wWFiQVykup1QQ2blEjbIXIg2Tx3Ln9zkcTb37pKF/spePAqeRqsaWL+Kq/40FHPyUTzWNV54vs+ACOwbdtOGc3RFHspYjwwp4/IvPLcwU56hJIxnvgcSZG2FXIlOdJ2AGCj7yjsJmVr0iPYV9XE0NNAaNe+Ypia0Q8G5GMICIyQuzltgyR5KYTeCs/qt3j2NG5oFBBdq4SgB5GhRX81AMKMo4R8N5/pc5LPancAV31ascynUZRPqxvEDiKz3Hlyow8HLSOH0wnFj3pnNtJ2DsBRn+YleoqMKxEDGaYFwkXIpNEBLCDfh3xKXcNKOkWbSFsShZqc0zazXAS3cg8v/xyq2+7tR9FPc95pHd3pp77qFqWItapGBIC7T3w9HtrwvDmwZ0L8TRMELK9zjl0h7A4Ep3ywKqKLt2af2b9OH3g2X5/UKtKWrPfzslaEqIlMmFZO2953W/pNuHZfVezATMk4CKnDkdoLU2JyEWlbogVou6BqCk1OlhBpC7qdr8cJ7ghyvQXMO4isL4Gy+/6KumraKC1EAwmfimcVgk1J8VPGBBGwUq7Pw+ojSfhGf0XJPluF2n5rrkx1EfKepSLCgB7wkAvfA24VwmjuwliuulBDtXOHGKexoF9aNtjOEIrFjMazcfxUKa5aoYr9XkFdoguCkc4DnsJNFMkRCmScRCtU8FJKAxKL0KZtdeXYBwEInzoysZV8brS3zl8vI6CtLyrI57wIFGhEkfGq+GHqf91f2iz3D51xn6UHOWqmjMqLzJjZAREFIWdMBlyeh7XVHERG0iME9cUpGnkBsmtF4F0+cRtww0cbVJYoI8wa5gUWiCbzXbjbdX0HTEXbNvI54j73gWDH6TaDMe8DNNPYfksjJ0sBIH00kQhykL5/ePch3H78j+ATJ/9b6Uab8TwPBsZMa3yYce/rlp4TpmHEprJMmzJDmvfmcM96g1NX00hb/yCyeVkrPDLpiOS3eMFIaqeBmJreLhbfjjGX5wVkr1prpsHfPPTBfNICtF1QkHTMSYikz1KkgXIMvQtas0R6EYK9A6Offiew/c7y9SSlsqGi3ZU8fmxO2ylEvPqRtqJ8ZMB8UEVPpG49bNScmimkTu3n4NrjOuTLKW2BrFZIRESRqIy0tYVSGEK6Elk9fgSqIk/1eOyrc5uAZKlVNqjLj9iOuOf1wYPpkVzUqExnJ0hDH65geLVGY4YcnNH5VQHaMuvYq3Wc9PSeRemzHUeGY9HBCE49/I8aPqKACDpb6Srq9U9XECXEpydv44fJkEhlPxqvE+n0CDTnOINQh1UFh8gcGL9imoZlHXF9EFnV+8MM+bWzjkGQBY7wcssfA3d/skXViQeR+c/eZC4VubfVGUha14oJibT134sHlFDdzeG9b6qLqptyTlu6pppw+wLYvxW4+jd6bAOBaOt40fd+4k781U2P9dP+9wqZ+cJkDntvDDffCdJifFE7rpQeoccIftoerbv+Blvej7Sdh7XC6xv7Sqv4m8F6O5UUeZb8IaOzNM+czHi3vGi9UXRJ6dWk/QUFaQHaLqiGQpOH12Kx1oweUAETUsCVc9r2OOEnK+aj3e5a9Uz+Yls23fulhDqnupVBwcSsIYA0FEvqbxIvA0XB0mYL32galHwDKKwgGY6MEyR+2FgOLr8FonDr2SkrAnG+VfHSL9RRU/FOS6duf5dTAtDYekT1soVuWpFa9p0vqfQIAoiDIYoXk9MWrGL3R1NDqY4ifUoAg3YysgKkDpVlNupOOtQcCJnwpJ193u6ARtGBAT5jewBNpK1eV4V/56B6hABMGgj5Smz0czDSdpZrmdBOmXkiu5YZZ15p7kwJhAsRcYwyCJtH3gFRfVC0tlKn7sq2yfbfdu9NoJweITGnbewgslLEmuLTSaEypPyO8e7369AjnbwfnsGA4Q98AXjka/3uEuOjxn0ql7MZR90F+mC6kYB0TKj1iZE1wYBIafJF39furA0yXqL39wnaBmRVZfkIaDtPwTPMz0kM1AdxlC2A4UivVQOPb2bX8aDWPi+AZWStma5dP0fjd05oAdouKEiMqZPuyeQ0gkalR/CTaE+HCD9aMR1yy3lwu1/CVg1nS5u3/WwQCglXDVZMSwHW40V+L2atdILqWXX9rxbsoce0ql4f7DN47/iRthVOBG145/5WV/I3qiCnHoqUGmmkt976743m2YyBjRoU66tzp2ZI1rRfOYYr3k0ddYqEE2W+hpxDXqStXKcqnAFmnnEbUBWb542jW2pI0I8EBEVhQORu6RESHSUmokz1UY3B6S9vrbfpVkZAewAU8QKb9Aigxk1YDnQiXTkjxpPZcpuwxs+ADLg8Dw4pFQWa0XzI/rtOdtT1T0KPfd+ZT99p02HUSEaw0rM3WvX1oUIOvwnyQhTeYaKh+UejA6cgv80riNTtgMhTSKehn/vSfws8759YNFAdctlPG3T7fjU44z+ukX3zJn9mkh5Bp6zR/RILfKjqKzvO407bOl5IZLazuA8QaevXXV9Q/fGi8+cmJ6jbN8YpUrU2lCbFwPaZEFMI9vD7wX7+xZefOz9OWY1bOPgPtUOmxOncjN/5odGsGVjQPJO/OFH/mKjclsLUpB/CW+wf7pKUr7B1Y64Ar420LQk7bbQMtOBE6nQiTIuBlSzHOCob3LOmUCRXuGDfxqWeA/bKVCNtfYMsYOxbPJBBkDx46lfnLxMT5cghNzYFulIW4Yp5Yud81ZwaCCiYmQFFZEh1qYYgIEWthpOZDhUFsP8x4MTz2tXNOHSOuyWWgzO9PbI60laPG9s7dQZeP+SuTRoFtbmhiy5GcNI7o4CPnP8WoCSKOCmtVzh7WEbH/og9H43m9XKOy4MGXb7c5+2ozKvIdMZkMohCg6Eg48U37kWBuYhzmBfQVr0DjgJFKQ+6JjFTfvUrlD6BwFrVdmgnpUeA42SSVxvIWiHgHGLlr7kVvAkkpkcwl+lkG/Bd1aVHCIAFg9IL/illwvRDP60TYKpRNKG+e/ZBDz6Jab4b6kjTDj1mx7Sez9FzFiqrbvoM5XW0/FufOlRDvToaaYspvq86ouu9vlS/Njy48yCOjnO8YPCoS6X9DN5fjIhy29b6Jb2GDtx8EikAO8jMNPpoLjphLmkONNAFzSMxMBQRgEWo9Ah1kbZsiGiVUtQBzKELpai8fhq0zYWiSEJEFyIHOBvYSxi6PFyLbit6i502hiGVKTEHxiXzjZ4QDWgsOOfbMnt16hR5Pj1tdIRtbnRQt9+YSo+gLrqV9JoeAdBzJjajhWE8YQ52pgGU8kbNJ8odAK0Uqs4HkdFoNlT3++M3AJ/8RWCy1rQh9deNtOWMVa9DnmEn2azpo95es41+pjseBOiI6iJzEu7Tcg0g8z8EbrvX6Otsv1ujSu4KUDCD5nJzYwQjEck9rfUMymElEVzYw9A0A5T3WRoSwumjuSAFDmQijzsj/YjqqZJw/zcHGnXhJXEtMPPOj1ZKnEtCwEbaeukRau8trJ4hImtoKYpt6PQINTrwLPREZxeSfk80GrMj0WjCNukRemPku5Qc4FLKP5oeQa8a5IbKusxa0mbtoOso5c3hs087t2l6BFVueRuQrbPX5yynLfPnV4LN9YYPfxVv+ej1Q3IHw9TQkZ1G3yk/MzcOozmY81oWOrsB9PkQU4h+tQNk+La+y2gB2i6omrzoWkAulQxFTQSOkLni1OdeWaLbPQWcraa9i7vQM9ZsUy7lIau9pw+qfhfDNk2AaVGYKOt5IKMkpCRP7zsJveoXJ9JWWVPc+DOGfDfeeygdoEDnNgVIIv0gCnsqNY0kV7+lUTclUvNmIt6D0ZUDAQWzjrStmlOihaQVRDZ1fjYXaotSoYCT5a3tm1F1ZChIPtLIuBI5aHqapB0AvaVHoCAj+U7mUbv1scmcI0CPjrStOYjMXBHkl07jIzZH6+OerZTx53N/64s83EYZlcI7iGxectoaHjA/kbYatGUEtI3qS9PvO+meYGXeitwr1aTS1LlHnFlOWZbWpAP4EVAoOT2CirStyfVtdYRE+d2VonPIvz70eAmB1gPprVGnqAh8UrfMh/pcYmQm0b9Oyhp9VobUnRkECubrpHX1tWICZo5E52Cf/ZLoHHJuEcBTjwA77yEX52UgwRlLhSPfKg4iK02EgcfeNNZWZ4eRJfeQvTmgaKqIaciAaeEm3320AG0XFCSbCN+SEG7exJQ1sn8h5EctACYqr8+DyALKuRVVNe34kbZGqejOVpSikbbT2MqgiPT/IFHWLcm8t1pe+vZKS6XDiQUYwisfbT4CltCvVJFyogIBCw5ZBbKIRtomWaKJYKrrjXbWbUZ4rYy07VGxmPUYFoVnWIcANlH5eyV1isYQDigqL1XVpXhbO9SwGf1M9r1mKGRO20IgqkiuHjL3MrAaHbCFoVRJgtRI+CMHExkwss0YS1qAybg4uh/47K+AqYhDTxLY8to4NpdaziUH9Q0Q4wZAE+Amz7f8zry//r3d9QqN9Rs83Utl0w5QH5YEMDMQtEQ6p63IUT680qMZyFBWarPH+V33PHoetXYeqntKW1QT9DknHQOpK1S/s26AXJsyOYfDTUFnLT23F2nbSxvqmVrkyXRzt84PTfcQImKDqR18GtgSEA3PhfDXlhbOGsf5SReKAXLaGgdTg0jbfCw/X/BGe31e1oq4ElAzN0LR8EMRecdDtgHyesnj8DmymYHAukAP/puKfF5QiBag7YJqSJQ+C5oHLnqbAqwGELRG9WauYWcxw4GV8irhahZ3YiDM0Fs0nRNoraFvt9/60RuzpoR+6FvBMZG2tk4f9Bz2zXgLbyTiQ4NZbhQryPi24EsB74CM5Mgj3VjimGB2TrsxQHTOV8iWATzmM8vS7BuYwWfW26ebyFtVrrOi2sDo11Fu45WWTVmgj0Oo9AiIgyP/+H+XWIrOvKZjuQE5rEnkzeWiyZrViE9S70T2OZscLf/sRd07GHxT/koshCKgy0A7hbhL7JXkdx9rC1P+BiWjlXyUnGkZWHHI1jRJgRZCj505MmoykLQ5IaA0mhtvWBJCATxCjZbQluPG/dhk7uk1ypa1RyrVkJaTfAQ3KjZhx5AQ5bXcsBRY2zW4TO7vnVhoPhFy9Ilp6qzha73sgKLPeutfNksJZKb4/MxzSVOUPb7+CX9dkqO7aAhjCIiOz+D1wRB6g79TM8aHvQHQ6/opF7pl5matCAR8NTmIbGi54ARYDdlntB/o2J4j0FaIGUfa0rYWRGlxENmCgiSnZXlxk4YDU4dPVE9cPsTcdhZLNzJwkOkdPIjMfgtSNKft9Gl6XjFmF2ABE2Ha4Uz7XkiCfkI5D6pKCgcQ6pNos3o0TQUANFFzutHYAQqSCm8+WQOVgs4ajPf4bxr1V1vOEgs4fkRlpK3oEOGUztdU66oDu0WXTFgdIm2dCFh9raIuE2IwadpQ8DNnwLjKe3h4t/OV6cMxq/p/YHkphD2IrJ10bGAk+jIAAJscqalb8ybbqXTOdiGemb6u64fSqeXUwGntFJWJnkykLRiJ/A0YUHNgTAkDLM2eFx1py5EHYHb9VY2nWfad0gF6AVeSd8qo3+VWAHI1Vdbq+zO3zZR1TRT1eQd9/ZQFfhuCorxTEHkKOZB9XcS0OYC2unoQWFmWKYFOeqbHg/5Yft7OzrLOFGp7mtq81hVy89WJQBYm5jahKlEK8mnMC80NH9FHeqcmB5HpfmKZvT4vOW0VmWWbysfIGP/ag7vAv7O3fPNg5IG2Q7TnRYfTR7dR5HNA5kC7gFyaxk6IBUVpEWm7oCj5ixvNUFtvNggwM+n7neB+Qnk3B2dfBk1IwU8EqhyhNvDiHmynVKj/dv36PS9hr1HPHcjYO0njYhilwLX7tYOhKP02DFHDJAB+Gn6sMlzOT0jvYWFFK9UQJUBNZTnCdyjS1oDHVXOwt3GfaqgPRKKA6feqYpVAdugGrTh3OIisqt7gb2qcNAZtFTHugCDcRElGntsblwxQvr4I2I/Yb1U8xd4L3eLqrgmlVCStDKsUPokhojkJ9j2pS2E4VnamthWpM/hsGsyLRz3S11QGMLpHpehhw3QKGzOGKDBA+Zut8Wtz+c+L0ST5yRDKda5J9C9fkkmNXOG9y16ip+uAUy2TXLmU7ESnW+sdQDMFoKLvw9dqPIds6ToGHueRZy9tMZ+izgpYcMvYFH00oZ5Jb1uv1FW8S0jVWYcmlze5cW9KcjASaWvsv5IOWjcnabGG/ap1MKAc/DDEmG16EBkEkRk0Fm+WITNxsr7+uDz88v27sOfwOHLjQEwZXWnYeafHLg21kGcAzcOcVzSzA0QpD/M5fmdJC9B2QUGyNnB80tZuIdIL7EATXzC9BUz+NcZXL1ub2i7EGpjS3mG1EAwtfIKeerkIDHvYlW6bRNqqCKa5WoCA+nHRu1e6DCbpqLXprIVeI5GUAf7QzJG5F0qRtoG6U6P+UiONPHvK/6ESoDQRSfMTYVCmJgPAlyFxwLHVuOpDOXNeUgJoKxpGtBuAWY4fq/Or9AixcXXWD5bYjEbaGpHfdNyEZTuNmXCAT0FOsm4D2iZH+8HOOedaKF2BB24zx1RuNz6q1lBjIMnfChZep/y89eUCHea4SvNk7UbynGaqzYcMcX2g8wLaSpI5bSvG8YxksYAdeYzGMAXnfmp/Vjki/HIMrXUK6lALnY9Qea+NtBVVa2TF/b1TXZSz44+Zwvgu9eUQ+rl6Bu0kK8bxoh4xpnX3+ZA/mqaTbq3UKCi8JZzrdI1I46tVpKCzjPr3i350KKe9hqCtAIm09ZXnOVgrSjvlFFWsDUvcPsdSph1gA5OJtJ3OvKMpi3mzYTwwlW1X68SfghM2tINvQQAW6REWVEGxxU2Ag0GoA2DixAcB7hztzrnCgB7BUeH8cajuwDNnAdfCb2hF1K2bRkVPbRUgBgrjSpmaiwWIKnaxAuVFqnujZSBNG1NTW4r8U7wqlBHN5sSAtmXQJZo3tc+ctj7WTGSI+x5jc6pnJXpq0T917Ue+68ttow87jXsi38ylyFj4h18DHr9Rfk49YKNE7hiW4KKIG/onnAdsORO4DzaCNEUW9EB066Z7gGcRmFktKInPQJk8EGlrsEq9Q8ZeK7qu4ZVzND4OKHBc0iPq1uAUtnRVUKdZ14KLs1/MJGY7L4a47CuOnDjz/DICngdgimS1HwaEATBqpLOs/HupykSHCQV5hCDqZOK7EzSnra/z1rVdwO4+qwNtG8jvPijWb04OzymMb3/7s55TfQZX+EB1Hs9p6z/tXEAVIdtvqlH+pP/U+6Lrt96vUt4ZVllbh6GlI2298WnWjgH6pYkzSeSBAKG+A1E6EKMikay+Ef72HFo1n9ePfJtkCCKOnCHHOLMHntIUkzqn7Rys7GRMh9bMKa7ni0jbEi0ibRcUJO3pDfwCwRg4RG2uOz7Y3NbCTQ5fJxF930BNNBF3pC0hpPIfzGk7RG/UKSrTULJcYFqe6jo/osWCJ3X9MERfuTmKbCCXPpJkwHfjR9n521QdhcFenghPcfEjbUOgQTJom+qlJSe5B8RQ4UR2d2mnAc0sui3BmHSiTpqCtj1HwsX6SQO2ABpH2moijqFfz9+JjDHkhTfOHV4kGKPnGUsB+5r2RapiSeZTQUAV0bjNqrUpUNRjjyX0PQMzBkUBtBz7cWh6dZxjIkDGrTV6KbtOOpQ+0yNoII0xa4MoQMLpsk6HVvVHevyKKmNq6iR5ykAibUOUAoYOQPIVEz1WO4pCuZGbpmtJPYjMi7QVmrHa+rWi4IFBKaCZsOlXBADmTBtP/pldUu6s659q3FT+Oxk80lbnbDSNwtkC30fzfrRkyFkWIZttbMYQjre2TXX3nGeDOelh6O8tq214l/0YOhuCjqWj+4Ed97TizVapxmeqniSEjLTlXhzePGxxB+CPGfOtQk8/8Zj15peMs+Hlgu/IGaYR5xvFULjeKYw5Wdu9sSPMPLT/D9r+goI0P8jKguaURPAjIKoPIjMCsGfklgoRo1+p6MVB5G3AB94m0nYm6RGIojONtqmnsIdIqD7IgqJ1C76nePXUOvWqyitT7hcnmqRs7LuYjlYZ/LxOHmhL+7Ju22OpNdS8B5e8GCDyPDWOk14jDGoMzlZVNqiLbuWMRtkJB3hqRh2U4ZDRn9LvbQ/8U2N4ctw5uA/ngnMF2iZGHxqArrJoP++ZcuQ4bkrzCe3Gauqc8+WaOWzL5Ur+EeZ16vW90zSKAIx/fcvjuO7BvbbdCBggCPjUt8zUso+bOaNkBnVYO9uoZ29IGFh7HgxxxcNmcQi5yaHqv2tRAi6nRUykjJqm8y91vdN6H8d4kmNidhakRtrS/JQeYFR3v8jhRtpS8tdNoqf7bfdJprlY3QGHzJBEAVrArptah+2lD7yxEo20DT/vXOxUi+pX0+ZBST5HzxBgjB5EVqPf67WE1ZWN8MDInHKU+kKlxFPv+da/AP73v2lWv98WkHj+g7kJELk5HHI+iVgaZtmPOyDPPWmT+TziJUtgACLveND1ivaDfb9zlR7BjPeITja4U20eOmE+aZEeYUFREgHrlkYu1M2raBR9R4+WVTdVTlsC5PTnCS4r5zZmsop37aEiOW19oKtPitTppEeYhsFkAPpCbbGVbc88UgDKTEoxHPs2LtW7d0Aa4Y2dIbvH7/sKQI9yNfEPlSlFuAXGf2pOW+dglWhBlzeqp5vIO/1DpK5GCm8dOwOAto3bJmB1yEEjBBqfPEuNgy7P1sbob3wQGXW+qBQsYCrSVl8Pg9k00k+OmDjwLf+0AL2jXJd/Y0VBwMgW62CT8ehH2wNkbQrVaUvnpstbrtUV20YZBPYfnZh3KTweZFZ06k4KRBwC9WNt9aC8b8NxPnPSjNcBPIBnpBALyi5m1W1Ni+YlPQIhw43fRxXG3zRIvzYGYcdKL0BUHXCqQUGG2x5/ChvFUXVXoh5IDyJz1uG0SFvX2RHg298J5oFhvVNV39PfR+unBPJTEA5w1lfA7ITq1oT3rFXpEXxVDdrWmrd5Pk3Zo8dq7l3VY1trPM3Wp3agE7FZQ+kRaL8c2dOwbr8pVQ/dsZlyTyl6PMDrrKi0Lqi/FTbJiNt3nU0D0XRwiYHa0Y5EPbTJT+YgsrnRM/xIW/15mrGeU3DgfZfRItJ2QVEqiQ6yBVemR6jzbEYiVPoSSsxNj2DlbQ/1BwGrSBmffEV7KnInxue0Im0ZMc4ESa8xHwtQWh7LYfh1nPJa75vF9taabbWazbpIWxcAbwpoJiolxIh0wBvn1qq6+h33ooOTqVvD6eOxfVR9l4ieEACSAuB3TI+g3scoU9v4Y8o/KcvU/dFHbRQ17vEUukxacnLaQhjnjQHah0qPEHhaRqKcLURZdpRoJb3oAlhGADuTssYYL7ac229a5yjXgMgvDn3i54G//mcx5ixEQ9ZrOZwIKDyj7f2UDDghUCvHp0YOyF5jSszAEDUndDMPtG0rs2SlaeW1TOrzIDIKHFXeW3jvwweY4PLk1zno2IqBtur6838GQ+lhbnsewOXltO1FP/PHfMlRWf2MAuiQ+70PKkPGUwWVjGopnK5ijEsxSNcnXS5aF3mWNuxT52coPQK1+Trv2FP1NAk8EIUcK4xjnBf46gO71Q/zBAJa55B5GxVrWUZ2vIymkR5B8wMM2w4Rt25OW60PzsH7MnpPwO3XJlK9LS1y2pZoAdouKEg2StadnEL9Y0jNaRsStO0nvI4oU1yWa+ttkpfBKKNKVrVhAAQKSsxO8LQ+nKh1g1LBYiQie5ZkomxSDIGB8j/RKosCkAcqxCJhem3Z+x4xIJU+9Gh2Hv50cnk5aso4ayq2oiUZF9ooqnlq7x245yroSFtWXVfv0To9KYxtI7rqDAEnIje1DV13h74KRWqltN80PYIHYggwgMnohLxqIdLR7vp2v76qtpIpUc4FHIFFbD41qa+ujDd2hAgdROaucwy2X4uY3EihiKHFdL0RUNbu5qERySGwraYPjjwFjI+ksajGltMS7b8ZAqU2MkeDt3Ng2DngevmT+T7TSFtmxpDhIfQeG6dHSHkeBl82pB9ERiJtaZtJoK1AYbb5E55pvf73oSNta/tNAG/8XeDCN08HnCnVr2Vcn/qyV0eszsA75XMDVvjj1/4/NVK2lLuGu2nHmkSU0sycDZigjbnv0sxLzWBHJ5+Zkw2dc8UE4CN89o4n8fP/8xZbh+ZxpuThCOZrXLcYEbUly8qydBAaPBWStaUAN6ctm5s5r0ieJm4oPdVgHzTr8Tq/tABtF1RB/uS0k1YuUfGJxQAVbRmgLhPe20IJkEhbc61HcKXqILIoYEQ9pIJ4GAcURIE+dbZLDypk9TPSaCkdQTYfwjeJl6Fy2pL3XigQiU2jX3wjr8ZDmiPDZ4tXBIBZF2RyHDGiXKaan1RgnAU+0VYqjKtG7TShGYxlY6kw8jfOR6M559fdFyWBiW0BMIOwAQAyDgLahtp154COZogwVVFPN3LXJXpQkPKONhmrTSKCSaSxJhpFNt5wEv5i8iPBWy1o25b0PCzXIJ2+9jfBGPxUOvRdCdGzoSB0egRm3wyZW9bZSSPyZruWmWEyh1tehXbclEDBoWRxPQl/tTAHkUXkRFKlqXNPy1YOTmZQ+qF+BABy0an6+2lO25hsL0XaNnS6NaW6fnPk1BTAi1CkLXHQaBnZKb2Xf2/lmPHKmqi7eaNpOozKQL8dzlbWCO0cqeTL6gGtooWpLl1Kj1C487RrXllTzyhtjdf8qDGdx3TimZOd1xazja9lI4IZjvgUoCq6q2bQ/rIOBypf5mRVJ3ZBRU7boTmdi/E6n7QAbRcUJAZGooAs6Zy2DKI6WAkVW+Q7RKwIEEPOU/J6TY9gGqRCVVjjpKodJ6dtgb2Hx/3zZRn0/ioWzNUpKH402k4Ukpe5chqK9IWm95y2sdc+jUXJglsASp5T94stZw9HKivNBXjYEEzut5T3QJV05nig9bbywoAXsWb6jO7SW7l7dAYl85aqgOsx3mbidYikpHUQXmqpbU5bvYuBcTCQSNsYMORFmjINklbx2JOc5qRLKJguioKkINEFhjqIDPDHBCN9v7rpNNxYPA+g6wjjjg0sIxXb9kl8PDp9QkBZk49dkLWe/C8LEVC1A+kxJJtW88AZykX9ej8Fon0yXeCkinweInzNLJ2D8P4Pyd4GDhCn6sT0CAB4qZ8S9RDGPSBcpK1rgua09eef97z+TonB8snWrHvEETcVp0Qp/6fbT5z1sdarfvyJ/yFz9bbq1xnO80ggyNTmsgP02zFtxHHTvhGlDw1vpnPEB9l7jLTV9fDEnLZavqqDyJYyqvPXBBhNmayJToDByFqWEaD2ey2nbeSr1ApnvbbTYA4y/pycttOItJ23yOM5oQVou6BkMvnlmIqUqdiWyuh/PU5wV93WkbYBD16vLblUH9llhdqeQyv4lSvvwOAoZqSPDT4xdJ4ycxCZhtVnb+gCHiyZ6Invl9w6CwMiVQG6PVFpO2VZ4aYH/sSV4JBxHtlmWUcpebo8vl04kBqjMdki0DtQMKvotlI0bIQPDX6R/5OpD4Db2V6bchBZl5y2dqSOc4Ev3Lsj/n48XhiD3DpcFY3SU05bamj6kbaayvmje6JvfRb4/PuC9QrV93ptoOCpJs6YidgJ/Z5EAtF5yCDks5NIWzeXrdutRdS4a99vWsyY/L0M4Xff+w6M5uSMnLnMacsi80DMuP9ImqZpHkSmQR7GnXFdpOrD2llAZXNq1LLIieMVTvvle4nuBqTV34YCDmD3dwqiTgMY9HQjBkfv0NHR3bpCva9TnwecelFAZ6qyn+bjUKLZNu+NGZVWjBlZQ0JS6vQzARvk0wqzFd749EHbHnPamnpSQVvVdpEDLDNRqYLyPGsg0COHmwhvTnoEu1APytd0Im3t8/s5bWeZSqhEkbVgKtxRJ96CHJq9NrqguaTwNlK9iDKsZ2Nkk+pccRyRpNqdIm1lfdwIOEBPbtbnJK+IiBsXnjLhE8+gI23XJgXpxwGV4dBP1GAZ2kNJFCmt/M7XQWQJoq53g6UMBOvtrdPb+OZF2kbadTA3fx7RSFvBvd+bAl2pc5QFP9qYI1at4PSp4ImQLOxaZypvuhyNQgqXS9smGKBO494z+tWlWmoaaStIP4hcziEG3LVtv2qy4rn14TJ6K7xGK+ONNeMtMjaiI8aJhFNrWqP+T5hz3/rfwLZvesam4ivguHGemUnetXOyfaRtWf6RJuBmj7XpEQLSpaKJLnPcuqw0GHr1vTtQiADQNwdkcrPOS3oE2PdlPgVB74b8XvV+4LP/rgf29DzRFzRoG8pp21AepzoeGXMjbVPnkgExW8hzIYy+I0rTz5MdpUjbBifWt6EU0HZaOW19h7YG2mEd/N0wW9JGpaOFBR9XAOiUnmEAmqpOT52ofoQiOEShQVtP/6ihouszBNMjEF2061Z+ms86OT0CoCNtdVSqm+t/xuMoFmFasTYwG/nlfB6OqEyYTn/RbtGjePZznjofyg4/MTf6x/cnLUDbBUVJiLAxKRjDz2dX4yfu+bcV9wJcnkSG0gTvohSqKCvOrGFVKO9Yv4GSZeVcp0dYyyv4L0VDEE/wDITxVA8iU8/IALOlfb5Ee5UnfgDPXsC+MzltoY2CKfaQbzhEFKnymLHlrHHuz+kUQ1QpRQ3nf+VbiUVN9ZweQf7pw5htboADqI7yaFczHNnU5zgc0uhX40f4h2uR/90f5HxzA5bLfXj/joP4uT+7Wd3TT6StTCEU+E1YR54z11JPCk+JCOYjW8bPaesA5l7qGC2fmJfTtu36EVn3ZKRtuiwog/J9yGqm8CoNGDPsPLAif9HbMSmYNENjypiSdRGL0yTqzDNpc/x1ATWAVYC23gxsv7MfFjULdY6RVP4a9b8xw82V5LlEwdRSeoS6e3OSOgzuKynJDl2nKp8KFDWmhGdmpQ/Dka/vaZ1dO/j6WA/pwWYN54ANmpntPPdbF7PIT21y1xL/MLPOR9OrtY4U/YG16NYKAN63+TpHaxKdLznStnDGL6mlIy89knK0A8TuqRlPTrDE0NvlpxWZTPL3F147c3EYmXMQXqgfZoNlLEjSArRdUJCkuhBWGvR85cVaYh0taO93gL9/b/m6apxzq1a5bfSk6FQtJEWNN45EKzDRJddkCsWMiGkKVWG1KR0tNQd5AHX7DJBGTB0vA207pcCsAKYYKeW1EegDrQg70W2C/upWUyBSWKRsd28Gpgp/LMGetrpW1ERM9PwuxVTyOIUabgYmtDL0uhhiIWdH6gFZrUiDGGqjpDECgNVJju3LR/2GHKAjFuN+w3f24OiaAjMb90W9bC/oQVrCSgSzjXnrzcCf/HDDdqtYiudrdLZPB52TJFcwOgz7SueJzhNND5Nxie72KYHynXPakrOQ9athzDk0Spezhtzsom6FID0wo4O9yiSA9ZvJ99AaKyLXp0Ckzxhg0yM5gEvpQ12l5TqqyvmRtqlrv4qac0CEVGekECbtSnk98EF1y6f8O9D23DpHUynH7MDjpdSe36aWfV34ILIjqI/E67ZOmg7ND0ACmKIcpGNG2ClFfrU4f/28svaiqC1bvrnA1d/aiX/9V7eiLM+E6+zQ77xtCihjYI8a8CmMLqb7pHBA3FkPJIHVSYE/+OKD+quiCsdtUG0Y8jlED3pFckvyr7M0sDQ7dWgy48914IkuNkZzJoYH6b9LaQHaLihKcoEWzgV3y32cmJp0pTqANIH42A3AE7cGeRJg4MwXInR96lOgBEDrynaEA47JU7KnETkQ7tOppkcgZAzuWS9AipJ4GQhMdaaQ7qsY1t53w07etmogs2xve4aWkBFVwcMomkQP1ZZ1ASQnaIjMpdu2Lsfr6hPYCEQcT72uOoNWOYca1Wp4aR797PCi841V8Ve6rWV7ZgzriCgF6gmOP//6w7j0d77ktePxYqaee32SVwAbLaksTey7d0EVADvvaVBzCnAUGGc/9WdAtgQmcpVPFrAAsl6vYNJIOJG2rfskPrZofs+og9j8jcmN9u9KZ15nYMoZxBwuZNqKELgzfdK7fOZkOZUkBHDyBfZ7MNJWdD9NvQNRfVVUyd5k51hieSHw8J7D8PWiQs25+nYM1Ey+I+h4Ld+bE73Pd9j4skPrCO0iQtOpDrQlOuRUMAE7r7/24O6SfNEHkXVig+pfdbqX991uB5/1hJ8hcELnqxAq77maAsq5IO0roF6vFORTi2cSAl+4d2c4f36s3bbziKZHSAF+zTkRrr4vp9Tsd4loemL/ivlsMduqd1F92HnvRCNtByUahEJsHRMPM/t3JSn2bqZg14eCQRYEYAHaLihCVTltUxc9Fs1rmjDh9fZO/04lLDLJIASAXA1j214fFEfVLHBUBRiFFtsBBF2N8JxObj4N3OhTTKXA7T0PaEvSBm8S9Q34MxdIKwQgc9pOI1rBX/jiAApjscj1YGk4oFCTlAcp3lMPbKZ30Jy2K+Mi0q5+7h7f5ay8viZ6g7l/ywXJXG/w3CXAtS05yHoP9flE6ixyQEfZqmYLAHsOroTvU4q4Lh4a3+OisJD3INH2tH8Kxy0hUoEcc3+Cx4eW0YbIyc8CTjgXyHOzZvrKsdC8MmtQCBol3JQqDh6UwDXRKUg5nW3WSJmY47NThLgd/kKNEx0V6aTRMIbcPBhTYkBgrSkrBZAtyY96dkW3U86WX6mNBA4iqzqcrJKqy+dFgfd/6m4cWPX0wNRmNKjojD09FutAW5IzWyDsyvPlg24n5aDQNpTiqB062jfS3tv/7BbsPLQGqi9VH1qb2gRNj9BsDhjZNwdgG6WksyF6bE3+CcsUUcR3aVTX2m4927RuSTXtp0colGPKd1i1jLTVxAJ1BsspXVdH2mqdyFnbZzyOhMAos+/J5NutdWaEMYjhaGA93+hU6qvf8lxElyqu/FQ55NDYqdBc9MX80QK0XVANidK3ingFp6TZqFGKtO0geIWsmTMGDeEUkJEc3ABPfShc5To2rZNAcqXQ0pEl2ijU+QsHF0DhZzZXh1T+tHJgPNBiPnLzlCjmEScKRJ9KgVmghXeJBRftTnTtfwTu+mS5fT/SNtAiA4KR66GZLoEWT+ltEtWa3McEtHXydGljlJXyQdlCQh4G0Wt6BNbTy0oA3ELlE0BRA7g15aULqOLMfX0tJT1Cy85k+oAdZVyT6nhI5qicrjqelClnn9++BDda8pYq64g86CVXW0qkrZ/TlmUACkzESEEU5KBMsztE9qWeX+0jbePOE9vX1vCu2orc+fCYEHcCMAeR2YXS5ZLK0BkCKE7L8wLaAsa5LgSLy/YZHVwihB5XCrSl0aWmUMXhZJWVV5fXc9w9DAjprlo97sh23V0HVtKAPFGYSP4y5uHr4oVbaPCDyFLSI0wjksuNoC9HQLvgSstGbBstdv7Mfqda+cSF4C6rwZona5giGY0oHUTOelEnY4R9lnY9KrB+nd4xEHgvTk7bjoEyzkFkFdw6Udzlcu45ZLMH/zNyQNvLf/dL2LG8gkrd078+DRta7woZ+lwGRb4Nw9kc7KahO/ACs2Vq6REWFKQFaLugIOmF0SFhf60loSNYQmXbT0hrfANMeTK1gtra6I60FGu99jAQJ9JWHriSpGx3oYq6pyf+WFlxmbHwtbBBAlg4SK5AP9JW1CuYbeiha4E7/zrYvv3oGvtffWA3VsYSYA8qC944F+SfUybZ0NNCoe7Z3d+dSFsCdsvPsbr6Nnh6emdNeSrNpwgfVNFKbcMArn1HNiXU1RgkIf1Q5ABjzrgQsFtay/fZkuZszEoDr6nCHl4PaVSvq+gK754BQFtnDLgAMStyjJWjkxVjx7GnpRWDjYbptHZFZKo9iEy1wRhp25bXqYWiAEbrOS7XcsbUgamKVw4BHeUri1FQa/aGxMwNOoeskUvHUKnMjHPw6vzNVm+j8yZ0rYpqdD+npJatlBLlswcqHlhZw7e3L2P7gdWEe4Und1yu5B8vClCvL4MfRBZ5duHLxKFBW7c9V8MBOATWYdy9DbpDpiKlVAkDTFmnpkEeUNZ6LfjYq4E7r2zHg3bsqbUgjN2lrKEdnG9CYP1IAXql9AiF0oG9elvntNW7q1LnIlmfyPajYs52iYy4+452HlhpDsROI/ho0HZcOegA60annfW7Uu1z7smoFjZGaxb89WBBmhag7YKCZLYM+hFJYChMnpyqGgQY42HFucfYaAABAABJREFUo4tSKJSBzpmReBM1jHkUJG7TTtXD1bThLeDDHkSmG5lhTlutLNBI23nc3lUVmWm/9NmgjPKj+p0AAEaifvqkiIFmfnYX28efOmIuM0a3Q3vAMuE1eEp4auSXViJTxgRNj0Aei4I4eXTbNlVW+yAxwwMCiKIEVCq5nWRfn8+WCuC3Ij325LO++JwT1GWGLPj4ojSWioDSKSN4aoCFKEsR0Db2OoQgB4GhPJ+SKQV49mVABprzkhV5adxoeTDp6yCywHhggNMHfr5Wn6dSdEcfTkHGTB457UwrH0QG2yFzsJbJ5WNOIm2FAPiS/R7LaTuzXTduH1WmR0gdR0Hgt0xGlniPnhwx7qdHUO3mIuF+kaNgGqiGW74UcCDcdiJpyTpTXaADBamnMb5LuaqVXkL65W/XfQDY+2C3Nsy6XQHABeaHCdacNYATsP9a0xO3NW2c/FUOPT2ulTy2OW1RI599e6xpvwqsH6m5URqfvoyjDr8OlOpA0RG5Dkirh9/QIGQ6ce7q5CtjmeYqbrv6NECwi9/ilHLaWnEoyFXMcK0kZAIkwnJ4LpxJ38e0AG0XFKXYybOp8j9+cHRKBWEl78v37wIgc9oKpYTnJD1C/0SFqjoMpK4dIuxc03IIQVddZ6s8l41ZUCCKAuQYxFwdRGZz2tbw0ndEEDWMzCVXwet2OrHfXsCz72yNdhWkDSMboU63Q0NfDW25gspVTBfzRkZWwhwVvpwh/WWMGYZcINxuBVjUiozXdwZjmSpQ8kMcqG5LfUd+p0aSNatU/lGRtjq33s++7Bz1Kw+Dtp7HnkXGn3O9pzlJc2k7NQo3PUJrOZnsKKEyQN5nQdsxlU6kGENBI23bgsoxQBvqMDbzDHYMmohb4oQtEJHNbd+VEPaRTPf70dtazk3B6VpDml05nGcki3wiOW0BRNZPEY5CmxJJuEeNoqrx0zjStv4gMlm6baSiII5wwAl/qLtfCBOVWB62Pqiu06fo8rM6iGy2oK2Z66pdE594aHe3dpxc9E3mAGu/LvRER9cmODL2dco4yFZLRcPIZX9uOkNangthhndK/2rAt02/CoHMKBje/ULLOO/8gU4pp9AgwEEZ2mqtmsuctgHKC4E4SODqT/LCwPOB6kpDyR/fCeI/zlw4h/X4c50Gxpqd1s6ZeQCw55AGcqsu6HuBhLESyLXSlqIwSeCug+IR8cxvX5aHzTAq3HR+wz7zwVRUZLG4SBmqdDqJvAf2ElIW1PdiKou2WuyEVehklLXNJTkrMsMoZQEY5AAMP4Ks/KnPthwqawTOtUwdIM9YXS4lD8z1FYtkI0ukKde6HdKcJhtpCywfrTACZrwltzdqdKq5dig1eO4+oggZ3Jc0dE5bBTQwL0UCD01xYpybR5U/OMWce3sFbWFbM/UWJWnd6J3VRa3ZFl1DBDCKuL6TizFMvmYhDMbNOZCr+osuB5FVyAYnPQLlufwUkaibbmQTIag3xZgxFJke09QQn2F0q13F1QuaF9mm0iNkLHKglx5/s+g7ApwyJsLzpulBZAFHbKQgQjuskl+bkVsaolLPkhppq2BHAbiHavn8e04t8NEwY6u234ic4qP2W8tT6dCusjOLkO4z1uUwKSp7WVb5TL6ebIMe2jfflf7ihkexla0COM1ci8npJMrXGt4g7B/9PqBsPzCIQts46peqcavXNlO+i74TCGYK2Q6tZZ6qh8tdMfX8xHLahub97CjIQoXuSf2qqvAAXJUYmopT1GiCNNKW6Sec8bsSZPzNjokZtj3ftIi0XVCUovmwEgAwowoKcp/5sYmB6i5aTNUsASftmWfmT39JsuOGcSXwJoSXC0ZGFPWWtiFGCdEXw7ZN0DUhMGN9s0RJzoOBvJy0RpPT1uTp6r05r2VqmLiKJTNIFYPMNkKBWDKPyPWi9GIbGOUmIqHZQzszhxji9zx5ENFR1isAL3qMekk1+j1yZG5AJgli9qUjA7ryHp6tmr9y0y1z2jrRj9qAk9d5hTbj2i/l5+UUAO4NYGLeZzufCqJ6NT+NV9dTldOW/uZGq1AgguUTsjZpw1gaxepw7prc0VVsVkGuek7pw0S9/GnmrwafIut6x1RL0mGllzAO5rTBbKFZRdp7ZCJt5yE9AoRJjxBMK6FpKltOyyQgx40QKllT0JHe9iCyOn1Lte09e1Jufc0PSVvAtAs8RUehkfwiIlucnTJEdxssp63lLX5dA5z0TIgBaO0wcP9VwKFdcA9ftWPEpNIoJu3bcdIjVMmPuPyfZdDDpBBYHftjoYOu0Pq+AgCJHgfIQaTu9WrqYIM549OTv0J4wGnHaE0TjJSqK+uxJUBz/RdqTVOVtuOlL4o+R8VaNnWguU99OI0K6tfRTr6Zqxlk/BFHk/F5TkMX8p2JCzK0AG0XFKRQ1KqdtGnDxslrGopuqCTtFg0rb5wxFF7+La5R4j4EbqAOu12DRcvIgjQ9wsBqV4VhLPQWq8jv/ZNcgKW4nR/R4gMEZaLKVp/9JFdkOky0IsWm8T5KUXZu1BsnOihjzDnky1FcnC0y2hAl/Dcx9JK82O7vTqStGc8Mmzeuq5iDPQMbfXnfu0QsGj6CFRuAohmfHSMLQspVyjO2fTeMASJXB1fZlgWLKDPeNljGmMIx4mOscV9UpACw2/tB5pO3JrSNCk86iMyrVynihT5yi4IjQh9EJiNNdaStHFIdxm1oLWVAIXwAy0ge70ooD3FL5we53xj+TAPTrCyXNfAyB9sWzVo+yI6QFiSEyYHKISr4mhHgTcev/BQq5JRNr7tafgmj9zHvev29pn7GjWwRRZEOUIncnDtR3nnhPS8d3wDSDz9qSjXzlcrpoYHjlQPy7+pB8tq1vuDyJ/IOoK2ZEygBIHVk39oczHNCnXhqPMdc/VOoUEQD14rc8tJAhwk5bRPuIg4YAqwJ2r6+pgH/jgeRtclpS+SNk4ptHiJtQ3pS5VrmpUdQ1wYj3V9DR9oSm1AI7wnZ7Hen2jFdsZ4PPp4823VBhuYHWVnQnFIIDFR/ayYu5yTrUCcvqyUt0jhjEMwN3+eMBYR8/1T9JCKo+MrHH3jBIVTqhUGFrF7spJDXOW2Hb7eeSpEUVTRQTls6T4RWrKbWL26UHW2XG/UX1ZG2hOx8JttKG4EIic9OFmwdO/DqC57mmH5P27whotSKft+l6DPStmnbNOen+hvbTgZEA6vCNxDlrPWzUUXXq7fuvlZkwiLlN2avc7/OT/4L4OB2byzFjTbGWgI4SWsOUbWEb4w07LsKR125bOFuc2PWsQYATEx0jI7DDmcq5xy8E46bUkQ2GNPEkc+E7VKfRuR3hzkpbTSm5Iscx3oMmdaM4TtbA8Jsj1ffZr2uAgAFbTMUEUeZlsWziAzWjiz5zRz+2SnSNlVGBMAcIH0dMTLOOt0Z3MP7qu4V5MBO97fQ+4Fth2cIzrOuFHAAl8gAxxwmzH8I0tGza4fIkzICfJG1oEtfUNCsBgjyh4TeNSg6Cd9uFAos6KQHdUkX4Oim5j8AiekR0HFUC3LgWWgXWiglXpfn1WtOI7kk79O7j7Qj0v4+S4q0X+UQLjm3h173iMwdrB29jmvdSpj3pYNn5ob8NDXaeTINXWgRaRulBWi7oCAxIBphk2aTi7ijpEnOw8g2Kc5BQFsr9PoTKGXlXC/VNtohYkQSD6k5cGUw+VOtXE4l0pYKWKP06rZnrSw0GBeDeFhd1VeUh9WA5FsCrvFs7QkGzv3Ieqq42B8KsPIWTZYlGlmJAK8Bclw+OdOnZ9e8z8ZAcir1UV/DAaDKTQqBvYdWG92TxEtj4yBGgUiTyqZb9qUBHVXUDasYD089DOy+H3R9sDlt/WpNZtPmfdFY0S4cfh1+mrRd2Yd0nFHHDQcTOWweW7KFl0Sa0WzB7/3EnVjL24yPKsAucBCZ73hk1ulLAV74n9uQ6hcG1xa0h6DpwUL1j9mvZTZ6ava8AAAyutspYOxqWTwjkFk7JH6M34iX7f97clV/TAATnQoTwTzh7cpKu4sUdNMjCEF0ydq2CxNpCz+Sy39eB9hBMOCgV4qxbg5EQ3ouz9Y8qLrHR6xD3UYZyK8mfVUX0JamR5iV46Ib+U8/XZ2+PDf1ukRtUynKU9ZgBZTRutuQ8y5VPY6zo6FM8Umv2TxxzEQibU0qNlPnbCnMQhpAujLOMTiIZyJth97JQnQ/Yb/N3jWsSY/pcD+UdLEFTZUWoO2CouQv0CbaIzFHmTSDVR3O4tNgwpcibSVfMj3CkvubNmb6ECgVdVjMNuY9pF5XoYDe6jrb0iQv8NSRtWjd9JCZ4UitPDrS1oBm87EEGYr0wdG1CR7ZeziwBbdzg/DTIwgFZMwkPYIHznGjzwmV1zHu8TYfQ9uVUkEEzU9SlJIC2gh8lHFG1GIN6CTMwR5IxE6vb1xR0zpk+T+49iG86Le/GO+/Ls/axbsf9IinjIUuuUgLh2emIm+ic4rZX2Kl3EPMmr6jcP8xMo59YNaJmKNGQl+gLQVn6Hrt5YtkTtSvBWydwGkwrI5bbhNmPNqdheYPfhFtjNuIwShY1WEc6XXcpIJiXCWNsHqGY8jN0lCh72lectqKwuS0rSg0e5BZAMezQzhuskd9D4H/DRxdfh2RctKxFAJtG6yVBnQh86SubRKhFs+XbZ/75/7nN/DkAeUQ5M1zzidRXT/TdWRogFPXnY8dfYLaDiZHc6euEFb2Vuk9gXdkk//MFziSlFM5fnfD4t5c0/i6939arTTPczM27E0EXvN5o+uDjk5s7Xgg9lNKX3vzRevxxVxFK0bAvwqAlF59dO8R7DuyFi3bHw0MclNHA3SkLW2+bxu0BZnDV8PjKhX/WdAwtOj9BQXJyA4HsFHbzcz3ivupsi4rsj82EUpF6CAyKVqfOvMN2P7iXzO/8dSIyiSKG9GW/ZgS5kbaigEVsDu27se2fUeDdet3NXiOHLn6qkdUzz1HHl77DsK8PLLnMA6uTDCRKEJ/DZuIUVtnUcAxYoftHk9p8w8iY4zMZ5LTVrg8+jltS2M5OTpHVCppDjmgHDN/qf4eN2DVc/fWuU0N+yZ11hWT5R7de7i2vsZyxij1PYBAoZxu1Y23bEcpkuTADQ2wVYG25Y9uWQe27Asw8IBPatTl9CCyplHKSeOxCrS1EWA6PYIsa+vjpM+EE3fbgCqiQuVVKwukquG9E+bpGtG53oo5i4vBpoYxLTIAIH01J0Cp0GvtHKyrMDqe/hyR7TMCvD2sh/5CPrY9iKymvAiPzGTnvZm3yukjpJunSDHZRO6VE+XPQgBrR4Cd96IAw66Da/J63/lkt98FTMgOkeihQ0RONcz/2pj0rqCNx7uvgtgprOpgvVSiTvMaHckfEXpHSKdI344UTI/QOGc+vblpn7r6p2DajyF1FqGuF9r7lthXTn75ZFbI7piQbuzIvrjtmNqWdRQm1EEPG2MhPR7Nn3cAitrmUd5c+2VlUkznOaaZ0xYw2pUd27MGbbUOFJNZ0+CR6hYLorQAbRcUpXI+rMj1CNkcs8ITtg0mfEBIC8i8PUW2Dgef/kpzvaVpWd1uCLQFqgVKafvMcLl2c2eFJiwYY3iaizYzr9YAbDNWFkzrFR5MrvKXFZ5voR9iTp3G5TCNfqFKG1BSAv1IWw1cHNVbkTwehYACeYkRrqOqe9vWHf89IzmrDUAZjDoV6VvLUmlmHnABJHm2JWiblPPQp162g1HgsaauNiCOUSSZa0BBKbrMj5YN88agDE+vfW4mA3p7z45qK8x/YCJXh3CRkhXrTYlSyjqRtq4MYCqnbT7aiP0nv8i/UW2Lc66075OKdy3lrY4g5EGgxL7niKHQ6V2R9AiaV+IUNvXPQU5bwFvL5oH8SK4QsF0B3A9Pvg6kLwd2faWOo+TIXB3g4L6ryt0hzu1uegRAgDHi/q2Jsre55732KP/3/K2umYytnkHbz/4KcOeVqO3n0kFkU0iP8GP/zTjUTQSpjrQN7gBo2g5NjxCZGxGKrVOzpk5rQds1P3RAnHpfyTvWHFnVQh4Jm3s0eKgx83RioH1eZs1rsl5NbWz7bE6k7awdjtEo8ya658Bw1VR21ZRtKiMiNIIxL1Pec+A558MMLZfmKkp8vmhUX2RB348UW9ac02vrbHMWUTwaATzhslKpse0AKtKWGMdDUfVhUsJV0ATSFO2WVNTUOZWctiWvmIbq50Xohk4htaSjysonLffVuiWTZyoQhTs4ecCjPohMYpzMPXDI6Qv7Q2EiqoVbNhVsSlbSyu+LcyDXejFYTRRK3w6cGQEPOgLQm1+hcp3kTFfZxGKRXQHiow7tMRWFxW0ENuR4iGO2zPlYOqxtz4NgoNu8G/KWAKI5YLoQbiRc4/QICUCTrqeYuO+GMbBC5rS957X/Cys5IO66walXA5ndSa+T5Wcy+TnNljsWHtaq30qpa5LBsxhrQtbOpKmko5K4WisYYwrvIsDLTK0psl7MU37MUvqdQB/NNLVEYCA746htpG2N3kWBF3o91eCl0Xbqu81pCwswBO/NUSh5VgqMJGm7aN/oXPGDHERWTBLmK9UnBo60FQWw6URg04kQY92O25eczrf2Ddn3Vzlny+9R74KaP9A2UdeL3N36PmF1eJ0OyQmMaaC7t4q0JbULMJkCjl5lZN70dRBZE0BTR4mTSNtCrWnzSvI1VswL4dmQgz+K7usuYzyFzOkJMj2C89NUEuelUeW6PQUu53jszpIWkbYLqiE7OU30pjkMqJo4FUBUCDZZMGMed1ZWqFivAq9sROtt9rXs83J6hKFEnAFtgxHJwwLGtiFtAKjFTggaqjRcuw2o6vGdqORe+0kqUS7WME0A0GvDA1cZiTDmzAVBpe+jPLaK0PhvkgevgQHvFzOGjOJPVCm15CCWPqh/uZJaoxxDZjpFFBkFQaHx2Op88AI1MPSlGoW31RZcbRzJ53MjbdXP0T7V4K7sH8eReHAH8Kl/hVF+VMlq0YK38Dth8J1F+t376REINQErUiJtC/8ADwn9CDAU2RLAMxKVJ4wxSiHw1ofPGCdNmfy+KbehwdqENlqSlsQ2nzczYI3khhiU85BrDpqF+eCFAtpHxIaIbJrmeuc3rda30vwMgP/Jcz61fEFGUgsShQKC9PcmOjPJaRttXwDZOlPGBAWyAXLapjillKwwB+0NCZoUudu3IGCk0dt7So+gqcbRMss0CFOjxs/ojxmb6dcFvrTtUVU/dWo3ZEPfz+ia5PHGGJCPgRs+SnLadkmPoKLsU/QBPV/UGmaWfsexM/vxFeWgIvq+rBEMbMcODRR6z+rktGVE75qlPDDRcF6krbaTZ53f//ucFqDtgoIkt7e7C6EQHhBYdb/yMnswUOBzjMJKHs1pWwZ1CKNdKaDMO7XGPLvaUCWe2CGjXYvCtjM7osCN2kDP+KBgdTJn+jVWLDTuCfQ9chyIppXeb27AkUHXvpIS4hpD2qkilOJAo7YdtpzrzBv7eryngE0iPm/8cppjwj5njPDInIOMStQraCvU+OmjqoaVKHli+6HaOHHA9vrKVZUdjGSj4PHytRh1iRTU85jZw7IYGATjxglRvoe5j0p/y8cAAC7IQVtN31FE0dcRwOabEOqfm97BfacJbacATbFIW56Rk9H1mu6tT8xPNVGRL7iOIu/a9A1Jj2CiygNwFz2I7G9v3YY/uu4hl+eWxJjeZaDGlG8mmvQS8xH1oSOC58EI1/L89zb/Gm4Rz0EwQkmI/vOkNuDPHMQK0mOhSNvU/kwFeYXWhJh/ObEtrVMp3YSse7X80py2pWKkM7KRqpuM+iEOIhM56bc4QPPE8irO+/dXoWCjgSNtcxVR7LMjzAXex3h18vSG5GB1P6ePlelRp91ojaPZ9V9pdZYsSOqUGQJs2/oN4FufJTxohcM9aNpc2/MgcPcngTV1/kDbFB9OlH6ate3crkdOcGfKnFGjgIFpOCt9+2YYouLQ5LRFzxhGa1JtR9aCqbA2r+N1DmgB2i4oSsGT4oPXQ/fSdVQgrChXVSDLfPzGh/GaD301ULcFnDTZHLp9UAUwIvwPHpUOIkN/oI9H8Zy26vI0tnZShUZHecxRAnxDsVQbiYBYO/IjbXuuPqF9+9EV9xqs1pG2TnqEyBYhaeB5AHiT6JxUL21ACc+YHc9C8RKui4LVfXX4DICS8QpwaCfcuEcE+YjhlZXkRMh3ebaGkbZtIns90MIfquRPmD/yyTGGFd+Zglikfdi0LxqsOapuJ9KW9l0jsKIKuKGgrQcQF3n4TvLc9BYJ7rYFbeN80pQHwitlIWxWKvu3t27FjuWjJZ6bkq7byD7GwZlOj6AL6ain2Ua3upD+vETaSvmxMzsd1cbubPjVTomSNHJ2fXXdylzRfgBMKlLlCx13xKkWBJ5L9wpnnXQcEdQ5pIIqBAAjdYYA2Isc/ggOMI1Dq9KBtlaIQd6HbaqArwv5Og1n1rHVoSH7/htGpzGl68x6mpecDsL3eg7bumrUXLGHNZG1I8XhSQIYkoMzvvQfga99yNRt5lRI76SBC7k61K+P9AipkbZ6JjO46RH07zNPpxOzlat483YqDQ6mEp1wShOvHFczB85h/exebnFhBxSmbgstyNAip+2CguQEl3iSxSqEVYskSY9g/7P11ZEq86X7duGJ/estX6p9zwwFoLY59iVQAhEVdhu9BjtigJHriTURF0MYBkaZj8HVGjydwqJNIm0Bln7oxsBkI97CvOh+659fOW9ojTqiazq5bD2NwFOQaN42zv1IWzqa/OvMGd/JkZMU3K+gcV6gmJSVVQos08i7YDs9Rtqa/GU9Re0m09c+BDx4NTBab3PaRsEjAsA2pU7KMDEwzKWU9AhtQUAbuaSflAEQpShJeg8BbUs7SOTfTIzJDf3MTTdSVFctx3Xu+MtbKuopkbYiRznSNjdSGiiDAwzMyaHcaU2NGEAmPQLd+uo7HpkykOHKIxaRTc1IAfRg4AzIjWzSsChTjlY/vcQc0NzktJVzv9rp6Vul0yTHPRMpYs8eaFJnfaStbtt3tyU6rJxcyhKJYRDEwVPtsNGRtuW5S9YylSJAgCHXpmDfB5HptqrWUPX7uiWZrmEsGDYMeRBZYUHbUvymenbex1pPq0jejaSKTyPYogVNNacttcGEfVMMCOhB9Y4h/XNyTtulY4CVA+7NgMqJ78kBemigBm3bRoubSNvUdVe9E7WeaRCb7kqbBxLCl4VAM4fewM9BcY4hQVuyHtKctmweAFsAZsxFdDeZJ30Kcmlu+mO+aAHaLihKcZ94TQFFDlgmPOUosfX4ieAoRf+wIQRuMNoQcfAkAGINeSBXbnb3VT3z0JEuGrhhwO77sVSsyi6Yg4ggCkzESI+xAome7eTGleHmgKFQgJMXOTMElUBS933oHLFCOVgoM4UAsoDjopwfEA1AhDSA97r7d+GLu76F05/3Kuc65wyiIAqPrjNI/Torek+dkUIHt6sPFKYKj2MhqPmZyieZt13naRMFq1N6hACIp14Njz23MqYYCzhwCpkWgYvcXm3bF6WwiQCAZZxszCul+WmQZqQy2o5E2nJ6yBpToA7zxoys15h5vSxZ2nkSBm1zAmAJxowDkvqKC7IbILretmJNykbGgIwrQ5fRg8i8+uciWsnyOXteUF5fQiCDBgdnoge46REcnsznhpG2gTUxTEVQGiVH8ovCbOHXg1HuBEjQcYVQeT7lXYa+8H8DO+6y9RvgEhA6x+tgqSwq+k1YGSBp6IPIAukRjDzVUFJTMD/YEHEyNltjdaTtLPXn0BLQrTtajCtv/dCakOybvDtPlW3HAheo/kIALk0q5VKn9AjaEZ4sl9R/jOS0Nf7QOQieiY3jil1X4diEge3YwQFu2YZ5R0KAHqjLudmbOzAfFSTImA4GrU1jPM2Xs2qeaJEeYUFBcpwpJUGZItjcBcRZ3FKVVgDc2/erI3RKuQmB4LX2FDI0QSKUKvqgdBCZfuT+BZEwRke8btGPBV7FBEqA4BxFCtiorjAvfKictqZ1SwbAHUT5qPOiuApSRoJROXMjbanC+uT+I1jNpRFakPhc02Zq5CSNgK2gcV7g/h0HS9cpj1KtqQAvEtppRH3NoZStfK3algZ9O9CxAwjkRIXoa3XpEbqcUG7BCK3scsZqZJyNbC+tEQocyJgs9e0dB5v3RYWz0LxtbbQXOSA850dTEDspup2AwMxti3nGrgGQhV3ZSgeRtZFXFXwa/cJEBfnxs8yxNX2Qvo9s6dpEY4ypNEMMG0fc7Rcnp+0sARQqdWfvDJXkOykifM0YNIjPSnqp/+hSmR7B34afuI5QQJxxCO1USlnXSM5sQefKY9cDq2Rd1c4sENB2iEhbiOp1T4NbGkRm7rbc3skDrOVf7vBp8n53Gbd1OW3rIkMdDmdD5fHaYS43llne+qFNSObyYYJoEvmSDo2Esl6efmHgEiLnKMBV+OkROr67ps50JTPsAW3GIzEX64UIib7G6REGpDZgeSsiupXwkYRh0ig2I72ul9+N3TU8MJOlgKMFaVqAtgtqRKHDFWJk0hXQ7VHJoK1QdYTLMhVBQX/lfQr1QESFBtxqcyjRhUgp76LpApxIRR0v5qeBPZSMAZMVc0VHcc6DsmApNpaUksMGivBQzT79+I3mfdlArh77p1SXZ1R7yojdaCm9vUWJFXnhH+/diYf3HLFX/LHcJPIrYR5Y54hbLuNW9sgI4UBdVM6QZ+hGLYDWXol5+kuYDyubE/kMAa59UN2Y5qMWSrFjsTkGlYFx6VoRcUCUIijNfNc5DEUL3sIOKh21aZsTgJD5ZCewp5c7cjJ5HtU4SnQ9+dg1PhkHK9SW/xIgqlySzpZ3vXx0ANnDITMqT61Nj6AZcg4bJZyFAZ+2fKkkR0wC9jqn7Wlb1uPZp24meRPVNvU5yGlrokbnJT1CSqStAV5m2XeefPMjbRuByh5YU1EseBAZE2l94UTtkxUxRVarSHpZTay8fC8G5tEyYpCDyCJyuXRNA80dnIgpVOQwqSGcSHo5ywCAm4Q2XUBbugZVzAEnuEVdMlXMk/6sZdCUZI+gsoOuS8qeUqGkZn9GZV8JspagxRi3cy+YOszJabsq/7ZOj6DzWSfKeU9+Fdb0JLzNer2I9XfVewu5TIaeD6zhetCQTNCJBtZhfXNUFZ/lvNfrurfrwgYcTYWJ4UH671JapEdYUJgYVThdYyoFtGUQ4E5UgA+mpFG5tDW2aPQUoEDi3gDKGiO6yohzohWoQjoAaBs5iEy2TACOIRcBLeTHR80lbWaY32ckgIWQxk7hH54VoMo8qe1ah85f++xTN+OEY5ZUV3EVIT0FzzGlEthqgQCZL9b+RoEkBqEUQRlt4OTlS4r683hIKuf8Ubcys+2zAItsQPXa6S09Qs9zKKUukseWUc2uwvBtl4qlb0Cqpq5O8sgODAvWyvyjjn/PqZ+Atj6QYtIj0HHSkLektDzaeRlIj+A4+VLTjNSsJwaUnsAF1jj01m0BgdAJ0wxuWqL2OxCUbIjcS0HbwhvXwpQhuTk1f44Po9u4ZWDgnJl1lIlCRRrDOlpNpO3siJn5PU8gTmBdj7I3A751FLf71eVFCDSKLm3gXBFAqX+So/ycKE3tVQBiDiL/3qIuHofUn7FixukRtEwkkbb5gCATTY/g82hkYF8HkdFI26Yg3oDgUUsquugKQgCTNWB8BNh4fMoNzniMAXihA//CpNfpNHZdz6Wwy7wXlCPL0khbnR6h7e4lCtqmMKv50faGpKJXna47Bdmp0mP8y4PbkETGDtl33g5kq8eGeJklle13YS4PzN8i0jZKi0jbBUXJ3zYprzWYrswuq6aOVKVQlckq5m3ZO50eBVzffvkpbbyD/Ra40QGxmFKg23l36ykvgcMBmlYOPBJpS5WH+Ym2jSkHRPkbIKctIF+BPaXcjp1+e8avzVv4fHBVuKXKr0le4BA2csf8RMHfJp78NEMklJSfM//OwLimkTM+n21JKxC9zKEW/DDuHvYTqbf1fOsUWRACkOsOImsR+eG9VxpBpnXIqNLrRJrqnqKgple+Q/QmJZOXkP6i5EvhH0TWOD1CzTqq5Zh/EJmKUKKHj5WelgH9pkcIraXCc5LZMUhTHwjz1+0jU6YDgKDfjXFYMa4ije1YenL/YTy857DHzexIO/1mHzkFAnApiua0nV2kbTinbeF+HiC6VCD8foK7Q4IF3a31QhRupG1NlL2TfiXm5ONWLhSmrVmkR9ARk9oh2xDgPLQbeOjaBuyQ9AhG/Oj3Ii9kffRBXXqECuJ6V9EMRU4fKWgcEgVw038H/tePJ5YnthSRNSba1ujt5obKurSGlG6/eqlNzI2sPJ7p+zXpETqOoVSgX49dpadqsLZwdKYZr12hoCJtC1VG2vp63oDPocHJQfvLrbcQrq3D+k7r1oqEdRoAZhzb+TYwqL2gSpqHEbKgOSQGRLdL661U1dNWeFvky8ZZ9e0KMIqlRwhsKeLaeh84Is4sNjEiRgqB7frjiZANtPXhrCRVpidSi934iG3fAZraVitINv32ZKKmYs2YcT3EgSl2nNpo1vJJ6b2QX2cpwjkMDhVClCJtqWLKiPJUGMcIBcVSHTHpBrzDtfrCSaQtQnw4FfSZHmEIasaXO3ojRngbHsw28A79VIq2q6mrj3lG5YsCRzkFSiL1S+cEeV4N2ipQRH9uyEywzaDRq+rOierlOIuSI9Zr5pF+rsIHbWVOWxe0JbmQhfzeW1BLxGHI4EZtxSLZQ1CPn/22K3ucMeQCxnOlgQEBhn+460ncvnX/TIFHAK6zfFpO2BTyxlawj2YEMtPxHfwBUMBaE6AyUUaIcE7bZDJpGwBHZzbrXx1om6Cjy9NiweFF2vYO1pHRGwSQXZkomgLHN/w34Nr/mF6epEcgk8oDB3vog4g+VSJWTgWl3/is0yP4rbspbVrQge31ZYoc+MrvyjXM7NSwOqjW503eYZGqwzDyJ6Vffa2Lkb/eeGYsEGnbR3qEJnwKvXABoPb7fKwXvg0mdLhIBWjr0tDgs1YChgYl3Whos6FOesutLjYr0mtPZLfiTA5lXpChBWi7oCj5sJ9QBl2qPGEm2pIAqclRDRq09eokfwXcqgxI3AuVlXM3K1JEsAvhRRPTuK7+BZ3FNOvqHlDI6kjE9cc5rfnpNRrT7X8F/MkPd+VOcRBXXITWbno3LqUSJbFTdXieAVKnteiR+eBtVdbDd4lztQOT/FZSsEgUDL1Z15u8rbui7GQNePwmGYUXmFuc2ZQIBmKLypKEiKQGJPp6Zy35sfZ7XKE0eX6b8tnl2ULbmGojbdsAA64DgqZqZOT/IA+ME9vKA/v1jogid2JL21EV6Kja9KLKzBM0So+AeuDOgLYTF1Qn0TtHxjn+67UPkv7QgIU95M0+Q8s+qQCtaI1FwBCQjlkqd+jvFSBQImlRnHENjjDloOLQu3ZGXI3vGQOlrNtbGIZKfR/oI+2omwHFz+H2rjQ6pT0RtDUtuXIpttE7TNqaZyrSFsSQrgZtKcAUdR6p98IhvIPIBhhlomK+llLGEAAshZqOL1GYKGMbfenqqoOkR2g4e6PvbpbU966cEK0eBO7/B+DAk2W5a9YlHoi0TWu7SI12d9Ij2HRmQVuCk8PzJqvknjakFqZG9oi2sW3whc3XPFuHo6ZQTEndeCodRDYoZqv7fUD7zOuEonDTI/SFXnQirdN7kbbmZ1NmUCbKwSALArAAbRcUIWe+eN7nJN+fit4rHYSQavzoSNugcHAjgXTkjb3WJ7gSUPnrqndOPBUqPcIw3ruiQhl2lOBBhawSsM/9CWDDlrIi3FZ52fNgP+wBqOoDB1jp0zAnSqWM3tIOD+YXGYh84zT8fK941kkyr2MJE6Hz3j6LcAwQbZj08CDf/nvgH/4/CrQNRdLbSFsBGnVLiSiq9HsX0kpMLy+rRR2OURpRZIQ+8LAJK0Q563Ug1tTVpT0n+kxfYmqOBUA9t6iK8IRtX4GbTrc1lQF+RMLKMnB4j1PERCgVuZKLHgBtonJS+qXG+SEsOGyjlTSvHExICX3DQ3tw75MHbItCx9wyb5R1Gfvhe216BP1Ebjk3qsk1FPrL/SYMQF0YZ1rhtDHiQsmZ+TAg5JSdDyM82bDqa31oQUEnvvDkRCtAvuZ5hAi2LYNOE/qitLVeH82Z0N/0ILJ4IRe01XNxiIPIPN5i10x6BJ6RtDUJ1Aa09dMjeE41m+O8Q1/4eYmb9KvCp2aZwzqoXaWO3xA50eNVDasyk6PWiSCEsSUNdkfzyiYBbU2DSChoaw/rc/L6mr4gjga6y6UNGUd4olxicMppjso7ZadIf/WTwM1/XFlEpySK2mX+5amAeLrfh+28mMNhPtIjKCqlR1DXpzGuQsEgCwKwAG0XVEFBpzjSo1lNpK0QtjKWGGWllSdvhFLF1d86ZECdPgVuxZbN8HMI0O122kAe7tTVBEk6dGSnFrCcA5tPt02y4XL5NqUqDoz+Ncg2Tpl7S27Dhc1pO8RYCLmyHe+GD4wAx64fgTFWiminZbnTe4FIH56lKagm6iryNkgdZisc4UtGxPlgV6Qf+8xpC83xsHIlSonKKgXfmlGX8RgAburab5M3kRoygAIZqBFXxQMFeL23aNIjTCzo26b/6H2f+T+Aj/9UuYwQKOWYBQCQQ0ySt7FUqG60byORtgIM60fkkC9aNXNvab97JW5MM69eGv1MW7PgU2QNaz2/9fZ1lR6hEArQJqY94xg5Y2t265jWIURFn06d/CjamGyfUZSyMYx9lpyctqJh5H+FjPjYq4F7Pk1KSodYeTw3BG2hn8UCR5V1COFF8ofLgGVqFshjPQ+sTHA4H0IHEqjUU51t7oBgo4aRtg3lE0mPYDFbNUaNztMsJjpItbuRRLCo/XU286bEQ+l7W9BWVK9bmuha6IF6UgPQPNF3VGP3CQt/h539AYqOK9oH6i+NtPUPKWtMSsY3ORRQyQcwPh85bY/sBR74AmWwVMS+t/AzTh+ym15/mdEjpP5hyOins1zf1fgzoK2nS09rPC0ibYO0AG0XFCQGRrZIu4pqihGnsSl7QQnm5CgRpTxFmgrtlIiVbUWBbXBaVO07vBb3nGugLJgHZkDyWHFz2k4xMkedyjtPXjK95bWOZD/1ryTruUBz2rq/9tlSqWX7tTT37GfuLZAipJgikNNWoFmkS8L8j40cmR7B8heefgVyxzjoqX/7im5rVAfz/ppKovU2Nqp8hK4Pqk2PMELr9xLglanrzigMbKlkjEmDT3qS5G8KtNWgSOneRjyp+w884XNHplJBgBf9E1kvknNDVxj0Dmjrgj8SmJTbp9eN9HXKvzalKKCqu6zhO6uJpMkdB4w7bn2g1D+13OWuHQn1lBnXUUkMDAUUlguAOKyaRsr1TGaXk+JzHhyhZsuwScoXGpPVY2BoErDA/4GVMSal8LOW/MXm3s571Qd/y7+6LXkcCadfbf5O/XMVQFV4zo5qKsDBizEe3XsYn7hjb386EI1GLEUmlsvpnLYFaxhp29gBmBs91QD7zJcvWh43q9priKwNzQBYpqD0uZjnhLrtGPR131gxsg7HAinInC2SgSQyJ5KewdXTzdSjci4UaWtuaTmPqMMmqQ6tY8hIZrOJyIC2s5K/NW0akCBczo8yF1RvG4KM3TDkvKMywctpS/XTWc577dQyY9DdBTadg8jmS+7NEy1A2wVFyW5vpwZD+nTiCCRUSN0qJ7Tx6JbVIp4Z0IYoWqzPDFBlwErTP/vjm1CpfDiKBt3SNoAgosLTE6RV33pmghgYXDXF7bW2yksPYJIzZmPbcDQw0MSznda6s/4zKCOBzcdBZIJEH5SCJUMLswAm0Ad4eHO6SU7bhLEYKiFPVJZkwGOPxytufgz3PnmgodJbT4M7XaqoIlraEjGIphlpG9rGVFdXp8g7HY3FHWVXgIEzWqc7Puk4d96lTo/Qxzjx+p2uRibyrcht/kjDKX2nqYBOhayifBQTlB03ebgVIqiCDtA2MisiG8pbva0XljG99tt3VYoG9hzJjYncxhlDUWhZSUBaBZ3YdBZzYkjMOL9unEJrhkAjp94ARDnafXDV7bu63R/Rykj5px4GPvWOUjmJr/uyMXEd8dIjCKFmQFKkbYFC0D4PAaWFuT7GCEc2nYEbiufhcLFUXXcTCjmIK9Ij6CCRgo+AYpzeTtNt6DQ9grmoxq4XaduJiokNYmgYnSa7YtaBDyF+O8jBVFlND/AyUfDCYHxmDfcdGXXVen9rydluYvUc5yBTXVvIdmh9EJlqKxVsdaLEWXiHwazBfyEC5oSofkZhdYSLzzreXBuKPwCwEabD9pcLrHv6/cxJvZdApK05tHZoXShkVywIwAK0XVCEgltOFSWtI7QOGsWUCvDo9AgV/Ok6tZzLeBnIbU2hyACyiFRG3tAFXBQQou7QpC5sxkFbQ0NHCVEBq5RUxjWoBsza2LUAQQS0NcBuz8YwMfAYGPYcXsNtj++HNhAuZI+BrSz3116QPMAm0gd+pK3zm+N2YIGctg36LWksxni0ebpiaVoe23NEN6QK9jH29Pie9jg2UCOJfIy/pyaHRMobiEzu9dlq6mqVN9ErT4AgCzDGZCFzPjmyuNCGX4IcrWXRnQN0xBjZEoi0lXOiTXqEmLGjd7WwcE7bIkd5HFluZZ5XUl0X5TnCpw/a+tvGjXPGHEQWm3/t3tX+o2v4wr07VWoYuwOC6b8ABLjK94kZRispEuTPDHPEuqSB7royw+xgSSbhfwzIkuR3G9ALH70e2POAum4j8KyBa6mASNR/qdEqZYc+WK3UfuneAgXTzg5EHMT22iPFaSiyDfjdyduQhyIGWxPREWj0ZIBfgDi2ho60pekRNFvGCaZkoDkcrcO4LQq1qwRhvYeCIf6QxAD6aA/UyY5JzWlbkDQDRHaYlFm6OhNpq64m8uWn1YsScx0fxoFIAfghIm21XE2Wm7G1c/ZArUP+bj65mFU8o72fV+ARvRB9j873Idoheg9ZQiVm0vMOwTZUFAS8hp1/dB7Oemx9H9MCtF1QlOzi5k7QktEZIXvwEogh2Sw9QjnSVkBva/SrWcp68Y877bdaeD1Qa9BInVA0A6bto6IrD40iG3gBbEDV28Z1pMdQOW1l99y5dT8+c/sTEjiBwO8t/TFO/OYfdG+iiRLqPB9ViqpAHFvaHB7kRNomRigbhaWaXz3H/VIZ8w4fC4DFdsd3P0ubEAKfuu0JjK09N0XSc8p/lrgR3lqx7XOO1kbatoxoJ6kcTOSZ/EGtCRRpjOU6JoeCASSnLTW4+uoLa+gVesHSW8qdUsTgS3kPOjqwLj0CHwVAWwkQ+wC/r4gzIg8EImBXCkWcNAxElkAV0XngqQGqlxDCn9xGGADPYu0H6L7tBwwfnDHkAkouS4OFMdm2Cy7Pfh0zMnQO1lQ9Dk0Ph8DkPpwhbcmAgf51T2dqAtqGwEcNzAEEbNTjxkuFIlL1QKpTMQMeFikmmyicAzvDZSSQmp90PnbgJNJqj3pqKPAhVLcC5wwIx5eaAceN0yMU5rAMA4N7OW0zkx6hQ18UE6IPR+ZsRD4xtU4lA4xTotbrQKNGyNqs56Z+TYGgmeYHbqWOcapP2PlYSmdU2kauqPVBZKrORjsA1Cqtd42A9Mtc5EAvH6knl7JqfVXLL86mFOEJDN9fDuhPXHO0K2Y176/6v4Dd31bjTytfZHfmNHmZi6jj+aMFaLugIDliSxtLWmwmzVwBxrhVAp1tcomGKWmzzGD5l3WZUnL6EHgRwNorFL5GDWpB/gwRaWv+xp97cM9YINIWYHMhdE2MbUWEp4207TuaSphxGusJPj7cQzOxsSrcdxDqA6aVIu9OUpYRCDUHmdO67SaOmISy9OAzCsQxktNW/+o/c6YfJJhEvzlpT/jRfAaKbwh4rsil3Zq7TpF7YV4qqU0aEj8SgvSNu6MjwJcqK11nXoS2To9Ar3bNaVtFgfQIrvMh8T2YNDQBMqDtUuAgMpkfs+owFj/Nsdkx0XQumTU/vE46VwM5telQ9w02F1KuoggoIux2W3nAoSjfJTRoi/i8myIZ8HwujHCg5ICI7bjoSRY3J7ny0lZLEduVY7SubkVUTvsGbmBco8jloWWV1VPQlkQbpjgjQ9H85ULQ/aObk1f7dFwH9JLg2iUdJRpkKpAB+XTSIxjWTB/X2B1NqJiQSNvmY2w+I227yEFRmg/hYhq0zZ33Yg+n1bv4yHuvlYnkILJWzyDIp5AezXvMaVtRZ4gMuObKOzen7ezHkfB0jqLG+cyITsvZcDa04k41ypo58Vq2YzZ6CVE20Wa5tm+9BXj4ywq0dVPhCV8HH5TmQL+ZU1qAtgtKJqnmJU5YoQUQXAGYKhADUTeUTOAS+Xkp4+pwkx4nvHMQWWJ6BOcZC3J4U//ksuDyY9ucInjKMmMM25zIs1cYqoaE+anvXIGCLND+ygwdWdfXVkSUx6O3FadSQQoq0xQkkZ/NFkbalMqTmcRflXKtAWTvd82a9bYDheBB5XnEmXtTR1lQCAVYa4HTlZrUYXIa0ncTn8sydUUTg0RYhK7LuG/qnGkNEls00clpq351HA/OmsOcj8FI26JIj94M8QWU+pAJKwOr0iM4Bmhy1HzFOzOgbeZFe0F+1pG2Pg/E8eceRNZlLsX5zIn6WSCc59v0n+CEN1qg25xkkLIvL6QBqXlgTKaB4Yb3WQOldC2ZDyO8TBHZM8OctnJueWM5BLg0diJFrnsR836x5BHkrN0MrHRjlUJTOGmEgmWNE8YDUkzbPVAoyjqWHoFlFshomh6h6byk6RF0DXoM6PlPIynbkg/aVtTlP4HZSzB3kbYdQNvAeAuXI7ox7Tdm0/bQcW1WhUZ8JZR1nDF0x4WjaBAdaoD0CJXznIBo2uFAnB8OyDbrcRRc24Eq/cAxMdhwNrRszAMkp9Rf0r5QzgiwyjR1U6N8DfFI2ynJpVRZ8X1Io/oiC/p+JDlffWNNAzdqa1HFvGUQngCii1v6hC8BOFrUUyxK/R1lXC5YvQiUOgM+pgxr76G9f7rJuwPUNxgZbEP95Z4y7HxrW2lXEnLMxpSDQnPZ90FkgAf1q0sEgMjXemgj1r8CJcDPO4jM/OJ1NVXOOXMV1pIh2CRHacL8l0lOyu/ezWkbfuoSaNs50lbf3zPwkMIXOYgmocLI5x75id6X5hiwZbrktC2PC7mVnblrhcOD3WZqsHcazePU739OoISxpufMb33uHrxx9+HybyZNQ4r8ETX9rPjgGTBZBbIlh1cmisATWtnAGAvj8G3GSMRJW95/4GTsNNfcnLbqqovaNueJtsCYSrsiK2Y2Q6LiUMki44GeLQk932ZthAMw41BTzPHX1IHWU1SzG6UtqQCRPSYSraGjC3DnHv1cSo8gn/2m4rl4UDy9QTMkGpRE3JnbqyoShdXRozqUvH914sqQKj2pOdF+djVCt5iOtFV6GF9qdhBZY7Zyq6eaZcWNtNWJ1joNw8K2Ex5j8cqlc3HGebQlJ863TsBZ6rjSa7LpPyHtKDJd5e96fGlnbgrA2UCMh+xXQDnGA+kRCu/5WkfaKhlfp0v5qc50pK16Vp+d6ZPb0/7mnlIwSwUND9/5g2uoZlyL2Mlpy+hzznDej49a0JaMdXPA3VQc2L7tuiBNi0jbBUUptIUylGsySsbOEe7ilkK1BrBUi2mppYy1yG9U17638OgPVQLFWWyJ8j6AAub2QPjz4EKWAjd6KzLLegPOupBtur4PioEimERp/SFf+mgvMlaDgFoAGAGqDyKTGfVi0Up1AJJfWYUMMJG24bo4Z84WKwGU2mUmJKlLdKAlqfiKYFvtqAE/pq/8dxN2FgkA7snGdaxo46An+fDWK4Hn/nh9+7ylMcrcMUgjFCqNSSfS1pY9sDLGtr0qt6nISaRt0/dcr1wW6r1c/529OLSa2zQegJdLO6FfBKqjcGhO28mqm3OTZWDFROVL9B6BXKBRy+1HhojyyYCSTClrFsKcKC+/WkC1a05bSpxD5QGU0b4WtJaOgCLh/U6DnF0+0zTqDu0K93PpYKGAc1gI2G2W00cRBNyctk56BIMCZUjuz9BaG0qPQIEXADcUz8Un89ekn7nggbb2EJiEFGOl9Cfh9QIArv7WDufyMJG2wn6OjqPMgLY5EreFG2o4PwO2iNntUIq07dAXSZG2dbzPGrR1yYWcWlBSegRVv0mPYNszdzMOcxZFIj921wYS3ytde0T4fqpD0UhbPmo/dkxO28RgG6+PTPcZ+TajnRm1zy+qn5H0OWc9HjIeactQH+vrge3AE7clNefYXto5PEtnjQZtJUOl9yNfw8D8LSJto5QUafve9763ccW/8Ru/gRNPPLHxfQuaD2LegiWvqa9Jk0mAM25BFmdxS1hAIukRtEyjNqbe2r3OHETWh0CpMworwBFvkRSgyvaA1IbXfhp23YXmb8eTMPv0tFVG0xCDqFflRvbL0XFearqXnGmmmUQDo/IgMq9KB+QW7gEovlJDIw141ThXMzfaxxq0Davh8sAg+YvdzO7JB8pjDxFbNtK2J6CkCT+hCLWKZ2odBVOVH7WWyNw/7vS0fLVNQBLTjBH2uhJbnfkoyuUBNT5zU1bntPv1z9yDDfd8G//pbLg8d4o6di6UnpKjgICM7sz1CBZwT8yub6i6nzUffARMVoBsnf3NrL9uZKs9mVu+Tzc9gpqRbWRjZLz6+w+cg8bMCk+ihqLzr927ogeach3lxySU7DgEhPw+8zyyNEJn2kb4Ff8UeP3/AzzztQGeSFR2sI+IfEieV/30dfgMBlHmo1WkbQS0pZG2pohy2gOuE6KuHapLmZy2CX0prKMhXkzAatL06lCRtih/Ntck+G9wML7ULKdtU3LSIxDgXuSGZ5M9v0v6KhLRW633AKGc2rPOaRvSUaeaHoGm9qFp6pgLHNk0bJWVBj7VUIRVEZRzzHU0tMnbb1tQVdbUUfpNygw9pmd/EJnbpj9s5Pdq0FYT1xnYpgFm9rG+fvED8kCvd12X3qxue9Y0WZHnIQDwA9AWNHtKGiF/8Ad/gJtvvhm333570r+PfOQj2L9/fyNGfud3fgeMMbznPe8x14QQ+MAHPoAzzjgDGzduxGte8xrce++9zn2rq6v4lV/5FZx88sk45phj8Ja3vAXbtm1zyuzbtw9vf/vbsWXLFmzZsgVvf/vbG/P3fUesvMwJYVW9pCp0DsqSgps++f30CH7dtGqT07bP6EVnkajhO+TZNAayX1c/xAQ1fmMgcu/NuhSItHUisnsDQdqRHykaa8bZ9tQHqYrf/7d34Y6t+wlD5FTgPnPaBg1m8tU3TsnHUqStV9YFWODOj9QDBk3Z6nIZK4LGQcYtH0JHV5aMHeF86/o+bbRC346PhLrIAT729cQsCQphNwAgmAIUehv3CXW1Nmhc8MNgGtDwAx3bhXcfzPazQq0RB1fGGMGCpd4Ib05+1DepR7cpYUHmRdpqwADpY6wqNzyNtBWFF2lL5LMjCmQvOnae+a38KYn0fK/JaVu1fmlnp9wqrHkjkHItSzWLHyPOIMbtO2OQeZNtj8wUQNFkDd0pG1AHd4avlyJtA3zNOKdt2TngGaF14IhToV73SHlnstg0Bn7b8vZEZUzQFEGU5xTQq3DTiQTLSPCa7loDgFw0zSdbxUdAdw7mtJVzz0QIMt4fD0G+cuNctrqfzmkr+ctMeoQO88yJtA0AZzV1y90Qs5U5ZY2ygxxM3W1pbKec6EA6dQ+UQ83Kmqa7K9PL03nt5vV00yPoAAE/0rZDegQTaVvFrKebev0xVzltUWZBLmUVdhmsbsC1njoYcEj6so/+qtlRSOWKjnMxw4jyMwuikbZEf9OO7umkR1hQjJJz2n7mM5/BKaecklR28+bNjZj4xje+gT/+4z/GC17wAuf67//+7+O//Jf/gr/4i7/ABRdcgN/+7d/GG97wBtx///2mjfe85z343Oc+hyuvvBInnXQS3ve+9+HNb34zbr31VmSZ9NK97W1vw7Zt2/CFL3wBAPDOd74Tb3/72/G5z32uEZ/fb+SDbja2LU3x5FQAmQU7USCSRZrSugwQOVORtm49SyOd0zaJvURKWDR98oCpIXPaaiDdfAmVmaqQJeBtKpg3BarqA6O46ygTE3XVBwXqYeTQnV66JgbeeO0HQGl7Im+8XrlFmI5pry8dxZocehSiqqhOxQQFuyhfElyxZUTg0EF7oBrr5R3qvGCDHoIQJR1BEoioKJFSqJqcfEt3P7QlP3omBdxuldOW1C8/kEsMArwUM0bvoWAklcWZiaiiCGZD3ioND/mbBVHke6KgrXtKdMraqIy6WN5HE2mr5mJWBm3LTiz53nSUa/BgwsbvLC5H/Qy2bqSt7IVj12fReWffaN1Yi70bHWkr34XxzXg7ZExEcO9Om+Zk9IhZRE5NVgIMUWBRfwwBUzE5FiE7STtRaIkVoQKtDkYMrH8AWTC0PLZOxlL7ldULYjjbsZe0Y8vPaRuLboUo/ZQ3PgSskhHysWq+arBJ/WWjZjw0Xb9I31qumNX90EC+VBGNFG11Iv0sdI45IJrT1uiWued8AZkTqJeJQnhqfcK78IA3nXLETUGlxxLrL9LWAYKrIm0Dko1ErPeWKrAtlca778BS1yLzguoIjLFh0xRRgLsPoucIuA2VrgRT081S1xgfBTaeID+TtdEG7U1DF+rTBv/eoiQX+J//+Z9jy5YtyZV+7GMfw6mnnppU9tChQ/jZn/1Z/Mmf/AlOOOEEc10IgT/4gz/Ar//6r+Mnf/IncdFFF+Ev//IvceTIEfz1X/81AGB5eRl/9md/hg996EN4/etfj0suuQQf//jHcffdd+OLX/wiAOC+++7DF77wBfzpn/4pLr30Ulx66aX4kz/5E/z93/897r///uRn+n4jCYqGf/O989E6GJ3gwi5ESYaplx5BCCAf4/iN6/CuVz2D7LizdfWa07YqMgAIG3F+pK0T/YZBBJ0AieSNo2HtFYhELsrpEQiI0hmgaU/aZKRKXrmMNhb0Vqy+3lNs4SFzYLCocKA8HuKLra84yHmr70rIaQskPEvaQszhbp2O8RjKv8edY7a7j3t5uqumHudvyhiLpkcoF/3olx+SClWrnQY9yoeUrWWdtg5aOWPgW7XOMCbwY/wG4Ot/4PUvcz7r9AgMIJG2xODquq0x8F1/4koiOTljaZROk9zQ0W2F2uhT85IvufcBpfklCODmRLLqsm2HfgVYIWCBE9+p9qKzT8DLn3WyNUDJ7w7ntfOoWt5olUSnR7DpIdSYMqvDfBgQIirrZ0HC65bIOEleH4ahwsmDTgFaqq817E/6LJw4KtU8tof9uWBtejOuTiV8ELOqIhJpW+ew9+XABENE2grLQwxAZtyCtsiGzWlL0yNQMJy02U9O2yI9PULwGpuH06QcqrYzEu5O0emd9AjG0JMrp9lhY3PaFjXgnyEi1xu9VzMu1XpFbdiY47tLpK1kNkEuEaDRRNraA/1mntOWkvBPoNFrblVufvuRa/1ksHXPgt699BevCl5x9wNauybiLJ82efnUbeou/WcKTmM/GGRBhpIibX/hF36hUaVve9vbksv+m3/zb/CjP/qjeP3rX4/f/u3fNtcfeeQR7NixA5dddpm5tn79erz61a/GDTfcgHe961249dZbMR6PnTJnnHEGLrroItxwww34kR/5Edx4443YsmULXvrSl5oyL3vZy7BlyxbccMMNePaznx3ka3V1Faurq+b7gQPywJLxeIzxeMB8S3NCeZ6jgBSs+XgMZGPkavIW5Aj3eF8IFELeP8lziPEYmXLVFOM1CO++TAnjXF3nRa62/kvheea+G8H//EMAnoa8KCCEwHiSY5JPwCAwHo/BRSHbm4xL9Tcmxa/IJyh0XWTBKASQT8YAbUcUyIRAURTgRYF8vKa8Uwx5ITDJJ9358qgohFFCxuM1gJH8hTrKS7+ngcZtVuTIJzkwHoMrrDpXRosQonXbvCjA9PhrytOfvQ7Fq38Nef4sdYVBFEVwvOprkzxX4907vKclsckYLKB050Kg0KdBF3l3eTJeU3OrcPqKTcbgpP9YIeQhRPp5JxNAzZ3c83YUhcBkIscrg9zKLEROfpNzjOfy8A4mBPK1VUDE/YBZUaAoBHiRB98pywtwIcxBZHlRoCgKgkkXGOeWz7wA8iK38xOAUM8xnkyQITBHG9LqeGyAnCJ322pFkXcVIi4gI7KLHEWhDRSBYlKWI1qNKlCU+iRKk4mSVwKMyrkGlAnh9DEvCiAfB+vSMl4IgBWTZvN6MrayVQjkuTQB9NwpigIoCvzL0RdQ3HMM8uf+pGmvyOV6kU9y5PkEhWDI8zGEEMgg14witweRFUX9u3Geq5BCL19bNeuGJhphJ9TY9tMj5AVQ5BNZR4KslGujNOiDfI5XkRFDthDMjBdWFAZCyXMLUgiyluf5xMgn/QzCrC+xCJIAn3kOFAWYKM93BgnEFmRMFLl11J54zDo8kefQ0FcBhkLJjUJFCcq5UL3WZ8qY9dsXKhKyKAoUeY48L5Dncnu0EAJgMjJr3+EVWS6hrSFIvxOhQIuiKDDpMF/bUKbmR0lnywsztwCpZ/h9xIscQs/ZyRhg9TxncrK0WvcpFQp8pA7HQqjxPR4D+ZqVEYnvVq+pgqwFet0CAORj5OMxhMqFnKutXybiXgh74FZFe1J3ECjGY2SCyb4DMM4LpaOsReVEVuSYFPqdyDk19uRSMRkDzOo4+UTO94ngKCZrnfteNrqmdOgC4BOw2Bwaj5GBKX0EGBdAkafzwEUzPZFP1gAwFOMxxmPZZi6ElIfFxKy5gNQf2upnfLJq2mFFUdZ71JqWj8eOLAak7iOUzJuVvRmCTCYFs/OnAWVCAEUBUYj6d6V1pHxiDvQqJmNpV+S5tCEhzJwQCMse51nyHEUhkHEZ2JOiI3Gt1yp+tA42nuRmLZLvUMpBTuYXwFuvF2yyJiHpGjmfFVL3FkKAFTmKfAJWFGYsjScTM++76sFNSa+7dv0qMMldW2gymSAvCiDyjIXOJw+5/hUCg9jQAMyYyye5fNcd13oeGec8z4E8N7IOgHUKKB1UYhuTqb4vzYddIxjy8dixoSb5RMkk0UoGNCE2mYCT8fP9gLmlPmNjZGLr1q1gjOHMM88EANxyyy3467/+azz3uc/FO9/5zkZ1XXnllbjtttvwjW98o/Tbjh3yVFM/YvfUU0/FY489ZsqsW7fOidDVZfT9O3bsCKZ1OOWUU0yZEP3O7/wOfvM3f7N0/eqrr8amTZtqnuy7n+7exbBnzxgHRsu4/pqrMck24bHHtuJMMOzesxfnQy4KV111VfD+04sC27Zuxcmra7j99tuw//59uOSpfVg5BDx6043Ye88+p/yrl5cBANep+p7z5IM49cAylvO9AJ6GTau7cPDAAayuHofHH34Y+5aPwR137MVj6wSOHM1w1VVX4bFDwHPzAjfccD32HRPJwZZIW448ihcuL2Pngw/i24clT2cJq3zv3r0H3/raV3Fg46P2JlHg1cvLuPumm/Gc3btww1VX4SVHjkAAeOKJJ7HjILB167Gd+PLp4ceexAVgWD5wADf94z9ikm0EANARum/fPtz69a/hwMbHem1b00t37cJ9X78eBzZtxXO2PwQ+GePb334Aa/lGHDx4ELd+8RqsjZqlTAGAC598GKccWDZjogm9enkZu75yBe4X/wzPUJGi+/btw/WBunYuH8HLANz8jVtxxvIyvnrVVRA9gLanLd+GUw48Xrr++ONb8ag4GScB2LtnD77S4vkoZcUqXrm8DME4vkrqOmX5Tpy+vA13qmun778dJx16BPeo709u34pL1ByWNp595j179+LOG67HvmOkjCwKgaMrcovs7j17sOvWW7HjO8Bztj+ItexYnLW8jK9/4QvIs/VRPl+1vIxH7rwLJx96HLcHnvn0/bfjguVlcBXR8NCDD+HAGDh6hAFguO9b92L3U4cBSCDp0JEj2Pr44+b5AOCBbWu4FFJOX7p/P775pWtxdN3JjftU04E1QM5Yhie2bXPaakPrx/vxsuVlTPhKcCxSeu4Tj+BpB5exdjjHVrYVAMeOHTvx0A1fN+9Fk4wI5Dh06DDu+9Z9+M7eej43H30CF+3Zgyfuvgub1vYYOdeEXr53L+687joc3vAAAOC83fchK1bx0L5yXVrGP/nAgzju6JO4tUFfblzbgxft349H77wTz1xexsOTR7Fy9HxcddVVOHokw7ZtT2DP2kk4WazDgeVl3HzttXipau/OG67H/n0X4PY7nsKj6wTWJjnu+9Z92L3vGXg2chxYXsZjq1Y2bt36OO5owNuLt2/HMavLuPlL12Jl6QTznJPxiSTCjuPggQPI1EFXh1ckcAAAO3btxvp8N0bFKu64/utY3vREZXvP3v4ANq7txVJ+BN8I8Llh7Sm8ZPkADq/swOaVZdx50y3Yf/deAMAZ++7EWYcOowDHo48+Br3Z6siRI7j7K1/BMUWOO26/A/eNz4JOdSIAHDlyFF//x39Enm1I7pfnb3sUR5YO4rTlp0pj/Xglkw8sLwPgOHDoIHaPd5vfd+zcgbuP3IXiqHScF3mObdu24varrsLuXRwXAjiwvIy7brgB+47djRj90P594MWktIaM9u4B8DQ8sW0bbll7HIePZLj73m9hw9oa9u9fxlPFXuzL9uPo6mYADE9u34FHbrwBT6l+nDYdPXwIAMO3vvUt3L7xdpx42MrxoenVy8t49J678dgOt70XbtuKJw5/A/v3XQyA4fGtW7H9wDew64E1U+YFjz+GvU9twrOWl/H1L/xj5fqg6Yf27wcXeat1X9OGtafAdt4JAYaVFZvaYXV1DY8/9ijuuuoq8GKMZ2w/gHUrT2D/gdvx5KPrKmqUdNr+W/Hs5WXs+s5DuO/oVera7Xi2mvOHV7bhm1ddhZcfOAgBhkcefRR09dm3fAgH1ru6bojO2XM31o+X8cChq/DiHTtw99FbcQaA2++4E5csL+PGL34Ra0vHBe+9dPcu7F7dD2AznnxyO56xDrjmmmuMXAKAB279Jibcvos77rwTQIY9+w9i19p23NzD2BrlR/GK5WVsf+B+5HwdzlxexiN33YHHn9jilNt8dBsu2rMHt3zjmwAy3HLbHThn315Hl6mi5217FCcfStcTn7nzXgiW4eG9V2HvCgCM8PCjW7F+9CSYKPC0g8s4kEv75Fvfuhf797Tri2fuvAeCcTz81FV42oG78fR97rqyYbwPP6j0zbt2MdDUUg89+BC2AHj00Ufw+JTmeYj8SOwdO3fi8QNy/jShVy8vo+CHsXv8EE6t0emPP/wdXLy8jIOrj2PC1+GEI8t48LZbcejwYTzwwP04fIRj167d2H742zgDAITA9h078J0bb8C+Y8JrwdMO3I2lffsgigJHV1fx+GOP1T7DCx7fihOOSF5fvbyMbQefBHA8vn79jXjj/v346lVX4ZjVnXjhvv3Yes89OI/Mr6NHOXau3YXHtjd/dycf/BbO3vskth++DScfehh3R/h81f79YKLAU/lj2LS6C0+M78BxR7fi2+J+ABluv/0OZNtuxw/u2o37v/51LG/aFqxnCHr18jLG2RpuuOYaAMD+/fvxzW9+A8Dppsztd9yB8/P75RzZXX7GPdu328+7d2G/WMaTN96Evffs751fbUNdf/XVuHj79iBG0YResPVxnHC4PM4v2PEAVkebcdPSadDz/ciRwwAYbr3tVux7aoIj7ChuuPofMcmmjDMp/AIADq3swK1XXYWXP7UPd375Szi84XTs3rsbLwCwc+dO3LeyI8nGaEvHH34YF+zciVvU+LlG/f1epiNHjiSVa4xMvO1tbzM5YXfs2IE3vOENeN7znoePf/zj2LFjB/7Df/gPSfVs3boV7373u3H11Vdjw4a4IeCHiwshakPI/TKh8nX1/Pt//+/x3ve+13w/cOAAzjrrLFx22WU47riwsvS9RCu3P4HHb3sUx2ELLnvDG4ANW7D8uX8A9gInnnwycBgYjUa4/PLLg/ffefvv4pxzzsa6B9bjkksugTjtYmSf/wyw+XScdslLIc55hVM+2/4hADD18S/fDvbwYzhBnAgcAAq+hM3HHYf1B9bjmc94Jk56/ES88OKn47QtG/CZ7ffi8st/CPdtP4idD/53vPzSSyHOfEm3Dth+J7LlT2HzM56JZ/yw5Ome2z9ofn7aKafgla/8IeDU59l7RIFsx4dx6ctfAf6V63D5m96Iw4/8PsQBhtOffiZOe8bz8fwXhPurLR3+xy9B7GE4bvNxMuJ8vQRHr/vmh02ZE048Aa985SuBUy/qtW1N2ZX/Cyf9kOwLft1d2PrUfXjOhc/F53duw+bNm/H6170OOKY5cCbHwOPRMVbJ0/YPYfPZZ+KC9c8BtgMAwwknbAnWdd/D24CHgJf84Mtw3Fe24E1vvAwYpYMTMWIPMLDvLAOernT2OefgPHE2sAc46aQTWj2fQ2uHke38KMC4Uxd7cAT+wC48XV1j3y7AHlvB2T8iv19//XUY7ZVzWAiB//MmuzCedPLJOOfll0I8/cX4wjf/BwQfYeOGDcBB4OSnnYKzf+AHIJ5zOfh1dwKbTga76x78yGWvN+MvRNmOD+MFL3wh+CP7cXrgmdm3C/Drvwp++AAEgGc+61nYc2gVW8dPAatH8fyLLsLhex8y/blx4yacfdaZ5vkAYNd19wE7gcsuuwzZlX+GH/7hHwa2nNW6a3ceWME37/ojCDCc+fQznLZa0aGdyPb8GbC0sfa98y/fBvbwNmDj8Thr01m4cdcTOO3003HKS8vy7d5b/gECDJuO2YwLLzwVz35ZAp+7v43si1fjxOe+EGzfo3jGa1rMs49/DK9+zWuAE58pef7mDmD1AC54RbkuLeM3P+e5YDsnOLVJX+5/HNn/vhJbXvhC8JtvwrlnPwMbD27E5Ze/Ch+6/2t4+plnYu+BY7B6cAnHbdmC1772tcj2/jkA4BWveCWO37eGH7jkHJxx/EZc9/CXceFznolTv3MqRgdyHLdlC8455SzctvMRAMBZT386zmjAW/bpTwH7VvHaH34tcNzp5jlHayNAOc8LAJuPOw5sv4yYXCus7nHKqafhxCP7gXwNr3z5pRBn/EBle/yrd4MdPAY4ui88hpa3Idt/BY4/8Uxg92G8/JWvAk6/GADA7hvj6IHrgCPAOeeeg6/t3AoA2LTpGLzmNa/Grff9L7zwkkswOXIqPvXotwFIw33jpo34kcveUDm/S3z+49eA488Cu//REp83fvM/oQDHcVu2AIcP4tjNx+GkY9eAvdIBcdppp+OF51+Me/beAxwBGB/hzKc/Hadffjn+91O3AweA47ZswcsvfRnEWS+NcABkuz8KTFZL7d+2+zqIZYazzjoLr3jR0/E3W+/ERRddhG27bsTxxx+Pk/nJOB4nAAdlRMwZZ5yB0170MoizL01+/j5oPB7jmmuuwaZjjgFWjuA5F16IS04cg22d4OzL+tUlYpRt/xCef9FFeN4PuO1ln7sKT7/opTjhwAY8emgZZ519Ns48/0UQ59udb/yqa3HWuT8AfuP1teuDqXfXfwPycad1Mftfb8bh4hA+jdOxtH4jcFReX1q/HmeffTbOfNPlwGQF993+21i/5VRc8sKL8cLn1bfHvi3Ar/8KNp93Hs57rVpXH2DgX/sKAOC440/F5Zdfjnzbfwb2A+ec+wwc3nOTuf+4447DcRskaFn1fPzWncDRp/CsV16O7DOfxuhZF2PnI3+Diy+5BMfdsgWvf/3rgGOeFn72K/4UJ6yeBBwATj/9dLC9D+INb3gDNii5BAA/8AM/ACxtwtb7ZcDMxRdfjI8/dA+OPf5EnLK5B50EAFYOINv1P7D5/POBpY1g934Lz3/+83HRC726d92H7Nov4gcueRHw7TvwAy/+QWz5+nG4/E1vhJ9XNET8mhvAHt+RzDO/4SFgaSOe85LL8fhTR4Dbv45zzzsPz1xaD4gC7NFtOCHfDKwAF174XJzw0nZ9QdthD28Cv/cJd105uB3ZU3+Jyy+/HIdvfQL//+/YQ7bPP/9Z2LXz6zj37LNx0ZumM899+vNv/E3p2qmnnoqzjz9Hzp8GlG3/EJAtYct554M99Fjlu2JPfBP8C3+H4046DWL9cWBPPoVLXngxbty3Fc++4Nm45/CTeNopp2LzGefj0JP/gAIcp59+Ok79wUshzvzBcJ3f2YBHvvoARocyrF+3wcqACuJXXQu2/Slc/qY3IdvxYZy++Qxg7xG8/BUvx5ar/1w+w1PfQXbV3+H4i14Afus3zb3HbXk6TjnvuXjei5q/O/boseB3PYzTn/0SsEeO4Kw3huvIdvwXQAhsPvNcsH0CJz/vBWC71+F8dgGw9Tt4wcUX4/IXnoHsE1fg5Fe8HDj9hY15aUvZ9g8B6zfjDW94A6655hocf/zxeNGLfxC4b6spc/HFL8SFK48AYHhOYI5d8zeP4PH9svxpp56KLUePxwteVsYOeiFlQ1122WXI/uHqIEbRhPgXrgN7Yk9pnPOvfQs45mQcPP6l+Oi35Hg59thjsfPoYbz4RS/CfSsPYuPKRlz2hsuADVPGmYoc2Q6JGxy3cSNOvfxyZFf8KV796lcBJ52Pu+65C5NHGU459VRceO7xaTZGS2JP3AZ+4zfM+HnDG96ApaX0XV7fjaR389dRY9D2nnvuwQ/+oBSMn/jEJ3DRRRfh+uuvx9VXX41//a//dTJoe+utt2LXrl140YteZK7leY6vfvWr+OhHP2ryze7YsQOnn269M7t27TLRt6eddhrW1tawb98+J9p2165dePnLX27K7NxZjrrcvXt3Zd7d9evXY/36clTA0tLS9/zgAYBRNoJgDBwMfJQBS0vgnKvcgVaRquqLJXUQ3IhzYDSSeV54Bp5xwL9PAehcX+cyT1DGaBFVJuNgjIFnGbJsBMYkH5s2LCEXDKMsK9ffuANGkifOkKm6GPmfM9svhoocYAx8SY4bruoQKlfNKPTcHYkzjkLX7/OjiLFMvouhxi1j8lmXlsyhN1mWmYM4l/RvTSnLVH+2uJcxgHPJB3R+QhYcr9koQw6Aj9bJ99pXX2WZ/Odf5hm4SiPAUT2HkqgYmeSMTl+p9s210ZIznnk2AmPhPmGMy3m7tAT5Gm0+Msa5Hcs8k/XSMRAjBvDREsB4+J2q922/cmQZNzmflkYjCJIrSjD5G61rpI5iHS0tgfGs87vMRmobE2PgPMJ3E9JyBaivy/SHAFfPxSueSUC+m4zZd5zCCx+NAI60e0rE5DvV92bcGWNuUfVuR2r8NWlvNJLjJpNjTcoXOXY5Y2B8hIzJNB6MCSxl3OvnMbJshKXRSKUn4OCcYx0by/uZ3Q7a+D0zqH5U74WXc9EVTMroDO7J7oAEJDlkHlqeJchKnkk5G5ONo0yttarM+o22ztGSytTqruNgXK3XDKPRSK6hlEfGmstxztR6IKL9qec288AZxtV6preVg4ErucG5zJeeJKtDchEAV+kpMs6xbmkEIYCRGpeMc/m74MhQYIKsct5Nh9RY5lzyydrO1zZNq7U0oLPx0cjoZVk2kjKLluMsfX0w9fL26z6A5aNjPLFtN84+Qe46EozON0bk40Q1Z9e6WtJyhcrY0TqybsmxXqj0vnqsmm2+jJkxX/l8nAFZJtvgGbJMy/8lpXtW9aWAUDlbGc8ACCMnTfVKN9BSSh/aXLARuMi7r3MAMMnM2NH6POeszHfGAc7B1drOljbKZ+Qwa0UlZWQdS8kJyQQwWkK2tITRSOqrLJPrh5EXqmcyHtaPkogVph25fnnvXM+LpaWSvOVZJmVel/Y7kpt5U1/MkLWRPTp5eNW6pYnrOQbbR1zafNkoU+s1l3akvqVu7RxJfYGrerOQPPNJ2x96XKk5lY3Wg0PZd5nSS/yx5+najYhzaSePloDVZWTLjwInn++WMflqmZE/ek4ztXuG8UyOHT6a/tql3rceuwwojfEsy5CpOR/qJ6YNSMj3BYZ+bPsQFXpcrlMYRcd2YrZrJnW3bGT7QqfKGo1GyLiyUyO2/KA0ITmnV/ZL3klfjLIME8hxlTR/upCaT3r8fD/gbqnPl3QQGaXxeGzAzC9+8Yt4y1veAgB4znOeg+0knL2OXve61+Huu+/GHXfcYf69+MUvxs/+7M/ijjvuwDOe8QycdtppTlj02toarrvuOgPIvuhFL8LS0pJTZvv27bjnnntMmUsvvRTLy8u45ZZbTJmbb74Zy8vLpsyCwmS2xvgGqFMonJCaAQDj5TpSD33wDyIjXEEZ2aZK1ca6LLP5djuT8P56RBkwt5CF1D+ILFS+J4q9J/MENHH+QBzQA8gkcXKATcu2uyZlL+WWjPEhSBn0l7Q/9r6d99HHe6mqi3o9vAT7sbnL/G1xAkexwUtET2+wJ/xWsylQfVJ3ORcoJe5NIREYW/bcCqXwdXyXeSGI0d3nHEqoy/Sr8KaCN8+F7S3RRMaYZP89yqaUk9i7ntYOd3xo0IgxIDdbTGl5WpbUwIB1Grih5buc+kzao3Xq7uWsfMiePHAmN98SGirPZZ8Pxu34oQeRERBUOPPNIzLgQnMxmSrW+4Lkv9Y5fy2XTIHLMPxSLtNPd6/mXfplGTmIrFAzQv7PUZDnH3INTaOBVIh2ZOSHpoC8NTIf/a2rNfTY3sOY5Dp3M3P6rKA86lyCzc0gRMeCc4AWAz1sr1xF6thlJp+8SNGJSBqvaAuRd5E3PgSsio+ArhF9ZjrX1ftoeiBa6uQQhTmzQN9SwD08mGkrp8uYLXJ7NkJwzUt4/zOe8FUHVjavTB6aXEv6vRe5o1s6vDBmD4tDgo0j5K8ZY0G9MUyuPaDPMzR3CilhnEM/NalcvO1I2PV770PAp/5VoAipO1uS9yh5bKcasUdnsXYpWSWEdKSV9Z56e0D/Ym2SoZ6D9FUv/RUZ5+bl0JJU19LuolnM+5CTxq6X9tDGSNm+qav9/z1KjSNtn/e85+GP/uiP8KM/+qO45ppr8Fu/9VsAgCeffBInnXRScj2bN2/GRRe527WPOeYYnHTSSeb6e97zHnzwgx/E+eefj/PPPx8f/OAHsWnTJnPQ2ZYtW/BLv/RLeN/73oeTTjoJJ554In71V38Vz3/+8/H6178eAHDhhRfijW98I97xjnfgYx/7GADgne98J9785jdHDyFbEMEYHexGTVdyGi+ECE4uAYGMMXlyL13c1K/1pJUnjy91IIc26KjhuW4ko07zIkeGjmSEK1XawkBAiVimypolR+UM7V/QuSdyxhXiQZU/OlD0O+aZXYxat91VaNsTS0UFH0ZxH8S4tM/wo88/HZ+/e7u8Zg7z6+G9RA0ib256jgPZOyFw1J2nDAKf4G/C/he8GLj2gOrLwpYh4GItVTkvau7njIGcQ4aCTjFdvbpQCNHKFI+z1NMcqjVeayjQf1YPZM0V285Kqj/GEpxybU9WNrwCghhJmnsGgRyBOUz4Y2DIhVREGYAlDdqqw63MMzUh/3mlheGsYDq6lsFfVN1nSeoXDYRVzSMd4QYoo04R13lqGVz/pl2nGfRpzW6V7folPLZcyFiNXe/QRsZg5js98dtRN+rGWlTxt3Xpw2koSKZeIbjmc0CnaxqRdWweTgMHUJr7MdK7I1J57miscSYhNyoXNfkHbgIekJtKwh29trKJ1ZPBCNCj5ECC7mx/syd4M3IQZbl9/96CANHU9eEUAgLr/4SNmoOljSjAi5C7DHTARa4PSMsbHj4jciTFIREw0HLDnPdhAMEuU94BbWPyQ4Pr5d9cPWs+SIgOcrBqvDvlCGDOtOzQqymDjgURZJ6l6GdCKLneUrxou9eZM9TxTYll7d+drrMqNQitO1vn6vXq8xU3P45/+mKVGmyGS9e+NeDhPYexengNmzeMsDYpsDpRBwwzDhTePD+8p5ROjzPm6ACNaOUAsLTJ7AINEjmAqxddvyati4MkaNPZfBaz0TVCzrrAOG79HhrRLHWt+abGdu3v/d7v4WMf+xhe85rX4K1vfSsuvvhiAMBnP/tZkzahL3r/+9+P97znPfjlX/5lvPjFL8YTTzyBq6++Gps327xYH/7wh/ETP/ET+Jmf+Rm84hWvwKZNm/C5z33ObPcBgCuuuALPf/7zcdlll+Gyyy7DC17wAvzVX/1Vr7x+b1IIjIXn7Q9PLga1S9QUIwtRaML7i7lZpAMGn4m0dY24dSPppZpM+lB0wsqxle0hY1TY35xI24rn7sqlIBFLTqRSqWTvbTt1m/dnVyDWFRDqMdK2CgDWCrPZttybouwqqf/ylefi9C0bXO9yL21VgaA+oFbfngRsCEgCYBXrcHDTmboit03uKtbVVGUgU0C5/L58u6fw7tFl5G8M7SI6XdJGsr+lfSpkvAlEmQo8Uy6EFyma+sxaXnWQTUHAsg60zZq3V9rV4IocDVbnOlLBi3jTrJmIDVWfjrSFEDj3pE2yZOO+8OayUtglR66hJyM3/bt9IzCBqozCUqQtNVYsP+WobGEMBzf6o63zLQ4uMwgCZEOByBTmVnw6hrJw7jdtVFL9vGVMgXnGIaDb5KSdLo6NvkivrS1Axs4UAtsC60tIJ0rIS9onZdwdu1R2jwvARg4Vpkz6uw3ohc5neaK777QxoK0z1yveoZ7DAMC45VWgXqeip65Hy0hgQJCvAJCLAIjSC1XpO3KMjBVoW2igLjXilzWUTyK3ziuto3s6u4m07TTnySLVwtEi3c6zljkudY92bAra6nebO5IYsJG2BrSt5Ev+lnEVidpoLdM6oP5G7YQIEN3WMU3aSwJtL/k54IIfUfdIXvST3bF1v6on0jeHdgPFkOuI2y95IbB+xGXqKti4FeddHNwJfPyngNWDoDsGeBdb8C9/DLjljxuw3cNa34BfmyIKqDuvaVhSz0yd/ESfn6okKkUMLkhTcqTtoUOHcOyxx+I1r3kN9uzZgwMHDjh5ZN/5zndi06Zup9195Stfcb4zxvCBD3wAH/jAB6L3bNiwAR/5yEfwkY98JFrmxBNPxMc//vFOvH2/kY40CZFzXRRAJK7VFUBqcYsqL56gVGU46MKsiVv+yC3rR3JL/jjPUX9GcQ2J0ocyv7GFXxvU6hkKNNmS05zi74miGgOK3ECkLWO8BJA0p65C2wL//vZap5QG5ljDiKDa5t32OGPlSJ8+2kruX8/YF+GNz8wofrb/aAvOO6XvvtIIJQ6NujKqZRspJQxfY6EjZFR0XKmP5V+93bnruJfpEQKGemdKqYv0h/lYfiaawqFoAlTTKJFO47ChY6D1e2HwgTXduoDO1KqIRmkx7vRIofqQMRtpCxQqmgPdja0AyKk/cojSdmwn0jb13VUBd2auKXnmRdoK0DVJtyr7RF5jzjTtlB4gwieDvy2dYZL7kbbMNZQJqGvYazknLaDOVKStBReZahtCR9pqvWX2AIp+P1NuMPjsy0fXgJUJGFPaVmxMNt7B0u35tBFsnLGEdaoHaCeBaPJuTblIeQ9orEwtUtkfFPCz/fruv7kTt55VYGNipG28lAh+y3VfFIWN1G9LIWA7xLdah/T8N3tkksHjBP2DUpEb2WjfJndAQqbHRl3KpyqiwHuLNTbsWJseab2HgUZk92RLVEaZqz6n/accEQbDBTOODEDqA3VSQ0CnwkkE5TxngNVHdYWFGbvl9AgdIm2LQt5fqSurPnrBPwMOPAnthAFxfpIHCb+zK34aeMW7gYt+sh2fDUiOIU/mmDWXXB8fkX8na871zqr8gSdqClD7pI8xXvHumKt7aTErQdsGuxb7Jj1es3VWf2bcjjVjFU7DgV0hH77PKXlVPvnkk/GmN70Jf/iHf4idO3c6gC0AnHvuuTjllFN6Z3BBs6NQhI1cLIkXPyJchCBeTdgFpQ+uABUJpOWs+mWdAW179B460avh7eSlsga4sEJO6gn9CzrNU+W7mGZOI2MwESWvbdtdI3RK0XmR/jE/N4zYSCI7XqTCCNB8XOGti00pDtuXtq5HjDVKBtAgIImfG9C9IcEop3MjzR1kuDGAFwMmyJAxhl94+TnKMC0D40DiNtIEMlks+lZUUvgKAQSBuVyoSFtRui+RelWOEozTLlsHdQSZcgoBsGCrfkcCUYOfMbsdmkEeDCYrFNDnmoS2qlaSP9ZIf/pvMAtG2jZMjwABk4LnoWvL0TJCGX26pUBOW9+402uEOqLMOD/+6z9/Ic48YUPl+hJnU0RlOF1L9djNcyITlRGuW4w73brNScaUXC6sfiJ7QP+tWfOnTCYP4LQibSve+Vfu34X/fPUD5ErA2HWceonvqqM8yrwhR98fTalTFDpXZRN5pOd6JG2Wr/d5Y8fpgQaRtkzntAWwWreTTBQ2rYhAuN+9a1oWjIWK4+kj2jbUR8ExIOf7pCCgQLbUIqdt4jsUNm2BZqdgmbzuBYt0Ei80h2tI7wk49TQxwNET54VCu5uSyYmcrahDP3ORI5RahTFmZLS9R1TXCcm1PIAyFZRznZU6St5JcaJ17GBO25aAv44Er4y0pfq05lE4gOBrnv00VaZCdz20qx2PKaTeNYdy0upzJhQJXSY0xtXc11z7gSSNidckTDTjgfWzvtakZaLEHX1R4xozBG29A2qp08LYgUODyotI2ygloyL3338/Lr/8cnzqU5/Ceeedh5e85CX4rd/6Ldx1111D8regGRFzQBptElNPi/4pvtU54xRM1Itb4oKpyvCA8DLpETzzeqQszfGkj4MUUkCfyG9a0OkITgN09y/ohAgfJ+McgkMA7iEoFwWeWF4xLQNQOW3Rg4sU7e8XMm+SNbwjoK3VDMx9Q5Ab0RUy/lpSrH/8hc9TkCzQ5RI3aS3UbRBOtJJwgDmiPKY8S10uzorLjAG5kMrXKLLNzaRHEPoZuo09YQDRvudvg7qcZyzPp1whEaKLnOlrzKdE+lJAsX1D9hOzAJu57kXa2ruYM544s3LeROi13jJIFH/y/d/98DNN5FsIBHRz2jYAtvI14Nr/COy+z2NDgQU66o/mciO5HN2mmDPRtEl8/imbcdaJx6D1+6qQC3SruJxl5Zy22kAuYBl2N/DU8FVhPAkhn5I609wSDBkrqo3LKZIxmKbphK14ZgaBI2t1iWMEidhM5bmbsaZ3eBlAzhtnmo9czXPWpj9DUaSAl9PW6so2py2to87JSRzfpk5XtoTvLYhMqepLCqjLP+Y0iF7z2lJALQQgS3k1UUhzIYQEvZrmtE19h0VO5jqR2X0fRGacZ4jLjwoHxawjbSkf9jMaTxWXEnTsgvS9H2mra2CAEFX75zwSct2Vh9m2nOshO8FE2nrvsctBZDoSvBK0VWs749bGUrzoVp/5tGM1w8ODbEHy1lPhr93kB3NNA/au/OEGy+zQp5VElMLByd27aKU8s+D0LCNt3/T7wI/8/xRTNtLW7D6Ypv6xoBIlg7bnnHMOfuVXfgVf/OIXsWvXLrz3ve/Fvffei1e96lU477zz8O53vxtf+tKXkOc9nTy6oJmTxWxdH5cIlyoT41ZJpotbajSR87demEowN7AFvQ1VKZmysbhg1YaqAg1NxMUAglgIst22DcDcAz225zB+/n/eIr8ws6FUGUMdjN2etoowoHoLpG8QDZTTlhmFkSx6gy7OnpZUynkSBjy5GaragJH1CL8g/Z7sna5Y8KOgrVB8MRQm/QYLRn1oxaLQ/dyxf3M6Nnp5V03ee0AGBeSnsXG0wt6UzU4R7V5jVfLdbPdtvtX84OoY9+88aOqQBpwaC8qUk6kHQqCtLgc30pYR4xwCmZ7+rZ1ExIFhamXg3B76laEo5Ud2vye0rR0/uTJsxit+AUfZdiJtdSQ6mOeIIUQCYiTe1mF8VERWueC1/LyECdZhbIBje5srN/rKaSuBez3PmbloUvvY1SyhreHI3ZExRSO8BrR1x00omlCWnCbo7ec/pK2uCZtr0mAxndMjkM+TVUD1SyhCOy3gQf1m5CU8R1Ld+xfkU+QgMgXyWFBZlpmYQ8DWKupPpcBaF4z6BcDsDjkBSNCrcU7b1EhbC6ZaPM7VX1iXtAimnTDwnnz7jGVOiPrjqdrpIP/aNBahtCNOFHISkCSa5UZlrrOpILqH4VPP06lH2pKoSCN3pZ7+h1/5DgBy6GJV30xBJks9yw38AJTM8dcMCtqS+WIOIms79upkiRNpi/btaIqm/hBuc7BORrlMJjjlhiLN1MkXAOe+UvFkbUYB6eieSqTtgqLUShvfsmUL3vrWt+LKK6/Enj178LGPfQxFUeBf/It/gac97Wm44oor+uZzQVOmqrXNHtiEiskrjWDjNTJKaKRiv0GzTSkuHGxgEAWmOIo+FC4jqWKLWsUC0jiH2zAkiBE6pJAd54XbVoiHNtTZ6WkNrGqfvFLK0AR8TGnebc9EdKEJ6NCwndJnd274OW0p6ZIm0tZEnWgbTwOY5F4KVNXl6DPlqt+D/GT5dnISqs9HNj09mNPWiCbBygphCyoKPdNnYECRZ7PTqjwpnG3ujfgkoH4X+eDM+SpZo2VE8/QI395+APuPjm0dpB8YAwTTIJKCkpxIDbdsrkFbkC2WQoAzvSui5fyPPHfG7Jopt90y/MaPXmhvSwVyyB3BU5dpHXSe8VCkrQ+56XFj5zygZYH+qekYEYg53hhcsLqAdLj856U/wj/Jvi7LkH4rYuOq5bhlaoeKTAWhItpoTltVzugfA6+hKWTx6+kBoFWyxH+H1XxNr/90ag/tMC8KOc//Ln8lPj96neGjMAtLC9kezSddGIcRTY9gUooJr2y8ATt3mD0QT6baquHXAWMRKSvnurC3AADGQuXSnKxW8JZIBnyzKSOiB5EB2HdEAsUm0jY52rfhGhbIaVvosavtDgPsd4y0pY7K0nsQgU+BOmZIZY47zmODSaWAthqYdIEs+dXOgdSgGCHkerZGc6SkkOJDi4vy3gJW3n7f5rBVTUmRtnQrO9MKOqiuY/XCqr4ZXiZrSZQDTs+ZXSPOTgVlu5v0CPIO60SdAvWSv76CV89GduNqetDH21I0PYK3q3I6zFSDUN/H1PlY19FohMsuuwwf+chH8Nhjj+Haa6/FBRdc0AdvC5oxubl7NHl++4hSwYTMH1SKpokq9j5oGwZjbDUsbEf2HWkrIopVKWqRlCCefwF54Epcee5OdRGiQwNONrYWAFlk7Str23b1c9WSA1BWKC7U+9l7vkDbCxK0Fa6i0ktbEdA2xEtV5BSjChKtVwS2mHr11gGkgs6N6vdQuqzKa3DlZ8TvYGXDKcgDqQA0Z8GTaVuQVHwbZzmNU10Ev1vYuwfB/ssF2TTbGFxi1e+klsWAY6CurhZgeuGMH/mcVKcTXr40B9B0HBB6cAtpa6EwaxJXxmDnLakeUMnJafYaWHbymLVKj8Dj24c1WKANoBhoS8WGY9hZ/jgDGOuyfoUVb8YEhHcQGSBwHttuvtNRSWWO3EbYZB5VU0YioTXQp/Mmkn0jndvpRnqNEt3ma+NmA+uFEMDWbxgeHIdSaPw22onhVNiK/IPI9Lu7oXgeDhfroPkujJHaJqdtxZo7sZHvwvAiyWmlQXoEISaB32P3Ud090pdepK0Z/4wBow3OM7QmutaZj5HxxLg9i0KgGWjbNNK2mJRy2gpkasuKXid60M+II6j6AOYIm+DTxUkSSC6dNX3y5B3AnVdGfkx4VzSnrQ70KXLog8hMkgQ1R5rshHhi/1EcWMmbqUgatDXwIw3KEVa+UeKj9mNH5/KtkoOBXT0+0DVJirQdYID5DtoIDqlnmitLNWibQxC70uhtrflN1avo2OpA0XdX1qSoLjgXkbalIAwrlwUwnfQIvl2xIEPJoO3111+P//Af/gNuv/12/ORP/iS++tWvBstdcskleMlLXtIbgwuaB/IMJBH6rXyHPSBGXTGLW0SxD7RZmrZqMjMQGUN+5rAHmnSjstLW6CAyQBnNaqtcFWjYhUtBDVpb/zS3Uzpbjky0kgJV+ogK6iHyLeh/0L/R4r2Ctq4SZdIOOMBaD+/FDd+Jth+ce6z80ThbDNDlb20KvFPG07YzJkbaym/aAFW3MvvZyJZSNDPUPSIuaxqQOWEcPZ8en1JXsEy574tCkPneQKFKjpKurMRjr6IuB5xs1p4otJwrT2TjbADph5wY/DSnLdPGMKlNgTYZY/GIzkrmvLWCArJgChSU1zIUKIQHONNnSukXCgYEfy/UM2nQ1oucgE6P4D+n7b9Rph049lCyVv0S2XXCSo4g+78pw6AcM7ppur4l8lQDAOpNBXlBZCVT+gVj6uA4phqcPYIiH5dNj5WA8xoHngSu+lWchINwTIhgXxPhPYOoQQEGvSoVYCrKXq8rejHpmh7BIxWlGsIYmqVHoAeRefpcLX81XHpt67VWCACj9f1E2jo8VfSbcjJZAFW0jLRtkB7Bk5+FBiK0zuOdmN6KnHeIFvrDFJ0ziSSqFGlNX/ld4KY/rKup4icNEingRukUTm5dpsoZ30Tduu063pPc8FqeKb3W2Wmm+VT5mE0aB01dctqa9AgVh2cV8Zy2pgjdSRB18gwgkz0Zqb8WQjjBPEEd3UTajh0blndd8ureBY1K7oWq6mHhb0LP+GHt9SgF9FcZMe6NkWmxtoi0DdKovoik3/zN38SNN96ICy64AG984xvxnve8B7fddtuQvC1oxqSjBKjiXlK/IsKFQYBz7SmmC0qiQDLpEcqLisEC4R9FBoDx6eS0rfqNu4c5FOCDeaccsCbar8MKv1JuO+eXDgtQT15HCRCQ6Dc/hQNVxmguyK5U8jhroMSOhX5OBybtiALQh4mEoiAr2uPMqAzOffqqBTDpWCZGedJcSfP6021Ruw+uGv60/PHz7ppnUH8LHUHaq1Lax/xtUYeTu60MMMhIW6HeERrMNz0XOiqJ7v6ueF08UzJRNG6vEIXjYRbgJA5Nf5/Y7exO6gA7lhj0CfJkfeEZGPTBmQwiNZci4cb9q1uV37kGg2FnlXtisBctk0KsAiwz0fyBsU/uc3La0mhkxrCUccJnh/XDywvosOkY4cwBppjiQ18piNPEfdyua4OMtAWAHQdWSdv6k17bpgiURshA6rOOtF07DAA4hh2Fl2QkYOARvS+Z5276Smk6qLWgAENeWB6FyaHawrnnPCe5l3ESpcpIpK12PtC+qgGuyNZ6LZOSDiIjvzbFogUAjDYC46NpN6ZwIQrSQDx9hsOzWSsGIA2KgYB3xumsZ7sGnPoCbQOOAarv+GYM0+DN7M6ICbpgUmRPynurHPvqmWm+WDVudDCIDoJJlSoP7z6EO7cuy2oBpB026tq/JsWJ/xza80epS05bkx6hSg4qLrgGbcvPY3HIql4acB3x1vNSTluBMu9eTlt9iw0AG4pfYsf0sb7GnOqiLFfmJ9K27MwCCRJxcZ/BmRm6ge9aapQe4aKLLsLP/dzP4Z3vfCeOOeaYoXha0ByQkyfWU2SIqzGqhElghdlTn7VASBWIxkDzywobCRNwjjHGUDQ2uoMMOHyUKAhOEAUQMIu2QEVOvs5cukB6uAxqSvTBhY1SIn/Qi8Hf2mNdQAgPhAzUZUFbrSD22Vd0QYZNj2Ab796Es72I1ue1FRyzrPRRKkh2VOlz3Qs6/Wk9LKHfnKjOdgqknPMECAtErxuVR4MFHfvXRAk0TjvQoPJ4Ae9vmPJCGy8tFb4uHu2gtRmLtNUnaTeP7JWBJOHD8JjC0+RqoxR9lTpgZVJgTKwFGWmrekutIzrSlnOV07atrKRjXPFj36DkVx9E5oiANvLAyaHnW0MFASE8ctIjhNviBLRlABiPA6/VRORPoK1SbsDAXHZkjtO+r4s0JblmyUhiyceffP1R9YsEGQVkpK1kpm8HUEMyxh5azZ/27QbaIYdUOd0fi7RNWR96JGc5hBxDWj7m5Dcn5UrT/oytuSRCVI4jPd9Um04ddTlty3LB5rStuI+0F3eiyfXdzX2r2ukr0jaUCzHECwWooeZ8tjRgegQLTtgoQDUGtH6hQcJOQ5a+w+ZjTOiFbYbk7yws6X4hStEnalODQNlP1Pnu6bKBgJ4Y3fuEBGzXjXjl2lfFa2FAW3/3CEM50rZ53n7bXsJBZEVOfid6n+MMJgay4yAQ2LG8or+047GKIjlQcwHHwaetC4eHQE7bY9ePYOK/hiIKJkxhfaXPUjLRZhVpG6JAX0zlfA8/4GhBhpJB2+OPPx4f+tCHzHfWxdBb0HcFmfxppQi4gPHkEYMgEUYU4EnN7SSCV/VJ9lU5bYtec9pSLyB9korxrxdwuadXCeHuLIXI8aZGwZJhDU4HMGJcOp91swxo//ANlfESWdCxHtRWSk4XZauGuNkCSE907mNgUKOIjldv4fPmXglv03+96EsGAYjQdmpSSeoYq1o3KG+B+cVU/2mxlAPAUw8DH3t1qfpC1LTVgBh0P/YoV/zPVWUdgLx8nw4akWZ4A4XP2f3QZcwz93NVpC3QSinW+SctyMDg5GBWn7kW0irS9oGdB/GJb25z5HahntfAFTyDNsWKNmkw/F0Zhhe5pZMzkuLDgLYEpKBqWFLb3ryORXBVRNoWgntDUY5vObcYllR6hIz3lB7Bmzul9AiCuzOeuX3kpGtxCrabk84OQPWFpmGxjgA95mav7+rdRX04o5IpZIAT0NYpGuJLy5gp5rQlDAGw80uAYUIibS1omz7nJ3kON+7I++yAtlS3UNLGmXQ1wJUTpUkdMBXvPxAVGOxNBVAK/z6g/5y2wu2JQEGjN8riQvZjLGd3tL32OW3N+DQRnXpR7RAAQg48azempwCONKRCpMzjlGeteC6THkE7zHR6BILP+0BkTV9tXJdBgOGl551Y17olzxkgGJkj+jqNBqaULbXXqVIibUtRkaKk78cibT9/93a87HeutfX0Tq7eKrkSMoCGPpIJYAnIxCKHAPCCp2/BPb/5I7IGgQ7TocmNPayvDeY7zcHOgOnkjE0lsm4LhWX0Dirv/JZjwy2ompJB2w996EN4+ctfDgBYXV3F+973vsGYWtDsiQU+WSW4wmCEVUxlqjA9wbWATpzwnqfbxEsKAbMhz4BKhG/W00FklhFbtwM+BwQrBbAAs/CYOweJtLXcxQX9sEaeC4paIIVNoe1KMkAJSY8Q6CPhhnP1yK9wFm+b05Yovr1H2lYpYdXgnGaVa28vcZzkwjZT3k6qIg1SQdsag7PqVm1oZ5wFi2tPvnyl3Z0VdkgElLA//1Fg17c71d+YAnl6iwbGS2qdralKWdUHYvHkrEyGikLFfpMtw6ZJMAghD40y6RFITtv9R+1nE7ykDAiuAAMImh6hbYSMsZIAAFwZ/IzZ9Ag6ctOxXbxvSe1Qg82PqNUGXW16BLqeyXqlsxUYqehamduWtRtXtL1ATlsnPQL5n7Kkc9rmMVU1JASKQhoBh/fGx6PQkbYkD7Z1W6nuYAZ4p1zOnGadHoGAaTbfL1Cpg8zAEPVhQhtpq4FNDcakbzj8T/94Px7aeSi+rpQi3Fl8rtdGGxJZ52xRrepLPZM0SFxVvyVHZe49p21NegRhYB35FQB4g0jbqrqD5XP4IFvBSDoGxg1o2+1QSqL/1TgtQmEFcqjOLrqfBcdYQn9U6QAVOy9sEwS0NTaj7QcaVGCdajV16pnDauaFy6y6Vc5nHWlblNZrVn7mbH37d/fo16TTpDZvvZ96QziKhZ3Trs69/wh1hgwgk6Od6/aRVNE9h5lJjeGC0PqQ2Nb81r5wz3bvSlXvzoug9x3Is4u0FeXnd1KTDMTTQXX4bCmKaPaO8nmkZG3lrLPOMp/Xr1+PH//xHx+EoQXNDwnvk1wWWG1kUOmwIAjYhO0RwetPUBNV4y58Oset9bi6xBlQtDW6XQYcPuzVasBaMqdz2uaG0cG8Z3SLTolX/XeKws9frLpsi2y67a10PwUaFVXwIo0FcoBPV1JtnbFlAz74T56vtvT7QH/fSnlFX3vgnG8oMKMgBQ4ig3+wgReBVZs+QJdLBwh1dT90/smWLyH51lH8B1cnWCMHDwolH+TBQv2AkWbm+s+3dkgq2K2phjcnglN748PznCW/h7q2OlLlQWQMOPeVwCkXtm/PiGULhmgbzpFyxOAXDsCrjS+9eVnInLYq8rYQXdIjkK30ALasl1sxrcEBcCYgwMEZw9X/56vw4nNOgKBbK1P7xdk67fV3QnoE/yAyYea0TBuhMyJknDlAd2OKGOkMboSxgJvTVkbaEgPZwZdrdiroKMEje+AbiiHSOW3pOmkjbdVoGCI9SkNiOtqoB2dUY6LPTtMjMDsPK43NKaZHoCTzfDM13tx1zaxnDaKAdywfxcokd4cdfS7Ona29dGcA4Ac8JKZHILtYdH7eOsdnAXp4Txzg9SOAH9lzGEdz1k8+WUdHCOvT5ncCZAiBdjltk3eYkPQIqtGC6fcm1wPeB1DhREM2n7OiT2dqSyqnR0ixY6pkboJOX+RuGW9+mtXb6On1TsVMDa+Rdsw2eRf+Lh9B0rYJIBxpO2ovo/d+B/jOl1DZjw5oq8aWH2nrAJG2bzYutdA32pDvGIL7RMG1jLx7BmF0N7NrtzW/ibq2SeXTdX2NORK0RLbX3Zy2brmpkjd+AHgOQ5o0r0f+snXybz6wM+F7hBqHvAgh8Ld/+7f48pe/jF27dpUAsk9/+tO9Mbeg2ZFNxUQOAPG9+OR/StoY5PrUbJUmIOQ1jVN40kpB7pZwUnUwHt7G3ZRqvfcp3uQcTsTDQAtkfZ4zWWoocqKmSgcGdKuZ1tmFynmo3F8BqGjK/o3zYzeMcPqWDV5OWz2nejC+nZQItD4BeHOjWaStuq7gi8efOqJrdfvIKDoVYDeNQowanBR8NaXxV7/0UgDAF7+1E4XQW7ilc+iRPYexaV2GZ+kbC61gdMyHbNiWpncxhAGVbGSGFT/7swBjAkJoUKchn52ezb+vRr5f8nNSSWs5p01rdFgza7SZgyupwU8MZxP1KgqV01YALLM79fTAaseVw9yGJY63/eBZ2AubfU+DgJwBF5y6Wa2RtKrEtZEaiaV7RHw+6lQABgB0eQYAzrkxJDJG0iNQKgqZmuTkZwV+JHxEolRD0HipF4mocAw2CtCH5pAGbWu2mErubBoGGpnEIMcJ12vbHAAo0LjWNAHQ2py2zkREuY/IGjQlnkt+UQBg2lFhrpiUK036k0Ii4QKZ2mGlDoYEd48ZdA4iq4q09SPp/IPIqkmq2yw+/k16BKrLAwdXJrjuoX1447P7OASMoLB6d0Con1VAh6D3NRrjdbq6R0VeSo9QsJG8rvrdHkSWyEKQLeG+w9CYqZRPs3cU+WSdey0pKRCDovfaSVGUxz5dXmqMDe2Yk7tp0CyC2s9py9zrsn0KoAoZKd7VbuEeuOo7aks5bX2+YX8nz5s5C/oQ40s4f0VEn/JtIVmYAvb2uhec2oKlurs9e6avfvHfm2zA/cb8onM072lfCGIn9+o0JvJ7/1bg0C479xdUokYHkQHAu9/9brz97W/HI488gmOPPRZbtmxx/i3oe4eEBlq9CZpTmRwQLkJIFWzEedk7lqqMqTa5Jzw5cjWVdX5Lry7GkOc9HkTmtF9nZmoe1LQqCGg7kACyj+++J6e1gaOEGPnfLLpMmr7JuU6DFffTZ8YzX0M2p22PJ/aaaBl9eBakUWC2gPXRCFV6Ip8VD1W/W/23DLQUguGTt27zWyNASt28JuXqykSIk1sz7h4qY2tQBjnQs/KFiMHZBeBroEjqK4F+1upN83xTSkvsMkcBgDHcow76qAS3qBHW8L2UHYYWudPPrmJolFPBzmEa3SangOwjBhtpa48g480MOuf53EjbjKZHUJZeRvLcAmpniAvrJLTjgbZ+RFpNegTdArWlTKSSEODcHs414tz0rMPbo18FPvVL9bxG0iMA5UhbutYz+PG0dJue87DlNp3DTMJyX9fMGDFiqeEN2T/cxAfN3pBimoc5So8AEKMTKPeRB7wkUY/bInWkrfkMWBCmsGWa9Kd2+tBWDHk5bUv3VjpbaJUOImUN5lCb7o3qf51CLFbWW0PI1+WVoh8dyAQ+UB0hkh6BWbkrhC6byENtgIVHJKetuQQV2SsAsAxMeNGebUjYnXZNo/eYkTnzlR5hKkAy3SGiHak6cEjtwBBN+5NJ3jOmI20TbyL8mPQdvuOFMQKwqt+ydd36iY/grF2h3TShw0iJ7Cwi886V1+1ZjJI/742TzMtTb+Y5YYJG2pr0GG406iDkgKs9jHHvMHKnHbjV05QdQV1rahQAmBm3gTBC2Rh96x9Ufn/h14DPvzfMy4IAtIi0/fjHP45Pf/rTuPzyy4fgZ0FzQowqjB7V5eXSi8Ux60dq67Kwi5uqIdSi14j66wFLZvGGUfLonQx9H0Tms6WVsJBg94Apffqp+aV/QSwEzQ3ogzkE4BhU+RO2K4jCZbyGrZ87xStff7+bPzHsZJC/sMbKdSWRBZqBJpxHYOx0b0d+zt3r1EgMAn4E0FL8aQXXDGcIDyAN5bRNNLKqFnzCW/AgMsgt3QJUPkWM45BC2IIoIBov0bbymnujv4eNcNGUGwMMdFBShcD+oxO8+SNfxw2/9lqckTJ/WswxPSaNTPO2lBVgKt+5eg4ih6iRJstCrUfyV2mkq7hK1nDrJFAyTqzckUa7NDKtLCpgsrLbVCSlumrIicLxDTql8AbTIyhA0gOnqUxiYCqXrXSUBKM/1g7X8yiE5TPk3KWfQ3KBwbhoS4+hywb7Kw3E0cCWCTxi1jA3Rj6KBKBsCuSAdlMEc2h+SXMt7BAJr/VqLE45UpnOKbNJXzB1kJJely3AmR5pq2RmzPnJLfgXSo/gMpkaaeu2V6k/CAqQlLcku+XCIztHJLVKa1JtRR22LpDRfO325W9d8cL1AIPmtBVOeoROJABUynYR/wlAMU3nTITKHCfwUwm2aJ2+oh6n761uSddwyx1FIOtJv/Zma7wL1hrdQ0eDMu7NVUjQtcsYevOHPcdsXo681aTnihedmNQlg6wj4fnoj53gWkbXGyGd6AAVgUPOB2Lbd22naneJNz+Y91Pv9mEqhaJbGQeWtzrrRe+OG/POc8+ZtgBtQ9Q40nbLli14xjOeMQQvC5oz8lU66WmBe3BDQOhrkOqY9UtYnQg74RmPgJ3x1u1ODmv0MpVHLQRSMMaQ97kQReqaFJZHW9YDbc1BZN7vPZKTtyhS/9A5bR1Q9PzL8MC651mItJco3/b3C81fxSLq4PN9grYAaLzCoLtEjaOAGpOBRZCmIBCu/mDTIyggz6hVrrolglFTNe/Z/FYFONSAtqSJjMMFkk3YlDJaU4yDBhSKcG1Vf6PyIaCr3M/U6dDKQdNJSRXm4Mdx7r4DAHK70xO3mbKqwRb9pj9YhI26FXWkponWjOa0lZF3/y97fx5v11HdiaPfqn3u1SxZnmcbDxjPGAzGzLNBIUB6SH6dQAiBhJdfvyak6SQd8usk5CXpwCcJ5NfvJZ1O0k3I0OQXpkAQBGxsA55teZ5tWZZkzdLVlXR1h3N21fujalWtql17OmcfXcfc9bF1zt2ndtXatatWrfVdq1b17UFlJtJWut+Kh+y14TG0KsnBSLmYAR9py+damCO+aTRixT100E4yPYIx/AbIojRCbL5LgQtOXg0hgGW9LMxN35ZcfvcwGpiimh3LOhoTtMa7g8h8+y6tRRlPKaCxjD3hnWnC8cPy+BIPY96t0oT8FDiW6RFIuCTyDhpm2Ncyvto6hkaT3Tz3noI/BFBHK5nmqXQazjtyupTn7Y5y2grfNgADFJ/7WmKg4iFi0DYCsqruc6VEumwCQOcOnLxFf1RSBMDURtrSn2QrjC3S1h9E5oBiYSOkrVLknUIjgNdxiouk/KwBOBdZ5sTUbGt0A3ujbuzH9dn0CM6uiHXZOh2GOSRbRzI6OUFVaT8nCeiidY7e9yg5bXvLgeXratZ4Fmnr5IPh6yWnrsErzz0+ULn58yajVg9sBmYPDsdvTFGkrY4u+2JkgKTXcEEOP7DzccY2HyJdaOR2aA2L5YfHUogI49AAS/X1PCEhgU2fB578DoC0/TF6G8wJQvbq80zuPZ+oNWj7W7/1W/jkJz+J2dnZcfCzRM8T8jsFuCJuAZHUSepEg3lg76MAePJwvriVKPbxQlIavaRc8aLn1RicnUTaOqUtvfDun1koFywuuih3gIFqqyg0JQbYNCo4bjr5Jfirdb/ggPWRqEOUM3ZAhL/R9o8Kw2KUtrV227oAAyKNAIMkGlDpiDY1CL3zBcMhbJ3elzvAhEWy8y1hxgcTcS6zZv1WBTgUooCjW4U9PEnb7y5vrS+trXLvFcLRyBl1SY5Grr1Z4wGlo9nC9AFN+bR9NCIgFdwZj7FvfBz4p1+yBVl7Q/SlAWKKkWvuNGmRjrSl9YqaHmjgb27fCsBufxd87A4RaRsDiHR4hs2K6v2Owjm4KKpdSoHmhxOx9ioNOl29zmobactvEXbOwBzyt3b5BJ75rz+CyZ40NkyZsl45bnRppK1AjR4BNt8R5bSta5/rDjVriNYMtHVpEgjcN+9QO/BrcQ2JcJoeK9A2BYCHq6lwczIuB6aktVhXO1j3NQPg6dBClyrBRaPaNAme+0akYsdOHPXGHUZOP2Of1/0usGxN/dzxlSLMaVsvrw0AEK7jjmQGiswLzlyw1HmkLQ/aSIK2ZhdegPWMM6etVg5kc1veiTf7W2dnDQR5idvVmZxPi0yFsT8OCnLFikLfOctC8x10NWxR2TaixckhMxdUMJc9fByUddGaDfXhNLP+ud2lBGiLqE0WKcmdjnYB938xkNDV+w8fBL77O0Pym+A/+DSkWNsBM8HL4HPZv1+S36PzVPazxnyu8diuQ0PrpwEF0diFH0PpzneN0b/Pl3lPvB3eCcSysrtGzIeKg4yWKEWtQdt/+2//LaampnDyySfj8ssvx8te9rLg/yV6ARH3KNIlCLttp0Sp2PR5TH79/4SAxkQmoXRT8RetprZeMi33z5sT4SlCx/nCdVyLKByONxTVKsWpBSQEmKGUMx4KkUQdkUmPYNsMFJtY6R+folW2oDowZcT0Bl2QTmlrj20EBgtjjLT1oIEAT4/Q9fvQ3tMfRERFudsSz5ZOjxCPnijSNm7bfW3wTFU5bQM5A0zP9gMlz5+GzfIDx/fa+WB+61D5KZ2/bd9jy/6KqQZgTRrp9ZUOPx5p+wWsMRWPsaKWPtQc8w4P+wnpxyt8egQJyw8HTiI1x0TlsiQFsmeiYgVMxE7b9SOKLCG5JXlOW3s9c98MmZy2LeUcgbLu74RBJ0qAFxdpKxORL2auy+jksUruqsAdjbRcAnzEoisqCkBJsK6wxT7kp2LcBtsuY9DYG7g+PQJFXJt/zCFSVvY9DyJtCfJflIPISiJtGxvSQ62rwz2jE0n2k7jNIf3BuDCgrdEom/enAEWilpSXPZYD00baclzJLWA1oA6f4zwHPkTNobPate3SHEGH/DrHGj+IzP+e6xB4Hpq480Rr68Ap62evZXg9rG2kbcPxwvQi75TN/DOz9AhD5zcHvBwGmq3bhWtyZOyoa2qkXzRxljeOtPX6Am14MOmGJBLZ6qub5GWbobYBPy5q3jkVKIJcoBBpK7PhHR88wMldS0RsBjnYw+eRzOFZDnqbZ9t/ZN78zQ6YHIlK5mOsVmmno3Od2P8oGCgvpXcqj8RTeQE8uusw3vHZ7xd5GopKQNtEvVzdig+BPrbk7dVz//M3sO3AUT+u4WWhTgEvo5BM6Yi6mRz5IaTWsPbP/MzP4J577sH73vc+nHLKKYGXYIleOBT7fsy3UBir1Daq+UPua5YZ0E6pHJn1ptcq79GWCdpietNOibNXziLTK1zUos9py4En6U8FHolC8Ni04wVVreCiPExcER0DBekRCr9ZJWPsubFiUI9lkB0ll12lt7KKHd8nXn8IjSfkfeDmTwGrTwawAi6Ha5fGufbvnm/D7XxEBCAOq1flwaLLeUoRdbcg1IKBJCk4Jbix1ijn47TZs//dHVvxvledzVq1hw9CG7ArUPaoV61siuTI8GQdRaXbuEapv16RJPLREQngXfuh3UrhcxjjiGt4nGMjAAiiwzKcI6ddvxEw61BbHp0gzD/BQWRBegQPCAgGxgE20tYeRGYAutZ+bE8cpAAMCCkYq8KkcFCQLrdeJ+kRYuOQonCS6REMMwoySo9gQCzTleF4iNOl2IrsTX2zFbSUT9sBBRBIFw4iS92qrNwuBcqqHCks8qiK6CAyv03RaBRKA5lQls/ng54rQsDgWBDPNxdfszwFu7IKMk37MdBWFo8UaUvjXLi1XyNcxyigIJ3up66BkvLSg3/VsrimzThKs3C4bknfOMOaXFIiUd7KX+31tiDSVnQE2sY6dFk/k8PMTVs9nGOiaXkd5QdFlNNWSO9AGidoW1t3UfNabBpday3aVcUicaStHTehkcEcGUC9TqGdXC8dh1X8MFvCyTSXkkAy5bkuHUYL4utwzC9L8eGfXTs+ZUXzsbr38t+5Ho+emWPFaNwy0slPsoN8qRQw58cHe2MWqB+j41RrHwQy9khbBM4gZxdq7QNmFsNBHOlLD+84hLNCo9AU6/w9sL4K0vw9H3Su5x+1Bm2/8Y1v4J//+Z/x2te+dhz8LNHziIwjzAswyhUWgLaFm5Qr3bNbP4/M9bEuWNyqF1ewNoTwZbmR6UGMsC4hhMuxOBJFEb/EWrAMVSlhQlhj2kbadhn1F7RJxkGVIB3jYgcgPOgLHnfnF4aseaj7E1FVhYPIyKvMFyMao11G2pK1iDg/8xjeR8x7fHhB4tlE4nucP0oIDaUFTlg1if0zC+GiXeLNL1BQrtrgBJAEzyRz1Jg8oQyIp6hGbYA3RYt+3diZnQJ6K4CJ5aUsxeM75HWEsVnHW8Nxb55UY+ictl3KpoJBFD9vE4A/Ua39pLtCCIK2QFN6hJAHvk756Fy3mhlgmcAOMUx6hIjs/cKCp9INQxNNqu03gCJthwFtKww6Moau/hBwZFd0n2krjyJtNfwOFRlFw5duswaM82uixtxr8L41TKS0PQ7OANwUTS+i9x3431JALgMaA+OJ97O/k8bE8atXAPOmAWGBfncQ2dgdn3VkDfJj3ewDf2+bT0ctB+t+So4MNeerDd46MuCs6SsNntPWumpsvQdnFpAhPaxLORPaHGYWI0iuQIZUlH8horU2nRBToqxM9X1dta65Ue1wwoLpm3TwezIOkg7SIwQ6QhUQq0MnFPHYON1By1mhPDjgV3EbGWmBAwcIjrQW8OdKP88Dz00D2w+mb38eRPfHVJqmpik1ubck0tb+ZbRnK459zuj6Zt1W+7ay3K7jdIfbxUUV86hYDt4OnWLEzv0qxywfWyLiBaTDa/Y7BwmpBn9toHR3OmBkG5DOHqdD8gcOptYWbeagYM8z0lRocjPXqTqadw36NIh5iPk41hQa7vBBF8dA91B51BlLoG2KWoeVnHXWWVi7du04eFmi5xH5+VJcpAXl+EkpIsp7RKWU0BD4zHeeYAtKzaLPwdKEt9LkIAwnc/CnEMjzjhafInPuW2pL6/TsANsPzvoFVw2CQzDGYfT5PEtRn7C2NPt3HCRS7ZODfJS23YttC4wVt+IWDiKjT5VDK2OYjyWKSRCM5PNYEsjWHWnW4azefAHoLWO8hPMpBqf8gTzheBUwXugrzzrOtpaY900jbSvnAect8bOw0VH2cQdcCWQKon+XDebc598L3P7/qy5DtQQoVweROM1aTVwu9rOAhtZDjqqOTnZ3Edp1wHTq0LwGFB/sEyxRgo4R09CyV3EQmU2lYJs3kbZ2q6WwwM6w7zQaE9KlQhAO+JOgnLaWHxGl+WjUDlemURwPBEpc+RPAa34x/M32RXwQGeWBNukRItAWFetXk4i8RH6/VG3a/eLLhCC9Zr9FcjyoyC2KhdrL6MOvfRFOWLWMgesGTDegrY20XVQAxa4aJNeOFS+PfcM371jh6RE4lfA1ZHT9KES5N3kqIg0LSFqu/+P/cy/Q0tHlDyIrkXFsW7+G759i7tiaNgPPt2mPj/7K+wAoYXJTuyWyJsqTywKTHqHD3WqgRbtknYmiqrwe1nS8MJuhUXHvzCZZn5PMUwNAZE52j7Qu8mjIEl1kbqBww6N7CtfNjpAOnaldkS5ZBzhVgi0N3lXhN2FTzXknhoYB1od7O6LdGk/pTpyOCabvEjAqE5/D6hEEBFeAiDwqkTu5LFgrhPBTuDCXSpw2XcvnQio2Wlnt33atTY4FlRuZF9gko/BSd7f23dJF+qHY3ox+41eDg+FEha41dqpok+ndqokMGKp5u0OsjpcfcmoN2v7hH/4hfuVXfgVbtmwZAztL9Hyi2ECg6TSdHQ+gRKmwf0uYnLYeoKLFrWTCFwA6bXNLhUAOiTu3VTqqyue+GZXKlAvD57JecVH+wVN7cWCGIjjDaAXtkKRuydsAVYJUHBMZ6JQazlKLfHEVFbcs79+ZdkugjH6zdaqBH3EaBmDo6hCOKDLcR4d3/D7IIIqB08FcBNoWDecwp635lAkjWwGF7dQBNQW7qwCHkgguIp6nS0aKj4/E0Fax0M2Vr92PlP5E5mTx8Jkujdqyn4u/p9KNcIxKtcqdrauVy4Z1BO+qIIcq6m3RpmtBF644UJFAxzjajcoKeGNYQEFpC/KKDEJrm9d2GHBJJz8pL6IDs2Fy2irmwJECUFX5acsoiEyL+dXR7/w+026u45y2ft2MbW6Zcggx+VlOtj9l/D5oHWcGnBDs0C9TAsKDtkr7uRyyVzW+mBFQeKcUmW5bY23xx5X2fWlX3yKS65pFAHOCaCi2vmp2wGb6RvMxVKTy6Iuke3cQPrrcjoWFvvKOoBb9mRdS1DA+bU5bo/EK+EhbW5K+NMlp60Aq41RyPzXsS+EaZvp3wHP6ILIBMnQbaUvbyMue2cgJH5FHa3fbnLYN3yFLG+XeCznB8j5Mqp0unLJsfU3qR0xfLvNSLzrF0rbJ+ljvVGiXHsHrPHTAsXbuV3tLrf7ZJpVCgh8W6ekOuXU5baVfby/9MeC637MLyrAy2tZf5ZjlTp1gN4lw0fXezRPKt3B918FHNxRWVuo34vOjcK/LZmv+HTaApylFjqPRib+ToCHfHJVk66dxtC2SsyblPHN8CAgbXdA9fwmZ0Pn7eOFQa9D2fe97H2688Uacf/75WLNmDY4//vjg/yV6oVB6wmgIbF12If7twm+mb2Pez0yaKAZpPe37jw6CgyCS7fFIyIThKbQV5oIvSuz3rnLaurWjJCdN5cJvFQ2lXJRX9eERI1CJMWV4ZPyMEbWljTjKr7fOozqS17CtMu5vdJwRf4XIaBZpG9zV+TZYApPGeBCZZs9bAG3Ztv9IsU3MHvOvw5TJ3DX9l4zqJuWxLrKAeKwsl+LIt5VJAaW0V264k8A+l4m0pRQpDZWLBmUKhlUnMqb5GPCvOAW8szcyzLAaISpk35F5/MLf3hPWFW9vDNoSTK4Pxay5U8hw9zAEhFaQgiJt+bzmkbbC/avIuBH8gJwhFFK+ZrFPd/wYGXws0pa2KBYP1GvYJwHQG1tDCuWgbTrSFqD+0GHkh3mQBOZp+6jyIDI25xN9WthaH63olPYCIPM8XNGCNlK8lQFrINDY326cQF4+EyQgrexbvMNBDFk3mu2hReAlTrtDXysdNvDGV5sdLCM6kmgNCHkw79WuEqYZ0K6Mmv5M8qHTvwv4tYg5BYrjp0bO8DnsAKDiM5XxxfP4wurfYTFzLTWuFUTHOW211+dL5yvrK43yslXtNGYrkdOWMgXalFIilunDUBwNmXLCVuiCnUXaHtwG/NkbRq8HsJHbNX0yqq0TrCnWg6byaKz6Oe3KNdA/l/UyaNF0N01oi4bnkzBQjhyTALB8HXDua0bSqdKRtom89alIW0uyfFiFzYRXhmC2qmLeX1ZPZY+0ee8McgUUwTrYMeCxBPM8HdtNIdN+LHVpA1ZhHfQX6xTX8tiesyUR/8x27fw9OFmbjy47fgiodU7bz372s2NgY4mebyQIFGUCjG8Pmcdk+iAytrj0hGDGlsbNT+7DBeIUXHF8YsLHk1UrQGSQIixLNQp4XTCsRiDPuxAo7esIH8EoXD6SQQ9VZx1586NckGrqrLGRUTKU1sgY8CdI8TjWC1AlQBDxogZeGdManUba8hYFzyWV4KMLihXFGLSNPe6FuWM+HYCh/egi8NlwnninTXN4jRhpm1OkrQTywIj1QI0G2m05T0X0PPQlYNla6N7LQeM76Fv3rG3foy75XleWXypedxHGTYwqVxczDoY0Dg8cWcCzR2cBUER39H5TW/yCyJDooLwSotzmzgBgoCSNV5fTVoTpERSLkqFIWwltIm2FdaxpbdpgzoD2RMqnj/o2h9p4Oc2SpTDem/VB0E5VdC6PwonJ3qcSOW21MjOqmB7BQ4ZJXiopAdjp8F267wxEosNGaSkvyhwdfSZ4KsnD6ksxY0n43KcCDGhHEM9V8ozHhgR5047lQWREZQC48GO5Ns1A4+4rghBtibZwuqMJrWMnDhrw5wFUtHX9bwJyAnjLf4GALj8UDwjWQY1wjAVUG2mr/Bxu874tXzl8RKIorBnFucxlXq47Gl8ReFP6HASKaVZ6XJG2WoeRtjTHSZ7mC8DEcggHGI3QD0E0ZALES8jBgLqKaDu6z3z250pz9yebT1zjkerDUZN3FekPwttS7k+7XjVzZBjKMonfeNcl+IWHbkJFrxfr06adAMcPxrJgDhb2OaodUbfGu3JsfbI70DLJnMERCFlwypa1MSyVpA7LNR0EZ/7+4j3b8Ta5F9ct18V7ydFkdRGzPtvrwzFV8zMHbbuQfyXjPJaJ8CPYi4tFBC4LOAyNYRO6Mx4iIRzntB1Tc//CqTVo+4EPfGAcfCzR85ZSikMFeMPK9nqSarBC0SY8r/SIhltj/OY29inooBAqFhlfXSqchejVCgOFIwM2p63m940DvIw8YWkar/Qj4yBXGhMZHAjqdYURn3vYyDf21e22iBdNlTuEzxgLHXpZSYmy1fFI2/HktI3TI8wD2aT/OzlGROGbx2y0u661T49AY/83/vEhvPqpXXjHmaS0Vj0TM9zKyjHeUzmjMymQK2NgmgjFImhLUVbuBOom/ZxSrm/5v83n27+S5mcUGUPAdftQCAcwpoqlQImGDA0vm+LXVOhzXoDGKYEyzdv0W8ioPg8W0db2DBa8lqHjJYy0ZfOP+s3OGyGEibrV/cZ8uecqex5hDyKz3yk9AjlwhChxPtRRWSQt1VH6u2krd4f10RMIaGU3dEfv1PEfoLxMfpYzAp8egZWreO8i+k4leR/x9T4ducfW7obbKoUoOnqYeys57xaDul+jmjacjrQtpEYphmSn16YxkgdLTZ5vIfxmap6PltbgOIq7QJtvNp9v+S+2/ip5mQKF7XUgdAjVjid+rwr7upRfpxWbVGFlul8EGPKx352uynVobYHqVL3Ei/2sisqtbaeuKClj5Cgzf+fkOFN9QGSQWiFnVQ9FQbR0+fjXuqyZjvR2OWE+LSDdlETs1UfT6N8Kvp36XVFHIdI2zB9rcC0JwK/TdSlDNIBT1q7AupUTEG1lOQtWMnVpJutIr7Xjp8H7btCglfGsH+N1VqtCtDhUDmRcZjCdmwdrBPWwuTeu9U2zeR3R4fkcWJZoV9GK73W8Y7fbpQP5VxWpH9lhPPWD3/GzGLpGhS7FDm5UXesfBSO9hJclAtAwPcKhQ4daVXr48OGhmFmi5w85fCu1HZeBBAVSuZtvmTQLj89pa3N8NfGyWoWHtinR5hR/uEta2ZHCbKHujJjXkNeayi3pyQITauAAA90FeJliz9VaLkiHO1G+KQNe+Y/XKQGrTI28ALYFbcPyjg/zo/2gT+ZJ1MDYctpChMBTl++DjIO4r/M+kE34v2sUSR5pS8Yt5Qk1p8u7BgEAn7/tWWyfOtqobtZKo/GQki2ZCHPaJgPqtbn33/z329A4UqWCH69oRnXxKIs2FCgmdWUVsOY04NX/odInozVXddrMNw6iDjdHCQT1F6JxkIy0jfNLN2iHMEKqKnA2CGgbHWZy1PYQ5BMXpPgL8xrtmpQrbQ+2jNIjtO2L2MEXy5/AcWMiuKhbMilCh0DT8VoZhRNtpeZkDb3cJC3yt4CcndoYtQH/VQZTRV+5910TVQj/Tlir1gHrHV3txyiba9GciJ9GCuaYEZQ+w/ydciAtFmmSH8caQC5Jw1Tdq+z6MOkRRtCXaHzz/PHxbptgXDfsTwJ/Ec0eX8A/Z3hwYlSyUaRtGLXHtYm63SqUkim+HtTPosv4z51ty+ehs1X9G0Xa/vPDu/H39zyH1pG2TYh2YAiul8OsGQCQD8xZGkjL8lbE1/oKPTiV5s1c7+g9SEr90D7lRZGzUWVhYSYkisS/mX7gh4+aCHKm+NScneHy1dt7y/o8yYfdtq3BxjMvwx3RXYC2sZ4EVK/x3AluUz+E6RHCseftkLjd8dqIPJe/+6kwxvn48CkxJO0yGXbdq72v0YgYot1YhpF89le4k5we85jvpAEKtonhI2eMNZTnQ7fPHfvA6LLmhUmNQNv169djz57iCZdldMYZZ2Dz5s1DM7VEzyeKJ44Il91YuKjcib9elrmtqKQgijoQjxvAMmPNEzSpIaTw6RtiDoWA6vTk2/RVnRBcgRnMtvQA6Aa8rGCoWsEbo+eOPZOPxIRfnEfyyg27QMegibYHSaEIsKgBewRSArvqK7MIUi4nF2nb9augxbawDTn3CjtQMBy0e177c+Db9lUTaLv1wFF7n4XqBCsrUGOEkiJahT5Wz1spgdzltI1+dFtSQ+CnUWeXGYcE9iE8hbzynibUBpS4+meBy/+Nb7ZUjlB+xiEG17BRhGVRBJV1CXggrZ2cDnKgxjlthTk8xkfasvQIOsxpayJdLfgPkwNXkHOiy61xlnikLY0lfxBZBNo2kj0xaJsAZOIoHEemrTjSFvDRdiKaXILAp6A8oeh184DkUrFcnNPWzTO6MwaLXdoJpoUkI20Z4FI612K4kecWNoKN5/Ae2/rdkIwc5gN+EdMjBDsiJAMBEn2UGjPDtNnmNqagcoDVALkiKOCB3WZtmTEayUv+XQgUHMElNTUHbeH0ZxC/NX1JMoaesKz88SsnbHmmx3UFFsYAXRlQbecplb7+0d147uB8i/kW6XSVRW0ZGW4y1QKg3XEmpQ3bpj0scTnccl0RgFkvOgFt2SFrI1JtVHodVUUgujKR0zeOFBV2JxUDmeoPR4rmaBsb0QKkHLMqTY8w5PsuEqvT8RAwxX4v6lP80N5CzSkVXLt/RqdINur4Mv85tg+pkFLGUe/0pLFZsKxdBrx3lh4hxXXong7TVVj9eLF0DcZLgHHEu0fGgmXwHWK62lb8IaZG6RG01viLv/gLrF69ulGl/f7oi8MSLS7xw1OCPDPwwEByK26wcHCjS/v6mopfIZ14k9E9rtYYOJWyG9CWPKhl3vEE0BHKXmOo0vN3GfzLSZEybxX7JK/HYBEwkVpxf1Bu1FErb/s+47FS7SQgw81H2nZoEAt/mqtfnMcEosfjVUXbpEtyS/LbzSebs4zb5w7O2qumHelvMP1WOcYcIlRRTie+eTJ5urTjMbldlM05cxZLE9C23NlBd5ceZDeMYiEkgLzBnEwrfPF1f0CGaLd1ySmqwxvpgk1vf+p3SaQt4j5rMQcopy1FXsb9bnEJmQBteRSXBwLtOLJArUAfUgAH5wZ4av4wXt6cM8aD35VR8hAuPYKTBAJQ4IZe07WxzvlR8ruLtM2iLdGAtvxn8fY9iSJfKQusjOL0CG688iuCjUfALWn2d6VlMXqwrv0yYC1xZ6CrCAHKkAwQiFXT1phJWAeb6aIRDrkZlkpA26BIQjZ986GduOySWZzVyjFEIMTwz0hOWs3AeE3v1IH/lPO2eX/6nLap6DDLu1aF6goRrXWRtoHRGsnnKgcCi2pzh/cEDcONn1/8wiZcMZHjuJUTodqgO9JPuMGfWhsCCgFuM+fGkdPW1mnlYAAoyZ5JIWDTI5jrI4K2YO+QGorWv9JX2Ux7acAHAWHt7PJU65rX1wVPyd8UWzMi0NamG2rtaGZrR3ONjfqNIm0Z684u1h5YBthn/e6SSuJ1AsW6AqcOG0+WTynZDI50Qqffaz++O3uvvrbCd7KDgpIcGAzKW4WO7ZIqag3D8pQm18NdbP8vk0nJQAf/E9ennxdE8lLlzGnRNYfhPPO0BNqmqBFoe/bZZ+PP//zPG1d66qmnYmJior7gEj2viczaQPCyvwqGM8AUYkAIE9lg8gdSpECJwpnavi4ySAJpoOEQpCDlQDjPRYWHsR3ZxkoM8XR0RqQYKxZpOzbglOqsEHBjlX1+KVWuq9ybxkgAZRtgILivuH1Tl20qYLmyNNCtQUwKEY1Te1kJ2U0EhW/IToLIKFKDKKJEJPpG8F8BsK3C2hzWJKB8pDKoLzUywbY0N41Eq8xpGxm/COd2JkzqE61jhxCC5+JbqkUHc874Q0pA26FrBGrHWWDg0R3FfqZoaBCfbceWEMDCDDA7BaxY3/y+BB9FADjqN26MtOhDI0UEPAbBomeFsAfJmLGqRa/U8eLGuO0vk07Bp0fQ8I7C9pR4L0LYqBcYg9OCPjzS1uVTlL2GwIOuNuhQHDeePBCpo/lGcrt4UEkqzxop2g34jQ1YZygmeGTN8EhbHZVxdyYjbUmH4AfVhOW8Cegb05qtpsI7WlUhQnPxyMnsY8FLWZRsqVMmvsf0/uZ9Mxa0PXbRwYqNG/+uQ0ffpJT+7xb9WYhEjQFRrVhaBA8em0+mr7VJj6DjnLalN7LvfN6y69K/i36ukfVCiac6G19MlwfKgSwXEe/bbMdDC17JeRQdRKYBBtqa/RhAGrhsTClgja/pmpwG6UdVkJ3oL67PW0baGnkYjrnhcuYHtUafqSLKvAsVbs0mXtyhVDEoXuMEaX3QVAC8eTRNceeiG9sMrHU8D9FPmskHLluToG0EQ7OD2XhKprKctgXwrSv5XHCWmr/TgUslslQrayN5O0DFOngrnup+13DKZRfyr8aRRDaM0l7fEoKdf7AY0G2tLsXX0A75i+dZGS9LBKAhaLtly5Yxs7FEzzdy4jHIZRKCUEmAIPKOa8BlF9Ox1zRFwdbG8AAZUsGBYm4cz65A3lWkreTGfAK0LRNcBEyoQQjajkEQe8Uq8qai3Xa6kRiwgjxMjxCXGbWNIcozJlykZAGEN3lbneLcxamvAfkFmTm4PatdvBcXxaIjBSgPt0nXANIcSHLclRXXmnUvzeuKfuPKbXml7FtxfkspkNt7fcJ+uiE150cH4J2sE4j4jgzSNiSaKibMOOD3Jp6VHCTDgUsCmNkLfP69wEdubnmn508Tf0GBeBu/d+e03i4KeMWatUOArtB2loso0pbXIwSU5sCs2e4srPNGaZ86oTnpcFxrPo5lME+kfaeUgUAKYEAAtOS5dWsoyDsbG18RqMtJZtCgw/rYLUJAa5NeIl5bhUCFU6aKXwtQFMZsEbT16RGoTRonbA1j7UdJmtI8FYzHuJRvXwpzujXVLhCdG99F9M0IRGCti/I6FrzwdZDrVOxd5lqiV7ODZGiehwYRNNsZwUeK/W7Hwo+/4kxgU/st35U5jp0csOM2drpRM7U5bZnsFxJCRzlty/jVBJAIljYmKmt5pFrcdnOqImB0BAqc7rrCKWXkVTBda8++SLTTpHwhpy2TFaQrsZy2ehQgKwbezcWwiK5IoSEKUmhYRsxHB3rtyKMisUYWy1Bar3lvS9kdVAJwEeRC8/RzTXQ9pjs0Gt9sXAm/Ohk9pyQ9wqiRtpyviVX+e+ogMg4QE2c2VDNMjxA+bykoOA6nGpNbKhFqW/reKNLd9qdsrDPH9TQvn9y5NypV9GkmBVTuW53IaIfP8+PQUwCef5b2spVsbtaI/ejS7n7hUqOctkv0w0maK450jamAydxXWjkDAxA2Qk/TfwWhnWjUfxcSguceNAyAIm0IbOMkRFcHkYWGeCxDdeLAKgIw/GEhbKu2TlTSBZfEX6Vnd1TveCUHAHQwLoJmRwKMqwzzqtsShmNh0eeKPi1GGo298C3JYBfWkOp6HJCHMlaAVO4VO6DocS/hQwphHTIE74RvwC3dQaRtU0WjQgAUFMuQTKSt5zG8l5QLr8grrUeccw4qKfZCPI4aV5kAYquajx9TA7jzz4A9jwbXnUnR6nkJVBtBDXBz3I7ryvkTt9ecV+p9AkwUi1blKQ8ENBSBtqe/FL+w8LGgDgdUABautZG22tcA6HZz1EVPJcADG2mr7XeB8CAyirR9Ys8RTM02SZlB9dbktK1J2xHntNVgOW2j8SBTcpzurQICqEycHqEEQI1XkCD1BmufOwqqo0OKUquMpPCHRhHO7A8iW/xIWx/fMr41qkC6mNLCfC1pOwGGOLl0jA8iI31EMedEDun1UQCTGTkEUM5bInI4qU+tPAF456ftwGGHIGrWRlxTWZvXfxLYeb/vB6vbBVHnDcai4MV08f35/Nrhz8X0D8MSk4fagrYpZxo5/rnq0mq+NQACXVFSIBLxSnRNZF43GlV/iNfWRL+WH0SGUaYAq4hk9ehpC0cPAEmskYUiigUb2FVba3erdLsiIhCwEghmNkBTB1IUAeiHhGaOSKb/AjaXEKLJNwQJ4Q8RTtl2TuegxhCUqVz9tXdlOfuxs8EW8hHo9GX9oRN/WAcyPYnZ/TcEj431dDYLhz3jIaguvUPX1G8kbya9vgEAE5n0Os8x3JXiiY8p2yPuOaJI23HoQiydX65ybNp+CPm48kr+C6Yl0HaJkuTXA1EQQD4PTmLxU3kBbBAAUzrLJnwChJFeeRKIFiRWDbdPpT09c2TSOvCWUo2/+s6X4PhVkw64KtwD2y8UsUnraVOgZgg2DYX9yg3gsRqciUXZOFSNad3JAS6tvauh0iCgUbq9XWurAFIUU5cGsVkEeS5GA+B0nR7BUvIgMg7aFj3u8cE/rhhzNohoQtN4IqXDR0M02SpdoTAHqRuK8yVjkbZC8OhpsOdS7BT4ESNtLWjt+akAiNpQK5A06gd6h3f9ZYEFkxxgVKOqDYXtGP0qMjBS4KJLjzDMHIjqAANiSVbLzIx9IfEcTgrupnEjoaCtQqjtHBGAyzfbWlmsUPS9/WZz2mrpgEdhQdu5fo49R/oN+yRuJ16HWBROik/YsRJhmlrZWRdH2pJsTD5fXT8JlEUdhc0TZO4NUR5NP1ykbckW9qBNx2XQH/xgsueN2eC2vB4jADkA2lXyehgtXRY1BbTjmeT6cM9I67mvzWtrmterydlcwVs0bktz2p7xcuDsawrroBKSOYNY71RF2j79XdsYA2V4eoRKh4xpQdn5E183X40xToC6ccro4OdOdKAA+NRA1itx8mgHZBANldO2CfEt90AoRdghUp0dROaUqnRKoGqsTKKTSFuXHmGh1W3pUVbhbGjESwMQjdIjuCZtpK0NeqB1QRT0jKp3xX+LUwM14FnEKw7TPQXCA8iA0jWvQWOORwhhdj6tPLFYV1nqDVuD5CItAfp6LTGSC50QrzN34ygP3a0AErscOFDuAsDgHd+teeQyqKoYX/y70KETOgi7rrU/O4B6pZeRzB4PVjAUkbxkATCdqx78nds+mZqZwyM7DmHP4fmOG/uXT0ug7RLVUCjAQiUdxRnsvPi+vFHHaiIuCtEVZqEU4RLJlrR0LighO0qP4LxOYQNvvOhknLl+BVJbBPz2d+EUDX8ghi7U1Q2xRZ7zAvauxr4G2KgWZuRSZGk8foaiERfq0BwoBzwqx+cwxJQoIkkeh06VJU0dHtalEukRImOTD40QtDW/E7Clgnlv+A8PmW+ozFdGhAdPVCAphQPTytIjcIO9sbOipozLp52M3BvFqKu7l4NUdMUu2YO5Io8winHj8URRvzVRmVX3KxXNrUJ6hLhu1t4Q454fDuUgDWF2dJChbXLaDhA6Gqh1Kuv3BjhZLvx6NWgF2tp+5Kl9rNGpISCYc8PtGLGXpAAGNqetSZPQcLyK4tgv/Z0TRTLoyLkZzMvwXilQPOWZvlduudW+TV0EAFVC/QxN6/SvIRaV6K+EEZDqo0AuSx7pJyy4D8fnWFMMtaVh52tb4lGRAQAeOtcCbhKRtsrpQ8cueojGlrA8kD7E36OGceZWOroKu6kScZFx1Jv2OW3pkMHCQWSN1ksG+On4egm/LJIhUKnp+ps+Abz4HcH9FLlINHre0ogXWINfTgD7ngCmnyspx3hoBfKXASSpojaKU4TvQ2uwSFvpx/TIAGUM2hYdSeb1RPOGdLAu58wQ6REKOW2BEfXVBiBavPXf5XT2l+I5WwfoFda6RrKceM3DOjSYPCMditYyrkSPkB4hiETKUHBg0O463qa2B6ZpbfXjRF0wco90Wh390gnxvtY+xZqxC+PxFPeTn8t0SKyvaoh1r4UMCY6q6yrQqGIMSGZAveLc9bj09HWWE//vMSUrr6qirz2KMQb+2JieFMZJOT9YSpkQ0xJou0RJ8jqojyByOiDZaynFMzKGNIyhqpSZkOX2RmTI20hXD9oyAEOEW7q42SAgoLvKacvTIygPRrslv0SwK1Lilc/nM65oV014UgIU9odsoPBbhxzYz9Cc4W9k6Odu4pVP3lf0Kqt4fAXKIy1SGt0al7QIckBUFBXfLhQEIYu8x+kRCnMs7FmaR87bqzV0ItKDxr6LtIVomKMPqB4PXAknL7Qnfqp9JqPIB9d2c0W+EZGsK6RjaGB8lFHT9ABV4FvwnKRGUURky/E7NAjk2wVI54vnjyiUH+YgMm9qREYw4JwHLtKWUtcI7jAL2QlAW3eImZcT/bbKYpxjlqJ3LQBAq4fbkux4FxjYOTpotS2Zg7ZRP/IonBI+CSj2HJfPS0EOkqTMqnmHQiTSI9DulRBUFwHIYdZ474woU1VT7XODqfnYNvqMb9unR6DnX4wti5a0DqfpsU6PUALaBsXZv0QElg4FYgwbaQtyXgGha89CuGznmCb+StMjFNN6JCNtA7CGHYDnZBAvC3sYWN3cYZF0OopurlpDrXLM4WlH574O6C0L7ndRbJaSev0oRHVlEyba80sfjn43+ksgXlCTIz++n7dTRWoQ6ERu7dTag7ay59eMrtXm1I6D0ncpummfOxNHrWpUfpq8K8UjbYUVIn4FTUddVtsZgf3Y1iaJdltqN8fsMxCwHDQ4aqQtryuhF4RGhb9GerMQLA15+Lxas/7gH2OwT3kKiVI/eEqv4IA4yCYZgr+EXVDGQ7iTYeSBnm6XOWp4eoR/+H+9GutWTFhnzWLltNXwu3ksuUhbhWapGIdsFwjkvbTf5/uLqHM9T6nRQWRL9MNJfvLGYCA31mOhZCabAIwiZi8rm2tSo24xY0JbetBWRkJQOD7C9qUUUIOOBB5bLF2NQlgjttzAVuxed3qw7mIhKJLHwkJBH6RH6CJFQQ0DmiuYmr8jjC7g2/LOFn4Lm4K5HKIy0WFbXS9IUd4pnx+SsaNzjOQ/4+BEIT1CtM0MCBS+FF7HjTiP7/KC5s1mMrrWZF5XpQbgimUCbJHsVhn/TG2r+AC+bqi49beFoRjV1DzSlI/boNWAFaOEFy634GXIfuKgR8AbB0mjunl7LfouOATEfvqqTfSstIdeaNkD+rkr8L9u2YKVk5kPRnegqQd5hdsubEHbvMV7jRx80Nrlo9NCehtAmLQMCv4gzUwKF42nGivrcZl4Da4AKynSNpHTVnMjtFG7aJDTVhQNWPudA7GUazSUKB7cHiAL1hXiJpmXmwPKJc8ST0EphHfsEbgHBjqOyenajiRzLB4DXsoci3GkLfVlki+auS1kTGHXVXvSJRJRaVEcRxrl/ZnMxRytdQGAIoP5V35oWQM9gx1u1DidEkVLwQI3SBxEZgq6sS0lAlnQXYodrmtpr4v0jybLBVhBq/nWBoCLdCJeg2TRncPUXUUVek/ZY+qu0yO0jLRNjZvRg09KwKy4jExE2jpZbXfasHlWdxBZMOOb2kMuOikPnArmM1pACnrOkMEfKb6EDA+CBBA6Zpk+JWjue8mbaqI4w3WHa0q4bvj8ucX0CLpsd5FWgVyVzrwckscGz8at504CaYD0nLPR0FlCNxk+DUQHxNYOf02x38z817pjXciJBD+mtT3EfSmlbZGGAm0PHjyIO++8E3v27LERlJ5++qd/uhPGlmhxSVQscH7xSkzeIM+QiXOQQlnQFtZYrZiJgcHlT/mmOE5h6+XyLvwuC2NyOLLGkVtwiA9/Km+8KEtX1jKl/EFko28rKiO2pbWk/tJcc52QX0qL6REsXyM30TZCJ1xoiKdwLBOzObRmp6l3aRC7hc5HSQkb+xMsjX/xVuBD3wF6k6O1VziIbFDMaQvY/jEbtStz2mp/IBPvEVIqAtBW1iipTrmtGIvx+4qIKznOcUKlHZ8s91+dYdxATpDMUWWG/Tgj3lKRtiXGH8nHVtu4ywyO5gyCHwapCFAK2ucOCgLxhmuPR9pqkbl2aFoL66TRdBAZa/vogncmmpy23lmj2MEz1112GnY98jQGrSNteb9r956E4E4QwZyP/raBHceqaa7jeFxU5bsr8OkjbblC7KMNSwyJeK1vGmlLbSaiNsNIWyMTle1GDwaa+pWVV0Xu0oAUb6fwPXGfFD6ylohyNMfXF5O+tOk5/NiLTsVLx7aeMwredwReWqdEAEpGEaGuuPutKc9NnVrlpOxMk1ZqhIaoR1/ilAkFip2goHESl2eLJzPU4zntHqluZwrVRXVrFY3+IfvSgWCAENrq5yKortVBZHkfeOjLwJU/UfyNR83xSNZUuSjStl1OW/psEmmbh7IxWKqivKRN66wiDuYX6vMH+CalmBDdnn2QOgSubRWjAvqNIm1jYN3PKbeeGiXU6wN1dWq/3gghY4lQfhPVGwcyBKCsQCGH/Kg79gKjNlWX1zHCnUsM5NTl9/vUUAXNfnSKHHxeP0wUFSjMCarDyG3zbCZ90TBgYdPyrJyI/h6K6vUjGR1ERk2P6/yboSiI0h+zzsFlsxpAFVfuJcIQoO3Xv/51/NRP/RRmZmawZs2aIEeJEGIJtH0BkYdJvYDn2EXSG65y8FM93cEufPtBUy+nyJz4kkI7BIVHSMRVCSmhunDPEABhFR0XLyL5ASklIKlb1HNWYnyCONg2HFyPmRpH4xxo0+ySiZMq5kIcqpGWxRNb5S1P0YVAYRjPydzhdhPnMY7fx2BuBNBWe5S8Kj1CANqmOCUeGThmlWWef5KiGnrSO1Uae6crjfcSsM8SB4lloRqCxXwttQZGq0jPCIxsA1oFFXHArcm9YT+kIsiMWDTytRRcrqx/SNmkNSZ70t1fNGYQAbQRSNxmnlmAnUd+C8HeuRAQsLnnCLRNAJe01V9As3QKPsrzpLUrsAvAwzumcPJxq5rzF0Ta+u2dFNVLnGbIoSGDuTawapjSxy49Qo4siK4zcorW7XA8RJhOsa06klnoINFFmVJg03Nl+WVpmpgOkHak6OJvUTkRtGKxNvaHEPbgFMHX18U0IIzj78j8AP/XVx/CP51xLNIjRNGk7jsHVfg4LKtIFOVCMwZalrd3OYCGR3kR+O/j6cnhVBnhzoFDlRvHAiSgOQDGDX5Tl5fTlB5BRCVrHIpUxtWp4HM61qyhwqdk8sXYOi3CvonTIyT1kzLa/TBw+5+UgLZcD9MO6Ec2WSwn4oPI2jjPGwCBvC22ZScA4lx6BK8zpaOUh6CSNa96ue7IZnDAy+j5IVuNjUpeavSyxA4xD7qG6WpccEglX17van3WATkzSYYEk8uWcWOGdJxh7Qg2T4mS6RESa7z2OlLGc7RHNhjpi8GtrfXGKmJ2FIuQVjpK8WOYS6/TUaQtOdvbs9J8h8Kxymk7PTfAoX4fvcJ2Qf6qFk/XCAJ1gvdhvkZ7j7to0X4w+ZSbgLfFCDh+vlPrPbkf//jH8bM/+7M4fPgwDh48iKmpKff/gQMHxsHjEi0GOfnFLTaazDr4KyA2uSG8saPttmVRFmnH9iv2c4Xdh2YRRm3poCyPVeSiz0TMdDHTywE8sz0noVTyRd16h8lTqMYkiH0+rHBhroFwu+ejVMCOsgAmjO8h7nMjJY6GA5xy4HSWMRyYYkcDABa1Fr+PwainZAoU0JVYsYtyqRYcHsFWJKOQxnPJgaVao5eRUdnGKK8wVgMHQEqh8ddMTltWRvnDIsLoiyrjoN6IMTiWthEBFQBRK2rqvEr9XrzXK1lDgktNIzwLpLFqsueUaTN/4vkegYuFbcRtWmOzN3AW8+2SMKCtBQJiIuVfQrv2FaRLjyBsX/z85+9pxVsgW1hUmdmZIVzfUPvEmjmIzAKpbaP83/8V4MK3ofi+dQVoaxo2+XP5HQLupOeo3/yTtR3/msmG4jbz+M44qoyzkTOnSbjJMtV+wgjglPcLt5Fc5qup0n5stYsUHRPZx847NbCriA+QKGrZjm9+IGDKQesOcRzGeTtSpG0Iy/tVXzAHAqXsqmhLhc8toG2+3Eh2RVGx9HecC93pa40ibXlOWx+xVtmXLFo+AGN5pC3TybzI9vXlbQ4ic5FRNbtstDYHkQHA5MpURcEjqTbRvm3GSeTI9k5ABAeRDVN1JV+pPPbuHaQb6e4cjHIAqXVNo9oxiYCKZBn3Luz6oUyeaAGyv+D0CT/Tq+pktpFsMb4ZzwlL1Os0veXmb4qyHzU9ApcbyYPIuC7FHAJMDmm+mkX6ooBGIZdyV3aP1h7EZnhAaiirsmAIrSG8G7V+h24VL+ZLXcFIvo5KJXNOa3ziyw/hv/zjwzZPLxA6j8V40xlWkkYYUa6Rmq9VqSGHa5b1FTlWdL+7+l9g1Npae+655/DRj34UK1emFt4leiFR0UuPAJxLA5fW+wk4RUVA45an9hijO5FWAP4OABq3Pb0fT+0+DC38dtLQM0h5AovqjhQSqguBwhceAFoRH6A4rcJzkAxWBP6pQQgyjGErNQEZcf209c2UGeciYDgwUX5eCXWBn40iSuqaGDY9goIPHiNjJfL0M2Ooe9DWK1bCfZZ4KvMRQFun6CUO7wgUEKbcJcj7adjBQ8yoOXnNMvzolac7ACeTzHVS22+sXF0Z9i0Gaol4NDC/g+clrVXkW+R4K4KhFZpoTU2NI225Yh7wUX4vD/4YO0XPnoxULyjA3NBozigzuWzTkl2xaXjolGdZTI/A2aF3mVP0LmyqBQFn0LeOsIqf264dWoSpfDJ2JBlAuVRN2Rw+5UM12TIrj7eHCqWicEoMD9nDzjM34Fl9apTTVhSNOLpFhkBPwEMTWRn3jf0e5LRNRFOZ92qdnoVIW10OtiUjbVn7f/FWnHj4kUJP8/4QAhgoaUeKGEN0SXsKZ/4x4KUs0lblfnwjWl8K23DDHP8NGy6234LM8Zk0vxSe0ydi7fIJ/PJ1FwX8UkRum/QIIRTMKiJyO6wsaKtHiLQN5nA8x0vu0WR486g2viiIQPZSeoRiqpSG4yu57T9iMq6rtyIqFm4/d3eOI9JWDdI5bbX2Ebh8d9JIuiBfv9O6V1mwg4j11VGI6m+Z05bf6v8eMX1YsN26okxwEBk5LUy7PPDBp0tqwlcRJKth1n7YOcWHs5Nn2tRHtuKqE20Tw9pcbJ46tlORtjzNB18ZbFIB3nxBh+R/JNb0kUknnRTGnZTgJTUWdG773aZHECLIR945HcNIWyKyZ3Skdyzarh4bbBYOCT5faXxhPO+BOf5EbmTVA89NL7qv/PlGrUHb6667Dnffffc4eFmi5xE50coWH58HB/4ztZiwWrSNavrSPduN4VW3mGmNVcvMAWQDZpjHWYiCoEIedSVFN+kRTGVFI8QeLJMGI5li7g4iI+Ud4xF0PNK2AKKI4HMsxCI2uFLTSYvD9lfkXXVAXjD27KfK3Xf+3joh6hvWHwSAiII23IFxECuuhVBaGV2PRob9w2OjGnQ4kQ6WCjP5JiRTGpv2W2WUUPX7DnPaxsqnbVspZ7DXHmbSIMcbZZ0rKCoNlLJKaqTUW4MARdsvjEr2n+0AHTZuhiJv+HuWYrlYBNbN5WEibXlOW+kMAJLHPtK2Z9MjhFLIgH3e7eYiaOy88c4d4K0vOakFY/Y98THBjE4XGSQEpNBBpK0QwkXaNo5gCMD8xDhKgP2OhMCWiz6EPnoRUIPS8UjAZfD+mox/6hfZSx7oVFyX/HinnLYE7OZxRE7IefpawFtYTtrt7WQwGfDctmEB41ybsfL8OYjM9E0+TuOVE7VxybvDvtTKA1vCH6qXAvu8E60Fz22f7cheYLAQVmHd/QIa9+oL8Jcv/u943zXnWD0lj8pW8MbXCBdpG89TP26NV9bXryNnhKM2kbYyg7AHs5g667QrDy1TepbC7+x5491p6Zy9ZU0RGJkABOP0CCvXmz8LkbYGnAmifZFwQJdRm7U4Am0Dq6Lr9Ag6GhecV9u6uaTTw6+TiD/fzjCgbUytctomnWd0reo+xQB0rluaNUHSJhHnxKsHuPl7Fk0DaByvJsrX16EdkOx4BICf+iJw2pX22oiRtpxEVnx3DND00e7+8FUDcnLbMOTFnb9S1/YwROPeyULfVjyki7I3HjP0PM212rCBKEinqqibq13YgPXjnNIjBM5iiESfHFsKZCLJYBYN0j1nfJ7Zr3a9+42vPYotRzpv8F80Ncpp+7Wvfc19/5Ef+RH88i//Mh555BFcfvnlmJiYCMq++93v7pbDJVo0ciAWE0Aagv2ZWMC1xtGFHAO7t1Bpn3sQcX2cWPSZZNtIpYtM0lFR4xGKZZtMnbQ5FOkABPMHkTFvWEGwUlmvaLitw2MCTjXVHYFhvL/Gu92izAAHuz5i2yNE2hIX/u3RJa/ou4gbiq7uMtKWTCcHiIr0IRujKNROv0kYk6n0CKwMf2/8G41v7aIRfRl6p72MGYR1ik6FcwEA8Pn3BH+m8l0GO8biSNtoCxuIzyqe+rPlv0WkCqfcDgnaOkOugTxIRtoWIxiMU8D83e7UbUvDGoeatUl/xqB8DAhXgY2VbcG25SoKquSgrSIjJ/FcJtKdDiIz5QfIPBwsBE5ZuxzHrWiT7l8nntMbncKtmQLCbskmzqQABjqzz9amTyIwIGBHVQLx1EQhjVBshLKmiqBuk/FvyxTSI1AkoigUZU361ARIR9oGDxM0WwEWBNz59g1wRW0bcKCvheUhaeIecyJwNLk9fyykDZB1xtXA3ifYZZWMVkyR2YaLamddqt3gs4b+9t8A570ReNsnzV2F2wRUNmmnBAPPNE+PUNKf/LrL7x71f+Cltms7AdllB5E1eoekNExAKHY+gnb/pBh27Rhdw/5BDbstUMo+uWAHOyH9fJUsMsCowAqbh1oDa88E3vbbwD2fS5SLI23HpLOyKHHOIoCS9Agd8VAij10e+pLfuom0JX34GOe0Jf0lkMPEQ0UdOmd5jz0gy3dhKMAdHirYv2UkCGg1FVS37xkxH/aApHBZ4SC8/b6aOXrHfRBZco2380hHIGf0vKQv8jWt25mmPdhODhukh03BCcCAcgEFzV7ZcFOx6VrSsawJAP90S9KBtv43o8tqdM5PIzLvLejn3KYpcHbyeEYMteGDb3Kn+/XVeLCTf6nUSPN673vfW7j227/924VrQgjk+egLwxItPokK45rEfdlBZM8dnPX32n/9qdklikhkaEnBojkQLskeOC1AcRBSIO9C0XKACYkobzB64C29KLtT1G0eJlPdeASxT0lQXNjjtzYWCiI0/OIsKAKnqVc7XXn02ZInreFVE+8UCMsqhMtQxwZxNEVKPcadtJkwJivbCn/nKRycnp8oQwZVL5NeGU7l3Qob9QYj8cYV09mDcekCSVa+FLTlSnQVHdgM/MMHa4sFgSFJEGiUedXkXgaI8jsSEW0ARQe2MKqaAsjpCuy/5JjSgaOrvD20BHFYFYIMa2aDwWyXDA4is5E5MTmAF9qlvJkd+GeBBVRVW8efO3jD1uPSI9DODNN4BkX4rSkmBI7COL4Fk0XVxLX8ktzqDaKnw9uEA7HjfuPzrnBzky3ehfQIxbRGHnTnriOBGW1yBZqtkYWbkO6vhrwFbPoMeto6jQfg0b5jApGGodLn7rodCwyk0lvYQ6X44TCFwxo5DQNitOnvg1vD5iwfkvHj9DZbt7YOlMrIUp2bZ837jv9CHkbbovkoS49AzZJ8aNAfLtK2ByiW468KweDravBYTP+OYC6Tc5vrcS3GunMEV6z9JNeEACZXA/lCXKAAFphDGZtG2jbYcu8qjiNt7aeGtze47OxsztO4K+pnZWdwdAfaMvCxBaWijNsBNolyTdYNrX3+Y6AgO3x6BBvQI2DPHKiqk31vigBGvAY6WJ08OxYHkcWOW1ZGBPMpft7iAY0Gjetyh2Fx3VeJRyvahxwH0IBNHeXxiCFtwQblfHcNp5tGFZa07/+mnYN8/pu0Fouja+RK4dan9uMlc2x3yeqTgblpL8PR9sDcBsTlkwNtl3LallGjfZFKqUb/LwG2LyzyipwXIBp88UooFfxvIfHzb7wAa5ebSCYTsVInkFhbwkfphrEu9kRujQKoZBb0jgSKSEddGiM8lTqBKWFC2Jy2BGiMSRC7hbCq/vEuAmZ5FYFSQ6ZBJ8/d+v4SQC3oI7+ousOrNJoZU43Z8O372DoCmCL1d6Q+IkA0EQ0ae+x5qxHAydw0jjvvFBCF3/zpp6SgVTyD+01Ef5c9UREo4oetFsBvBtQH0e1l73Ke77lp0vclwOa40yO4rceJ39j30D5vOZZGjLQN/4z6vHSbftt5ZgETG4Gjed5BYdcKF2lbjJjyRc3M45G2/VzDRZ7ZewZtQFvu4HMRbRncxnA3Vu26xdQuKYA+Ji3fDaP8A4dHyRrcCLTl67oZj6m35eR40ghvkh4hiw50yguR9C76mIsUATyHk/Dhhf+EATIkKTXWubEdgwRs50AcaRvAWkKgb3Pa5pTW6VgApaXk2z6m6RFKQHee09b1IillcTX0Y5sIPaCdfMg8yGNuJ72Rdmr59YOrABr2sLAy3lTuQT4XnYry8jFQUdgp4QrW9wcDbUWsS5aORTPnTDQdu+bkkgjGsobpFx7okNwJVMdj8l3xjrayIOsV0xJZAErHdzYe4y3GS1lOW+ggPYJvehRdkMnpZHoEVypNXadHGCLSNl4RWgFKyeAcvt264r7gIDK/xgkIvysi2DFW4TCyJXSwZraQn3Y9daNZg/FUJQeGwEP4PCVK2iSpsaWc80NyR0wy0jbFesdrSmQTpCLKC/Yhk/18g26wa6AV1chrVq7T9AgVaxi1I11OW/+bS4+wCLpGP9cY5Arbp476i+/6DHDxuxw/Ps1gly0z+cQibYt54JcIGCKn7ec//3nMzxcPzVlYWMDnP//5TphaosUnr4gXwZhg8YqnlFY4afUyTGRmaE1mmTMGNfzUL5IXruYQEg0N6bbAAOy0S0E5e+yfAZgju8lpS9FKBFq5pu12ssSqR8atwS4koAYMQCqW74Z04d9iiXEuAjrxjdkGI1XNlP5W94WRF96WZP2QWFQ1wc2dbj21MZC2L6QgIzEGWkZJj2D5ThnXscfeXXfs+a+ORwu5a58ewUUoCa9o9WR0c+0zjDYoeMSfy2MGMvDoXatosS8ZO8zIr4pAobt5RFlYYNh51WBOsvfnHSLFd2iUcM0cJy2MXQf2D0O0kcvw6JxVnGJjdVjDyd6jsmUAgFxMBE4GBQFJETE8H15wt9/uLhiQMbB/myFlI2PzYSJtuZVhjE4N6ccti7T1+XgF+qKHL+Wvx9beOS36hBtsxTW41MnASsc5bXXhHfk/S51vTWRlIT0CP/SD2meHGpqbHMi2B+sjziNjtcATXzeiNYQAo/hRhECuw3Ezl5v3k0MOl3akY6KnzUMFbHxUGmmbg6ISg4O9En3kRmenB3wmSE4UrzHgUggRRtoGIEbFmq/tji+7c8qB+IX0CGxMKj//tI3SphzNnt8WaZiyHoTqs76uWEMtL9o+sweN+dwxz2tSVwhkMtyi3w4csfUn0yOQHsbl4kQx0tbq2iPntG1CcaQt1+/dutFlpC0bFyW7zrQu7jwwbHQ0ZxgQMnJVbWyJlP5esssrvE/5d8HGK93hdlnZdcS5jWqCBvia2+wZGJjEQFBnJ1CbqXWo0cFoFW3Gens8DlTkmHVjS/g//Y8JuRyOOc0dOyMT0yuDCE3qe1ayrEmtIKBc3xqgfgg7toWj0BftcK0v2Hm+3owyy/DgHoExpzMsJ3oztBZoDWDZGmDlCeYPZ4N0TIGTnWTVALGOuESGWltrH/zgBzE9PV24fvjwYXzwgx/shKklen6QUba5okEKjhXCySifHEIAa5b3ACGs4kHQVck2x4gEbCSUMBG6n+79GV4tHw5KGEWzmMBfSAnVWaSt99469UMKu5UytWWFntGDfw7QGJPRZ1iwp2zz7THcczhOg5NFYvr0CBzI7QAwHnZbpR0flQeRaYXf/qdH/G2d5rQlNvzz09auwtazkdokJSl+z7qo2EVthTltvcLnc0359xtybHLaAiwdSKMxVjSa009UXLAlA4mliIBUHc5TV0cpT+zeigPJtC45iIyNn3bEgLEG3n/ERncF6K0h2skZklMN81Om7/fvKgZn5gc5/u7ObSaKy/FERmw7g9QZTDaKVjOeJYEUOg/KpMANLo3oQKKBzZcqtOFLQGDQ2sAN50t4mA0pwiynrWWNAJO/yq+zEbctZWVy3kXzvoTCbbl2LRfEsSfq33h2mY+moG0I+uU1qicdGBe0lnIe10Vsue8RaBsRP21bwLyXvTMDLOtJu9ZXsjt2EgwccE91LEDbpDNQBTLDLSvJ+UZr7zAAVIvnKzhoDPH0CM75ADgDsbiuxSxYAMmm/6EdY0XeGDgXRNpmgO0DGSApFUBx/EzSgLbhg1Rx7YEODlz7n628s3wV0iM04S3mMRlVyWWEHb9J/ar4LEPt0GpSviQ9AgAvMwPZOcIcK/AT96tOF6PSXTk6nOxrmx4hURWvr77hsH3AP0/Vc/Ho9livtX8qDdjMtqZbGwCxXgNpqKsG/SbCywEgWQbaqm7GcOogssIab2ULAzmnji7gq/c+h0KkLft3LGuICzawNjB1Y6IpXdBfGF9au5zgQwd3ttExuwQJE0FBcTs+PYL/TZgCGPJpRyTCDFJyy+9I1cOA501IhaCtT2XUfVP/kqk1aKu1LnhLAGD79u1Yt25dJ0wt0eKTl/PFd+1hr4RiZYW0tJ42M1aUUxBLFUIGpglhQV4bcfsSubVQPJMCAxtywjmUUnQTaUuLIkVv2YhDw5ttNbHgaXoUQaAtPd54vEaaTLikIs/AlLGRtv+FOcmcrjW0xzlsol35Jt58v6iGsFjHALcIjUKzDVe7rdyORjqIzCpJyUhbzksNUMLtTuqHaC7x00170kQo5lqXKJYBk35QpHgrlK6fL8Ep2iyqxx9eVKFcxCBEXVuxoV6hlNUSixKublRjoDR+8OQ+f831cayE8+8tx2+WiFJrQiQbSc44uWfaPzpvjJ2BTT8Q0BDRBBqAsmNYwY8lY8QJUFZSlcpNaCmTZvxKKAdUDJS0UR0ARdq2W0PYWuGMS9raLKJIWzM+HagkPHjaHCxJgK2c7MEppXfT0I1rLGn78NwAuw/NRzc0Gf8EYPdC2aDTkbbcADapkXgJHxvkg7XLQI3Q8AuuRaCtN+QpI7IhA6ZLTGQSA2TDgUhjIuV0iXHzY8d1nHaHHeakIcPxFL0PQRpK4+g2V1NL2crlIXO0sesUoUfAU2CElrWlbFQxG2tFx1hxPtLaxEcfpeC45De+hTuePYjaSFJy/MiJFvqBWWe11gi22jq5lHZk8ewleVV/FG6uAG0dSyQXRVpPsE5f3ovJoIiq+ut4cBWHB5GBj123bvDfR5ljOuzvxByI9eaAOjMZ6CFHT4+g2gBKSTsvEX2dKsMdyXbuuW3lLtLW/kz/NlmLgBayiK0jwr8nt6OI2iuLtKV7h6Fg+2jivAjaBRFfg5n7UghsOzCLj/39fYhtGhPIYr+HFQzHa0zUP5GDxsikmKL3FthlXh+QDe2GEZhmLHXhLClbw9h65A4i89f4mSHHnOx6WFB9o/W/SlccrX2eHqE8kOaHnRqH2Fx11VWgw4Xe8pa3oNfzt+Z5jmeeeQbveMc7xsLkEh17CmMBI9FOi1fiN6gcSmsrkIT1FhthrVAT1QC4SWuU/cy1EvAmTaTtwkAV6gty+YxCUfQgN+5clF8kuIKcaXY7HW1nHgpMacqq5YzXH769Fkp468bTxosAbVvqYgFqeT9X4jkgkoga58qQj7TtKDd3sBjTp4mKFvHs6eT9JCI5AoUyMrCUV4qCWtg93uj0ABkZgpQeIVfARJ2ik4oGrKA60FYIEeY1Ze884Lls7PF3XJMeQVigLT3W247NMmM/Td9/ch8+eMMB/B+vOMveUjR6KJocGDKi353UPBo9vuswzpELOJFkuB0rgZIXjMcWfFqFsr/iFOCdn8Jgeh2A/aZK2JQH9gCgUOaGRLskJDS0zZuV2/7jJ0yrtk4UB0ITUEljUzARaMFiCPhD/7yTsZWyHnhYEnNriJy2usQI/dytW/CqiZL5W8ev2ybJQVtVOKAJEIEjK3Zr+AjJCCBLkTP88uI1awxohJH6ko9V2J088Ok0zB2LB9oGY1On+mIMRMa3O1SVris3vsO0MaEO4sdXS351w7EV3BP+SW8yY4cV+Yhxe4O246Bk27opZh0gDmxka6YDb9g669ZBchxm7ruwgMrRhRzP7DuKa2rnDoG2cXqExAO7y56/ZHRaYps+dxzZQuX1J9tDeXoEJwctUpTa8k8R/qzJdjpri3ESRdp+8HN3mRpI9wNC2TmyXsZB2yiAgXRTrZG0WZrmOK+jNqB2XVUU5tqocEJHUqp4rXAfB239eKWR7XLaQjnnXmrtVEpHeUP9mtnIRnTsK+tUSKw9bL4FFOR6bhMbF8lMqiu1q1OUlwkC6wqRtuTU0uFrGEvUrbf6aT3lVHQCMLAzAjPVmAKfTHs8p20bB2N5feYzFWlriCJtdfCc9Pux1zUoTUsx9svKYjGEntqsZfvBI23ZIe4dtvRCoMag7Xvf+14AwH333YfrrrsOq1evdr9NTk7i3HPPxb/+1/+6cwaXaHHI6KK6qGgwOFCnThHUZku6tIutzx9ES0WNMmbbMukRJCRiD6PhIZMCuVUe+AIluoy0lRlSIsN7w9LP4beL580ApJHYtII0UsQFWHNdLEJVLNj/g1w4wa+jNtC2Ds9IUtHidTKlQiM13kcho9AZUM16jO1OW5ermSuGo7TjolhjoyBW3lD7fL4W7cArygjmftMmPYIAzDxs5J1O9P8IpANlmL9zUoYq5lwAQlQDdMnZMwywwGtsmB6hb3cTePvH8prYDuwVrpY8DRtpa4mAm0985UH804mz+LvjyPHGQJK4j9vOM+c8E8DZr4J+YKcbTZTfWFrDzgNJkZIvoq9WSR1oAaFZegQBDNqsIdyAomdyRqf0YJGgXO3eeOlJ4dpqrKzHAEsyCqfewAly2gbjsXhvgbcmkbYkf+It0brobFXCJWdx11LOI3IAC+jyLbFJkILApQG7wkFb4VI3aSHQkyaXrYDJr6mFHs/63Yqsk6xmzbh36xR+7E9uxZbf/5HRmiuLzmSgCq39jr/ImeQ+W833Ifo5cr4Sxz2mPxpgXjpBaXiviHQE4IBHtr7lMWgLwANCYVQgbe/V1nlDZA4dTAGdjBkCETM6iIw5OqqY5vPGrQesvI2cotnDz4cAWqZHcA2l1lDtgUert5cDkWGWTZPTdiFRLtVMA1lEVHUQmQPJSw49bEtF9KPAY1V6DjnEbpRKPjrLaYto7JeXDtoPrtVEZgcHjdKcItDW5ogO6gh56ecKF/76N3Hbr70Zp61bAR612copAXhHX0GeVfRnkwj0FKVkbjI6PYq0FVYPEOEZGvbHwjiSEWBr/M1dBfaQPSKdnAVixxCV9LxNH+1jeT/HMhAv2gVm0A7F1mtDk12X9veydWwoKnOUsHpdpC0rYvaLdWmDtid/+DTTB+2iOhauuHyigA81WAJrS6gxaPubv/mbAIBzzz0XP/ETP4Hly5ePjaklWnxyHh8OBkZRXknlUSsMIDEpAMDktKW8kEDV9ppY2TdGWSreV8B4qQaq6KGWoqOctmRwamOsUTvmQItwsfG30DNaEIsl01YeUemUnOFRsdAci+0W3PgxCjCNoVG2mrRQxoPbSsqnlGC2xdspY6qhsdCEaKuiVaI8ONBhegTTUMIw1kXFjs3n9PEXoVPCH77glUEXaWsz6Q80jKETHzASEFPk6O/q0pUkACjBlq9E/5U9X6F8Vd+7MZ3KY4gh5hWXYjX3cgDagU40brhh7vMTqlY82XcybKStNoo/B7+mZwfAcbyF2HgJwY1WzUWGPRH1pIDZ2eDAjZJoUxPxoaHsgUEDBUxStJfNaavyNvNRs+cho8tuH7dgpF09fOSfvbOXSfTzsm3XFe1V9WMNaOs2jgcAm5nvZtkO7/2d914G/Y0S3ppsSU1EahZz2oYmGTmI/K+p56kxbjSrMQZ2rM3KcWrF/pA2IhsgOcNyii4SUQ+wDafJco/tOtxNgwQMpHLaZsstB7FTsKivaa19gtW27ddRQh5yItDWHEIo7BjT4FE9lSClS4/g54d/Zh19woMndDukVSO5HKChWbOeuBQrE1ErFX0ZRadpUuRjgJmtGVKGkYd863ktVQGC1Cbv21gWsHL80ZO2RS0vI4C2pMMAofzrUm+O04w4m6hKD+uifXpH7bYcp+BkxQdwHWibeh/07ivltoreBY0h4Xb78rVSQBQOb6KAnv1HFnDauhXg/T430JjVfXe8ZQUjnh8Wpe+DO9h6H1MQaduG+ApIXxPyiUXzu/IsSENGPw2Uwm999UH89rsvs/jbGO1Bx0fIN9kPnHje5it/+9v4xfVP4peOA3gwjXkEgbQO0ISXJuXg1nvPbRdUXo/PaevL+Pd27CFLbXeB+bNp7A/kNHH4xhBreU3L5iMP1pOlg8jS1Dqn7Qc+8IElwPaHgISbvOHE4Z5hp+w+8z1WwBwyIixAJIXxHQl3b51h6s/mpIPIisyJIHct51B2eUoxnWCqtdNWSPlPKfp02Iym1UnlLuprbCI4iI7ii1x0ENmY2w+yyGlvdHdyEFlrY68I9mr7blJlXKQtge1djR/u3LDk30hKCRutnQIonZxn9VE0Pv1HHKlsq7W/9aRRpZSLtK0DUMAiEKrfKU/HUEbuZGzt/oHQA+Tw+RbLjdtou68q75P0QWTs3rbkwPO6ca0hgu196aehUTb0IQFDg7YqANoAGwXottkzgENFEcIto/8DsAP2aZl4UzDRsgoebCtT+pQ1AbRWUBA2ctGPTyFgAd02FI1rCwy4V011wxxkRLzf9Pge/PPDux1fjY0M9+yJZ1RRpFIJ6fivkrbPOWElVk32CneY22r6yUXcxJG2Rb0icNCKcCtlACkJa3SWbmsvyn9/rSiTAetMYzKHIm0BAeXybR57Q8qTB0nq0iPICpnZvk1Z7GetWU5b5jyKHLTcmdRqXW0DlBEQFTlofHoEC9o6sRPrAJROpWKdkJnLyyygvcOBBzG4BqI+sP1Dc54ezUSSlqQUcA9h5/DkqrBI5doR6mA6uB67QeiAtBA4aBdpy+bavqeAbXeFPwueHkGUpJ8y44w/kirrnyoemlCc0zbglQ4i47+PqAtWbGF3UYhl7Avpd2SNQm7RHCanbfx3C+FSqS/V6IpBegQCjcwVM16FS4dkujgcs0m90V7ceuAodk7PNeffAqQugEHDjCGlwrkftDUkaJvqs5RuzYFtf9E5P7KAJ4EDM/P4m9u34siCj2DUQCHoqRvS4bpv28hTwyHqu12H7HvRykRSCwZC63IdpROeiTrZbUngY/n7J3ghOIiMdMXFiLQNVSRP/Gwf5yDpKiqbt8/SI+ilSNsyahRpe/zxx+OJJ57AiSeeiPXr1yN1EBnRgQMHOmNuiRaPnF7IjevIA6MggF0PAo/8I/BzNxoppHL0tYQUJieJkEYArpiU0IMGB5FpDaU1egHoWKSeFOYApIikFMg7kSc6MATcISgmcKLE20SJvDVTNMjQQqJ8J1yCNozWgeHjIW/OFtanxuBUWdVlq0jdfd6YcoCsk1lRXZZprWkLc9dbU0Lw0YEDDjxIAQxtiStJefF6wI43UMsUtoxFvTjvKj0H83hTzQOFRNspIigfKB2Pohpwo3xmJgCjmHtO6BwDDtqVRlBFUSc6R8qHSe+nGB095HsLnCz1Zakf/uGe7dH9ieJoCfyRUy4RedScQjmtGGjrFFCgODY6dI7QmCQjTjnjO93HDiC0/Tsw1gv4FsrU2lJKTt4zCJs0ckqPYC9nCFMDbNk/EzxJIzkdFEmM8XjrZAmpyFoo5CC1lEmBARCNqwbj31nZxfQIKppr5p2oMNVRAAg2c/YUeCqsIf6Tp1cxa7r/S0rhgDalM1SmWjkGxCWue7qSvq/Sz1sRARLxlnadBzLD78ZAoY+883iI/mtS3oG24WXjlNH4rnpZ8LMIwBR2WFkpBhoBELy2gD/uQfJOCWVTbBjJ4h3bpXKa9zPJkAi0rVw7GIhkVe9i4EOkkxXTIwwBsKsc+NKHzPeP3Mx4kQxssWMpFWnL+gagtbvNOoZmPJdE2gJgB7+xfM0jTfnqfncsJa4JAUhp86iWAYON2bD90toRWSQfaatQH/MVy1zGS116BB5py+aeANwuCKGtjQlaH4r9GOqxwnIjIBu9WLrZ5LV2T6PB9F1fb0DE/7A6Dn/fZQeR8XZdBLvzTgV1EfhvpqL2z18hu4cmN9djJx6dc8KKxmB7oFdot1vKBUq1nZDR7uAqnv3yP0Q7Ze0m6/G2lGnal3G7HBcBsgx2CnNy/UG/o1tdiK8h1G+536V8+srF07uej9TIWvvMZz6DNWvWAAA++9nPjpOfJXqeEDm2YqNQa5bzRAu/OOQLgFwOaIVcSwhhvGSUl+mqs9dh7zM07SsmoVbQLsefhEwdRCbinLb+NykldBdgACmcxJN9ZnMQWUlOW+Kb+k2NP6etexcV4OhY0yOwevl5zc5w7KLZYYEx9t6MEsH7IXgzwW2dexG1X6CJBRGBNyMdfuYU0ug9M0XVUQyWJYwB4UAmDahwS6jHvr1SkpNR0abfysajA23TZAxMGvPFg8ikHiDXZHRVtBMbjiqvye0a9VNhHLWhGuC6vFUkI5/jV96YJ1tOCOCnvgj87b9paSAWQb4Bc2ZpzbacFd337WRS5DA0c8izr+zhfoo5FXSJUam1NdpspO1AgWBfUE7b9geRWWcIMcjSI/gy/iAy4v66S07FX/zgGQApx0Blg67Owvumw5NKKOULM6Bk+pkzUYB9AhlbRn2lIZRGLwZqdDGnrQHd2ZMUIm2Fu5dMv1LjJnhAnbhGdfr5JCWLYAWPtAVykY0vuqQpae1CaHNdnWJGNp6/dW1SeoR4XfGgSjE9AisG+PfUyknTQraWRtoC3zzzY7h+al1YnkVNE2956mwGVz+lRzAgjYBmkc4Jw5yeU5BBTiVE0I3laaOiugBgYiXjOFGucL+LoY0uFwEdjXBN9e20XEOS5e1aQge4EQAHGABRyqAcH2KlkchJFlTz8VWaHoHp+04HqYjAbsRXrH+lZUhZC8IsbC3X5Cp+2uqYCV2jie4iovkRy474WqER7hTyNibdkUl/uKk/PCodbJHSl2inTS05MIl4Zh/cEZkO67WFO1gzkmNbhzKP6QEaOtptkeKPW2t0qeP1zUXa2uptf05mXFZXgbb2d7DD51rbsfV6CpUL5Ouo9nKpfpQYj1Fbuov2hyDa41xU1X2k+1i5KkTamvexvKMU4y8UagTafuADH0h+X6IXLgmu4Gm+WkV/0uI6mAMmTNqMAaRZNISJtFVaYfroAkwUapmxzq/Z6MdoIdYaIH2ZQNuiU4idgt2WvvZR4IK3Ape8G8GiGNUnRJE3egINltNW5w44aAemtCBv5Qb18/QI7U7iHYIFTVuz/d8ES4xm7A7bX96QEKR3AQj6iHv37FWvuHf1nqwxAq/XmSgBRIcooJv3wxVJBx5F4E2DyOdMesAziKICAWSmH+larrTfLlZKZLTVGB+1kbZkagsEkR4smiTMl1nyrIXIhbRB44ZJmfd9lEiKRopZWbvs4B3WW5VAdRkfQCjrGmytd2UjygmMZRqehk6nR2jZd062RsR7yOT1lf6HqByVEQ60lci1BW2FG+XIU3v5qig2rGRmgWVy8pl6JXRwivL/9a5L8Ne3P4v5gWoXJc0pvkfl5dFkvBhfW937KM7RTIrETpF6Y+iGR/dgs96M//M8CSiWE3awgHkUU3Lw2htBFLUpWcpBMbNW+1ZcrnFLGQdt22cR65xMOgjz3R20V9L3naVHcOMhAtBYRFeOjM29OLKKPvVQ871VpC17l05ms2sBXmmNf6e3VEVWkQNEZjY9Aq+X6RIFuRZIZK+Lcd5Sz5dKj1BIX1MhJxgvfhqTZurcXMH9Jprc/93KecTBiQK4T3rBAA7AdBGIbGcLbT/n1fK6m1DTw8OqctpSfwsWaTtqdGrktCu0izDKOby3o7Qska7bCTV5N5Xju0Zu8/fJdEJSIXOYg8iMbl0MonGP7JrRzoHaOpLRjm0n57SGixhPBUYAo0faBs6wsoPIEg4Bl04gGnfRuxCAk4Og752RtaPYAXKA3yH3Z+9/OX72c3fh0NwAZXq+S4/ggkVGzWlb84BdR9q6esudNPSK+PyXwz5nF2T7oKhji8gW7LB/bI3mg4G27CCy7tI9vTBoqH2ReZ7jK1/5Ch599FEIIXDxxRfjPe95D3q9UbZZLtHziYycLy5IhZy27gceeSeYDmu2Zjy+6xDOEcKpsAViwlWxSNsUxiMgkAkWacuNLynDbZ9taOf9wOyUAW1pYXZc0fP47TmxQKYD0DQA2q7inkrwZ+yOOFgReiwRtj028kAHfzxSrjoR8K2NPQ5csoUmFWnLFT2gHghoxYdtW/tl2C/KCaBl+IasBiCiZ08QB5dKymTSR9qGhxUB7j2z6wOlDdLbZKt0XQSCU9ZLBi27bKL4w/oFcgeylDuIkI60LSH3toohrSOMlQaT0hng9WAZbe1vldOWy/cgOqYpaFtcH5zs1SYfcvEgMmK4nXMkjgshY41Y5xFtdZG2V597PMQOP7ZzDlIIASFky5y2mskNy4jw49jxJwSk0M7lQJRxrbSRrOOCNtGPNekRUmaM2/4vDM+cDGibAGT4Z4IENLbsmwHOj2TDYA7zCKPaCzltEUfasl+EH+/V0Yo6Ie/L+aXNrtLu5KH31BcTYzBUhiEOOqD0WTqLtA2M70gGlURthuupzZtKa1PjZhsa2kDRGcRbD4BJ75zykoTWZ5SPC3LkshQReXL3AAdE/SEqKgL+A905mdOWW/Dhdn06xLAeVBB26eCOiPidhelgDs36dEHtdmaxeSUyQA/C3+KxkwqEsH3Mi7XLaQuUy4KI1ADIytIj9AIe8zaRtkoBmz4HvOwDTIeJ7i2AZ14/THW3GGZNThEDQtrQ8asmgehMw4LDIknFuei/Nj2IjN5FUXZQuqEwPUJJVaQXcj02wWHJ3Z5nYQ7Ulm4trxufNXpuaZOkP3BFN5UeQYdl2NjSOga6wh4yyzyV5RZ5V3aPBY8j3UTZd3X1ucfj/3jl2fgf39tsgwxCu9UxCZ8ewUXatuYxrS+nS3IZ3rKZpu0mxr0K1qm28rc7In29oNo5RySt6C2ceo0atg3x9AjsILIlzDak1ijrQw89hPe85z3YtWsXLrroIgDAE088gZNOOglf+9rXcPnll3fO5BIde3Ji3rnkuKA3n4Ehx04FzSHht4NLd69Gg0MOtHa/67JE/IJy1xYPSsrsSbhaawyV260/S4wECqbmpxTTY0fPYYLLBIssyfHk3nkA4dbLbokW+TqwcUyLQKAMhUs/mQZDL0BtjLfUfVpF40MkywSXGkdANmIE8ZJDOKPPKUVFR1gECTxLATiFORDPv+K45KfzOqA28PwL3yxspG2j7YnCz6mydxpFecY5sJwySrq8Bvq599Bm+QIWQKdtVxld0fUSg8ZMZV0+f8caaasLr8fdEmw393OtdaQt52eIe+OogAHrJ5KHBh8hfrli3L6tVB5mAZ/HVml/oFQpcClM2h2tFJSWzhhwa40QQ6RHsIOR6nBGJzegPDDJ1yYC2RrnbOMGW9khJU1y2nLZLQS0zi1mWwRtS426JnNeRpFC//wJrImr0cKOXjP/jdOP80FbYkOek+ScUqp4jcld7nTmES4aIkqPMLFohhSRWTPoezUg0B1my4xv3lbJ3CgcLseX72HSIzTpb5LbCT0kRRwI05rppHXzzhquRo+NgUe2zkfPOT+xDp/M/t/Yj3VYxR6t1KEYRNradqwsoVRh1d1iZANxpIXP3x3LXprVd2w+gAV2EEQpoJxsLgS2Cr85sNvKLAI0gzHkuGVXWgAnWhfzZpfRwgwwEecIJluH+pul/mg65+cPAff8FXD+W4D153i+Ar2pOAd4EExMkhaOzoII2q1pKeePj/Kv4KkyPUKDuc1BW6YzkiNPCr+jRxsPHgOWoqqiT6qzVXoEFglu1gnt17QyYesibYcEGWvGTXFHlMB8f4Cte2agcVy4doZebVs6tn90h+OM7BEBoZRrNNA3eBBHSXoE81rNc5SmJGzECxo8G/t9mF0hherKA2PidTIAbd0ti6BrEMuxtmd1zOB8k3HoQpqDtgPA7sbqTJ95gVDrfV8f/vCHcemll2L79u3YtGkTNm3ahG3btuGKK67Az//8z4+DxyVaBPJyvjhBlfU45hq4c/Nec1HnrlzOvMJSSvAsYk0O9CCAVIksvbiK6CAy7pS0MzwfNto2iBxgoC01LQU7TCoW7LQ4AT7SlgNc4xB0ptbYqA7SI4z1EBUdPaNhw4FtXWw1act7wmj3kbblaQmc4t6lF5EMKNsd/hCFKOZ8pDZ1wrhOKH9AAdhN9WwmRLgF1yA5LHra8yvA0iNUGgU6XH1TijxQk1c2BHFprmsA9287AACYzGdwBMvt9QpFNL5cA9IVo9tipbcp6eZaiOZQTUSMX6Mi09amITUcMcx2vuJhkQOW79HLJcZvADa2aEuHEi6IXme4pYZg29nTfZHLHiQ0hD2hNtcCUmvLmom0zdtE2pKRotkT23yNWkgb8QZACGQwQHEAR1KXtVKGS+YSYI3eJqAt+w7JtgIXQdtiPrl6Y8gdLcSNRjsOjhNHQl7szHZArA7z8vFciv5yydqSMtQS14KahD/dWgg6iMwAAn0X27AIhhTxh3h7L0rnT3c5bQl0itbNyCngujaxvgpYW3CodbVBfzvQtrjzQEUjBQD8QWRmrnpHVxlvNJ9bpEdQeTCFnpFn25/8RVUWqZdMj2DWxCDStnRd80AhybMCMZ1MQ+Anrzkb553ogcyhI20LaQdIh9aeL7fOcKejRgz4tsppi+L9pdSfBSZWFGvgShpF2uqGkbY77gOmtpjvg7mKgvE8su+gpK+1yJLBIa0p5cQatiqvsFaUqgB2nd5ScT9P70NKJyMD4EkIcB0o0mvdsOT6Wiw/GwJ5FpzV2kf5BgfsJeVttYwubzJl78pEeoSoXSHwyI5pfPaGpwDEa4Cf70pr63YqBjx1vr45W4PpblHARzEXuderBbe7xZBgYas0L8ypNSpxZ1b4g/tG6wFXNT04vTi6hoZIHygOthugc9aYLUV2JUuPsITZhtQ60vb+++/H3XffjfXr17tr69evx+/+7u/iFa94RafMLdFikjW5+LYL+4vJTWOMmu89thOvOBsGhCJPDAMOpJAQzp+cyo0XkfaLibZGk/vJ1+oibQtc28iCgdLoDbOjKEAeBbtsrtMhKCnQNjh90Srvrs/GJoiZaAv4YYBKF8BpafN+sYu3ebgDrUZ+7uEXah8dDgRGPlNkCeB26UC6Am113DZNpwSY2EmkLfeoOwQiLBsZfCl9Uwo/luP80MYT7MFSwIIdtfklGY/J36jx6iVJsiHNQZ39h42xlKkFzOtJy1/DSNuKrW6Ga6beFpT0UcZ2g3uj7vLiKRVV0tQYSbUzhJHhAH3Og/8tMEZdvewFtuSzXJT4KMngILJorJGSnAszPibUgjmITIdQjBCifYqdkoPIAFLEDZ8SlIfP30rpEarBI07R2I3Hkao7iKwIFhhDoeQgMlkVl1TdT0b0sSi43OS2/S/9DybLerMpTCLh1AY+AOrGEEX4Fa6RKRk6gEiukVNY2hKD50GkLd/KXseFc2bpIXcbERE4KyPZrhVw4dvx6Rvqc626PNFtdJDG0VFIR9pqWqdC1ogNJ821/Vbl1CZ5z0DnYrQhG7kWuC44sl1JpiMn2+RrIaVH6EFDIxMtIm2tUysNspm26Y2sWpahzyz1VhFtHJyI88oSGEvOLLdlGtFOEeVAsZCHFuOlqVOgP+MOdguqgPb82xQajfvh678Y8lJGBVmtS9c0ARGlRxiFbAMt8/PSmpX+scm7SZRpAiAHDgCvM2prfZET1IB6Pc9hgie3HDO9rVyXK7nZRdpqH7RggxRueuIAVu2fQgH5IKfpKDux3PeGu2m0lw8hZisBGDlZGG8JJ8LoxGUmA9ZTw6G0XSszrANeCLLPhuSx9j2MK6dtYkxGc4qD5258LSJxO/7owgCzRwc4IQ5u6pJL7tBn30kfW4q0Dal1pO1FF12E3bt3F67v2bMHF1xwQSdMLdHiUxBpy4jALSnMd+f9Z0oYP2hFWAFIYtDkqqqa8JpF2srwwCZ2H+W0jauiyN4CoLvnUeAb/6nusZlSof2iGG0np2ePBVdga9gFS/FcZl1GcPJ2IZIHo/Hfx2lw6pJPAXSzAA4bocMcCY6jyF1YiHLoHOD2yh7AIm0RPVMXh0TwSKeyPuNOmLJILRZZZzzz3gAVAjaiilR6bQ5tqs3x5RiwnylAD4lDVyLe2ArOAYn+wLSd6QH6oINEUN4PAVCcOOghLh4vlYFCX0Offy+w8wF2X1MtJM5+aq6Zj1AZJlit8RZ7qsuhZEMYGVoX+kWxk+0DLuJ6284zB4SECi59mndtekzBG98pyqWJXJNqHgrSGoAhGJi3mo86mFemcrvNH5k52E+beiWK0cmSGaWN+oRbZWW7BxocJheAJELaHIFF6qUOImsw/p2Dh8sGC7Jt1qchqFFEW1a1LlXWheuvEqCmMj1CVNQ26XPmGcAkk9LpNgP0ujdU2pIdP4DPk1q2pne2q9qNM1Hsy2wSP1BhKrR4/JJcmpnP0+O0tv0G5V1arnDsilj+uB+kQy4ImIv2vMRMABQhah28yYPgCjsIaIx6Gc5B1NI0YbFTAiikR/B8pdj164vbym2ft+8GuDmsl5zVk1mGhYGvuzaFWdigb7cgb7VPW0B8lR7QFDqGlG6Z07apE3CwAPSWQSmNGx/b4znltk6Q03YUitCzxBwwB5Gloh4BITP7/kaNtKVB1y6nbYpytr5XNGg/4l1f7Fqdsy1xEBlV49Ij2J2M/pAqJnucc6TIbeuDnlxO2yjSVuX48qbt2LTtYPq+UXYXFEDb1A7BcGyRQxgoHt5E+o3SOtAXw5y2HZEL0KBoZLi2Y+0/qfM4fdzPHymaYAdJZhhP1TyHOW3HFN3OA2bsZwxVdJ4ztiFpG9nM+fn0tx7HJ77ykOkf+15HO1y8igEbaSt7dhfcElqbokar0qFDh9z/v/d7v4ePfvSj+OIXv4jt27dj+/bt+OIXv4iPfexj+NSnPjVufpfoGJGLDrITdGpmAXCC3hg2GgKZsNGkLB8JV3ZM5KtROLUu5qUjumfLAcwOrKeFQCWk0yMIQYYkAUeMb2m82YP49O+Hvwpsv6vBkxcNbx6x4yNIi0oiJfJWtGhpfnLmeASQzzbYNdjYlEIjzXxGm1lHtR7b3k9eaGuYOD64IsRAhyAat9P0CEW+JXlSU57zUdpxxnUKhOZ/x89XHJcZV4Ij5VDAH25CgPegTb+lokcC0LYmPQLZVTB9+cGFX8F96gJXh9R9t525TNYUKy1P7eBPTHVXws8mQ3N2Ctjyg+KDNFAkC++Pe6UdJ36MN35mcwNnyF4bJhqH/+3nVWlEBzD0PEsFwDpwENYIhkmd86VNO9J1CAva5ibf+EBbwFDAgIdCQOUteHOABTOwLdCiBTlqDKcElKTSfFQenJd8avtZkCWJqLcEBSfGQ/hIrMR21CJvTYwhsrKZU8QCB3l0sI4GnQbuoytE9Duv07yvMvWVzdHISRfOZN6Cd6NpCGQSyGAOulkQE0j28zEkkZBAZfPHRZR3wW8UZerapTyTOopQ0pxP8/2vbt+KsfVfaXqEUOeKz1jgDl3FDyKMiWSwczJ5UDQ9B0jvE+mf3J1loC0Hgsn5ZOrKOLxc05fa3kbr+P4j87hv+zQOz/URziyglwlwcdfKWObOm2RO20gvTaXhcZG2PiVKq3UMupGTCoAZL7KH2zbvxwc/F9kDyZy2o+qCoYwJPWUhsBjcJaKxOgo5AKldYEDqPBEve6pAV53+DHipirRV0dhn81j4XRECZp65IBoeDchsEYDkJ+kIES/ljJgP5SNYTVsafPdI6XxpHMjAm0z0a/Igsni+ed0C0GF6BDYHnc0sNBA31aXdE0Takl3MStD3KNhIuLlsUjh40LYujU0ZKw3Gm+OaO95GXaua6EdUhD1/wgFxrCiVpuW5g7NubiXPMuqmZfth1+RsMtilvEQhNUqPcNxxxwVRTVpr/PiP/7iPeLAv8Ed/9EeR5x1EjC3RopMxhM1Ct3P6KK79X9/B71xGeRO1Uwh7UFaX9cBmcMBHFua0Ldt12lcKM3MaK+C9zgrphPECJhpwkKcibU3bg3grUFMvM/cO80OTbDtC2NPAE14/cipqDWeohsZm92LItFkEXLjYH2ukbRCJyZVzbvsP23bR0G7KkwfczYcihqLFW7Etj5oUuy77ynrmHcTiFM4E0DIscc92oc9ihbLeEOGRthSRVGyTYCg710SvZvsdKWA0VhMAEFCbHoGvQ0II7MM6e/ChaTtTDLStdJTwNptE2kZ8t4m0BUJZ4vqhbpxxgICapXajyLIIR2hO9sayE68r2Ss+O++nIKaUyjpG280zN6oTurAQ8AeRwUSyz/UVHt8zk6xL2K2LG9RNgGQHkREgKCQuUJuBR/4RuOQ9zRh0soUWCm90msMxzXeK1OM2FQEV7SLc3MOg8M5SAEqCAiPK5pC00FZQLpOJaMSG4984y1h6BLsODwqgbdQqF5pAcf4Fd8aXErwlBo4O0jjZ6C0AEBKZlNihTzSzVPQWzZAKyTsmYL+liMZTrjQmRjh03o2jFGibcAqUAidAMydVosZaIr0uyvEdf+M7v8Lf/aGb5RQC13ky0pkb/KwPiiUMu02ixiIHpjuIrGosWgDUtEe6h0ZugeTp2dEtndsAAQAASURBVD7WRDxmUgQ5vIeOtC2MCQK3rO7rwG8UDyKzKQmMg0i3y2lL4HCjyGwD2g4iQyT4y+og7XatJGoqONDT6ZrKctpCStt1o4JppAS31zELhya5H5rwlJLNiejbVJkgpy3lhzeXTNQl3C7Mqjyggd7g1tkm0cJAsI5YHlykrcwANXCpjZI0FPhncpf3BwqTPcnqSUTa8jVeeBDb/Bk5C3z1VupRahjlrne2vjl7RDj7wZgTxd0z8fgW0F4fZ7blUMuHawANxmvV8ZXDtEuf5e06UchNEXLsLYKD2Lwnb5tS8JViO5rKUIyHd0zjhkf34KNvuXB4BlQOF3AwWIq0LaNGoO2NN944bj6W6HlGTkgKgQW79XhhkCOzwCstXhlyI+4Ui1xAFoBU3HdU5i3zi4j2nk2n8HmyZnVwEBlfCDIpLZCUUpgaEDfuXFSAPzlRCH4QWSI5vPsQgPKCZ1w5bZ2ArVUQxrUIMNA2asm9+VGfu7Xeo5yxENyaOKhLq9x5qM14b3j4RCM+DPBgphF5jMM54APBRlTM44goqjge9w2eLzxJPVTcTXoE8wspf7lCWrHkxBW5wm/1ik38N0Xww/JHj5upBbzi/NOw6fDaauMzQP0SBz24ug0VDp9pwHslDRlpK3RZDkfzPgatlG9ef8qYrr+/kB6B9xPjy9frXmALPn3RICrBQYw+H6mGgBJM5ibJXF+vp5FrYKDMuxBWbgsp8CH9FeD7N7QAbdnBJO75TH00nzjnnMjway4r+diNxvjWO4DnNgEvfmczvl2NIsG75694EBndWAfaAnF6BE3rZ9y+adz+q8CjkWMgzoCponoIEVhUuGbGUQCoCXsAh9V5elLgUX0OvvHKz0Pc+MwYc9I3IwNoOW4rQSqf03bURu0ui3jNYICBzzVo+UpCpmi3rqY8M2XU8CAyz0YYaasB1J6zYGuEM2JjB0JqLfHvINzgo/0ddZG2veXsOlzwQ/XaYddZ+qAoXSuD5vohQKLtb1xfbp1P1vGdQGSCaFFR1FNYHbyvWh+Gxh1DVaQMKCDjqrmssIBhPsx27Hj9rNvmjvImuou0bQpcRbcN32DUXiQ7OE/J2xlo6+QPsyuEMGkarCPCO2KKssfvxiymJap/t+w5rDNBUn53O956EoAq0TOGjLTdNjWL//jnt+OLv/BqW0/mcsEHvEXArCSAVEczkaUZVDrUoZKOzS5IiMKcLPAFkk+RZmQjbc0z2nWmkXNtBNLKg/nDbv9fOArc+zfANT8P936SgQ22GfsZnAWDKr11zGR3BnNnK1ex/FkIRf4+/a3Hse/JO/HRk+4Drvi3LdulBu1O62wCQs0vgbYl1Ai0fcMb3jBuPpboeUbe3yIwaU/0mu/nWA4faau0NJG2AGgbBAAMeHoEqyRLKGMYleWhY+SiH4UMtui4b0K4g8hiEc4PIguowXZR0whTxNlWbmfPggnWQtQmS48gvFJhfhvGa9+AXVdrvPhZrR1tFeC2DGgm1P2ngLCdNYLgdRUPsSVGFhUG8HfGVqYAjus8PYII2iAApxBpO1JO24QxV/YMAbAb/cSBZWvEaOXHEey3ODXIPz2wC+cddxpObNRvKdC2+dgkQEKw7wrC5eOUegAlMxsdWDXn2HXZq4zENwBAHF2VMNgriQMRJEXa08KqM8yXKLJszbIMv3jti/EHP9g33Pht6tTipHXhsC+3JVkrBOltqH8d6j7MPBOs15msI0cIYOUvjQsZ3W1ICuAmdSXWYBYvWbbfRO3QJBUCAnIIcRmNNeENAAfKsgP8wkhbJqebUIAERbKdUgBVHkRWvKYCx0URtLXSIMFheUe5t8Xfdd4HRK/QBrl1C7s6g98N8/7Ry3LasrnWELAwzjTB/rZypjfxvDAd+HpOV8oGKeGSo6dHsHpM7NQqOegu3n1kInXsqKlwjCXbBZrJB5fTlq/1rF1LfO771D/WWVspi9jaar8XIvX4fLSGelpOeflVqg9S/73+l0t1p0o5wXiRXB2wX8yuGHZQGYx8UgXQtm2krUrwG4G29HthvTU8a9C8s+ttq0jbhuuXjbSVKpY/jGyEc/VBpmW8xP0WCbTCnDTBJ/FlsxRV565uwZT5aKljpnY5NopSjZ0u3BnYND2CZOkRPJIPgKcbMr872c2xSI48ub8Fv1T9DAH/xgmjtXWc0RzTsYYR0ZDb7A8e7ePuqamonpr0CCK0KcoCgGkfq0T4bvi/IxN30DBnCAcnSS6KaE6YSFsJKBWsecYmGcKGbpoegdnqQwfu7HkEuO9vgZe9Hy7oq9BuYk4x2esO7x4DVlBLtB6yS3QGiwN0IUzQTvRc/Vzhw72NwG0z7UFb174y41xOAHopPUIZDZVp/eDBg/jDP/xDfPjDH8bP/dzP4TOf+Qymp6e75m2JFpGMLDWLk8ulZYWxWbzM5DaRtnDbGQArXEk/EwLSniCcSVl5KjctHH69TW39NMzRQWQAgogcISR6EuZwpPCJmj04B/WSebJYpG1BrLDFyRopTnnXwOjKVzlp1wi/1hIMGL5lAH5R5gdvdfPcbe/XbuENliDJI7ctrzbS1vE69D6cEhLhkSg0b6jN26/+I+C0K1sYSQkihTRlfKZCVVkfcNCNFF0eWae0CsoE265sNc/sn8E/Pbi73sgKFHCuYTOez3wFpvWq8ioSj8a3i0o9gBI9r1yXvUt+XfZKeS8GfcUGScP3lixXN850tM0NOHDJ+4Ef+7MCyCyEwMlrl7fLN8UMmaEOIkuQ22IeG6I6BgTbzjM2R4mE/+A7GhQyFN157DYB5DpDDzl6WWbzOTJZIWXl/UneYgPNGVQCWTBOYQ8i5HPKfFbm1iw+Bbs5Gsu80oZk2s6Ty6QBUgS2H5gt/tgk0tYaYaahQTIFijEkWRSgDlct/pdxCla9odTcLF7jqwOJRZoRPWv1mnRI5GRZPDOiEClWATSSzFCjrmMEtFVE2vKorfiAEr7ONY6ENJU259FF2sYHkSGICHJ4Ib1LreHPIKhokwCaKEd+yGckR7UyQHDFo+UoAbGpjy5+V5of115VH5GOweeMqbc/0MGzaAj0sjDStklgBavY853KaRucCxH2UVgH5bRlwFqbcdDUCWjlTyweAz3VHlQ5VKQtjcPUfQUeTZnCocmufGb7YdRIWx5Y0/LW+G8df2nQLlFip1vxHo0wPYL0sgbC7nSEO/BUg6dHqItqpLHVEgzXyogMaK8byx6gcr+dPUVDHkQW63zJiM3AcQuABYJoIEzbwHZD+MM2QzuoWyKZGcp8pVF4thiIdTlttYJgQQFSjhhp2wC09TnQR7QB8z68Tpgak163AIrpEdDKadYdpaa2i7TVfCd1US4Oco0VWBiyYVuX8pG2XRya+EKl1qDt3XffjfPPPx+f+cxncODAAezbtw9/9Ed/hPPPPx+bNm0aB49LtEhEkCiRUgoUSUqGcg+51SGVuyOHP2hFCMkUd4G88tAHW49VLkxEYtFTJUDAkkYxH5RZ1Ptxfk3ZdKgnDG+toekoGXIgpgSrhjcChDGCyRcbR6R1RY5bBhqk+qTVIrBw1Jyy24gBv0U6FS0wWi7AAmLWmCcfaUuKTGR4u77yxosmZaOrBZN7kJk+wI3E2WUnA8vXjaYk+FYSSnGsAPL8ROk2g4j4BF/ksOD3r10xWf0MOuanBLQ96SK8v/+J0mpI0RHCR8Pl3Mi0xqMQxS3YEUPmY/25tTltBQe342ese29F1JcepOG94TNoSGDZmqDPKLKsDsqqpLLnq+RPFVrzBpEKeSlsG21n0BCg5g5dCxRL4duFcMBx2enfUgjkkGbtEsIcRKZptIjwMJymzLmDyMK7tJAuzzr/hS8HGf+9UZ9EaxRvc9I6PArbKWtqrNjKSUbxf/7y/dh24Ki9oV42u0fk71rlQMZAW81ks/tuRnLBeAWi/ilZW1I8xc462DzmTjWxuon9nd6JFKyVMTpdm1CgQ1TMH7cDocJB3qxBK3/i1B9aofzgp1SbonY3Q/O6IlKJdDH239TjuwN2oV319W4HD/SGuy64g58b/GwXRGQA+1rLxm4C/CxwVIUUhTqHj9oyOs4/PbAD//OWZ8Aj4CQLgPA1NB07fEzEfGtwHdozFska7cu5fMyQ0I1BRq7v1RBF2lbp49kEoIdMaabYmEiyqoPvGmnQVgh7Pod7fyNQWwdzVVXuS1VdJYAgB/Hq+oenR4iCT1yKAvt7Cjilv30giasG8UivJCFcuhMzzS0AasewFMX9J/duncKjOw810/FiKoCxsLIzBdoWc9p6xwhz2DC7QCkj94StIqi3q/WNq/pauc7ntbshGdlbArBBFMZ2C3f/8cqb8lIyFhPlRg5u4oetam3HcLm94C2hcJFQUbljRe6dBLOLdGvv5Ezl4B4o5YL7hmeAIm179lDaoWJKX/DUuld+6Zd+Ce9+97uxZcsWfPnLX8ZXvvIVPPPMM3jXu96Fj33sY2NgcYkWg9x6E4GBhDcRcOkmquaRtn5YSWkmvISyoC1QKUAZEKsSOW0Nb2ZL18BG0xbWuEgJtXc1e3CujDggg6VHsIBQCrTVTmhpt9gTFKCZktwlCaeUJABJ4iaOxqqjz78b+NavNizM0iMwQEXAdl8Xkaut0yNouAMwCKAUQGqLptYEQZIB3wG/AdFhIF750MxxoYAhPfKcbIfLhFJcMKR82zz6gFMm/IGBmm8bAk0JXocpuHbFMjSK5KgDB2sM1iiAgL4VlNqszjOvNXDGy4B//Zd2rJTxzueX/zswVquo1GBqMieLCrwmQ5gDA/Ag13CHp4B5o9pF4xRy2rLnpYhI88NooK3vb1YFb9f+ZIC40MiLSQggR4YJkUNIidzyGYCMaCkGoq2AjmvZQyZCfmJnwujpEVg/Tqwwn4NEVCzdnhgfwXomYv68TJ/t5+4O89HgHUYHkWkWaUuuH12QRmWRtszkLt1+ynmL5ys32X0LwZZbcNBW+Hm1iKCtgC7d8hqTO9huVHYJiItldnIrvJUFvH85OJA6Ab1J+3WUOIgsRT6IwPxFY0MD9bsTnGxkWlaZc9eNyWL/hPKq5P6EzE89TamMt2AORa1qCBOxpoze8Wff24zvPbmPt4aeHCXSlvOdiLQlcF/l/rlkFq3XXm/0Dq4W8y0FdJWWtTltU+sqPQw71LL1Wlq10ymhh2uYvk+1IoUwuvtIqbPg22xZT4onVXm4a1xBJHv5nCkN3LHXEweRAd6uGDh1gORzOGYb+BQbjC+ma7mD8mj+22h1IQr99GN/cive+cffLzonGlFCdpQdRBaUE260mrnPawznUrgJ3tv2nZNd97XVriglS/AYpnH2FNqtFfHBaqZs+8hlNLlPK+/kH9Yec3n7barIkmCQKj1P1Pw+XrKWhA7+dGuVz8delGPCBkKM1rwNEnLpaZYoRUNF2v7qr/4qej2vePd6PfzKr/wK7r777k6ZW6LFI8E8KvSZs0hb4+00kbYa8IIKUU5bIZmvtHwrGo8Ro61cZhtppExayiTlkI0rEsgkHKDrqG1O28CTySJ6hTn5O53Tln8K9xzm2niMPlNjDCJHimFJn5dS3jeH2TRigB1ExrvOAREjAJLD9pdW9n1HBnqgNNPLUvwvdHoQmQP8mL0iyB/OQKhRQVs73gIAp6y+CgCfujuTFH1E4z5UIgjA8J5ZgX7Trd3OiGE8VNwXqy8+p63w28rtc3/gf96J6aMLoDxn1bn5tDEMsp7dvl0Vacvtj8gaqFUG45yLOgABqu/VEFEPGACkZ75EQLWJAmn4HoiXsIZ2cy4RncABSasC2oiOKKdtsv2a5iDKo+fYWCQeYnCUmjYKpkAPAwghkSsE64ywa0WrqOVCRJmd+yIrRNoqNnYN//76yOkRqP3JNc15hzV+Kdo4AjQy6fNw56r5+HeHQXHjVRfzoWqXQzg2BEL+QgNPl6eTSPEWAwjRqxUASGUQwqdHkIJtWVx04gBQfaRt6bbrpuRA21RkqX+HfO6FfU56nUgAdZUNBx/NykayEDoA4fn6S2C/1pQeoWLecednIco7QRZk8zoRO2KPDWijB6fGbtNI27LOMesL6Rw+RRZ3rofPkkXegHZyqAoQ5GAq0yNKIm01fHoEBdl8vFCfNQL5DWgbY7yBjsy247ePlEw5Z+lr7GSy9lKe5ts4njvQR6nNlpHuIvHsjQClWP6WzqHUvQTakr0m3BiiEZy5XRHmd0ndmtyKzutlYyv8tfw5WOCQ1kzXsOkRKntjGL0+5fApA22jSFsJAkgROCU0m/3K6u3+4O/Ro68TD+F1XAYQp6ZSXshTS32uzMGwLgKfdum2nY+RvlJRztuAQzhrAL+7iSJtk/UwPTMxeAQ5BRYDstSB6wqBds9/SKwPAiw1WvuGzYfKTb2SQNvng871/KPWoO3atWuxdevWwvVt27ZhzZp2hsISPX/JCQ/mHfVKrt9mJgVbmClClkENUprFxGwxlhjUJhPXDv2MPd0D+IU8k9JFB4TCT6AntDlwIXyiZg9eAq5wANYnvk+Ao7BbUJzhT4oC6heOIcgtiJbPz17/BB7bdTjk6xgJP/54Qljgv4vFp7Xio1A4uRQIlR82pl16BDJGu1RkhHd+AD6xO703BWpzxIPIXERCjEaUK4Cxd92dtCu8IRvmUtQBQMar7ytRY2TpkBdeSRDdXr0khWAXB8M0bn5iL3YePOqj4SvFDDciy9MjuDldOofqlMEyEL3ZnEwGEBVAFLgIlNYRgUEk0JDRr4zik9Vd7c5g5IZ7G9lABok3ADwI61MhmJy2zOhO0JnrVyBH5tIj5BawpE6U4SM0pKIia2ROVoi0NaX9dwdUlAE5lc1G71sNgBNfDJz/5lbVVDnXONhUAAIrOsnnCI53AERgupGCwWohdEl6BHi5NbNQHR0PaMZfaLzFXIeRtsIB7SaHonBOrOcNVea0NZ8j57QNjG+wd+iB98DcjozUcNtnNp48dQn5ShG+fKg6fVQQXxpkltYbyR6AMCVF1P86LJuI+ItJVR6iN4K+Fk9P+2+Qe9j+a0c4epmI7mkB2vL5lYy0tdfiSNsA3FdWT/IOLKOPtdCJWua0jaPWg25jwLForXtGOxFCJhNrRGpXIJxTWkOMHmnb1MGcujV2yjaqq2TQ851uZROD+s8dROYj/bXtE5dXFkbmuJy2CRacTot4/FfwwEtSpLPVrV16FZceocK+GtaWiKtL7VIoOHfI2vLORv8UZTltU+kFOyCSYe59044GXdBncx2l3gFYEIWXhZnT59uCts0dPzzF1lC2em5TCqoBwMDnQlMVVVTlZx47RUF6xI+LtLXXUjaGsT2GjLTlMsVG2j6PNK3nHbXu5Z/4iZ/Ahz70Ifz93/89tm3bhu3bt+MLX/gCPvzhD+Pf/bt/Nw4el2gRyOuozFBWlB7BLA0KEj3YsHkSVAAGOnMLj5TSRxqg3DD1kYd+IdEiCxZbMsyFsFu4bX6emHEpEGz3MtebDnVu3AkUFS2TrzcZjRAsjGSIWzChzbaiFqTdQm1e2GevfxL/7YYn7W8hqDUeYpG2KAry0XLa+jZal7eHjvm1hQB4D3SZz5yBtsR0R32VqMdUr50xYPIfjxppS0oSH5MO/kiUDzhy30jB5akFVLR1z5+yziNtgb5C9TMEIGnFmKhNj0Bgiuc8PjBEwxxU2DhiqCbfohkfcXRGQ0MoPt08MMrrjYY4F7YGfH5uAt8t9BCfxFtLMUDQdhymIm1JztntVD49QhRpO+SYTz0eH00KZptWnusgTQ+nj7/tIvR6PUwghxASA+NRc5FFQpDDzdKdfw5893erGXJ9T3/bOnikrZsvcaRtEdStphgkYn+rgc3TXD6PUn2oICBYhCAnHmnrgcBm419rEThFtuybCdrQ2pxk7cY5i8wLI22LVIzSiR4wivqMa1LBjiC/VgvwSFuWM3EcBm5T4l4KoFKGdhdpa0E32uJeEmnriicAyxC4bwg+tQGZtE4eJFk4uM2S6RsCCsy16l1QNJ/tdmjw+c50CT5+tT+80/xE8CivtaTNkkhbXfK9jMxwYY4IzfU0EcjmLJIV7SJMqROLEfTm3aQOIks5Sf0Bx0DbQ8A0ynMsR+QOQkzJ2lBnyiHba64xKBk7RXmNOvgokAFwutj51WI+Fe8KKHbKpm/UURk2hwgILY1sp0jbCX8tGlcu6tLW7IDUpBOEsRKts7VOARdp650KpL+b8F7lDtlO0pAHkRXGZrKe4nrAI1q5w5OnraEUh8EzYvQRVuRNuvdttKIwTZyO2+VOfpFhkJv0CPSMxjE/gm3WIMJbRRK6NXHQlmRfzG/wtyhcEvT3Iuga/D0RXw6M1QpwS2bCrsUo6RGowRyU0zbdyhIBQPEY3xr6gz/4Awgh8NM//dMYDIwhNjExgV/4hV/A7//+73fO4BItDrklgEVE5dqnR8ikiZ/NwDzLVC6KKDKqh1Ea8zqBpBV8eoRQSA+0V8wyKZA7QR8ucpkQxfQIfPtqSQSP+z24T7hno7t8XtKwrBN6dtFK/do1eZ3BK0LxgjhWzx1TAvzOWQsjC+KrA+OxbXkyspyygrTnU3tY2Y/3rvrKKGDcpnOeS4rd0qL5IRp1xEE7ZzREC2lF+ge6apL+W+Mzmi9SiMDxQopiX7UZY9GYqLiv6s0HYFfEj9syV1oDe66E0R+3704ij/u3bmzGWwSJmgCsiagrTYYEYIHQyaDOkSICh4i0LQIjHnTzIKVm/SvYR3M+uYOAPnmeSn7yrwLw7IGjpbVP9iRWrViO3owBbc22O+JJQDiQ1dZw39+Zfnnzr5czxg8iEwLoLbOXJSiQTfEILlYFgbqtckkWQE7iJ2+eCoiRd3CkgC7fPYX0CE3eIdtJ8O//9m78+VnzqULsXzOPCyCXbTdoOTmHOI86ca3IuTPGLblIW8CnHVlEM0IgkgUNItVH5pbGQyHSNgQWWXx00ChxbCJTqw97jBquXKfCopodXOPvL4C2zPj36wXLA14KIsHJBWgNIbQdC7GBT/PRjPV7tk459lKkdFmkre/bf354FyYygTe/5JQSxkoYToHELFKKg7Lk4Ax4a6OzcTkg/BwNnHP0XEQxgE+gGHx0vZnbLUD+KiCQU1mkLbdLWBR5+0jbivIl66vWxe6miNJOctoSgNSynmK21rY5bRO6jwOz6kBbymkr4cAta00a28+vFD7Kj8t2bfnV+MUv3Is3zMxhMgt34CgN1K6Ubu2K0g4Ik+5FsvoKNIxen9D5krKTdhP6QpBsjhdyNrMgEQOeEkVBLF0Qn0ds951KrL2F2CoYeX79g88hg3d+xXZHC2ZCnkqLMdB22MCdgdVraiJtiVIwhA90OvZEO6ldkB74ONFsDCV0ITcHh2rYfCp7LpLNaTt0fS9wat0rk5OT+OM//mNMTU3hvvvuw7333osDBw7g05/+NHbv3j0OHpdoEUhyI4YUPOXTI5DAmUjktA0WBSGtAWbSI5QdRBaqwLYdDx0DiNMjGGC2sP3eRdpGwjJ1im2KCukRiopW6YE/lB9V2/a090yPM6et1ogOZQnbGVdqBs9DBHKA6e+j5LSNDe7GtykGXPgFKFyMtS8LFmnbNcDtPPSkfFjlk+aUMwhHaZOPVf5cKX7i9AhMfbMalBTCerV93/jH8aeb+sVdYKEu0pYbdXGUWOBqjqJ+olfPg4L8GBPOuBK2Hcn4TLPDnr3CoHH6BIsADD4byxND33l0F/YcmQdS8qN4MxApcJr4BZxR6+Vt27xf7J0A7UHbsnZYPdUHkbWXSantfIJt4TbpEUz/VHn+lZCYwABCSgw0y4QrhDUNgwbqGSPZ4oCu0MFoeBdBcSKf0xbN+j+O1uD3qEEtaJvqdl2RosUdaJQar034jeQuz2oQAEngQEGYHoGnaDHlEDhrQp6YDCyL+oo44NFbAIu0lcwBtAjRL0QGPI4u1oG2I/PL1hXA97VWyTmhhYDSCt99bHfQvpFZ1bsZIsabG85aufySRe6ZPmI/+VZqAsJj/36RvB7opHaQaila25jzI+CBdVlO9yW4poIf+et78LOfK54TUhkJa9c1A4DCDXeleaQt1WK46ySnLTnKg+fSCKK0Hc5mtj8vDJR1Apl7teayULYYv/UAiSOX0zZeV3V4+BWAXIfnIjRjpSI9QsmYLkshZsDIDpxFNEdGSsFlq+J1Ni9tiKc8KL1FRWW9/KGuk9LPWQ3pU3ZxUJANy3+8bwce3nGo0FRekks4IALNhYlOp0M5yfHgdmGkbx5Cr9dF2ZpySMTBRyyAIT7wK3BnWb1dQgU+zW5XNr5u6FBVjh7NgbZcX5SZPeDcn+nAU2K0Y0WFnxXlHEjYRN9LUZNI2xrycmkxdA2P39CnSZVn1jozXNLnZnQCM2uFpUjbehoayl65ciUuv/xyXHHFFVi5ciUeeeQRvOhFL+qStyVaRDLRSwgAFopsdYsXTL5a87N2s11HFVH+HFNHeiELTrNURkDEB0T0kblSdBAZ8cprykRia6DLrdXCcDCmEqDZNnvBPLvRcxi9wUQicxDBfFKJbinMyBYJXQemjtFzVzAG/KfoQuEEhlR8CLige8nwCrevhVntNBpH+DRio2g0xoC/0qL2IKxm7dBYjZ0VKQWQPR/7maaMV5DIu+oLZQWszfwxqANtA40t4oHfVzikKHwXHE4jBcdsayalDwAp8pXjjxva5YCVqZNxESthtcpgTpUAAB7bcRjTs/1moESsmFPz0XZlA9raqDHdgKcyisH0WkpvQaZnc2Cyhj+kQZSMgUZtMRmj/fZ5ARblD2HzpqPAGx872ua0FUIgV8I5Fk1B6ZwtpnAT4y5aD05/qQeHRJjdW9FctRSCJk36hM2lWF6pOAKnGVUdYOe2n7J2Htpx0OgDFe9QwM5K5hQpy3JO12h/iogMT1Ix+Fpcm2c6SI8QRn3paOwKmIPItP0jC9IjGJn97Yd34d//3abS5x0nGb64x6rewTI6ZmvXw1S0ZKLvtRbYfmAmABoFNE5YvcxtJ25MjdfhonFMciel97gINNpFQrO+lDcmE7gTswCk8LWkFIZz38ojbTUqQS1XT0nfMECdxq2wwAlPjwBNq6MogLatUloFTmJCXAfFZwnSI5g+uuw3/xn//m83Od1Agzm4IND8ILImfQbPm0xsMNUATrvC8adBTr+Wk6hsZ42pOHrnlG4uXZVLj9CF80VOjB6xi6JNWN1sXIa//5J3SzwGB5GFaWzCg8jClF0FFlJNUP77uvFF48pGv2sYwFjRdXsQWdeRtgWemxxEhiinbTAdvAPE22bsGbsm0vWJbyt7+JNRs/49as+XyKwTPczRO5RuW+qsjcsp9h7b6qaWCjlti3bFcwdnQb3vnjwyx0ZKAzEShfiB0mwl0D5tpRIo8Dcszh1UQE72bLK12P1hoqX44yUqIdrmzw5SUvYwGG2WCKUlejzSNohS9fXQvwJAbvTeNDkNxitxYU5bs5ALKZFJiVzphF5gQNtCeoSgkSZkAROroPCDyMyzo7CAuIVRA3QaLj1/6wOCmnNpF0Qj9JZjHv9+16/b30RQatwUPD/YQQqjtt2231ikLUW0GqWuGI0s3Amwwr23saWSgI9gp8jQmx/f29zgqCLu2Q5/iP6U4TxlRE4QsxVJABqJnLYc0KVaBBaUKCgolbzyWqvSI0SPQ/alEDwqJxVpWzPnOIhcFWnr4KqoHxsrg/HvpBwOq+UwA5Xx7MZwq6pYHwCIt7M1uj+5x4s884mctmAvsFVULzWZeELBDDGShagwpgDkIkNPUHoE3nNG5ocjtOpdxWaQ7ZOTLsInTvy/wwA8xlcYJMOcD01lXVAxu6cMlKghZQ2Mspy2RNTSVzZtx4GZhcp3GIDgbn6G70UtX48d+kQ3UnxSoeKhJWHkJMmfRH9VzU0HqoSgrzHGi0A6HUSmATy++xC+8cDO0ucdJxVmdlWaGx1+Dk2avT9zwX4wwECz9kQ4P0lyrlzWQ7v0CHDAXj2PFEUYR/7oIMIsmC78eYSoTktCMq4AVJXJhFD28EcIDwdCus0Gz0xGdDmRjg7zUiL9L9bJejFoq0W7VBZAOCYcaMvHCYvOtlGKC7nCnVsOwMlMHee0bQnyNxkvVj7Gb08DwBkvBz5yM7zOPgRgGpePd7JEc5bsqRTM73Npj6iPuqi/dqBt6smdTVPVLwGQz4jGQlVUNN3Lo55FOKcyCZ6UL5nT1q0AFNhDdTHKa3UdAt6Mw0Fr1pZ9hlqwagghHKf7S+qnUTCF7yPfJ+wpXN8oHdnMHURfF4n0QuH0QNM215K4XYZIUEpkJtbejRlBu/+GtSVrAySi9AjDtOPSI+RszoX1fO+JvZVVuFRMiwDaGjnk7UBrxvudF7okSANmzLa0PnjLXj+w67nGUnqEMlrqlSVKkrcFvQChLVZKa6eAZigCQEqzDaZCQJJJJqQDfMpJQyvtjO8wPQIt+tJ4W5P7JYoHkW3ZN4MDR8kL1uYwDOYtjOpX/CRUd4s/JdPnxSLlfVRXVB2Z93Q8DmNNPh38Mi7A2BAzBlgTBlSrMYhqq24IjKXus9Fm/EzwAOBwALP3Aeu4zMjEsv256SDs/DC/XP/YbiAxltq2YyqPtmzStYA8WOYMO4S3SEmpBejgFV+K+I/7qPYgsgIPgebIforTI4TtcGWUZAwf3wTZ+S1zDXgq2V7LuGUATzQ2GiiDvharGLlb6sdZYRunhjdo6D1SWSlGkzPDRNom27PKupX1GkDyILIWbbl8WzR9eVVslTDpEQjArUiPgAyTGABSYqAN6M+BW4MhlM2hBPGctgnFlj9t/NQu521TOR2UicDvBjlt08a4dXwkXqdZ6wumZKP5ZbrDG+kSKngvB979v/CL/X+PlNshaJFtGwwcKcn+CmV8cC24wmUJ27kDfhCZB9yHN0rGRDVjRY26jjnQjQZoXrGuAIAM+ogvtc8eXGgBEOjm8kHr0q3fYQQTvU/hx42dqvX9lNADy5yfsd7HauFrV6leVIigSxRp5EQigNpejZ9R84PIojWmjUORv2QH0LJ34Q7NZHKR6TtaazhQjDlq2qVoABo5AbW2W91rdiIw4Lj1nK8aS7FuycGRBJkDYTs476AihUhb8jhntQ0XfMYyowrpdOkROGjLIm0BtztGa0ALmdRJi5Glfvw5XaHJeGHRsoX0CGrg1sYkDXVWhS72TxLkTpTjtwSyxgdeKbsxViKsr2xvwFBEc11SShlmF6eKAu75hAXwPGZgfs5k2u6o56VhegRwQHJIG5Aibe2OjPi9+TFpdR2SdaytEWDpkSnWsc0aEdrw5j0Wuaw497ZJw24+AVjKaVtDS72yREni09IJG5e2AG6bd498nkw4Pa3PYBWxnLaoPoiMZIG2WxVioyxnOW2lNOkaUjVlEhiwfEVv/IOb8NkbnqJWGvaAewBA09YAL2wVmJChmrmOInzkl7nmYMFuSfMPzfL+8iJjXAqY980DKuZLZ6duD7NQ21Uk2Nhbss3IbcOhqJoOI219/jwPAnBwRicdA20bsWMzAKVL6hMhfMQNNJrn7iAyaLuQ+2UiEzynraf5XNQYBRVKZmV6hIh9BtT56gysSt+0lDZyroIdzo8ozmVXytaR60S+vpj3ZAWhYe/+bZgeITagzThmIArMexNCe3B52Pk2RE7bNGZbBCz82BhOMeYnI6ea4/sgKHa+fPu8MfYkFKSQZvcHd07YSFuGhpczxg1Sp6wTUhLNe5e2ITqIjPqr1RpRAn6rQT0okSBSzFOAjRDegeoe1/1azm8YaUvpEbycAQCdrcA8Jt37ywR7k4wVGeXL9GO9IloxAEhS89D3vRAe7IcAMrt+uPQIepFBWx3m+K2aq/wQntHatAAidwJUGN5mXPNoNzOath6YxW9/47H2DvNGDoxipK25O60bSulHgLajOk7DFTVgPwU40FlwAAfOqPhZDHFwtHyrbzUYU+Qrvmzup4ALbYtqtpZwfVBDFCJtGwGmf/YG4NAOz4fO/bMrFgfJo2/5essdjhbw1ZrLwhZ6GAeMK8t5QLAQxR8g/Eam5kNF2sY5bavnrI7bpqJCWLmL5v1QRYlo9CYUrwcu9Vtr5yIYaFsV2a7CsgamDYo4HdT+7vPKlssmc6YK6QXWNmuS05bmAqVHEP6gaej4+LOSe9tQUsFJ2S3RmBekD5vOKMu4ZA6FDbe9x2W6I//88Vk4RH5DrLU9oG0kvEuMYP6teMfV1FRP1/4MhGFtQIq0pciM1Hk4jH/SDXuZ7xQPfi6CrkHAPnN4+HGk3e+pswQCB/sweoec8KC3ddhUnUnxw0yNe+WBBx6o/P/xxx9v3fif/umf4oorrsDatWuxdu1aXHvttfjmN7/pftda47d+67dw+umnY8WKFXjjG9+Ihx9+OKhjfn4e/+E//AeceOKJWLVqFd797ndj+/btQZmpqSm8//3vx7p167Bu3Tq8//3vx8GDB1vz+8NEwm5X4kZh7oS9toayQCaU95bbifxl/XrsfM/fU01s2bX5BhMC0XtCNWgLcXwQWZ/SIwiBnpTIrcQPjRmBDDqItAWY8tHqBGMLhJEBYNy89qCmRKSt/YxPyXznZacWAOiuyIOSRsGcwAA6Wt7GdQgabCvUt07Ya9NVJtpxlHYTxnej27QHLtjhcDoVHcMWIkUvuau+4naAHX6UXsCrnaLEkz4EpZS7gte+XGF2OW0FOVfMnFasDikQHNxCv5hI24p+CyJtIieCTlSY+Mncynkx381cJNBWOT51lUrNK645pCMEa+IxWTNWSEYEUSCm1nrFLAJq6F6KPokVJ9E2p23cftuxX5bT1gKAmv2airRtOeY1fxPaK4oCNrUAjKzLXaRtyBvvSkWR+O4gMhvlRX0rWFtNQBQyZPk4j3/2rIfjmPI4Dnk4W3CPqo+0TVYBAaHMKdnp363h60BT3QhQiJ1S5j6vdtJumfggspgLyqEPBhyXRgTy6JoYZIh2zfCI2pz1Yyb8ddP2IhhRjAg29xfq58/oHJOVTU4I5WtNgGSFkc/wACOjG54nABTXiFIWVWl6G343X3+d0WnHRu1hT6QHaioZj7twbdOsNhLXMZVH2qblR9halZz2YI4Mhr13yBBITU9dPIisoWye2sIaYCASn38u/zqLcC3keiyCBOYgshbrWJOoRhp/MnNz6fyTVjn2PTG9ompcHN4FPPzViJWCwhLWG/BYPb7djr5FirQtdVLVRcEXZG0kM+pAWyEROB5d9LrpzkyaSFsiv6MvtLsMK4EUCH5rlB6BZItdwAU5ROwzlKkGPSkq025VUlxpKrUFTzdibrIc07rlf9Ns/fPdoU1HRLu1uqBdh2bx2O4jbk7yd0HzrrCGc31a9mx6BMVkmbCpFYexBRusJUG6iQb6Xoro3AbCQmQcaWs/2S0bP/o6/MVPv8L97SNbF0PfCBKaua7zDn3zSyowJBiKrXnXQG8S6M+aP7NJ284SaJuixsnPXvrSl1qBVXwhdD02MOvozDPPxO///u/jggsuAAD81V/9Fd7znvfg3nvvxaWXXopPf/rT+KM/+iN87nOfw4tf/GL8zu/8Dt72trfh8ccfx5o1awAAH/vYx/D1r38dX/jCF3DCCSfg4x//ON71rnfhnnvuQZYZwf+TP/mT2L59O771rW8BAH7+538e73//+/H1r3+9Fb8/TOSgSu510sqcEKz8omAibSeYwQr0tQSWr3MVUaTty89dj1sOV7VnhJVWRjDICIAwp7mawhlF2hZwB2kFfPhDmN+1AZHEooMlOAAhgAGKpyFT7AYt6lqbdl929nrse7hF2y3IGAjeEMlK5+CYFgEWcRmDEkIImz9u1LaHWAQop60zCCKgy336TEk+rUVXfVU0wJIHZAkxenoEMq4LinIM2nJLLuQuyGlrF2atvDIjhICUFMUTzr369Aja81JQ2ouKtf8lfBc8py0LaIzWJSsD6gBMZ8mXp6eg6Mdi7q0UCJSqgMaZ73N/kE31rakIIvecbDsRAWoVZlY5BeGMLfPelQIMwinrLjpzZNCWjI6U/uHlu3G+kNFdDl4ScCiEQJ4Lc/AVq1uAverKKC6aZ8WTxvnYlQh55L1GMjtPRDDEND/IsefAUZzlGI0jbf3pu6Ucp6Ilgcp3TzzTuuoiYWoUdAURAAaCz6XgdmtsgnKRhjltneuXtdck1ZK5WRYuEW8EmAthD7exMjFz0S82p60WLN/usSfB/jVfKwxRh6ONyK8DUBho6yLhQgDEfA/fD5dLOdrIFu30rkZlZS/ghOOIRO5tCj6OLIdV40izMWSdO1rHukS0toHN9WiZJyqPElc18sYVrOCXxrRtF+Ehjo4fq68W0yNU1A/4PfL5gmsreBbuqOTRt2Wy3/af2X5ugeUGsjC8v8F64kDbHigr6roVZitu8LTcGVw1Bu/4M+Dp70a8ROt9od6iXcJMp4Ay52DoQH+WmY9ka3Fb3LKi8dWEp7gvOGhbdQ+XOaw8tSilwAB+nFTt6HNLeKKpvHF6BDPONVjkoQVkBTJoLTB9tI91KyfCdoexJVI6VckOwTDS1vdRXIMRdWa8K62ZXHacdkpfv/85nLDrCF5yEQOLnZwNKXecsh+lSY/AVwspxZAHdFnZUGdf6Q5y2uYUaUtrZATaInwvQgCXnL42qMKApCi+72NA2s53H3zFkkLpFm5rnaPVJn6tgd4KYO6g+bu3DED1TrkfZmoM2j7zzDOdN/6jP/qjwd+/+7u/iz/90z/F7bffjksuuQSf/exn8eu//uv4V//qXwEwoO4pp5yCv/u7v8NHPvIRTE9P4y//8i/x13/913jrW98KAPibv/kbnHXWWbj++utx3XXX4dFHH8W3vvUt3H777bjmmmsAAH/+53+Oa6+9Fo8//jguuuiizp/rhUAe22F5BLWJkqGcthoSGR1EFuVu8XqgwIQE/t3Lz8K+hR7UIZQKJE1RrdpH2vKpP4DZ2yaEcAeRmRYCzpFJjX7Z1pfGW/SYJzMQWCzSNjJC3KFXTFklw3BcycXjc717wVLHDKux2ZtpY0mAtgRj+AUoZX01us9HeAgPAUQOCF+3T92hwzIdUKw0ugD2wJrLAN0foRGrDnDPblmfRdHGminHDrSVBGCYaElaPE3UmWCeVu+XXVD8aesomgtV6RGiKjnc5Q08Ce1AIQAELlcpeVw5rjwkh8aJSF6uHZvMOWBuaxezF6stSgP7jszjRL7F1M43F2nbtIWCgdBWRpU8izVWiC/DeDS+WyrGpFB6U8ODem5MUlP2eypVjCvjIm0z9AfmLuf4EFH+1kbpERgQxOYUfZ3NBfYeWbDumvAgMndiuuZPmKYbHt0DPHcQZ5UBIEMeRDaoSI8A4hkaShOf9EODd8hkarxtPT7oj3LtmTdR7Ee6w4C/ZaAKXzdojEdgiTZt8oha8vMKdt20Tbt+FpPCcdUEpKpOD9OkSdt3PLI/CYzYdyii9Aj0GpDemVTZbtN12EU0aX8fis4BIr7NVtjy1SllWB/A579PnXVAn7QymrtDOUVUGt3bALRtAuSRwe3a4VMWIpA1RdBWFvozLJB4j7EMIgqAJSuPWQSiYcO0o+Gba5/TtsHuAgbaapjvyfOKmV5RyYMFFwKKneaxoyUhO1OrKK3nxm4YMRet1iZP5HxJxEz5jYUrXqZUjb8y3bNkzQpuJdBWFu+zq0ImgIG7XcDltGVdTd1MOm0G5Q4gdHOz9LBq9hzEK3MqaK2tzp5DigwaAj/2J7fgu//pjaz9hmBhkhKgbRwVXOowRyGATgtuw3t9UROfHVMWy0j2LnigBcDmn/brvgm8UhDag/ckorRuCeXRu0JeLs9sOcVk+EjpEejpZBq0r8oZ7ub8IpLS/tNF2oLmVDowRAi2K3qYMdVbBizM2O/LASylRyijxtr9OeecM04+kOc5/uEf/gEzMzO49tpr8cwzz2DXrl14+9vf7sosW7YMb3jDG3DrrbfiIx/5CO655x70+/2gzOmnn47LLrsMt956K6677jrcdtttWLdunQNsAeBVr3oV1q1bh1tvvXUJtC0hnpjAncOryVzyhrKLPmFb53ItvIIqJN580UnACSuwf3deqqymJrwyfkz3t4+c8geRJRWeRKTtcMSUdcaXFEAuitv9yIupuPZplQzVwCAfhhyY4SJBPL3rytOxdWaifvvfiAz4qBI/YtyOwi4iBYbJC0WRtk7hFQXPp+PVjiKTbqNDcD0R6uMPImMASWG7YOuGmIOBb01MLXpeIYkfk/7OJEs2r3Kn7GbCRDX0tW+HAO+FXFe/pwolszQcCcVR66OH2LZyeMNHWnjJHUTWZNxXRJjSFs1cuAtRgbpojTA9QjLVQvnNhf74wl1b8Y/37cCWi0Kezfb+OgCihobJaZt6pwzAdM/LI60sx8MoxskApug6Kd/9CtCWAF3pDiLTkIJQO2kfgSycBsojgUxsnMe83r/9EC4FAYBFQLLdtriEhQpg6IPI7GFsVfdQeoQv3LXNt97kHUbpERQzSnx6BPOPewcIh0twgBR/jlR/OQtV+fcX77CwtGb5hKvf8SVCIJ2nZlhUKsyfND9uFR6ZXTb2uVMCSM6JwEkTMaDagLYl9adZ1AgOZhQZ3OGiiWXFrAt295RdK8yyX9JZZOgnZWPiHilBB9LyKkzb/lo5KJkGFsJVo8qo9/dLJk400zd42yanrYxr8IynQI7gPfK5Rmsdz2kr/Nhxi7cfu15nNOu1m3d1wHHqmWsjbS1fshcEotCjejLt1YIGk6vSvJRSes6WzVMphE2P0IH+XJMCqvTWaKw5MLKKJy5/OTVKj5AX5z6PvobdZemcIkYnNeKZRzWG7zVMy2Pfb63DnVCr3DkVXMoRlh5BA9i8bya81T1v23eXGO8p+6AQaev7A4hlje9vpc0abpyj2q353WK3MThfnGPeVBTBBQFtI20VJHtnJo+xRLDjtRGxNawStM09aDvsnKP0CCp3axEH22ldIkqxIgDsPDSLr963He99aXsWRiEdyWSCMWi98HOqKGvDdb+tnNHAxAr/5+Qq0Oq8REVqH5LRMT344IO49tprMTc3h9WrV+MrX/kKLrnkEtx6660AgFNOOSUof8opp+DZZ58FAOzatQuTk5NYv359ocyuXbtcmZNPPrnQ7sknn+zKpGh+fh7z8/Pu70OHDgEA+v0++v0RouL+hdAg70NrjVwDamC3Viiby1ZzmATQSmN+fh753ByWaxONMxgMTD8NBshUDp3npr5cQakceaIPtQYG+QCDgYbSEoNcY4IJh4GFcAd5jp4aINcaeW48aPROhDLCfr4/KLwnpTXyhTlgIv3+Mius8n4fMs8BaczrvL+A/sACAYM+lFIYKAGVD4LnyK1S2B8MMFCAO/xBKyiN0uceiWgxVkCe9yHgFdKPvuk8/H+u34lcmX5SDdvm/VBLg77zzPXtO1daIx+Y96LonQ/x3FLlEFpD5Tl0i/vFoA+hAaG1i8DUAJRW0PkAut+HGPQhtYbOaYu5QD/PMVAKsqP3JFXuDsTLaT5oZXJpKZ/rKVcaaPF+YhKDAYTSxltA9Qz6yLQuPEemNdTA9IG2W9hpnkz2bHR4rux7y5Hng0AR1FpB5RqKngNmEV/IzXsq7bfBwPGTQSMf9AEq21/wY24QLvh5ngfzmJbxfr/vHEYK0r1HAe3SIgwqxr3I+2Zs9fuQWkD3F4IxRvyogblG0Un9/gLQ70MMBpDagNqVY8U+mx70ofp9KGXmhNKm7qpxnSmFPNox8NzUUfvMAvnCPNDvYzAYALDzTAvzbhqMJTEYuD4AgAxAbp+vEQ36Sd1WaY28v4AFmltaI+/PQ2gvU6TW0HYcNqE897K13+9jMMihlJH7Rh77fKt9G74x0L2oDr8m5A44FMhz6/xTZkwTfqO0Rn9h3sC7iblkKjLzTJstBVCDvu1Hu36y8Ztr4RxZg9zrEWR6mTViUPnuBoMBJqAxIDkWySs5WIBWurJfqS+DejWcrEzpN5QeYWEwwK99+UF8JKO6+qVyi0DevtLI7Frp0x8YWuj7FB9gIL9SGvnAO0Upr2x/0HdzIldmzY3b57KdjFKaa+43aLzhxSfhQ685G/1+H3k+QK7tOpEraOuQ7Q/MRlzeZ8dS/+Nt8RyfCoCKZBbRwPbbwoi6qllHjXzIIJD354GFeSPHc5L9GsoqALlSNp0OMD+/gIW+2Y6tYQ5yVHm/kVzKrCdaNZAPYtCHtABfvjAPZBMY5PadcdBYKfT7fes0MHJcKQO65EpDibQcF7lfWzUbjwrClLe6orY6isjDaOQ8+ttdV0ivl3a94NeN3sCcFVphUKIT0fhWVibRuxkM/DquIaAY8Kri4AMIJ8OTDqCFOatH5AC0aW/Qh1S5fw92rgmSp6Sr9/vItIAa+K36eT6AVgqKRdEpvt7WAPiZUqZ7KmQRAGB+1o3dvn2XpMPkiukZJF8s2FU2h6RcFu6YAlvT6T0OBm49lRrQbM0X+QCwfa0imaws8KM0MOjPt9J/C3zmAwjrNGml1ybGrVJGflfpCZl1lql+2BcctNZl+m5/wayfuXK6KnJldC2tkecDSCEwyDW0yZ8HAWCQa+TC1zmw6wrJwgwKOYR7lxoCCwtzlfLR8Gz6TTP9YpDnGGhADvoQernT40NZbdfzEhldSoM+aDUMbNrI1pR2zlDdGQdEgWB+D3Llxle/P2B6u5GL5h5rq3WwtplAGbNzMR/0/ZxWytnq1G5fqaBdo78LG3xBsrpv7RBgMOhDtLEF+wOjX1kdtGwXkmDycZAPIFR7mzVbOGrGvZWFGgLIB66eePevVrow/lRu7vvBk3vxI8cYZxrkfQACfWuD5Xlu1w+zXhBvA6WLWAbZSyT/W0CLIs8h5ITfqZwtN+s/c+7/MGBuTZ9x0UHbiy66CPfddx8OHjyIL33pS/jABz6Am2++2f1ePIilPnduXCZVvq6e//pf/ys++clPFq5/+9vfxsqVKyvbfyHQ/jlA6wxPPfUUtutpAGei35+3njpgZmbGCbkjM0fwG1+4D/eqI/jK2kPQGrj5phuxfhmw9uizuHjPbkzNPI7nZldh6nAPO9RzuGfjxqC9c6BxdG4et916Cx47tA7XAHjyyadw4cwRrLNlDmEVoDVuv+NOiGVroXUPDz74EPZMCWy09Z21/0HMHZ3BAw8+hOP2PWjvNMP80PQ0br/+esxPrEOK3jA9DQC4eeNGXLjrUQyy5Th1ej8euvlmbOuvwcu0xsaN38TmbRlOnNuL3b3ncCd7js3P7sRZENi0aRPOxIM4+9AhKAg88sjD6E9PY+dgB+6OnntUOnzkCDQEtj+3Hf2DuwBc6RSVm276HnbuXIWdcheePHwQjx9u1jbvhzpaO7sVaxaMAr7p3nuht2rMz2e45ZYfYPduid1iLx7uH8Ize9o/90t2PoVTpqex+f77sG37msb3nb3/Pqye24GTDk9jx8w2AEZJ27p1Ow7svxs7Nmc44fCjuGx6GoeO+Jjyzc9swe1HHsE5+7ZjUwfv6aKdT+Bobw+A03H99Tdg7SSwc4fElmwbLp/1nvmHHnkEk4NDeGJ6uDZPO3gPTjyyBYd2D7BsMI0nDm3E8oUDeOX0NL4XPceV25/DzsN3YM/jc9i+fTvWzM64ufPGEwUe7wk8cP99mDxyFJuf2oqHeutxhlU2Zmdn8fhjj2Ll1AE8N7cde+b24OxVGm9dneP7U0ewr78bt5X029rZrbh4717csXEjXnNgCvfddBNmlj0KAFg1txNX2zF37y23ADjP3bd16zZs3Pis+/vw4QyAwLe+9S1MHzTfNQSmpqYA+9eOHTuwS52AndiNJ2ZMf8R05oH7sHZ2Ox6Z24gX79yM+Yn9eHaHd/7RHLj/vvtxHsz4OXzoEG67/nosTKzF+pmnccX0NPrZAm6tGCv0bHuefgqPzm7Enr17MdOfxa7dR/HUrbdgatWe0ntfO3UADz38MADvuJw6MAVAYN+BKTx48404svwJ3Ldf4E0Lfdyz6R4AJ2DqwAH8oMH4Pe3g3Tjx8BY8aMu+cs9ePHHL93Fw5XO19wLAcUc3Y9XsXOH6/v0H8MDNN+NJdRpOgMbM0aPY/shDOJ2Nx0u3b8HUHokdWyYbtbV/29NYZ2Wrelbjwd0C+/cbuf/UNon5uRnMWzn05OYteBWKkbZ33HEnph4zc316xvA9NTWFqdkjyLGA3bt3QcxO48QjO6GUwszMUdy08Rt41f4DmBzMJOWhUAO8fnoaOx5/AgIa2/fciKsOTOGWjRtxYCrDffftR7ZdA+hhwYIcAHDTjTfhBLMLDPv2SQASc/ML2PHcjsLayOm+/QLXALj11tswtWoPTjr0AM6Y2or7XL8+iYM7czy3bXVpHQ/sEUDUN1NT05jq7ccgV04ecKJI0zvuuBNABgGNubk5PPXkE3jsSJrfE6Bx5MgMvv+DW3Dpnt243dZ75IiXfUbX6+Hg1DQGKneAydatW3DHN78JWrsH+QDThw7jge/egG3bTsbLAUxNT2PLM3N4KOL3jAP34YLpaUwNnsWa2SkIaDx2x53Y98gRrD/yJK6YnsagLzAxswc3fNucc/DcDDC/kEH1FJ59dgt2XH89gB42bboXh6Ylnn5mi1snUv0zbhr0FzDNDs/dtXsPnrzlFhxctbNQ9vGD5v1+//vfx+ZUMGBDOn1qE9bPPIOHN27Eaw9O457v3oCF3hq8dnoat3z72wDW4MjMDHr9GQACDzz0EK48eAAA8I2N38ShBYWX2bpySOx8bnsj/ef10wexcGSAp++4HXsfPVJZ9owDm3Dikedw3NFpfP+bG6HkBJ6aBq6Fxr59BwCcAQB44onHsXHmMUwdyHAoO4xHf/B9TE1N4fRBjj1792Oql5aZp05vwsmHnsVCthoz22fsLBDYu28fHvn+zTi04hm8ZMeTOLpsGlt3bMRJhx7CRdOHAKu1PvXU05idNaGAR2dMPwHAfD/H9u1bcW/U5rqjW/CSPWadlCKD0kbGvXLmqCuz/8ABbNp0D3ZuLoKZJx5+BGfv34G5uTns2rUTC/l+iEzjgfvvx/Gs3O5duyFwLgDg1lt+AG4KKkgcmp7G9775DWhRNBF7+VG8ZnoaD995J4TOccn0NJ6+716cfGg71sxN464bb8DRZafgnH0PYll/GqcemobQCnff/H3MLH8SV2zbjt2H7gTwCvT7fWzZ8gz275vEwalX2e3SZjfCoUOHcMvGb0DXpD543dR+HFh4FvO9KTw1VT6+lven8MpDh/G9b34Tzx4GgB4OHjwEAeCZZ7Zg48bNAIAVC/tw9iCH0hJHjhwu1WnOPPAUzrd6AtGTm+7BjmcmkKl5N08GmYkiu2LbNuyevgu7nzT6+fFHngAAHDlyBI89/ji4TH7kkUdwcEHgyNE53HLLLTi4qjzAqI7O3fsQ1s3uxOq5fbilhezqMSCL6MjMDA5gCvfedBOOLisGQwHANXv2YHl/Gvffavhe1j+IV01P48jcLqyen8bsUYm9cw8lbYJVc7tw5dQ07vzO9XjN9DQeuetO9PI5vHh6Gkfn5rBp0yZIARw6chSzvVnM5gs4OJjC5vwZnCSfcbrM9AIA9LDp3vtA69WBA1PYuHEjfu9qQD8A3PKD27Bq7WOlz/+qPXvQz1Zgef8gpuaewSC/FoemD+LxJw7grt334/SpZ7Ewf77bNePXBTNntm1/Ds/N3IG9j8027vPVczuw3gLO3/jGRggBnHD4MZy7f1ugF1yx7VnsPrgJu58ya9LLd+5Ev983oNpggE333AMaTw8//AiWHzE63a233YqtRwzHc3NzmN2/F4ABuQ9NTzey+epoz+7dWAOBJ558GvMT+6BxKTQEpg8fhprT2LhxI7ZtNTrPzl17cAjTuPXb/wxgHQSApzY/g8zGvT719NPYuHAER/pG7j719NN4crY5j+tnnsbFU9OYyGfxvY0boUtA27P33e8Os737nk04ZXoLHmjZF1dtfQZrZ6fx8O234bw9ezA7lWOhdxCPW/0ozti4c9dObNwY6tr37RdYD2OTHms9Y3L/Q9AQ1ubI8Mgjj2DPnJHFe3bvwjaxDafD6PcHJqYCWbJ3r+m7Q9PTuOWfv+VkXhM6e98DWDu3EyccMbL0oU0P4oIjR4KdDt/5znc6ecbnMx09erS+EJ4HoO3k5KQ7iOzqq6/GXXfdhT/+4z/Gr/7qrwIwkbKnnXaaK79nzx4XfXvqqadiYWEBU1NTQbTtnj178OpXv9qV2b17d6HdvXv3FqJ4Of3ar/0a/uN//I/u70OHDuGss87C29/+dqxdu7b0vhcK7Tg4i9++9/u44MILsVyfBGwFJno9iNwsBGtWr4Y6YBarVatWQxy22xsmjCX61re8GaesXQ7sfgjZjTfjpDMvxOyBHlZtW4PTTzsVp2zYELT38D2/heUrVuLaV70Kh55V0DsEzr/gQqx69B7Mzi/Dr/d/Fu+QdwFC4NpXvQprTjgNv7npZrzkkkux58l92LDBmAfigUPYdehWXHTxJdjw6nMAAL9427cBAGvXrcNb3vxGYM1pSFG28w8BABs2bIC85Qlg2RqIJ7fjda9/HTbPLEP/KYENGzbgye8+DblnDqfIE7GBPceRb30X2Au89KVX4XI9DXXHndCHBV56xeV4/K49OO3k04LyXdCDm58B5oHTzzgLF51+HMRmoNfrAfkAb3zjG3DLd3fgFHUaLjztRJz/+mZt836opd0P45Et/wgcNc+94fJT8Vv334jXvvblePT7W3BifjIuvfAMXPyKhs89d8hslcgmIG+6H+LpLbjiistx+ZXN+03cdwDiwEqIZ3bgjONOB6YBaODsc87FOWe9FC+9ZAPEljWQN2zE5OTxEPuNN/Gss8/Gq65cB7npMZzawXuS33sI/ZWnAE8Bb3vrW3DC6mW46UsP4syJo1j57HLMzBvP2qWXXQ5xZDcuaPh+Cs/7WA6xdR76pJeYel63ATi0A9mX/rrwDuXG63Hmi6+GvuBt+Kcv78PKnavxeluGSn7zoV14cuoBnHfei3B4zSU4vPubAID1a1fj0kvOxNQje3DGiafjpEMn47iFdbjswotwzwNHceLxJ5aPmd0PIbvxJmzYsAHZ3/wPvOH1rwNOMHIf+59ENvV3AIDXvu71wH3b3W1nnnUWNmy41P3958/eju0zh/DOd74T/3vX3dh8eAoKAsetWwscNNt5zjjjdJyJM3Hywql48Rknm/6I++zBIxD7luPcN22AvOVxYPk6XPpyX47mwJVXXA5sM9HEa9auxVvf+hZg1UkQz90N+a2vApMrq+eJfbY1LzoXL3rzBjy97wtYMb0Sp566Fidfcy30ma8svTXb899w2aWXAZv3umsnnXg8nj48hRNPOhmvf+1rgZMvhnx4NyZ2TeDqq6+GfnQL1h93XKO5Kx5TEM/O4azrTNnsi3+Pk659NfQZL6u5097/3CY8tvMGIMJVTjjpZLz+9a/DqflpePSRv8CK1etwyhnHQWC940vecAfOPfUKvPTSZmP+1uvnsG/3LbjqqqvwzstOxeG7t2P7w7uxYcPL8fR3n8a+A/uwbOskMA+cdd5LgH1xfm/gmmteiWvPOwEAcMuT24FDwIknnogVB1ZjYj7D6aeeiktedBbEtkOYOXwAK1cuwzvf8XZk/8/ngdleuk8H88h2/zHWXHwxMFjABZe9Adk/fQkbNmzAXz13J6566Vl428UnArfdCNmbgMgFlJZ405vehDPXG8X261P34uGpvZiYXI7TTzulsDYGff7QLuAZ4NWvfg30GS+D2LwC8uEdOJ369ds/gD7ralx5cXkdM/c8h//99MPBtdXHrcfx2VrsW5hJPuff3PW3AICXX3018Oi9EABWrFiOM86/AOe9Md3WHXd/CitXrcbrXn8lsu98Bxs2bMD/vuOzWLl6DWDTK772da8D7r8Na9cfh97BDEJKzOd9nHP2OXjZO9+JX7rdKOuTExNYu3Yd3vSmN+OGm6YhDmisXbce5559Ms5+e9i+eGgG8o7bsOa0MyH2GUX4mle+AvpFb4DYdgfkt7+GqcFRXPjiC7HhTW8EADyx+zD+9Im7IIXEueeeiyve9Hb82l3fxVVXXYV7Z5/FOeeci/27jfOo6zW8ivr9Pr7zne9gYqKH49YfD5gNXzj11FNxcslcXff0fvzJo/fg1a95LS49fXhdVTw8B7FT45y3bkC270/wpje+EVh5ArLd/1+8/brrgDtvxaqVq3D82mXAoSlcdtkVWH//D4Ap4O3veAf2H57F9MOfBOW0PfWUkxv1XbbzD4FVJ+GEV74C+rw3VfP40AzEtnmIHVN4x3VvAyZW4o5nDgBPAutPOMH110Uvvggb3nAe/m7XXVgzWIfXvuY1eGjqB5jYP4HjTzwJ60VaZorHAbF5Glh5PPS6s3HH5l3QEDjppJPx2te+FjjlMsgb74U+/jxcduUGiC2rob7zLegZoxufd/55eGx2NzA/izVrVmPPnHFYZBOTOPOMM3Ba3ObO+5F9/xZs2LABv3zX9VgYKGzYsAGzWz6FvXNmLK8//gRcfNVV0Ik5LrashnxgM5bNLMfpp63HqjkAU8Bll1+OHc98BYABP045+SSIfUZnf9Mb3oBP3X+Lq0PD6MrvfMc73EneAc1OIdvzp7jmmlcCKoe88du48oorIDfvBfbP4I12bReb9kLM7IF4eiuQ9/GGN70JWP8iyG/eiLPOuwp4BOhNTODcc87BOee8HOsOrUOuNJ47ehgKZr195zuuS/PAKNvz37DurPOBFevx4ldXjK/p7cim/gYbNmzAfdsOAg/didVr1iCbm8E5556FDRteYqIpD+/Es4//CfK+xOpVq0rHrHhkHvK224NrV730SrOm9Y/6eTJpHGjyWzfhrPNeBv3id5r7t52Abz52PVatWo2LLjoN39j2lKvn0ksvxe5Dc1j+xCpc9eproc+4urIPqkjevRPYm0HsTsv2Mrrxwf8JRGeXrVi5EsefcDze+MY3AOtflLwv+8LngRngNcT3kd3I9v0l1h5/OnBgDmvXnoaTz704bRPsfxLZN7+Gt7/97cj2/Ale+YpXAP1ZyFu+jxViOS5+2csx2RN4du8BrMhWYNlgOU5YezzOOeM8nCOOYtmr34Jn9s3g5SesxG/c8z1c+dKX4q+fehBSKKw/weunjzz4SVxzzTU4+0UXlD5/9r8/B6w4DpjWWH/W+ZA7Mpxw/FpceN7xeMW5KyAffg4r5pZjbsEoQFQ32ZtnnX02zrjo5dAXvK1xn2PfE3hs898Ds8B173gHepmE2Loe8p5HAr1AbrweZ734la7u7KtfxbajB6DngCzL8MpXvAz/47F7AQCXXHoZZrfOA7uBa151LVbtOIQtzz6N5cuXY8X644H9QNbrYe26Gl22IR08tB96GnjxRRchX3YcbnvYyJnVq1fjxDXLsGHD1bj1Hx8G9jyHk085FWvn1uFtb3srxN13AQAuuPAiPLTDvLMLL3wxNrz5NTh4tI/77v0BznvRi3DhW1rYgtvvgrz5RmBu2siSVB5qAHLTHty42czlq69+BcST+3Fmy77IvvpVYP9hXPPKV0LeuQn6uHOAZWtxvtWPFgYK37jnL50j5PTTTsOGDVeGfDy8G5s3fxnAsdUzAGDPfRK3br4dF198Cb6y5XG85OKLsfLAURzYsx0nn3QSzlx+FvL9t2H9iSfg+Gx9wN9XD2wCNpt14+1ve6s/iL4BiXv3QRxcA7HZOKZe9do3YXb/16CPeND2bW97GyYmJsqqeEEQ7eavo0UHbWPS2my1f9GLXoRTTz0V3/nOd3DVVVcBABYWFnDzzTfjU5/6FADg5S9/OSYmJvCd73wHP/7jPw4A2LlzJx566CF8+tOfBgBce+21mJ6exp133olXvtIYyHfccQemp6cdsJuiZcuWYdmy4gSfmJh4wQ8eAJiYMN4+KTNI7fO7UaRAJqX7DsDmoFHYc9is8ssmJ00/9SZcXqtelkELk29SJvpQyx56mUQmbeoF2XNboOfhy/cmJrFs0v4tzEnx7p1kPfSk8Q7x9yRgksjLXg8oe3+UC2xiwuzHzDKTXyeT6PV6GACYmJxEr5chFzbvDm/D5t0TWYae7qFvc0xO9Hr2uZF87lFJAxAyMzlH2ebTXm8CvSwDIJFJiaxp27wf6qiX+fJZhomJCWgAExM9ZJkEVMu2/+e/Ai5+F/D6XzbJq4SAlLL8naVICnPwgjD5hAGY/u/1zLidmDDvVpjtyiZ6BtCQ6E1MNn/2Wj4kVGYWHpIbWZYBIrPj2jDXm5gEpGjeR4l2IDM317KJCdN3Mis+R9Yz5ScmIIWEEKIgzyYnetDC5Jcz6e7MM1x06lpM9HpQZkMqpLT393p2S5Mq7zeaSxOGR9mb8O80Y2OoF94f80d5bCcnJtDL6LA/n4NKQBsZoCW0kMgk0v1q+yxjMiooZ/nJMmm2aREvJD8cz2lZFrRj5V82MQEhhRvTMrN1Hdlr3t/K48N7hYDMsqg6aT97kJkA7JgSME41ykPVaI3KMoDPTSkhe1nzudbrIcpm5XiUWYZM9Izc1X1k2+8wjhjXlhkPTduS0myYIxmTZRmklO67YFto+xPGSF4m+kFKuV7Wc/2S2wiyrNez6TQ0skwamSV75qkEMEHvuWTNAmyu3qwHqIGf3xMT5sDMnmlzZaZx6enHAdsNSxnjpWffsbZrWdV46vV6/pPGruT3KGBiWWW/9rJi5JqGhLB5IcrGjgDceBQ2V1zp/LLlIYCJiUnAygYR5eyTGamgRp+gtyilwOSkB2ukfQcTPf+utTBrXqF9NufM/2YND+atADLp38HkxIRLRyyldPqFzDJk0qzptLYuhv4nAAiWe1RK9kwRZfYd8TE2FEkJZD3Tv0Ka9ux6LyeMbmxEIMnunsulmGU9x4eGSW0ldN6MHyGMLMoayAcpgd6kXVPMnOg5OejHWdazckNKaCkx0cvMWBPC6AYoWfOzzP7fAzLpdAXT/5Y/KYwstPOxD3/wD39n/MAv06YuttnLTF9PTLjD8CYmJjDL5KwQ0qx9ZfwKCQFhZJnNz5jJLEiPIKWJ5tIQWD4Z1qNh5VBZ/89beZj1YPJQmfqcnJTC90vWMzwIATkxGcgs25jpF7uW8Jy2Qggjf+vGgIBtp1wWATAixq5BmZWjtF5mdi35tS8/gLsefBT/PTN6hUDFfCc5E1yy/OpeQs/xupf5O3P8Z5FMzqS0ctrmHB5pHgszR1LjrYKSO1QBSJFVz003DizfvZ6d01b2xnpHwKuROXJyudd/bF9CCPR6GSYnMptqSIBsG8gMGYBf/fLD+MFT+3DHJ94CwOhvgD3rQGTsXQrITFbLI7PgmRR0Wc/OewkhM2snaGQCbl7Fdcms1952yTLX7yLrYWIiM+s5IvkkhJlHXJ8C8RLZvlmPrauZGaP0N3vFdbpHU+rZQ4CzzL43aGhtr9l5RnpsTrKm17Oca2S9Sbt/TqNn9afJSUBpCSmL9kolWbuDrw9Juu9vcK5cDeTGbi7YA00oX7DjHmbs9CYAph9podxuHcCsDfGzTPS8fnWs9Qw3V+y7EUIikybm2RxCDeT2erxeZtLISrNutLXXpQnUIj1ixVoIhDnFfxhwt6bP1zDbv6c3v/nNOMi2aREdOnQIb37zm1vV9YlPfALf//73sWXLFjz44IP49V//ddx00034qZ/6KQgh8LGPfQy/93u/h6985St46KGH8DM/8zNYuXIlfvInfxIAsG7dOnzoQx/Cxz/+cdxwww2499578b73vQ+XX3453vrWtwIALr74YrzjHe/Az/3cz+H222/H7bffjp/7uZ/Du971rqVDyCrIr9fCHSfIz/YSbLEC7KIIf80pqPyAACGQ63RydnOvzx+kghp5EnlASH94Qh6fqmmbjA8iCw7EaUUC0D6fkbkizEE2US4wIp+sH3ahsoecdJvtPdWyMyoA008Cttlxta19wnB+qIOwgn6oZOIHtri67ZfWPFHuIhFkUGRj0ZVVoJPI//edW/HU3iPFMkOTB2ZJETOnlPsMjgCwaevBEdskICTxfAC2HTiK//ylB+xfvkxZrwohTM5Pm5hLC/H/Z+/N421Lqvrw76p97rvvvR5p6IZu5kEBBZk1BhRwIAo/FU1ilMTExBinBHGIP6MkztE4hUjyiwpGEyUaE+cJcWAUQjMIytTQTdPddNNzv37jHc6u+v2xhlpVu/Y++9x7m6dyFx/6nnfO3lW1a9ew1nd9ay28+Ts/Bz/+95+EEHL+d33fgYBlXDW+HVhDfpRi8r76J1NoySctIRfvkeOQdUETF030q7VnfC5T9a5cBhPMStxVJ0BKPkGOfHjV3wN+5R+2bkadSdburTJwKxi2XjKrStbOdpzH96CcJHEGkfCxB3+h/jC4Zq2qUHa/FUU5SQmQP7fz3LJoTNsQguxJzkgVZw57cma20ScdoXI9BIDHXppAAq4nkK0B3Ab/TKvfXfFcVI3xuByN2zYlPYLFomtJkiN7frtNs8YaoU7s4cd0vRaOiRmX6pyZWm5skGgiMn9x3qOCs1g5QaTtnJZIlUGK85/RGahAlBnzp5WkdT1xa7aCF1NrtRsPmvBGpUcHxDXi0s1N4uP2+mI9pDLhnR5h9gntzM03Oe9kjXP9nap/aw3a7iKJip+q9RrV6suU+9yDvGWLJga/3J+QREcPsl64+afXIeun9RPzh4lkUXplctfq9baXpuw4ATCaiCpFQLV8udTW8znrr+7FqyTmJI3afZwhnWys/u67P4a7zrn3jIn6m+8vlr8VwOdQH+F3We4VKl3Q/Xyf+qjOkTUTBLXalBTlXqXr1TcRVe9/bPxGA/nzveKkS3le9LYLMkgWxcbZtVjbfLvuVwHREuoCQKLQtB2H7XbJi5PsQynBJ68d7Yl1dZxKzIZtJcpNVWJXCqZb1Cmccqrl3Nac+PugbB3XFLX73BrOr8frAOVfTupG7DgWhahDLOymuozZoiD1imd9DPlQBXuoRxOR8YQe6j2Dd9AStuPOh7aRUqmb6lS3RGT2e8uuorKgdcWv38KGjuelF/7qy9qg7ete9zrs7OwMvt/a2sIb3/jGtcq67bbb8FVf9VV47GMfi8/93M/FW9/6Vrz61a/G538+U/6/4zu+Ay95yUvwjd/4jXj605+Om2++Ga95zWtw0UU5vuV//I//ES984Qvx5V/+5XjmM5+J48eP43d+53cKz+WrXvUqPPGJT8Tznvc8PO95z8Onfdqn4Rd/8RfXffRPKNFlIzmAhRBto7BM5fKrBQ4fgLa6cKdsGI0snsmMfVH8waBJQKmAA9nQXcY0MGY6Slj25cIRbKmcu6B4hTMVCxF7nLoBwFFkohXlna8fW+j2L9qqsSyzyv697yQDS3kjZoOBjV0cgNK55v0p2kYdUs6abIantLulVH34znPY04Y9Jjpf5J9sNAKUciKyV1198x6cCYOKKkM3G3+vfs+t+JW33SSXlcZwa2R0Atped/sp/ODvvgcRAVddegzHjnQCOsPKoJQQAmEJrPGeKqW/yIRb9n39Jnx7FViJINPOCTptdexNGAc2LsYNmgQFAgw1co3ZA2hr91Z9sNuIZ5SGsIsl16nq9qrefLDGgTJa5jpjP6URxapc65rxrdY2aJIojUUt9jfvRfzev3P3a/HG+MRBs6xNSRgNFLCbIs7uLHFma9ucHxbpemUbnQqe0mC8tdqoiX5U8jieU5/CG64GX+cM0LY1PlKCJEdcAdo68DNW77nVTgC8Wcv6xsZzrsP2jJWgre5j2ekx6XoaAAu1lViCoN6ZVjiEUspr9mQL72upWlA7vvyVDpDaX5VVhvLkwD8FUoobcnz43s2FBMISwZK7TddZzac5bWwY5Xo6opb8yrl9RJwkbRygTLYmFM+vZQwqCIMrWo8RR+vM73kEs10h+X6Cc4q4/c7TK9QwL9qG9l6cL+jzX69P2WSW35W6TgFndnr8zBs+wt97IEyvo1A4UiIUpZmzRyiItmK8FGuj2BipIjpQyfBaG4CYAjMGzNUSxCnuIsq6+77tBtc/q4DKSh586VEcc1mu1uqO2qnhneSj8y3y7xSwtYy49eQW8rjlfglEFh80odwbagfE9XdyOJKAVIC2hJyEa1LUKUrqVJAVThzck/l19gTa5vmbdb3GWpiAYmxVu1Pwe6xbS9WZlkHbNZs3Qwgx91HqW1uvrUvZOcMOGwL4/QPo0NtJBSVhpDXH75RtUcglD8GPLL9SHmCPxId+hxmjem8Ftjt/HFfTGDsKTk8RDu4rMSzBvS/bKVJyoPOw3cWj7HW90ve0wTmjDkHbtsymZPzFX/yFfX7f+96HW2/NgdH7vserX/1qPPjBD16r8p/7uZ+b/J2I8L3f+7343u/93tFrjh49ipe//OV4+ctfPnrNZZddhl/6pV9aq22f6GKOTmQvNFIygyurfXI9Sup/3jzVmI0gCuYRHdSnm2rl0dFjEtoWlpCZthU4C+Ij8ctqcV+baauborYJ7tlJFNsBaCtVuNU5Iojn8b6Rom9S+Q5YoZkPBuB3vxV46let1wAHLHlPogJnsVCJ9yh7UZzdRp1NLaf8mLe8bGHak6I11o40aDoRG2zk6lgFfsyphwt3bVeDCcDmhjNCPGNopFu7wKDtnae3ijAOgHdAJJsigQL6VUxb154h0zayMdXvFHUBKMAtrl+LoIJpG5OCtswzCATUS0PVoLzIhQ7YHToiATimLYbK8xyQ0wzYDDEl69NV47rmTCCvxU6xtBEeFGjc43xbl2nrge+inAyuEYBlOOK+LwpYoy4FH/wz++py2TEB70uPmCxOcgoz0zby52tuPYmnP17WfHnVt5w4g2Nnd3C/VfpjY93wT6fzHmJgekBNxzEDOfP6JII4zUg9lxybrJaUEpYjSN4SQZyy7fp0xMaU8IInXgm8T8OSrGJ7khjpCtqWY9qzOloAkgp/X86/NFp/EsNPSpVTL/lJ5JMz4nldyyXo0XTdypUL+FdFIgLCir6v1861pVizpa/t1JQHtvIf00di/oFj2nZAv8baMtdw1r0jV9o0Lm2pL4AwHhu9PetoY4bzu2hfuSeo/joohfIWMqqTuUmg4X/aMtJeB4Bmh33p8Cp0+qmSVzFt/V7hAdx6DwkL3HpyC//tzTfg674YGQhDHiHa9OD05oQ0Ty/Scbrq2oZDK8aUyQXgtXjXUTym53zjt+LETyXVGEpCKBh7F0EB5IMgPRRzZB5XiwC86NMfimed6PGS/8v3Z9tmla6HRrvdWjI6fpUYRPjgbafwk7/+F/iFf1LG8+0C8cku0eHMzkjR6YRc/n9+LccJ3sAS0SW0SyDElV4t3UeQnQo6VgR4rvXj8nEnwOnRKpOtrWbb0pAgNHCoVUV47JrXO9VDpUj7OH3qbi9Cuv7JGtlYJQ10d7NBSAfJxiqHtBA9Tday9Zm27h1OvYuwwHbSkIt1a2fKcptZorpPjpzgm3JQM7EtnCddI6Fk2jpCnJ2cU72ibB8BOTTjmox+K+voxcC5E8DGUSQAi6lTDp/AMhu0ffKTn2zev1YYhGPHjk0Cp4fy10uo+OQMZj2u4OyglHSBzQuSGj2eqWrHrkckIm9yEWTbiWfwAgCFUDJtq5bzce3hoiKtXf3wep1nWFQMnSXCYEE2hnBCsaES8XGePYMpU61U5EzaHJC1cwIJWDATOL35HcDmeNbxeW3hqjQ8Qix+WLvE6u8aopu9V0oceGBKT0wgykACHfB78kA//yUjO1hYibAH5a4lHlR0St2Gxn4VA6U0NtvGZUxAR2LyOSSFWbh6L0sgYJmwxjM0+rjbsJhQU+IZBKqg9whIMYNCvQC6kyyVGpCYCnUCfdpc9z1nt3ExArq04shvZcAktZ5XHjGEKLw1iI3cZj2el7hlBA2mNXP8pvr9r0ImS3ntNbfjzD0NhrAp67x2993RYfl7YDMoi9aK8HPKakizFPteMiuHELCUmx96SY5hL1AHfuh334t/cPNJfPZDRjKYexBdWunHsIFF4D1Nf/GAmgGEK1ud33ULvOeCx5m2v3z1Tfiu3/hL/MiXPXHwW7T5Oz0GYmInEPfPaqdF0r2wACuk6eRYHYNdvNq/3YkRHVfJF1ZUGh3IqEawVpQBog0HirEx7tY0Z/wHIsRIgzZ9PIVSeaLo1pNbuGpknHu9bH+SAYSiP8euppJp6y9t6UvtQtzgmNtGY9qWbSvWCvnLOokor7L++RV+VARoNM51sdf6OV/O5Xot0tV5zsmrMNIHk+ERBnUROx7dXqLzxg6YSz2Pe9BF+MCtp/JcHKtDAaTUl+tefapE+0XWI9PhB+EReJwl+FC3VJa1SuaEhHFrYwYglN3GX3SBcA4ubvdUN4+tPWO/jegjzSupdjDsQ1JyoG2P+WY/g2Z+GJq9MdmmUm+/49QW7g927gOY3vsd09bEWP28f3YhO+TVQZ9kPltYm6r4p4Rr8SF6Vq6Ggjn6xx+jnNemtumaE5fTIeBoL+8u62RmwzpdL19WgbamQ6i94SxexxqKSXWIcj88yK1NnZysV2crPro9zJi21qnsMCYH2gJ5DeQyfRi0maLkHP08ep0/ZUR764+4BLoLYQ7B0AkRJUsR07ZRBE38dp+L043834hQ9Htr/yFqjKl16iUCNi9i0HbBJ/M26yyIhwJgjfAI119/Pa677jqklHD11Vfj+uuvt//ffPPNOHnyJP7ZP/tn92VbD+XjKV55UiDVbWIEcseoNPxABldz/oV8fwguVuaZu4CffwHXoYuFeBRjkkXealEzTdpEZIZui00SQFj25eJuZv3c4xUKaDjWmOElhGZMW4MpfD+RgJf3UXgEZRbmWJZlf5jiP3chpRFwYlSyMRDd/p9ZJWuASK7M8p97OBJjbDMPzqGy5JiNVUSBCsMNae+SB02Oqadf+c17v2NDxtsIS3ghltBOH4fXNLQDjsEMdAACRRTxpEnmXMpMSgO+VinytSPHforjRlf1KgrQ1iumxXvl5AazWd5hMdp28sqya/fX/ve34do7zq4eK5Uhmx1Q89SyunRb71rvWg2IvQ7fNVnm77vlXoyqnuKZJyT0yrQdMNXWH/M5nnL5fRHTdsb8XTrQdjfymH/8lRfZPNJX3WEma0ANjwEQnn/W/TIiFG00QwaY2Sf+6LdbO2IP3HPDYC5de/tpPOI7fw/v+9i9oyXmmLZjNbrwCPpeVwDv1gsu/jIfU+VfOvKsDrL/tiQzh3J9dcik3NhUHpeunVngcbTo8v0KINdvrxMHcQLQzZuy95GULdvp9buJO/a7j3lgoMU0tZbpnMzrY0z+OCXQp/G44U2ZC3g0mLY6PltPn/cP0ZXI6aTtCnJ7gGpH8eBUBiRTynowb5V5zSpC+oyGR2AZI9pOhxJJGXMgFzbGgRI6l/Nnlgs2F/jHn/lwp2tPAGv6t8WqNFYgg7EGlKoe4ZzU7MRkdmXyoM5aoG2at5/4mLb6VeUMsTiy+abpeld95xHPUDImPTjSGn5doIlxso44IGyfYbjMBpwEwErw5ote/kbcfOKc0/+mwpH02E0oiAI1IBmImCQg3wXKBJ9WHOgj2MUGltjtjtt3O33C/9aQYeMP4tY/Hp+Zact9MLbO8D17Zdryx0ldz+vTeg14DU4ombZsG/ZFmbaOFYz3A5bC0cUxerVZOWyLrJ3JhUfwJ4XkucyxvXbMH99P4/duL5dlWJT62hM3csLgVXWpLZGSvH+3W7gxC5SvT0V1jfPiIE4c1qLI36N7iWALSW2XajwSCN2+mLZkYC06SQ5La+gLn0Aym2n78Ic/HMDMODCH8tdeTJXzWqozSMvjFwmBIsh587tig/YKMnjCn7wZ2DkN7G4hiVEfdXOKgAW8hl8scpN0c+aYtr7hhEDjx0DX3p5ceAStJpAc97PFuQRGlV2UIOERoAzjg1+Is9mQF1KrxR8dWrfEuUyX5I6/uI2YkOO37snz1vq71v0CvkR3LKhQflJxLN5tUwegJLt2aDcaJpzZ5mZEUQDSPjYo6x8qn0/eoTLKtncjjvprUjuGZRBmuIYm8dd4BVnrDgFYruWUqJT+ArQt2zMA4NzP/li5xroKiNx2YmbxpDFuNMgJQKEYgvkZCcCZZZrxzDVY5JWiVeN6aBDYkT6fiAys5GWHAMp1aaptteK/xtgPDhQoxDEbCUBPAtp61kEN3K9sqVtbtQhrRzmnxpZ+n95h14dHkO3JDsVSMFhjtvLsYrebkZlynYTMtE0oE2UqONOvkUTOYiz7fvzgq7mPK9D2jlPbAIBzO+Pvlpsz/nsGbTUOZDJ205QY48bmTXSO3anjjuW4CkTCGFIGZ5p2ynh2bX0cV4+6djlbbwjUBPsfffkFZqjPJn/eV+J1rom5Wp4O2IdUjrBWeIRiGQcsnEyMnvFO2EWHWTFt7Z11mPUEwtKsQV4dq/Zvmy45ERlB8ixEYvpK6yXrd0U4mvLfxX2NmLZegszXfiwUiiurGxlwkzqV7FMKEFuPF3abAqScj8CaDuAbn/MY/PJbrpOypk6pQEBQp/ua82jpriMgdLb+WU0jR+dzIrJQ1jUlBiSuAm2HTNsag+xIkgzrMJwDThbfTbRh4xiwPFdejtYuL3Xr/noQTNtOQdv5eibZXpbbF1UPmlVvbvf2MtuODMqNj98/+cCduOdtH8Wn6h3VyRUN3wXwOmh6SMqaqi99E3wa6iMXPqWo6k8+cBu+Z7L9yTmnWBNQQoOe2puMO70npm3WGZYNXS+3rWLagrKzJqFIspnsP3m88enCCZByX6L2VwekbegI98uk6j8GgIMBcSr6nPUzwMct3gsIvjo8wu33nstrTssZ/b++CrjgAcA/+rXxutQppEzbMbB9QtTqOi8xbVOpP+vJTA2DpblqWjo/kdOf9+qouPgq4M4P2iAJ56EP/jrI+mmGRd73vvfhxhtvHCQl++Iv/uJ9N+pQzr8YDukNI398kmqPdLmVDzyeKSJoTFskyxCI5RbSkSNSF3sEU8wRcimVHBxuSTAGa9+w0Fvf2wIw29OcfCcMnrM3d2ifFSJp57s/egJf8ugoe5cPE3BfMG1985QjIYAJkVNIZy6AptTNtVCrY3ewxxbAePUR2gMXVWiImdrGHClivsKUhTIO8EG2d3i8PSsfrpaDiKNLJG5afzyPjbNfeduNAIDtvkethLfeMid6YAUpILEzRaQLYuQqWE/MRlvJtPUMxAFglzLQtNgsbxu0zX0OuR8/afs9uD8+W5R8YfFNgTpFe8b7X9mHEVRYd0VqoilExyaFgFZJjf4KuB5tYylleISCb5njfiFNt0nkxNkdXOq/WBe0xUjiKjFWtPm9KM0fvecc7rzpBJ780EvXH/PSb60uqxXJOUxb3bsCBexGjTLs9jeucmXc0GJ8GWWqrdQmcSYkEB58aU7O1gW/HsxbeyyNoTcwltv5u6pubt54DX3imLZpZMzoU8XIYBjBOVkB4De/EbjqKcCnf62r1wNwyEclUwZoBuERRoZsPirs12q0x5APjwBURlgCQscGeOePYcJ8yyrX/OAXYHPRmeNzb4mhDkbUlCtkFWC+30xkNdNW1xWgubYkyrHa69wF7OROPAZCGNyrsttHPuEBrHy+3EZCDQQS8jjjf/Pnm0+cw3vuPImHpd7Kt7nUXDN15HP5VMy7EgjlP4qckBVpSzbl4sf1wbx+dI7a7YG91UxbshZFc2bVsSWzZu/H1cDxN1YHUIZiKVi3fXkd6QkDB9o5h2Nm2lZMZP1tjozE9yykAG25bcr+y++oJjmsOYcqh+w9Z3fxy39+M77xOY8BuiPA3R92l6byFie6n8dqzduTtNjoM6Uxy+eBkZXjtgRfJ54p9YggXH/XWXxq1Qrtr0BkgGYEr8+pYssXoW6UZlCcDqAcg3Plc/BfHp8yF2UMe9u0ee/a7y7P0xzTtqErjegZVnVRYr4/Jj0hJ7bJfWGTKnnLOVktPIJck8MjJOsnHiepYNqSbLqqN62diEzBU2DyXQS4EIxj4/vciRVVyTxTPbAKe1c7Z5pvbwQU/fiIeyfIOxFv5WrvKbe8ehbK82xvbH4CnvUS4Kn/2L6ZNT8/AWV2eASVD3/4w3jSk56EJzzhCXjBC16AF77whXjhC1+IL/3SL8WXfumX3hdtPJTzIF7dzfFMSqXW1JMEdFUiMjtypOBE0pi2coMZcr2Vn8h5qYAiEVmOcQXLKLkIAcu+2rwEJN3t6wWyVKZWirE1MwDhj+f0Sdu/dLdw2a966434P++8xWrWDWffytdoO7X8oXfKe6FnSb8iRuegfj8OvBJK2QDYg+JS/nNdxVmNTRIFQqRm2pImInNe54MAUF271WjqnPIx0Dv2W6cpcO49iwF6+6lt/N8P3w0A2FnGAVjY6llmMnCJx7FVqBBE6rAQhTwlDkeyCrQt1o5qPKbIR2L+7s8Blz1y+Gi+ftcatWl7BGzGLbx48etQJS2EVQaPa8/EMbZS0SqVKYvPPRdcKMqbAJT9bdURcGOcujGTFG0qWF7TZZ/ZXuK7f+M9OLXlmDcHNfYFuNCgNpoA5O6zO/jdd+d1cZ15Xa/eCXmPYYDGXTujWANtu4BlEoPMQIbs7FqfaQsbV/XI0eN3P/DCJ+DS40fsNwMqprLYF2X5eKHOwDhyAf9dbhXXv+OGe6T88WeJgDgoxkBbHq8xJZf52bX3tvcC1/7JoJ38QY2mMnFLRzkZTBFTHE1M0O7LY2BsDGVD0EwPf6Q7LJBSQrdwTFurMJ/c2VxICA3ZQzuaP14PWhj0KEGH8TWLZb+Y7QC09cmmvB7ox6IIx7TVNY8s8d8qpt/PvP5a3HZyq5xPq9oIgs/UzW88NU2+209uIbOJRCc1M2ikPmXael20cDy6+0gDhWWwtC4K0LWgUZ8Dji84IrFg13mRpgukrHcCQFza5zqUllfV1dE+qbeZjpF19YKF7Zm2FIag7WCfSQYG+ATGyepY9bytMhviQVv9KiVh/PsL81pQ1DGsHHjUc4Av/Rn3lXeaA3/6gTvwo6++hr+75veB617r73bjZChZd9/vnpz2Bto2gMHMtJ0ak379RTVnUJILBrfGIvY7OdBNnZ5dID7ZBTim7bjosW3PLGXbcoZUST1JnTJqO0w5xvfCtE3Z1rVk2i39tGbaElmvFQmkoFM964o29l252ddwEHucAnzle/ahSJ7xiMvsO92fyevjIhoHmcTjtXbIH8/cnQRtq5i2LZl61/quwobsQ2kI2s5oerX6fdwlwTnS9a/qeQKsx0Y4IQLtnWmrcux+wP0fDQDY2bwMb4+P3Vs5f8NlbdD2m7/5m/HIRz4St912G44fP473vve9eMMb3oCnP/3peN3rXncfNPFQzofkRb/aoL2hXEK7rCinaki5jSsn5HKTOi7dJsKGQUyaxZDK7O2uRQDv/cshAiZM21h9q5WsybStGSZQ4Eo3Ah+jKm+IJ7d7VsooOLD6vmDaCjQi/UxVT9lBi7l16xHmOcwFAHCobV7k2WDgjNwHoHSufb9/d24zLpi2WbEsQJ85DMg15NwuH6G64IgCADlpUg6PQFg/DlBDGoau1zO2l2LgVuB6LcqAo5TwLxe/iUf2H3G/kYtpK0p5IOyuA2DWyo/e8oDHDC6tgSZP0spMW456vYEllAFLpGyvqSOezlodZdqWoJIZukBmIK8Cq4trBExYNc4UGKu6ypLYVckpODxCZnGveg87kn1ra9fH7HXtnSHjphv3p4KekTKjMRbzbP68Nv9+47lqpu0cxd7aREH2kNQAbROCB+pa5RagQUJxGgUlIJIN9HJtLTJez2g7K85VBfYLgAc9wb55100n8GN/eI2UPy69AcbTpqyPODJIcNkwaoyhDtj+ZOERaDyURexKxj3HeivHzCjDydb2WBpt+ltYIAFYLPK4LA7VVHHdNczP2sryfSgFYD4iE9EWZ0pyA3gY/mN4Ne+3QAk0JjDTNgErQdszW0s+JbUOS02Bwer6ggfr3y8IKfYCvgQHWLRY22OgYLV+uYlesFqrKW2JkkATuijhz669E5sbPA5P7yzx/qd+L35o9x/le2e8WwtPJXe17vD8bU0ea9dNAGv21wO4KVZHuWWsWBxZdQBUIJTTQ0oQbAYQu0fQ1r5K5Sriq1/qmJ0Cr8MCuPAK913ZhoI78vgvLn4z3aJVPJGEZTkAR6q2E1ibBVdPdc+MnKxvEAObkPWtCYdMitlpAFnnaLhfqsM8IjTtDN88i7VZEI5mMG2djqjF2fwQ/WvStbSHmLbbyx63STgjOy3aArkboC23k//6k67+xJn2y+gpqQOwfQqQ3jnu9IQOAPzTZz4SP/nlT5IuFjSB5Hc/R53CT9hDIjIFT4HJdxEQXXiEsfV1QjfSsj3TdsWa1AL8g8yT8xUewX9ISBI2Ku9pElSougEl0/YAxtBfPPvn8IH0sH2X8zdR1tZD3/KWt+D7v//7cfnllyOEgBACnvWsZ+GHf/iH8eIXv/i+aOOhnAexUFUO0aqVG28od6OHkZ3BRgGWH8x55YceHV5AOa6mO56sNchi1xFht0+WaEkbFjCMaZvVgJkLSsVe9D1ARNhVcLowQnLZuw5tIWi8woMHbct1tno20syq1eZw7gTwjl9oF7hU0HbaeM8NyIllfFsITsHZg7cZRYlriio05BNuYKhshg6U+qxkAJOxAvfQECz7ZEdsAQFc7FcdT3s5RlXWYyB1xYr3cfGYaVupmY3XHALPOmootV5h9t8tqw2/1cSi0sJoqxTQCSmZtvx5BwukBCyx4BlLfN1y7mukRswwa5qwt1S5LFjKeW0bFc985psKI3X1feXXGcQejhkKARZCYMUY3umzI80VsNY4DJSq5A2uHGjIARdKxr7FhGI8IlU3qrMF0DGRA8PMIaZFZCfKMkLaquFDiE9xxFSGRxhjderzKPOssXYSBBjFUFnPGa/n90le091cirvAg58GHL3Ernv9NXe4e8Yfowem4zciJyJLSOgoDYHDsTFnRlN5nFSB8ZbsXvqIsgh1SJgzAKMaB9/gkgu2xloqQdtQzIMatBUn1tw98T4QZpyV34wDH/Jn35htrLwOCtKV8zkDLHl91GO4Kpr4bxVom9eHNZi2BtrmtZqQRHktJYou18es09l6MdphCkA4uLSOaWuXBiC5vcE9U0pz5jp/9w9f+Va8+6YTAICT53Zx72Wfhremx7vLxtrK60+SZUiB0hR9IrKR+4nHuJ7aWtn/nnmdZPXtNocxbZtM2x7HsIVvwP8p2lzkylhHF5sVHsElIpNHi/ZOZDT4ZSC3ZKTAVIDSRcGN8vC0f8J/l5pHYRg+y4vmFjgQ0kM1R/ZclHXF1NhI7flrrP1ufPymEky8KV1eAJLsWMi6XaTVSWfNUeheRo+AY4tVYyYDfomyvpAUBI89ODbsyDvcgy2x7Hsrr59ySAx05jy3PTgKlGGM1OlK1fcHDRHmuN8WfAYaE1UlJ3WrwiO4izp/umQvdlLttB0RzoWh11G7nqm5Y6CtA+qruOzlztm2ANS5fz40DQsS5rY109cEiGY4qAXa+kRke7D3K90qIeHCzQV++kVP3suj/I2WtUHbvu9x4YUXAgAe8IAH4JZb+Ljjwx/+cFxzzTUH27pDOW+Sj1rko0NhEPNPFVC9p6UIZmOWlFlTHaWqj/x6b1qwTaUEZgEGi3aWsYqfS+gIEjbBf6ta2ppKizF2sjIRSGK0VeX5dX7H7EXnCb4PvWdJQJzgjCgGsBoxaD70R8Dbf75dkB2tnbttJFvEi1g45JOgrfnc9Sa7J9CXlQbS92agmwc1WwkRDkBJ9u0odUU5ildtUPtVpu15nbIh33kwYltBW3u+9nPqeG2NgBz70SY9OtIYuJj3HDWIsg5o6xplyQiFEbOLBZQT9zvvvgVvvu6uiXfpFIWa9emVEWWOEf8rG2PJQLjJ8Z1KRcaz8efMi1iNFZtjDeZXwbRdUfbOUsOCeFlv7Nf7QS6GB4mFbXDPkLt2RDEeFQ22MLyHFd38/VgYAD92ohhjAQk7vT6PtIsCFoEk3mE1TsekOIKXlVqtkjmIsl+OgLZzHXtFL3jjuN/luIlF2fnzVHgEZdqOGaD6VCklxMjJ0wZHdxt7KxtvmekScgTRnNTFXUsEfPPuv8TpR3xB9RzVQgoM2FW5IO+cSkOATZi2YTEMUZGZP1lUb6HzGB6hNuXmhFuaE9t5uko3lnVv8UDuoIWwNnlGdoILQTAjEZI35GddPHBYuvY0Lo8IomNG1uUmgagSOAkKtE2wsaZarV23HJvrDQN22ZcAeHL/Hd7v12QXP9+FPtE8Azl8Sf4TZJ9jdXVi7wTKd5kEwO0WLsSWlt9JveVYehR9DM+ldwC7Z6H9ViRfm3UaQ42TGazGIjyCjlO2S7I6w/V/cPHJ+L/x8bKEjPV11jPzdyXbTB09MSbgCNvN2DldtH7McZUTfR7AuqNzZO14kw39g1avPeq84BLcHNK2jN0fe/QIIABfvvPvcF168AD09yQBixOvoFJjaeqERenXzwddchTPf+IVw4tbz+H+ZqCRZD2obNNBH6xnS3jHoDFtW6SCEZ1ZY8d6vd/r6+p0tZBwqqP5cvcppp9oSBm3J/jxRDQMj0Coryk/r72nOQLPJOsVM2LaTpIzGkxbAfYHl07Y1msnwD1IcWOE/8n2q+p5SWym2GibAe7AHsaQ0zNcUx5yv2P43MfPmKOfYLI2aPuEJzwBf/EXfwEA+IzP+Az86I/+KP7sz/4M3//9349HPepRB97AQzlPonYnUExCNTj9FEvIMW0HQbTdMUUKQVh6KZcZl0gaVF42pxS5HFY/VUWlskzw5r3bxyJTprJLfSIybrL+e+5iqMbAUGkiAEtj2uZFObp2msFCM45q70PsqaSfmWGSW8p1V0pSleypEAVt12Ha5o/WKDYAaK2M6CZad1r3nenlqtDUyqF7lymJol/FTF6XATjdkMrUFkVlcNV+2b0tw5XBCv8krZi2rbfcEbNpW0xbC/UBSWggirIlpl/BALJai+uGhuqYhEqJAwS0TQm74CzVCISvf86jcfnFR8cLKgCJaow2nsEnVuAncAna5hhCxbFurDZ8FOStFHPzghcxbbN5PjeBy26fmRcmcwxfJwQPXPsfSoaFL9EM1DVZE56txv8uh4wHiOYwbXuDaJMdi9MkSrA1O5VHKNc6Pl0KEdeZjZksneG9adAn957dxentEugqQVvXhn6XY0M7GWSRHpGaPV9LEnOij9wvXaAhyDzmsHHzxI9RBm1zq3QNPp2O8ukDXwTJ72I85EQq7dYO3odfFy95CH4IX4Pu2CX2c6FCxDKuu55WWVtZPmjxhvjE+lHPlT2LZyn5fAMjDjZ/bJ/1r9z/ukavWivz+jBzHy5YhKoraku8Dqh6meiaUXQloryGTYKoYsjrOPQOCw+0SriFrAeWgCtZscO5Lr+4q1j6wXUTe4e0RddHXYV9bH/V6fNuLDo9eZBkRR1SRqFPpchOo9GYttLPEkJhV/Ng97vSb6lar2boRdbGGQBvkThNvoqp2Ir18f+/C74RN+BB7jmblUundeV3DelT4rV5cRTYPiXFJruj7moCr4/TYTRmiuo6Lu7zuvKpV12EJz74kuxQmZqb+t6TnubJ84G/aJEl9N6cOHgLaqfIXAIBpCQBuVzDI1SBCnx/dhQHJ4K6boFhconWc8gJHoutKrUEjWk70Q97AG2Tc7pk0LYidWyf5jFRGBbCqAcVyxF/p04qGJ6Y9Z7KZjwIGzWpY0udBLLmVqA6kSaI5tXa7HSv4/t4aMTaw/pSrdcNCU4PbFtFmKWvo3MxbakekxUJoFFNqOfKx1OShqWUf0JBZOm7pBa07WJ2K5ELQ7KXNaZm2ia/Fx2Kl7X10Je+9KWIstj94A/+IG644QZ81md9Fn7/938fP/VTP3XgDTyU8yN5vlQgj5tI0THNBgnD4O5XxZFyPMwM2uZFvQyPwMo0WXIJt5A7o++Dt53CnRIDyH6lDEpoC+zuudknDdTh508pP1sIJD+Fim2Q+4nZHFxGjrl0UGBgFotpW3tMAQGwyW1GM0Rj2q6xcdTJFDSmrSnDa3tH0/S/V94fDXBXv6ApWnW8NaBgJ9dxE/clMmb8nGnFcYwI88flqDQMSTgjGBL/uYjrO1ISIScMrC7riHDtHWeQ2fCEEEJmK0323ZgyNM60HR4lH35WMCwzbYErLtrERjdxDE81EGDamJl4nsyCnRqf3sDNSrNfF6fuG4wVe56SNUMk8adWJZER2elZWf/wnWecg2u9NUqzBH/78z4ZX/ykq/wvyMfYS25srmo9g6ads5bF4izL79fcehIPmgLsAUsk6WM4BsoAjbKvqGjjVN+4sUDlegiUhms9C3Js5uGYeMYP/TG+6OVvGtRW7G76zhoxG4vpY8r48DksUdTYFIUYeikhJk4COBhn1fs0A8WFR9CSuG1D5ky7h5yxoEAAJt6Gc8gVwKP+RgHvjo/Bosv16Drz3+MX4MSjv6Qojp2POP+JyFy/zAmlsW+mrQdojWmb319uC9fTA26dyzHPDeSs9aVmlRJwYTbTVkCOih3FY9XrjFY8EwKSABXkzOip+pQ15v89cAgDGTxB8VdF5zo7PBp7To24QOMDO+N/pW4meg3pOAEQhyx61R21ukUIeX+dWp+TM849gGugbaVjpcg6OXIc8YLVryGIgCrU2RzQVhlu3fR12t5BIjLdA8RG0UvnTB2dCy2mrYiuK7bHHrmgYNpO1cXr4wqAdI6YY2M8DNSY6Nj4zW/4TPzHf/Aks2lWdlDL6eJZqxNjK6Yq4VS1n4YATkSWgJ66nIhspExSpm0FcsY5OjcFfPC2U/iVd9zMdRvTlvsylDDc8HnXBm3z7lyCtq6cX3gBcOpj5bgb6MlurwD3gZYP+P1UrxlbsdaXHNM2j90ETjrqW8lhh/Jan9ucTwjUTNu1s2sm0fNXOAFD6kum7br9oGt5wbQt35vqUINwhV7kldQJxT8eomPPJxRXENn2c2oTQwjI+R/2dDK2+grrIBCfWLJYfUkpf+fv/B37/KhHPQrve9/7cPfdd+N+97vfITL+N0iyCRqcQpOKxdQUH1q4DJ3VGFCgLEWORcSWXp7YPqatsDmMDQFCQAZt1U+l3rcuED5w66lB2zuqmbY+6PzcxVAUTscaMzIFZO8IiwFoq89/dqfH9afOShmqVBz8QmxbbcPIIfJxZRvGdYxFoHcA6zNtkaPaeUVLk1rMSZjSKjMXtOYGun0KuPt64MFPgQ+P4FUVaSyUIVGO6z0wgyekZtqyouJBGv27jzo9288rX1QqlKyjZuN2rEY9ftZSR3m4EO45s4NEbEz6GGPjyvjEO20AAWNSA+CAeHgTsJsWwnwInJle15rR9jhDewScM9AuDX8zZ8jksamhIpP4QabH2RiLztZK/x5ZSQwhzGfaLnnU/eXNJ7H1wTvw3MddsbaREYhPRIRAQ2NbIFZbK7X92n9rzmt77uJvBidyHYR33ngCFx2dVm0UpCTk90iubSRtLZTnKYNX141qLBd7RgXsqOiR4Fb8wp0+4vo7z9i/k/VpY847UMLqd22ZAvGW9qTT81CVdw4RVI2XRv/EhPy8KQmjxYNKwzqi7B1eyiR7EBYh92pT/FHgxrq4GyM2uvwetL7f6D8LX33B5YO6kc63EVGylPz8H1xphvh+q/RrtoCMVXiEQq1wn/uU0FVOv0SVvtSq0v4z/nyDO6hrAFKpWHcoDx3WB/oISJ76amVui4KPuoIV61fZTz5WqWLDKkUYjtH5WI60Oj9D2au1yL6flBuvILKPaZsnXnJhkLqQHcyzWK5FTFs+TTdg2jrdJif6ET3fxzmW8VUwbSfG+EDmXBv7gb4bU6mh1THekz5bU5yNYF9VOriUbWvvxjFgd0vuTsXf+nE4owftn2mrsoeTNOVY9ISDFatLoUf7var+bSg+JJ+/T9+UhtXRSwIR67buJt+nHSJiCuWsooC0sl95bdleRlx3xzmpS8pWR//UprAH0BYxrx02ZhQIHNhr5bsp/lXsFbm/DQcGM0upbt9BngalkoxS+6PIj6fkYtoCNvLIs9gpM4bni5S06iQU/CnhNdYdq0bflT+R0iaN6DetAHTKbD0v4RGgTNu8LpmelZLh31kPc3YSuTbvaQyVfVHHPz6ULAdy4uuyyy47BGz/hknh4ZLJGSoIyjYXOe7SHAHOYCIK7Zi28jkKEyMp0Jbgsrd7NUHAmtaYI2YO1IquqY5zFSDzoov5Xi1QFozesSV8jR89sYVlH7HTu4QC98FCnBlovNH4mIFFW4tvJxbX3TVj2qZ8rKQGVix78Z49b/IO1rn/z34KuO09DpDNgf0H4QNCh4SEzvVZHW9yfyL97opk5rP8KuAthfUZEE0pWLTcd15nMKZtAWAMtwBONuY4BIXxK8fFzGOf0HUBu2mmgVO3c6IdLakioXB70SOBj+DqkVc+vr0CGLWCqv4vkAhNhIgCaCXkBHzTddRzTY/Lzhtndck5pm1pgBEysMVHb6fnjCYiS3CnEtYFbdWZBarsB3F0JV2fPHDoWrwH5a5l4HaBLFu91lXHNJcaTTS8jWfZB2Pthcy0RTVOGy3iwnV9z+PcD4uAHJJhjBWTZp7GGCRZqhfeouz8OccqG5a5G3kPH49pSwbAx5TEKVK11zsmko+ZmeO/+/HgGdJch3vGFmjrgJkADfvTGEPG3nG/Vevisk/YcAawvoNlLOMBaltaQPLHW/xRUQqrnYtjsTJniz8BYYb/+FodXab7624/48BjGd+hA6rQE6028/I4V/9QFqFjdQ23rUH5UddhoulTIh5pqJm1I+ERuG4FP8vwCDqGlqN70/C7PlYxbVPdlixvue5OnN7m/ZDHLf///beccLt+CUCrrr8IboxTuy1FG+s9MyU+HmzAfCr2TBMBaDPTdgl1MHudPsfcnBJdY2Zc62Pa6iOIA8p8YA7cJ7+mN6sW/bRIRFbqcSRsfiORbBwHds/4K0abfWAxbf0c2YeeaYDlqr6u1t/BCcwph23S4DdeFMTMdl8G2AIWHWG3Onngm9chFslQuciAuKov9DngHK4A/uT9t1tfhgGw7etYX8fxDh/TYYqTKlX51We/t6pEkNnYyWzZJCEfKsrIgRBW3JxEshNZtYMkEIq102LaymknAAjFaZg97Gn2Dqd1K0p9Pjm8F+JOwbQVB1blJFHQ0+pswxf1G/m4ie0PTp208AgQXZhCs2kE7D0RWaNA3b8OZSgHAtoeyt88cUulmbUeqCDkjUyZtgGNRCaOgUSB8rHrFtPWwiPoIp95EMURf2XYda1ZzbHnls7Dpwll+uqY2eye0E3OVc9M2xLsSSmDf5sbHFtwWxht08yKvUtZ5PAAnG0CLUpM63iehkdYi2mroIMCJ5DoBAeQgG3dDXTrXv4bOgZfBmwhb2jxBtQhJ+mgfceXdZJaMW3JnM95PO23zqQd7vqKn88rOfko0nR4BD22pF7439nIpyuQAPUEl+C8WjtTTFsPNPnfJsIjTHyjiuk2jlSOCQFt40R7gGkQuWi3zqyyNZOxEKv7fXiEZj3DG7WRZZ0GTubjtdngDPPYvwC2l2WsMSlgrXHIa0swVlDZfM1F21569qQYw2e2zZ74EGgQ97FfcYxO4xGT27PI9bka8oX5uAemra0rBORjceVYV3bZOqcx7C2tcMIMEpKMyHIEULZ7QSDiPTSB4/D2VRzBloFizg75nVAalvVrsuz19U7G1hzg9tg0+lBiMBmIXrK+EgUsYyrCI/h+6ip0VtsZzmd4hJSKUTMVxscAqf1uYwPQNjbGdx4B/ojyN/3Pd+KGO6tj4NROzOKlTFo0o7/V6K8AKXYwUPHv3FZiwKbGFEcnCNkYMvbhaHgEam0fg+umHQ7tNf9RD7iA16UJ0Ot119yOO07vWE0RhNO7hD96760OSC7vt1Up5MSlk0xbz67VcorwCLvu4Wm4t7v9lucw618ppT2ER9DxMiM8QjMRma45UkzZ0LKOMWkxbeWv9qfNxY1jwO654prSusgSgujP+5/IPKbWZNrC2XuAW69XnRICGvPXjYPJ95oEZKzL4j2biMowUACObTAb1kKl1E1BaoZHSCv7Ne+nS2GFv/6Dd+DGu8/aeGvavL7da+o4fj80nSY4RrqX4lRNDdq6p3BgYWba6ilIWdNsDdy/7WN7vDulmqBzzV1n44mvYz2SL2qBz3vTGeftJ9YfexV7V4u8LtZM2xlND1Q7LD6OonpDyv9Uh7XqWqbT+RsAgJBPM+9lvar2PAWMD2Uoh6DtoTTFe5ybyinyBhGpMzOrCdoCQFwiJzFyZaZoCosPj5DATLlgMW2LQgGMMW0DOooDptX68VacMVDdYwtr6MaP+7nYZoE4sdOBHj3RagQ01SMMfskn+Z9Tj0V0dZ4woOZujimrmx5QASBHaPfy3E7xnWu81fdSBz7m7J6+Ztqa4uWA5zkK6TqtSWVMW9v0XBUXHt/c39gw48j1tTMIVPqIQuFuGQoAJNwBoUs8tt+w+ExXRk7zIhUhhBy6ZE/PsUZ/t9huz37el+IdeBwWosoThUGSo3adI6BtoWg5sNUpjZZ9110zKcY6iQJkYXpYN95f0TT3rj24aENtRZvO7eSwMxb+m9Y8PpmSHDCu3ovM2eyMK54gt38v6mnjnXJikvxeAGB3puIYhNVRHEmjHB6hS+WR69H2rDx+p+EEMDiia+ERZji49F0XoRZ0Ha+OrsujTLXeZLeVUM7XC6k3aUzbRiKy2Dp1QsU+6uNoEjn2r6srgurHcGAuy2TCDu+ccmwp/U3rXFQsHl+2F42ZqKXEFQ6B+0rKfAKr99X9t9Jb2VJfY4yVbRqvNU3pS1ZjGqy10zc4FqEDAnmcuVGo4FniWLd9n3Dt7acQE+Wkss0eK+e3rRLkr/fGK/9up4+q33VsjYPubl8S6UXHuujoAn/3qQ9ZQQDQuIQlGFnoOPIfe7PyYRHcvJvSg7wjsnBKJmHaVjFtq+SIA7JD7K3f1g+PMG/9BcB1is6XHRupeNQiYR1NjQv3fMUi6/RLLhGAA+COXADsnrVrBqEA7C7NRzFV/0wx/XD1/Bu2w32mrNuvqLD9PuaER0h6ctDPKT+X/N7D8/zoRoedZSrK9KUz03boOFgZ09aNgUGMVWO/xvG3sxcyhivPHM8Kztb2mgdtGfHMo27AWFddkddXBpuVJzzUd/cnutaU83eYiEz3f74uKGjr3edFrOo9hEdIbo5Okit6LBZdbtjaYS2UabtR6h0NYtRYbgOtGqDzEtNW35vqRzGppSftTT0SUSYfuD4KxCEoU7exhzHf3ncPmbZtOQRtD6Up6uVIFVBh5DRZXAAgonMxbeuCFNjoOeaiGRsZOLQYtnasNkqyiByQ2xtoJIqdKnhf99mPcvUxSFaHR7D65i4odlSW28uZXvNiy0pdzbTN7VTMOCLsI7brjGbqY0m/FrYEKWOsUsDtpinWy/qbhjdhiBwDc10QtGDHrrmBesXQ++rU0vJMiOBBW3f/qvr6JfDh169uS0pIlU7fSgxHewK2i4pgR4ocowxUGgR9jLP6k9tICALaekAnGoNSYxwROo2lmjBRtgMAasBugmlbS92XANAtjuCa+DB01Iun3jlKVhlcgCQMaM8FH54F7hODcHO0Cjfeiq9WorYAKraYB7moG3q0iQ2zVNfXkLM7+XnNoFwTSC1jQfsfdB1PAvTln2IE3nvLvWsbNOrIa8Akwkgqf1m55Ogju30rIBrAqCyQ1Uxb33fyb2OrlfuljZdqrF9xMWfJjpNgjDRB98om3jMEfArjbcQRAORwEWlEJSxidKaELrRAuvw5Vg5Ei1mJDPSPgQAJhDpEgYG0Nq6mjg7L3uzHtQNT9Fm80zeMfNZ/s/ON/z3ULT4+EgTsv+TYxmS8bv1234nI/LrsWXrV+DUArHofyprMDtEZoFGRfGdG+32bqvVkKtTH6e1dEBJObfXTTFtv9CMhZ4uvdAkPbmNsVObQGwOHR12fk5yQSMfgxL6TUjHsba45HYeBwlis3wAzzGcxba2ukURkvWfaAoMkYYKS6vrw9uvvwNtuOIGUWuER5jJt51ybx7OfI6ynNt4YuftG667ehbv23nO7+OnXXQfAvcPF0cy0tea3x3kgOc2zb7tBAKSphKvN28qxmJNwrdATDLDKupLKud1e9pgJvawGshUjUgdxICzRQeHdzY0OW3ysqgn0dJaIzCuPAWlOX1ThETY03IXoZcGH+Wjdu05/I+s5gJ/385m29pP7Z3T2BduofHWU/ijsnwMAC0mJPJaIK+tkZXgEfs/ndiNe8cYPg+TXX3nbjdYHwe01e+PTJLMFp26mFPnEI3TfWNdmlTnqn1ljEVtLhoE/alGb+bzwbWVsmE4mc93HsC1a5p6NTwIlgBZYf70arqM8Vg6lJYeg7aE0pWTo8ORU75yKbmS9xLRth0eQf8dewFTwjFQDOC6dMsmsIUselXLdvNwpQMB/F4FwpAu46tJjrr6ADgnLmPCTf/RBfNaP/il/rSXNBm3dYi8tUMnKS6lQ+a2v93eRAiMHvxCLKWEhDqk4wkkGwBViVtYU03Y+I1kNWp91kgQwnsMImq57zZ1aFZmwYPDFK1VVNk9VyDr0ePyVl1jbV7b3o1cDf/TvZh0D8Yk+AA09IL+B8IxH3E/i2x0E09aHPuDvvOHeK8Wz7t9KOgljoqDtsmLhNUM+qOo3yqDwwGztRJgP2pbgCv9ddISdGLCAgrYc56yfepfe4BoABP6zgnpUaI165M7aPybVXDPHzioNtAGwcRzRvB7WzDJA1sYZY7gJ6KypFWsiMiZ5uBFBKPrJ7wnbyx4v+Kk34Y7T23vRwEt/jvwtmbYzy7Ey8qccSoWsKyaPPxYi76NgaJVt1XWYKhDjgk1es3hvXMGedPq0FOb+Nay7jGnLf/t+WMdSmEurnpWZigmdAEJntnfwiO/8vbJxcM4F3Zhcgg69KlBmeZeQ1/A9ckxbnqe6p66MaWuAen18OViZufyyLi8kjDctZVXojftC2GEuYHPQvlg1VvbZzgKUcuO7vkSkTyjCEfWVfjEnEZkxZGfuBzbmPdNW9uXa4cXlix4pIbMS3JHk0f7Me6vqW6PhEWRu+zj//jIdZ9vLNF2fEx/Tds6RUY1rzs5g/o5JFQ5Ed/uIlrnRuWRNk0zbWP7Vzykx06yOabt5cbU/OAdA4rbddM85JKQy5Nk6jr1Z42U4rgZHtn2RRjiZABgHr0MX6ISb7jmHD9x2SuqR748cB3bOyCVZX66rIJJ5vl/dEICx49c8ScPtKOdQZkauWFvc+mth9YjwodtP4/23n5nQy6KER0hVWS6mrYG2vD8f3QjYXgLeYVEmRWY9pTghQR1SPycRWRkeQZNX7kpRYQqU3VN4hMy0LRKRAQ2mrU/S5eY2hjFttR3R9dEgASuwJ51sTMzJKp/7ConTMGw337uF//32Gy08whs+dFfzOfYURq5lG9USpY0etF23H8yG8XpgOXf58cswi7V0gczR9vGWpKEonY5pemsCcn6PYev0JHPq9gDaNhyVrOMdwrYt2RNo+4u/+It45jOfiauuugo33HADAOBlL3sZfuu3futAG3co5090vvgF7CnhOnSkx3wziKoxbU2hLQrKQdQtERkcgGksVlh4BGXz+SMtLWMyEGGnj8WRKm1ZHyP+5P234aa7z+FzHncFQ0ppSlF24qkKorwa2MJV8IZaJSLze1+f8gbAsaDuG6atijJ5a86A6d5F3bnvR2XupiXvqqtYnYRs7O7N86YFrRkeQRUcZcwlBpVVcSiZqPyOLtoMuOTYxvz6tI5+e9ZzeMU3hAyiX3HxUXztZz1KQmcccCIyeT7/JDkRmVze2Cy1jcsIUBwybX0/6kjrdE+fAgsHIGk1HnW9qcZd3bxQGREAKzq7CZIoMcfms/jZq2QiPILG9c2QYP7Ne6DHJVV/fVmrpTwS7mK6NhKRmXJa1TcmehTN9ehayqoeuSVQldQ4g2v1nqDt341rGqOq/DtDV4UTkUGG0Xj7/TzUuKU6Q1gxldjWlMMjFGvqGECoz1w5LWqwRud9vZdtLsQwtL1xXJTBmvFl76iJg2FF1b38d1juMnWF4TIU2VdT4iTWxOGLzm23E0sNwWU+lcLMaxKnXulUIjHqNHyCl5wsKM+eODpeExACtnaW2O4FrLIGRefg9OUPx4avOyIbJst9x5jci6RivZtiZbfmyN6qdPuFKhIKADWkPmulgLwxbWck3EwpZof4nH1fAfoCZJTnd/dri5dioC/7pT3XMrWfx5elY8icUAXbsNC4mJNgNdb7mejMoyzS4TPXDqlJJlgqQYGIAFDpfOI93JVCwA++8An41s//ZMe0nahDv485LroxbRdHMmirhT/7O/DzD/g21wnMQNSaOmSSRsm0nbNHKLA1A5B0Y9frGUEdnaiHdvsd5vKcTqNSrQ0D1uTGcWC5Vfw+1stEtMfwYiPtJFo73mQJYvuYtlPlpIaOl3WTc7vlPlm3ddgneUwS8RhZorP9nmPalradv5/DI3Q4vZ0dRhQCnzybEqcf63s8IqDtTlT9YaKMPTBt4ezM1YnIvPO3bGdJusrvwiIuCPuY73T6xAHaqHZKV5eLVGo+Sn5K4KTHgSivr3aRB6ZLTvDMVsi9E7ptdYJkT9um7pWhy/vkijWpBc0uxD48L+ERbO6p/iChY+w7ng+5G90aauvwHsIjAKjX0QrfPxQna4O2//W//ld867d+K57//OfjxIkT6MVbdemll+JlL3vZQbfvUM6TULEJ8IR8GN2GT999h12jU7aXmLZoLakW0za62K7JxeHr86JumxzHi/RlFeER5K8aV0VsWwoIlLDskwFxRSbrWaBtLBdyO+IhG7Vn2jojJDolzhssBGHeHqAX05pqf4dGCwJl4LQyLLjBVfbfouA1mLYgiWuaTBkm8qEA1nzuGlhd53YDbVUh6R1wUDFRXXgEfdpZSrK5qlcc9UytRGQ5xAAg8WNnZo2fqMhA6mxE5Y1XpU5ENlajHkUOiQGZZXSGVNKZkN8RH+lZBRYmjBn7Y+zElrSAlkXgdUUj6xK5RGRz2tMCkeX7AgCpmLZJG7QG05adUlU9Y+2rrgghx9PkeH/K3pX1TZ57HguvYZKuaWT4+KSVeQco+IIyPIIbNXtS7opVTKr0icimFD0/dp7y0EuL6239JDV6yJgRVu9Ue0dYNWR/E/okMeSqsX5EQNt+xjqgIRssZLs3RhogQhEj0hlPtew6J2O7XhLHJ99v4RGKcZrLNVaJsYXYgMlAvwCvtZMGumeW7SAiizeekq5RI5ISQB3eccNduObWU0MAUKe31ym8CjEAjDUpKsv5YNpyO/gdLczxt3qs7Es8QOv1oDo8gv6txm9MpSM/zmDamsxlVemcbRjIsQHGfuWnPwwRJMlp9bpyz2yWX7en1iV8P/EH+6m1Zo2Cog1HKseRz3rVaFulZNV2fQ0emMm6Yi7zH/2th+Ohlx13UR4m+j+/8FJXS7Fk2ur4OXY/3Lz5aNcJQdYCJYDk2K6Fw2RWyIP8hLOuNRDOVePWkiJxozi9T27t4s3X3dkuc6DT1O+lBm2PATtnpTlDHc03dc8n1YalyRxZY/5B9bz8fEU85lVS6Upe+hUOAR0LuawyRAE7iCV2NHU4utFhaxmt2lo4PALh3K5LVEiBkxFOSrYRdC0xpq3oxLQyPMJ6i7C//F/84jsYaNb1Zyo8QjWuu3rfd2NNYVEFbZmFf5B7mr5DHrt+fhchKkhtknK3L0Mhlmzi1cnj6qbIfjXF2lR76CCZtgBqZntek8fbojYzIeLes7t4xHf+nuWf+HhIgk/2i8IBSbKfR9vE8rPpWp5qItue29EOdXIoewBtX/7yl+MVr3gFvvu7vxtdlyfU05/+dPzlX/7lgTbuUM6f5AlTLmBHsWVfKxM2YoFA7hhxUZAeMWKm7TIhK/8Ax7RVWr4a8pENfh8zMoJyhmsRjZnWFSwvNi6XMRmDKQpAMckE9FJ53moxY7Py3vnA9rpsRQE0D0b5Wi21gmQMpaZBcgCgrQCQWo8RzwTMmc12LAvNH1d69SupmLaGYQKVEcCGfQKwQFa8BvF/p2SOAkxDoDEbk8xQ3PfYMCZF/Xx1TFs0QJ6hdCRxlRpMW28UKvDXyQRMRONMKg8oFSyl8rdVXV8rfQCwCIFjR0vLAnUCbEwUWLSnYoDZIKYG0zZXnRR6WsU6Kf7ag0w/rPzmgRfPTGyDnpSTJM4Mj1C0YE0jg1KfFboCs+XeabEifufdt8inDBrMk9KY83e2EpE12+s+/8ALn4DHPugiKykzbQGOaSuGs7pzVu0dNqYdMFAtY8a0HYQwcNfPfm81mObb4f/p9lC5twU67q4wxDWaWYx6soLDphQxn90D57BGrl3CtE3yz3oKeCZgrbAzsFI+qweN69aCAijm9+nBJcuIXgC1+R8Dpq1sI3py+3zEtK3DI4yzjHOP7DumbdEAzyRvj5U6DR3rQx4Em5MISZ1hM9eihrHcZBpL333/lzwBiy6g7yOIEh5zxUWZFTsjPEJ+urr/83z0Kx/rRPk6HWZ2BHzwjMP+tbVN54xrxUC8Qzjk9dInIiv6auBUJmNXTQHD/MeRG5R12x2p3jFVfwFNRNYCagqwaZZjTx9whinrx65fm1G+o3wpd/bLXvMBvOgVb50uz75z+pcTm4sbx10istaVLH1KcprhAE7oFSzA+WVRSoUJlAHtKdAVyOB4pTXRDOekHaf3Lyg7QgiUSTqJx8jRjYCdvpxLxd4LDo+wvetOJoWwOjyCe79q624s+N+7jmk72hN7imlbrpm3nJD4xy3AvYpp60ein0c9CMnWRu2bvB4EsGN9jt448yFYV2sQRHwbTVcF9yMNp2aBMVFtN8xqS3S24JgTyukJEDtm7Xp6nl/euTky31psaBUNiRKQcEpOMd15etWJzoORvGdl24PnojY0CtBuF+Z2C/6zN6btsK89qeRQSlkbtL3++uvxlKc8ZfD95uYmzpw5cyCNOpTzLzphagXRTySN88NM25yLsixImbZLUMhenBzTtnfhERbQxGTe48MtIPRSn2dYAUDnFTYFbfu8mXKr9IjrTEPAgBtehP1tasTVgf09q0LDI/QIAvK6iw5S9NiLC4/ghdCIaeuV7vq7qtwZDWCGhBydss2Z1DO/BghqRab8d113m3pmY8+Gu49JOWDHZE/z0SOsADEjeuazz/DUc0zH/AxBgWzwmNZjxvtTltIQBRGFswRt47TyIsLsbAZtI5SpzXLp8SNSfLS1QSPhTSaY8Edt6zFR/Fa1ZeLfxrTtVNFRtgX36+5Kpq0e/R3pE4nVXZZSlbfqGK+OM41pC330VYqhrokOTHLgZKrK1FjWRBPPUzdL6njvLffi9pNbs+7zYgkWUcYENcAlqcHUero1GfQixXF6M/Tz93MTOBzd6LDZuWODCDZnfHgEZW9rqIRRsWcu90AF2ngPkM8VwKB9t5xMnMeiSbhyN7i1w61p7lcTA23TkMWwG/Opg2a9Vga3QWPa5r2kvF4dpbkhnexPgIXUcOPZF+LDI1gYi0wxlPGuwGX5Tu49t4sf+r33lXHhyDXQGcVjW0srpq1/reeLaauvtgvKYloxVvZboR9Put7IWl2AXGrkxTIbeR/LcTY7EZkCZrPaKO/T6WJWfwXM+X8txYFwxcVHm4xcV4HcoiO3/HdxjX3vQ6GU61V5gg3Dd9jQeXxMW4HvJ959MhItSTsIZXiE+nmpqi8nkB0DOXQueUen6MwFUDGmv1V9CV5TOMGhB/lXj/ETZ3c4PvosVm7WM4r34tpYfJa/Z0aZbo3nG3GINxORuUvrp0wpOQfsPmdy4dSfDyLWtRY24crwCF3RbosDDU2uNqYncq6AlsNFv9IxkpAQ0eFI12G7r9uUC1igR4+uCGtDoStINqNSxajWvUGJDCH1eOrDL8MDLtwc3jtj/K6SXT2yGRZrxbT1EC5zQkTPSTlslT7TRZvBYtUfjH0qh+mFcNN4ldx8yqf/SH7TNSHH/w/u3r3aSWKDja5n0kYL5bhHm5VCXodSYw7owqytaoK2sPAIu33eR/HWnwH+z9es16Y1xcBa4ylkfUzXoazNlmLO+xkhkBoVDzpDdbxDGcraoO0jH/lIvOtd7xp8/wd/8Af4lE/5lINo06H8FRDym0BjASMASwjQRRvGchtcaaBtjmmbPNM25ePrURhvGbSlwiZUkFg3pDbTNhjTNutPMw1vFX8M0EDbaGsVQVgSFUPPAwpLJSBI1tLM5rhvDD5Vsr0pQSFYPL5CBdM2xErpHhQ6o63yrjQDr4VHAI+hfk8sUm8Erck0sPhPUcAXN4BqJqpc21HEw+5/IR77wIuyoTfJgpR+69vxHPN1zOoqyaElrMTg4j5B20Ipr5i2rrY6EdnYE5q3Ny3RoyucJ3/rUffHsSMbRf+o82TOsXwAlcGLwphaJWXCIP67CAE9gsTVzuERWEcaNw5ye8bDI5CFIEChhCt7Y/X41HGmCpAoQzOZtv4aouz8GfS1tM9CVcwEdBIIP/P6D+Of/Pzb1gdtoYnI6uPsWVlngHGofM0eK2Pt9+NPwL9VWE/zNz+HrT1kQF3wjrDJ9uq8agMVRJmtkyq1q1ux13rR8AjWkgIVK1k6QJWQRPekmAbApCYbpCbEzu8rQGLaJp57yxSq63PbB4zgwIBdoJjBa4KFtbDHEVBK9Q+d4xYTWK4P0hd1f33s3nMgJPTo7PRPwdpMmWk7NlTqvmFHW165zw/TNo+TjqZjxXu9Z1/i12Vj2vK+2ipaXUgWJ9rGgBRXn2hoVYkIS0Q2a33welq5Zo4fWyb0fS/MaTeCx+pzTC2FGyfDI1SqVgu06LWXmnVWczNmoCUzbUVe+8PAb7+4qNCOr+oNYB3H35dsXRtGViR7jrH+9+thtU95cMl5OoopZUzbcg9OGIYnWDUGfutdN+Nj967hcGycgvChVjIwmaBhbPoxRmbloOPvcht8f5ttUDCR9fTIcDL1Mdm6s//jxjI+Z8w/L+T6AHAgyhzdpcWU9/ePap/lmsHX64nOINwEsnkQKaALsKSzrRmvCVP9uk1E88IjuLr10QAwsxcApX4Qm71o95o6Toz1PNWHaLy7gmk7USZCZtpq01R/BXB04Z7tAJi22SXjmbbDPZftaNh40Ji2UMcUajJAe65Mi479iTEXOURjDo+Qxq8drSaWoC0weP9zSuz01CBFbC/5ffcpAdf+MXDXteu1aV1R0Fb3T9GvWC+F7f2teO2dJkAPG1i772x3802ZFYTlE1LmzXon//pf/2t80zd9E7a2tpBSwtVXX41f/uVfxg//8A/jla985X3RxkM5D2ITpvJuvfKCfwGc4a93BUTdpQ0EbMlGUIEvFh4hihdJNnMX41E3lGhMDI5BVDNta1EFrzSyCIFSwYYxVtncTUmPfXkF0tegOku9KKfMZugTAWKoEyEnu0gRe/CVjApJg3QvGzBtSUCTFijlWS+tzbDhAWtcxMp2oNJAIY3PswdAsnSzY61NIEhCMWXailMgAeXG7VhEHSKIjuDB9zuWx+/Us2u/zQiPwGPPPQ2Vx3oza+oAjiX5vh5ifo5p25f3VKIxbVNKnKW3GhsPvPgof5fyeGMHysRzTDFtgWxMrXpC90503jPILN8hIQRW5DkW74RxoO2pGPN5MnlGmTyfgztrILcl//y/vw0/8cCISxaOaWtlzZF8XRcIO7uawTUU71qv0ne3mmlbOtnuPbuzwphqFgI1+sslmAEeXXdbplTDNJuuylep1Rig58MjDJ/7+JEOZ3ckyVgtFrOuVLb5tSZ84GMn8Cx911OOLXLrBvJYtvcCd9qiZsMWoO30eysUar7Z/WO4ZnmjJ4dHECDSXbejzKER0JaIJKljspi2OyAXHqFEp2zPtQIyA48ziWts+HodKPtNj0QSZSMwyaLa0gnMfUDB1V+PawWS2nOwio4g+xjsWft+jTlyYOL2q0ATiazcHftuphtPjtnv36x/f7UOEqNGbuUyIjXYYo0qrb4560NhLHuwsJTyVROWfRLwJzR1ucFDyZ4VKOX1e6CnwMDH+nHqNtj3gzqHbbdTBERuJMt1H/rDoh0cuzbDsV4ny+FHuO1jq70xbcf63zv97bPoQmGR73M6dNn9GQDPz8htXXim7Ywxbn06x+k74hy2HBX15dpf6+hm3mnuxNb+bgPod+yKMXioF8fanDjnq9sk83gP8SYLrF1NmDm6i5u/5TqsussI4SHlpHR1K/xXnaC293b3x/2JWNcrbLF87TMfdRniDZQTewHzmLZKzEGZFBuQ90kBHfrGiRGrZG29XglLuR4Fw1aER8gTofwndG5lpi1E94vUISHh2ALArv52EHZI1omoKq/U33X/YGZpcOtbTMF0BH/v+pitOLJnOKFI9dYZpIdmPebckznmyBptGc6jTmxmQsYwUkrA5kXA6dvXa9Pa0jrhnOe7xrTN6mbuz05dtmGBdZMdtmztWdDDJ6isjR7903/6T/E93/M9+I7v+A6cPXsWL3rRi/DTP/3T+E//6T/hK77iK+6LNh7KeRBqbNA9OtzZXWH/XiY9OtJZ5vZhQcq0XZpCW3iyYs20XQLCLOgLhlb2vmnbLBFZlbyAkI8WALoUSY1zNiVTRt1iH7MpaZ7VCuzx3lbL1I1QKoUHsimWQoAdRRmCto0jVsZIabOk8ldzAG7uXQYfM7uZj79WR2hnizf219xADTyRo5LJjeHC8LQbsABvuJb4AZh+9tmg7ZD9x4q4Vc2APmj9IyUtKQxd3vX8mOxjGiovjZ0xSMzElFh5qlkEIadytzLCygRYHgCoxsRUeISqfSVrmWUhIIYybXf6hC4EY1+0m+OgoQHwqopyZ0BNbBrqWKmYby8jTpxzCTCQXBFT49rXK80pjIOyXg2PEJRVsArQqf69q2NjHSYORWHaVo4zPZ0ABwxX73dtpq3M41ac3C6MMF1EvvlzP0naW/3wBT8MPPe7tfgByJAA7C69Y2uivSuehwgZDq3CI+Tjnrr2jD+Lhh348J1nJCmde9fOEeXrzfcK6JhyfNSLjy7wNc96ZD7uOTImLz2+yYZeUqatJudqs/b1KKCtp2LMkHzHQH9pINi9IOeQhfub9YZgZTcAOiQkCpJgRetOePtH7sa3/uqfwwzb5pM2YtoSO9Yy0/bg9/BVElK0o6J2imB0/ZC1Y99gj2faSl831mqtpa/6NcrpJAO/ZhzPTtCleea+r9adm3/J1s4sBZ9UWHadLOnT/aR6oOpX8rxxCVz3p+4aLXu4j7UBQWHk1muG25b8/T7Ba8nIr43dzN7MDFJC52JvZr5wLtMLETC9hzj9Ua8x0LZmBA5BpPxunY5OvLaHUL6nVXtEMIVzRrxWdxKhVF+c0zeU3wMwHaBR4LDz3FrcBN+6DTvdUYDBVR3sGNsj6WHQTDeG11m70gjTdk6b3HwkuDkKXQdG+jSlgc3wsZMc0zNaIC7WQX/9Ud+Pdx5/JiedrdrkS79gA+hTl0MNACDqZjBtYe+3djz3Yv9R4gTbsbWRrRlDmBtejxstqwHadkd8Q0cdAF5vVScOIT9TCMnZqPvcM4r26HtM7lt3hez/SWx2krsSMpvT65VhL6ezTCdq6O4qPvY9N2yF3TBSBnWlDl29s4EjuyEcepFBbJ2qfQRw5MLJ+w5CUqVjqz1vZzJkHUn+Bm236oHdXmLaAoN9DHW09UNR2RPl72u/9mtxww034Pbbb8ett96Km266CV/zNfdtvI1D+fiKZ//kI+8JkfQYJeGbn/cpfLybNkBI+JzHXT5cklQLir1kPxbFIWZlz5z1xCAoH/7MnKkcH6w0CtS4WlSgbUBiVqFIShLTawrEKUQ2msoYyH2jGG6VHTLmDVeTpsXEikY/GTdtP8LHPXOmTtgeScjGdX2PNNh9tUfQVkqzRGTOEDBFYD9M27mMG7s35r9EIEkylrRR9uz8fi0WKoUSRJhqc6+g7epEBhq/UcUfxVNwYrlvZakxVusNFnKs1wGUY0eN+Bgu39tjyCIIIYNy/p7J490eJK2vK4yp8v4WgKKia9Siy95pALjn7C7Hfx3XYlEYXGOJyAAUpr+v23+aAusgpw80/qwozbOOGCKveQAbKnrELznFMrn1yjMSJ6WqetnHteeaXj1Y2eTZzDckinn5eCuevy4yxQzouGoA7hcdo33qBvfqmBm08+F/G7iQnZCFcSxrAT+jsusw0qe62DoDhYZjmVzbqeqLzGDSIsf7Rcv8od9/P3717TdVa1qeR1avG7M6jaMcvQWAL3vqQ/AlT74KyyTHk0fGzZc+9SF4+P2OFjFtCxZY1eT8tb6kDojRQGHeH9rxYYuYtvbulF2aHWFjscBJ6jMAWtbFP7v2LiyX0cbiGJOj5Sjy7/J8xLQlJAQN5zMTzNl3MwvHlug6sq+29g4eG9mAi7FiU85yCnknz4wHMKbtECAZe/6EgGUf0REye2uKaWt7qyvw5ncAt/y5LG4leJeq272Qu6YdrqsEbfg5VP9W8NmDWmUFvEbmOaaffb6JHEprqJ8APqbt1F6Osu0etPVta00y58DxRaaU5zvfvXofC3osd9V+au3RI9CuOXB9VoC65HqtVVzj15H2mjkSNoCYWaZ29LiSXvyHB8K01fdQnyiaISXhQEsrQdV2fTUwS3lfnLyfv/fY8huvu5t/cbd0RLjjyEPQhyOiF2G071OMw/AIISBNAdi2WZfhEVSYANEhILL+0XxH6wPuO31EIODxV17M9Wq5oREPvBsybVthCPxeoUCcPxXbQW3a1nq0vijslxCAGA3sqxumdZq14cZXBpTz9XNiXA/Fv8fp9YxsbZiw1SdJKUEeSuZYt1GCtjby5R01qlmEgJjYJi0Sxx7l8bA2i3UNMQe86omJ22zxhVMvNvKw4eogT7Q4kDHUWloPhWVf57Qf8IAH4Iorrlh94aH8tZUEckccUmHQPPOTH4T7Hd9ATxvY7IAvffJVzaOwdhxKGXxeWXXgj8U8S5DwCLX3pZRhkhKAGZPJ4oAB1Tq/DtPWjOtkQLLWZ4ZFEdM2F6FO3V6AOav1vmTaIm+Y9ptuxv5bW5WHMW1vPbmN0zvLNdqqGx4VoApp3b6+dUWNob0cT7PwCB7l6VArkokCFuihTNuc03iizWswbYFK8fXJ+MAM5T6ux3AcViM7nEeGRInwj6tB/1cbQsq05diQ9esLFOpRZnFwp5UavbxW2keMO1QOGZRHl/WWhcSB6hBt7odQJqIZNscrkiN9IkwKwEO3atyJCrYCXCCowu/uS/rLCsMH5XD1BOfYjE9H6MI85VaVZZU+rj/XvOJfvj6Sdd09Zc1AI+xpLWyt6ZoE8bUP+Id4Rf+CYTtnKH9lIrKQ8XzlGfjFrWiQBw2AWtv05PIy1IZvH0kbVq89MSaQHNG+5+zu0DiuHrYAQdQISCWLwbKUQ2GKoVx2wSauvOQoJzJJfM/pneHJDmvnAK1yTFsBimow1I9I/WSM24BifeFxlQbvhIjfGbN3yvFlbF3bo9oDo+Uoig48OT8xbfMayaAtRud4dpbss50109bmqwuP4C6vdT9ln+VrV4NGpmvOZtqKXubWE21dasxD/UdM7LjI+Qmm1mOy3wcwXr8r9/m9xDUPLs4/5VjN+bh1VWfDWq3nUrLr0Oij5FopQA6FIhFZcbtzkKgEwupTM4D8XumS1GVgwTmRSqYzl+1Z/RoJedG5Ns7QVXKc1aGzbtjsfJKicKg1dApupur7EwDjYHNZsR52R3Ic9ZRG7+DxeYBMW3VsrKVn1nuZjqcV+oXZTvU1eTxOMRkjhqe7tDXanM45aheBOPzcSHgEQo8ojhqVEDqkqb6oQNtBeIQIaPg1CqG9J6zJtL391Ba+/VffjT45gNxAWxdaZuM48PnfX91dgrZFW93epc0MqrslgJJj2u7bQcBlJJDYpOUYr/UOdZiR/DsDvkPbngZ2x7y2sFIwMY8Eg8gxbX2LKxkbM2JvFrZEdwRY7oze09I+QpDTuUj5tG5KwJGL+ILtk+36D0CUUJJj0Sdj38K+oeYYCxLSck6Ir0bNzbYcYrZtWTum7VOe8pQBEwHgBf3o0aN4zGMeg6/+6q/Gc5/73ANp4KGcP2HCXQ5izqwjZ6R3HD90lzZASYn1I6BtXCJQyIp9dGxFNSZJjhMkZkfWoO2b4hPwKXQDHqQbNw0XdgXqln1WlmNilTCt40ksYuGkYl1hbCyJJZnL84qGxvvV4Pmzjt3vRVICL5m6WJYLYCCgrw0gA8yHm8ntp7ZwaqvDJ11x4by2JjbWOiqPKBORi8m1T6btOoqE1rV5EVhFUDYiqo07b+Yd8dGWMJdpOxe0TcNDHosQsK2YOAQo3reyJDuc7ysP3oqYYmnP1n5GBUgSXMIUJ0QuFIZToidjQRVOEBqOx5HwCN6I4ztLpU+v4X7O5uoiSCiW1K/e/AdGRBp8n7tTDHBVH4kmvd/7Z9pmKZK0OOUoJcDyAMxk2ubRIYChWkRrjENKGh6BBmswZL0lJB7fgyPV67F6EzTelltjVLEPDDq/++Ln4EPpo/Y7hzvJxuZUNtpLj5fHuhjyCzb6WwBhKWqgpOZYDnC3hxJg8OEREhS4aoMQmogs94Vb01LMMb21VR5fUnwlpgJMtnA/aTymLShwQpfIxkQICWd2E85u5/iMdTv5ex2YbMAS3LFMv97K8/PvwdaV4B2zSWqS5S5KSIdn/Yc/xTc99zH4yk9/WFFWwbQFH73W0Al133gZxrSF30XOC9M2IIIEmOJ+Wz1/9k/Q86Ct6kHDtVrr6aMCdNJPqZxzs5m2tl7MeQDdxzNYmGIJUHCbvBCiMG1hY3DF2ufisBY6ruoANqGque9URyq+ll5q9EeLaRuIMvYwsaNRyrBGsSQ7uGMVU5LWYdraZ8cuM1A3WSOKueYSkVmbpLqxPW5MbI6H1XueV1jqfbV+Rwm5H0ZB2xYdzOldqfW1C4+g1zRZ61HCIxxEvgO1ZfbAtC2wdt85k3MzFbpT6eDGSj2xdgXquufZrsxC5n2sIzmtlmJTjdwMCT3CgGm7MqYtXyht1nGja1sCQodOE5E194T13t3praU5ZHUeGM7s312KwP0eXlVF5SvxS5S0HOCxprCoPlNHvRBsEqbf6zwpgFeXaFybqaIxbdWpROD5nET34msqp8FeNjUGMibGnITS69y7HjuFOgH8DmKrhwWwexb49X8B/L2fE71lBCMR8TFt7WRUSoa1YOsEcOzS6efdo+hTmu5mjy32VYoyzGo7kpm2Pbo9hwSplTFef9d9gk8MWZtp+wVf8AX48Ic/jAsuuADPfe5z8ZznPAcXXnghrrvuOjzjGc/Axz72MXze530efuu3fuu+aO+hfByFABd/SMAKf14hbICI0KMDIY5PMmXZhLwYm7KbelstooC26t3pUW4hN6UH4t8u/5n9uxnTVoEwn4gMTmmdy7QF4I+c2yYEBa2AGuxJTmFeIgewJ/Ksv/vA4CP5TxrynM0wbm1YDaYt4MHneUYTK9ti06mdDAGM5xzVbpSZZdrAGN4agQc9EfiUFwKUQVsuahg+AAjoxPAzkNl+HxE/dmeIN1wvPb6BU1tL+Z5/290vm8KeZQhKe10yatxS35+NSZuZtvz+2uERynu6QMWR/fE2Tv9W9/qiiv/pTSGya7i9ZsB1wTzWbWVaatJnH01Elpm2LVbtHKYtoCFlZP20J2hZQ0PxzZ/KrE2Ux/Dke3CPSM4YXVqSuvlzje8XMKH8AUgpr7uJkCqgMmkj1pTMEMv3dtROBHL8CPuktW1jvfyKf/x0fOqDL+UxIGs+ydoVkDKQOTXfDdQq2+HBUTtTMhoeYfXa40HrVDOamuER8mdlGvUxFQzcEDIrcjTmGin7Q4/Bs3Hd9/nYpRczTazzGajRMEW69o3FE7WQFtZ/JZDE/ck/fvSec3jrh++CVsc7hutjN67J/XdMQjUfQ9D4vSzni2mrupeud6PHgeXvvmPa+jVSDWZ5ea2idXaYoyO6tRPIJ6mmalRAaK2YthXDyQCKfFnJtAX62PPRWx2Do+w/B+cZMcH/3FcVBXizfAywyMfi62cccsmiw0ZX27Ea0zbrqQka01b3WH2WYbvKf0/snYAQLmTf8InIJmLa3nLinAFsxTMmdgQXichmMW1dPSt1KF0vSwlexfQgkfw3jA7DIdjgneajMW2jxrTVHXLY03rwZblf3dC3c02mbULpwNJ1cdYxddUBvPOZ3PgbGVupMXf1Pj2hAchpA1mHOTxC2Sa/9j368uMcHsEdvQohIE3q7zrh2kxbzQ8R0COE0A6PsCaAtYyZ+KTOStNryIVHSBFDZvlQf776uz4Xn3LlxQUIqSFs/DMFsJM6NeblnkTfl8MOWmEbmMyEah2qY9r66wknz24XsYlXitoWk+zuiCS5Z6CtLIBa/3lkzHjQ1sIjSMzhu67Nz4DmUmOiJxaNZAYZA9r2cydGHnT/os2Jbs768aQnUmLDRqYUheATxvtoVIa2IRM+DlHblqwN2t555534tm/7NrzxjW/ET/zET+Anf/In8YY3vAHf/u3fjjNnzuA1r3kNXvrSl+IHfuAH7ov2HsrHUYzdknLSgoJpK9krd+kIPMttILKQ8bFq2Rwc01bnvh75TcLg6lN7ePqN29ri6qIUseu8qEszLIGVygYAi93mVG+POfFmkwZKUEw5fERO0hZA/lkOmGmrzcpKvVtIdfMcPLI38qvvisvmMG2zkqHbM9edjYZpUKtdpskMxb26GbjqKRzviQKCKs8JQOHhF+OTSMIjBEvAxT/PYNquGEs33n0Gb/vI3cV3R7qAHfdCOPbqXoDthrRi2rom1jFtx16Lentj4vAI7URkcvw96bqQ4yqPt08nUPW87thiLRdsVmBfwxDXbOpBOBodyIFSIw9ZTOgaINDJVBkXru/4lxXKoEjvmbZwyZkqw6DZTLeeFkdHnXKU3PNwE8eNony/KmZc5tZuXDs5WEg+qZT7QUFjHWYE1KrGrLi7xQ0NhoJ//425eOlxZieo4j+GjX/+pzwQXejymNA1HJ0kt6v2jp0zQ3a19V3DkJemRtWCB6BtNmadidsUP3VbjsMBY8EVpQYghw9RI4qKRJnjTFtCACQ8Alt+7JAcMb4TkEOBAAgdkqybmlDG+kTvcYanPoVPSBahDlS+Ijoj8+JjmWHs2bTWJ4kTxgTEHEpoZDwMQFtS15+C3gd8WmaGeNB2VXgElTV33UYB9RqZdR0PLSYkY7UDeQx99J5z1noAiDPCI6izZ7D2TrXROdet2RN3JwT0kekDloRqrD5fPhqnyey0jeun4vZUbCdmGGNEH0wN0Nb2HHI61djD+WSwKgQPJdsyZDOpHO8rYyZbB8vvHqgtYgvntVDr+Ns/8qf47b+4DXV4BADY7SM2N3L/rce0XTc8Qv6ax0DZFk7kRogUQLSGI9qTOFqgbdgA+h273+yhSvqULOzPgYRHAK3Pgkvl02UAbYWj2jkTS9vDg74jDqcYbZbZXY2F2jtqu0CWdFbHmXfi/q1H3A8RobAJQ+iQpsA/m0Rt0FYdPUH2Fd4S6z5ZD3DfWWZOrKp6edy4pFbutMPJrV3ceNdZtmWQxxyBcMXFR7HRlaSdKOuLhUcAh/8wm3bfjj4vbk2unDf8Wd4zhUJXSMj9Xbz7EPCh20/hlW+8fo02jOjyXiS0gdoMw6tSeW2zGg/aynsqEsXN24+9LaNjuFgDzt5VNj0mnNraxUGIJrE0vd0NBw431YvONpyPHB4h7DHuMIZ66/CrQxFZG7T91V/9VXzlV37l4Puv+IqvwK/+6q8CAL7yK78S11xzzf5bdyjnVYjYW+agrDK7a7cAAVhiwVk0MYxrxgXx4l2AYo6tmNQksvAIOWT3WLuAsZi2fIwzJZhHbrf3bKkViqhdI4pHBdRofSlhwNBLTlHYlcgjEcTHd1v1HJAQgKiGadVn+ehX/XyomLYtg2WewpGgGa29wUBiaK+huAzaUIGMc8sojuGrEggpq8/XgQDZIKHtrQ2Slsxk2r7xg3fgTz5wR7H5dJ0kTeCnY3ZvXFHfHKkMVx2/XvntLdu8U4gb89XP8SXCoPtDcEq7IHZdUM/6xPEh7/UoxmN+Z3VdX/CpVxb/jtVtQDYyAyUDN5ShO55swoFrFSCRB3GXYbTk7vOyYnxm5dgjCdW4boG2ztt94ebCnjO3omLaSluYabsaEDVQzX13y73ba41DD2CUQBfJGp6VzjRgTK9n0OR2D/s6CGhbG96ZrTlD+/Nrg8yKPmlWYz2lIb///POBt/+cPYndzw2EGacFMAB793V7LhHA0RRmH6ahanp0DtQcysWvWeOgre6HGs9T28UhWjIzui1k+2pMvGPzkbnB7lI2qQD9NKI990EgNJnwHFJIjU/YX19TIEmQofW71xCQEKnLPVGHQ3B7VEuGMW1LRtByMlj2fSMBCZooZdFNgznmBN+vrjEjPIJfg1MqR8+vveOmghUVPVtstM4k72fmvl8cSy37w9/t3zXJuMuJyIb7YlmK21vrIRNjWVPD+GyJHQFv6TyNOVyC5K37/LWQOSafiU8c2XJhwI6Eb6qeidfNqSPsXpdO5f7pgcHGegQAd57hEGh+tEQK2O0TNhd5bMWpNogUc3xOeISGM7fAhQpQCUjER+BHCsw3f+GPAk/7J6X+5aRg2vbZ6a/vqpY+aoKrA3Do+zny578IvPVnZ93m42jzvx2otWpuij3SRwddGyhW55Yo2+qBIwCgUIaaA+CSf2kyX9X1a30NQFxyeAS3blPo5jFtpe7aYdzHBIQFAnrIqfrhaZ+w3sklv1ZuSKF2qsM7Rtwa/I2/9E589o+9FqZzVO0k0wfLdmhseUDDHh5QKA5AQrTo+laWV4c3Y5OEnUqbG6FwNPE1+V6mPyXcc3ZnfmPUtiCqp6S7RmLgqwpX66YDbGCsnsoG6xaDS7y09A+zZVCFR9Ayd88W1//0G67DE7/3NSMPtqbI3PMnbfPaxGEnicic3r5DFxSFmLaH9aqJPRyCtmOyNmh79OhRvPnNbx58/+Y3vxlHjx4FAMQYsbm5uf/WHcp5FY0SqcYWkDdQM9JJYtpairHGTAuZkWoxMltMW+h1/EXf8Oh4GUtEdkTclPecYQ/UMioE7Ba/n3k2cP0b8n31wuwBlZQAd7yMAHzkrjO488xusUBp7DF9Tu0ggj9ScAAsndgD26el9IRkLMehAU2EwtNaPGuhtPB3P7P8IvzWxvPXaGuOweRIJWznGFNg5nO5zaJ4gNkFoFTM1YPry6o2iJyILAijasaSOJNp2zKKFoFynCoB9FnhPIhEZB4cFGDHvcJlFR5hHKAB9AhsKykEHy2TmKXyG8eQnVL6/C5cvwf+7Rf+7Hr8g599i337jc95NJ74kEuqUirjFeqY4NUqIOEzHvUAPvKd2gkt+ObCKmi/SwrWgTz3vQPHHXWfmCcW01bc1nmO+HEt/VIAzDqXCQ++9BgAYMMBn9G3zTWdl8TVynerV9ZNeqLJBwoKGWBjTIFhA2F8/WvO65SGf7XEjvyccs1QA8+2qon9xI8BMYgy07aqHABue2/1nfZd29AlsAOE21Wywh562XG87tufkw14V0/N+syxYjNLJffjUNMt4qyL0bqUeInarhymgA8mNkXW0j6KYy4lxJTj3dev0o7YWfd0SDHafCC4WLrWesLmIuDTHnyJMewVvM1hP5K9++nlt3IiyAwOlGYwbet/l2yl8xHTlhDFWYa8T81wzOxP6jVSTiA5tmc+WSM8nOTYj9WgSLNi2kYegRNsvLJQAQY901bqLV6Te6dJkhLxew4GHDTXIzPGeezZSHrw06S5y4HOUfd7XiHyOjl6oieNM211qZ0kNOiaDCUXyLhHZtYl+c+Yvq776cr1WUNDOP0ewWUPd85YP9e8s0XlzNYS53Z7A6sAsHN7FdN2DGhptlf0JJTV+7WkXjUiwryYtg/7DODCBxbP7u+ysejCIyg5pTVPY9LTBTgYm4GI39PZu4F3vWrWLfx0bi8j92FycUnQpL/qZLzz9E4GbaeYtqIulKXzff4Oz7RdBMJuLMss9L4U8fAHXIh//lmPtK9CoAmHPsp9HRic+tRQYyFFc6a9+bq78Gvv+Ki7aj196qP3nIOeVt3c6HI93GBY/pcUDUy+/dSWVOXmNtxyRLrWZIet6mVK8WGHYHte7kV0XUnKundzoTDVAXOYGb4gz6/2c1d5UQhrOk2NXT/xLlJEkpwmQGt9LcfSSCEN0PbIyJXj+oeGpmPmsdM3dH3tS1btdbefGWnP+qLzzhKgOX9kIgLVNqonFyQOjzBHL5nXlsPwCGOydiKyf/Wv/hW+/uu/Hu94xzvwjGc8A0SEq6++Gq985SvxXd/1XQCAP/zDP8RTnvKUA2/soXycRRXElEwRX3igdPNiEIDT4WJ0yAygpsQlum6RlUR/1EMXJz1aEJlqPwbaemOd2+J/5Nh7XSBsL3mRWfYCKCeUC8r1bwQe+dnDCmqmrd4rEgJwdqfHb777Vvzzx5dHBtXI3LVEMuXRwQNRwN79K8DVPwt83ev5kYFsiBpIAjOMRxXw+og6gNfEp+Nh3XF8B944bwMX1hUbE3mjYQaXbr5rKgK10r+OIpF6U2A05pQJVSwQMcY6sOeaKCdTmWba9quv4Qtk68kDlJMmKOLkk7XtR1lqKAzynTcdLKatHSMdr5OoQ0LCshEeoSP/RlnJqrO7D5voDJzBb9z/v/TWG3Ht7adXPqo9j7SL+zDwewTw2AddjLOh7elvyhiYQGQxbQ1IcMplUjByErQVgBXI71hBggok5HLKaz0eUDJtc70M3nFt85m2KZfjnneduerZGlSXk6IzDkRpLurf25hv3WHhERLwz5/1SLzyTdcD8I7FaZBOnyavCfxNLyx85qsntJxcVrCCpx4YcNcQgF0JmYOKdQwA97/wiHMY5ftCsXl4pq2yVLJDoGSSDVqJG+9mlgYnIsvX+YRgw7SD+Rn1JIK2wccrHwBNUY1EexCkuJRYbfl9RDcleFoQfvObnmV9pA5YPkrp9wI9taPj2ENjzLRVsFbHo2anho3ZsUelwb+1FuD8xLQNSGao83gfvzazzfbZzhjdWPXrXD2XS8dJNsDL9SXOiXeXqjVppcie5hie6kiMY2FiiNBHZsgZ03ZSz8h7q+2oX/gfgFd+njyP39uGfeOqda2WTdRd8N5b7sV/ftU78J+eXgJlPg5lJlK4vWPAMKbCqaUxEovfked63dvdqr3cLHkF8d3+6UFbJ35OJQkX5O2Fu84uAWwUTqoaiGuJbok9aLUx6xiK/k378DDaTl2LNB7wPH7TeHsNfOuOMPCScrKmahjY9YEIy7im/tsSc2zMCCFR3li8t8xEXCc8gtcztG/H7096zLo2uKQMs/0Cg7ZEGh6BZH4qyOqBtoTP/9SrgM98RC6yWyDOie8ra67mKNFie3lGQrQx+zX//W3mGLV714ghfMNdZwzwPNJk2i4HOmPt1B003xi0CV/dvRoXn97EXfTg7KggQqC4d1ttRHQ/RypDyvjm2rwTMDbGvGckd40KiW2/fnii2jaqG8uErNGYtl5mhUfQtbBMCpuwAiMB4yu8XkcbwwXTtjqpUjuY9yVWX26v/YSQ83uonun6iFLP42dOQshhxc2mHDJt27I20/alL30pXvGKV+Dqq6/Gi1/8Yvyrf/WvcPXVV+MVr3gFvvu7vxsA8PVf//X4nd/5nQNv7KF8fMXAwIJp6zxgxy/Dq570PzhrYIrOq1dJ4GNxJAyRlFLJtJXLeol5llIU9k9tPJXFdplCVV6UOKGBxgj60O2n82LpF5TeH7Pwm7wqo1J4YjDSm4Xc3nKBijGvNEtRIdWLOSOH/Xy54wNlWyHZpO09OaOfYJt2eQ+a4RESPAtkzgbORrjG38p9lI+Vzl/E9R35etcEd2pwMLmtsvDw83UJwUDbQDMZ0WkuaKvKf/53F3J4BCAVR7v2rJzrM/uNVL7zRQ5i2gJTyIVj2lY/SfzP5K7tDFSZwbQl+XfV/jkzxAPIZgeFzLTVI33qrBgHN3x7qnZrHaEzJqGZt2Y8y0darehaUiQx8C1buUoB2taSlUkf0zYWsQMzUBEMrF7RpubP6ylcrIyzUVmuzWTjgwA7Sl/Uv5KtM2hx0W41qgGIs4V/0Di20goAMxXbYgzoGt7ZejoEmTMkkptYPo9figIBW3RUbh0azz75X8FgqNquzDnGaN0YVtC2nkWNLl66RGREDLiZs23snVBORJYS8MgHXCDgUPt6tats/sl4zQx1OIavNlUAczeYFp0ap9q9mvgyFSy0XEwSNm0+7qiAXAYdMhA8R3J4BK7kvDBtU7J8AotAwz29IftvZsprk4KiYpwW2wwEOMFwuPl/xxlMW3aOYL7FZkAcubHgHG0ilSaJvo/oiArHwXR/qh4s46fbABabAqS4CpRZ6mB+P0ccBMGxvh2I/c4bT2DZx6IZnZsjeWo09g6TaDoMKS5swKM8ptwfJGRCPQ88q70ppj/K3+DCXtThEYxM4FtY2hR8Hz/Hoy6/wL7a9Ql4RkTLnX20W0FZX7Vzbg9MCerG43yLDnFyaxf/4n+8fVIXyM4rgZZlLvmrv/zpD8E7Xvp5AHiNsVja+yZ6yDyeE/e3ktq5x6XN2LtlP/XrpsYZZ+fNyH1RwexhG7wOEUJehwPRYKwU+1JcDvbcxYLH6VhSqzd86Hb8xc33QkeEhruzk5QxAaFDSD1CDbD6PlgDBD1+ZGF7u4YJ6T1om/q8XtSgbe1olL+erf1l3RvxGde9HF2/A9LwQkQIKeV18ABIRQOmLWr3dW6yxQamaM5gb4P6x9Jx0Ez6NiqiI00REhLrsVk/GP6eP68gpfhQMRvHBpeMhxRjyTFtk42n6E8cVEzbVaD9uuJ1uuTseT0Zl620as9QZ8uks2+00sH4/fhrWH99ZC3Qdrlc4vu+7/vw2Z/92XjLW96Cu+++G3fffTfe8pa34EUvepFdd+zYMQuVcCh/fSUriNlDRNVmcdPdZ/G6D94h03UkPILeE7r8u7EVe1skItibqN63WE3dOkahghh1TFukyAmf3IYc0GDatuJYQq4xy9IdC6w2kgFIlYbhEVQpXiZX9n6lLoMgBkClCEtjuX/996n663+h/I5mHU/kd84x7XI3kgBnc4xLX5bKb/75zbjujlMNo2RVGZlNoUd6rWgPzAjgoV5NZZLN8oubxTrPoPAzYtGVR7m7AJhzfr+MikZMWy+a8XaMHVcURczDWTaSAVoiMqeQd4EsrnJTqvdSVs7tmqN/eL346IY6kEpWJEDisQbGs70C9mYGXnhDmqrxQ8U1aZUHH9w/FipF5qGHqaz+QVvV0MnfDGPa9lZsBquHgG5LWmCbriFzRVm0CcPTDtp+giReq8birOO3DYkp4drbT+PX35mPIWom6UFp+nobBsDwYdw6JReq8kz6TK2+8Q4TNTc9W8sVf83icfhm+n9BDRS5OAbo3k1XNVqN4Kw+e/B4OOdb4UGYxaXtKoGr0fAIEJAnMXuqI+CSC466EB1lPUvZ3zNoq+w6QPlQPqZtiYd70NYDUHl9IciR1RZQLs4EffbTOzE/K7zzdZ4ooJ6f7eNvUgREc5ivAnMyoJrwnpvvxY/94Qea160Uv2ZL3//p+z+G17z/tkF9PIZ4DoyBXJyzYHUiMj7VMNOBpJU3GD6ekFUAk8Sg7Ubge6M5P1rv1a/RlY7r40y6vSQBeOwDL8K/+cLHlc7+gWFa6kYXHOmK8QkMcwVYi/RZ6zIjj37VO21Jc+02/LABVAJuvE8CFL4NNWg7PT+U7ODZv6/9wO1WN8AJW8/sJnzsxPTx346czrpqvBTjOQsRcPupbXzbr747d2fKYUh0PA/2TFn7333TCbzmfbcN9C9vC9m9Wr8cdffxW7sQcP8Lc1hBzyDdl1jd64G2VDkBC4BwVZtkP9WYtt6umAyPIGHoyv2gw8mtJW47mUk2Gh6BIEQIJa1IEwsstvHeF90ChISzO+316Orr78rPgcy0vd8FfORd14yAaM60wbCfFQ4mSwYtCUdq0FbnmM25OnwAybwvbWQCh85TPfaC7dvwtNv+dwZWoc9Azf10L6It8lbGGNPWExj6mPDUh1+KBBqA5PzINOFAGRFjmU88W+qRKJMjPnDr6Ylrpxw4cjI3OmD92f8vcL9HNO9oAa5EOaathoHoU8q2QV/G8w2zGAnzxIO1gGiUbt0iccJlWyj3ESUGbSPWG/NZqn0sDffLQ2FZCxFZLBb4sR/7MfT9PuIvHspfGyHQgGnbOeYLANxyYksAk4lDLwbWUM7qXMS05buWpMdJmGlbh0eoibUbXTZifKuRIjYWAdvLYuceJkpqxJDkj+wdHPPQmccPVCxQvWPzbGMDr1y+AO9PD68YnAdg8A0WxXZcLCIxjGvWhH5uMG0j1o2/q2B+aW6Q1N+v5XnLYPJL/te78IYP3jHfeLMiKtA25VjEw42bN/MOPZSdmQHUiTpnhkfQo7h+fPKRt/w7A/pTTMt1xPW1vk/3vDkRmV4DjG4BxIz4VozfUCRYIEBB+ykGRmEAVGNC3tkcrq1nRvyzZz4SP/2PnpqdOQ400/akUYAlg2t1QkHPtB0eCfaQK5VgX0M0dpg+Z2rdp+1oMd9dMz2A1zZS3Vhbsc4kwNZ0lbhm0hODKRPKdydztuWxV2Nk3fi5auAmAN/163+JD96Ww2h0RMa+aDGD5jFtXXsspi0b7GR7RyqvL+6X3ytD1yfUiiDcQZc1q1dmuJo49n3VeD+fN7qQ2+E9Zk5ao2AZk5VLUodn8zWFJDlbTJaUi9kX7XdYZD4GDODSmJsMoJZM+LLn5BkdUGkxbaH7rAO34w6wu1XE/FXZjQBSPqDrmYhzhBO15fmy/vHMgxHNJ8CJyMZAxiwxAf/pTz6E//La6/ZWoR/LMqffev3dOLc7TPrnQzZkMLBaX+aER4ALpzJHV/LHUlM5e8ZXfsKy79EFHoc88CacMqoHDpzlDQNVyiMZo7o+alkleFw61xZdMIBLxfcrUV5HhvtS/pcCgRrTVoGZ7HjwjvxhIjLeO2fsBXo6yLPLihBUydZSXwe3r+y3mll3+UWbePdHT+J7f/s9k00g4pG4Kv+FtdeAa6erEvDnN57Ar73zo7aPKS6RiBCUuT0YUFnXAMT5XvRZblNeBwU4jUsD2RL8muafbV39eUR0jjTC8ozJ1m4Pd3CQ26PFTY2NCiBOfk4a6Lvq/uoERtjAR+46g46izR+/Z3UB+fRaQ+9F6gcs441Fh4CErd32emQOBRffHgB+4u8/CYCAwsLCHtMv1nVM+xMcemLIWKUaHsEDgnD6wQi5hUjXi1z2seUJZ6uzoz87bg/APpVyoQCeA2YLS50y+E1ggP+4xPI9m5j0VxOyCGua0KZAT8yjFJEQbB5/+6/9Jcp+cJ/HEmkW+5AbUxc+0O7R3dSWgpFxw07tiKXYOjfcdQY/8/pr2Vns6t/tI87trEjsubbkeeVVSrU3eE+r7Eggh0dY116X0offrBck6RNJ1qSxAZ/3eZ+H173udfdBUw7lr5rwBJWjhTKxgg+PAPDchWRup5bZBbehEChUicjcApc0EVni4411eIQ6q/ORCkDOdSVsdDk8gjRzGCTbL8A1qGkKJ8minjWYHEerLC8lv8kQfjv+bfToZKNZBwhdIQ2wRttZqwkZMG7sdDVwph8J8xdfYYF0ajO5anICl5nP3GKwjjJgRgvBS371L3DrvVuMyXq+djPmKyQRWSeKYNWWZhUyZld4FM2AcuNzEUJxvIfDI2i5ex0bzrCsvvOPUSciE+uyKTF0iMkn1MvSUR2EQ0GnqeNglQVQ/CSK24xd2s/poxsdvuAJV8rR3IDO6hZjnMaPb7cAiYFIzDJu/QiQsJJpiwK0RcKwTdRaG7hPfvgPPoD33nISAHDsSDY8/FFjfhLtw3WTFOVOX64ZZ9aORKXK4DRwTedALlPX7FlHLMsW2z0G0Go7AjWPrNtKbFvVxABTZVsVfPB76yhiowvuqF9duvu3d/ahfM8MFmoSkGE79Fgc3xiL773446aLArTVuitGc6OL9eitioYemHwbxAl5YhJGEAEkycWA4b3KRvVMjZT64p1wskA16tu6w8ZC91ySPTTX5FloX/zRHwd++SsMBokDVhmziwOiS0Q2zywgrVudy+eJaauMLos/OMpWY2FG9D5Mn8IByn29kGO1no2jbcpsbf1bvtN5ichyzOPZbQQVxjK5fQCDTwBRwPayx5FO1kvdC5rrkfzmwFgTBVL8d+K8DkHmecrrX116svZLcSTP767R8Aj2RKqTG6hU91UOr9AFXi8SlTFtfdZ4BifLMgJhpMXacH35PbdfY3caaDEcl74G3Z98gi810XW9u+jowk46TEkne9A8PTOvj4X/rXA46iNKeAJamF4x2GOkkIXYRAVoW42lnEwug7ZVMcNnE6btR+46hRNnd9oXzRLVD+czbV93ze0AkiXEAtxW03JgWFVuXKZY9Fly++r42OLwHgVkJrFBF+4cXEdk67DXoVVfK0Db2A+ePYQFAiLeecM9I+3QC8uYtpdftIknPvgSC49AKSeIrGVd1mHvmLYXbjLTNCci65hkVDmWawq+MVq1+ZU+mAD0tJA9n2Rt0FRlB+AgAMyRkorTCUMJuqbK+nTziXNQPe8nl38fP7j7jwrbntYMN+HurOyeSmKPRMElNUTVr/7zxLgnqUedukTA4giw3JZL2GpqsY6LoqrwCP/ut96LDpGdzy48wnf/xl/iN991y+hTry3m8NB/5veWzBZSZbrcLwN6LBFm5dNo1lt1RuOrQxFZOxHZF37hF+Lf/Jt/g/e85z142tOehgsuuKD4/Yu/+IsPrHGHcn4lL//Z6+EzGOuvPWRCp7HwCLJhUuCFN6HJtO3tCAgf/qyTRPo4fEBmbZXsBV40FqFk2gY15MZAW1QLc32soqHk+SPKAJDk+EAtFjNrbQByRCpWYPamMivs3fhk/OTOl+ANQPZMtjahxpHw5BflWW1lIy6zOpLdHoLG8l3zmQuNen2mbQThhrvO4EF6pENNLa9siqHGMcv43QTtxymlVOqQD5NNUWXFj4guEG+++m+SmLYAVrOQxtqjhmUYPp+77JevvhE//JhSgRtv/AIpJVNWvZRMW3mOIEcqRwP1e5C0GhPyjuaAKE948CX4EzlKae0RluIlRzs88sJjNgc5vuuMsSeZjrOmkIGmrMiU/Vs8wST4mJN16b15jLl6gIYTqeyPi47m7bqtYJMY3KuV7xZE1tfrxAqhlGMittZg7k7eE5ZXPQO3fugeHNkIwPYaMQhde/VvbTxvhIBlzEkQVepwOtPDi9w84guX6NBpuitqJ9ixgj3j1fYHbzzpEBsyqvR3vj2VyvBAmc3r9EZHeewgoXUMtBUeoXfhEUCujukFQUIM5ezTRaiV6t6+r4znkGPaqjM2UMWoaugOCogoa1HHVQCDtjq/H7R1HXDuGOfOgsRatqaL41mec13MVcMRnNeYtkimey3UuThjrtag/1pSnVoBkPdIfxkyaMuhkgDIe/BOv3vOupiMo3XKe55toKchWFgZn0A59xOArZ0lLlmw04MPoEzoKQQr39ZXIJ/QqCzMBB6fykoydStV60Gl26h+61mjXefBcIImx6oZd2WPCHCs8ytxsqHiuD4wCoiGsMrxV+mPekJOQQt7D1kf9vtD30hEZhiZXHfh5mKyjSoKcs1ipLr2+FI95qat7FPCBmkmdy53OO/53xrCZTcSjmSloKgjr4Ma07YHooQCGGmuEi5+790fxc2La/Dvv/SJ0883JlrBGqHGrrr0GG4DcOkxFyNeHOuzgBlZc4uYttacCTBTbUjXKbHjNnTI4Q8sEdmC94hlVHtU5n5h2sQhy5hKYGzQfBuuqgvk+43lS5zoeIox2a0Yv8X1Fkoij8NhIrIKtK0aXO+hLQZtjwU6jQkPJVzpHNr/3kaJHW/ZHhhLRFYybbeXOeb9nbgEd6ZLipNGdXijWaJzftLRECUGvu+7kVomyjAbTPV4CkDYAOJu85Yxe0fDI/j1hgDQYrMIj/Cem0+227JnkXjCjh2f964c+5i/q9qe0t5j2mJYXss+ORSWtUHbb/iGbwAA/ORP/uTgNyI6DJ3wN0g0YzOlaLFkLKZtKBfhAE4ActkFm/icB11RFyR/Q1ZWo2MryiRX0NYSkVXTtj4qutFk2vKqooCu3UtyTLkALxtHor1CYsZ4uVEY0zaVykeMCaGx1OSN82A2xcIK0K8ce6JHwJ24RNrailLYAG2tLI1ZswbTFsqEct0IPf66ziKe1brjRzo+ebsmaMvML4vALOCC/OgMwdtOnsMVAECEBfUyNj3rZqLOOI9py09SAlqsbObfifzRrgNg2qbkvgtD0MZfMzEWE3VY9m0nDMdW1JcthosxBSeUnSI+Yhr8NmeTfsnnfRK+6bmPKb4LwrTdCAmXHN2AM42RpgxPty7ldnTFXCgdCE6B9MDuCjUy+vIRh1B+izVRyX/76qfjt51XPfm1rAL55hxtLY4tiizXBFIz66tWsLQcYT1G4Nxnfiv+xR8/EQ86xtfPSTJTlphMibSkWVLp5kZAH4cGmL3e6t/jD1MCIT06YeE3TmmY+LES7aP+5NugjLlWO8j2mlJq0Jbj3sGB1wq4xub4aY2oMjxCDqnR0sVzA0N+BmEE0UScOI03aACU7Pm8P2Vumz+K15INF7de929tZyteemba1vNL2MEYYGwrxRJqiuzW3uSPg3TIwENONjjCtDXQMu0z5l21RkYOhCW/lO1TVicIn//4y/EnHw2ge8v94w3X3YO//dBNTIvGtJ25FplRnh3yRgIYe00UEGNE16mGkMb1jFTPb8cEtnuq9TwBC8rODC3C78UMppd1MihRXrewmLaq0aCKHd8ynlkMSBcmW45pmwGu1v7eKTA8NintgST1XNBTCjXTNo2AysN1Iyfn4X8fWQSLUz8lqu/O8qN4h9qIY0w/xgig47ZqGwYJkERP1vtrR2oZ01YrE5PbgVmt00BEyiDlMbEcSZg1T+Q9hPnmfiDCkY4GTh9dP+eBtjm5FOdI4LL6iZj7yo/xFlc0mKJ8Z5aILAC7im22mLYNZyaI8JBLN82GHDRf6xKmbZ8yeaEjzQ/RoZtg2rJzZf57W8ZhXpg4AG37ol15IyvBf7PL1fFgjhSgpw0E2uWxR3xCjSZ1nPUkg/SZ1Z7XnHKu8eMF1/ry+evQcqucOEPRNWhqPWPQVsf6cH1yn0dtvuTWPxfnvNswduzAFBspKQqQvlvk5InMOD+Ik7ojou8pmxXe9hFPrL6pyskZJDzCrLA6w5qbjTmMaduW+a43kRjj6P8PAdu/WUKAJMLJy2hnTNt8XZ9ywpbPedwD8d+++hlVQfmInSmEFh4hH+fqoQkNeAGsle68PfGnKabtRldO+NDalFpM2yCMKvWcqSLmFrAc07YsL9VtAfCqf/4ZgpNNGAbrirZbNgNjXyiTL7kNUjfGFkBbfJcVG/OkzQSYmV2jTBtImxQfHJaz7CPuPtM47uVAqAvkeFAJos1pjIvdRsySKGLayqb7sj/+IK694wy3PfUAyIDnlUCcbcrT7crQcZYukCmYzJ4i7O43pu0o03bYdbUndGxbTBNH6boQjBFIAEAkQMJMQ3vQv0nKmHEr0cAho2uKGXjmWArjSvOA+QunkAlYQQGEHILAAwmahGteeATpyxTBWLdD9Vx7B4nI3FryOY97YKHApip2loWvIUwfX3SPf+XFm7jk2BH7ro9YawwG6YMB3qiOLrXtHaNSj7v//JtvmF2Pthdc6sB41kzLZQxz1845yl8BQMr6noJj2o7sHX7umSMjg6A+CRqvw6XhUjYhDMC42qb0iciWPuigOlBq47SxdsaUwyMQMTDEl06sZ8TgRZ+yAzIFVeRLIxsAllFZ5c74dey6nKjSNbVRrRrVxrR1a2oj7aYbJ279ckxbje25jjkQiGQZETDwvMS0TeYw5xjO8+Z4t86D1uKPFcv4ZqZpyE4ffb1ujltMWyrf6Wc8+vLVjs4YeX2ccAgUkuCUjbw2809eZ/M3EaKwZsnG4JS+k+d3sXMpw7TJtM1Gp7bDT9cukGXkVgkk+4prRheodPaQ7CeeWFB0RzKgOIjeWce0tfAI1AZt9eTKyv5XPdkSkbV0ENVFs0S5t2DaOvY9wLp9AjVmeCmas2Ae87yxPqLU2XVlUOdYJD5tAQD9wAtQvnd9Lnmg4socHiHrGnr8WJtevwmNpR1cyIs9iTo2wrhON7glDW0ZbhOhjsVc3cl/ZL60WHuTiVJTLyGX8le6YnRZs89MW7M9JBiLOWwqoK3WZ4md/DsjYLjtEDJedt1+onNSmbZ6Sq+WdeMRR1EQ/Ksumba7uRNHmbbDr5P7PkHCI0B3brkOmLWnzBGuT2PQ9+oW882Uz9lhZra9rsUiRX5WYnB3rbnQso0G1/RIyYG2SZ/Cl4EVZWSbodjjuiNFSIMiZNDI3hzl5LInITBoW572OnhMs8G0dVoXCZkuVcSm995yL667/V4OU7NXjGOwj43bpp/osjZoeyifOGJMKqdghcqK7GNWCgtWY1FQZthxQpGQF7LU28LQu5i2rEzXwGu52KmxXm6YvJgsKgRoYUxbb3g3gExLPiQKXsOYNzu52pTZGC4f/ZmPeUA2DA4MtNVEWI7ly9DCwFPbigVon6faUoFC46JM28zC8nX3jXpe/qfX4qk/8EfNsvTvhnTkMmFmO+TOpOwFfgbNgJv0mVw/3Hl6B6DArJjQMbCicV8nmbax/DsiPH/KWK1dILcZJwMca7Bmb+LHo87FUsOpj8CPhXufAm0zCJbVwY6mM5r7o4n87zT4rYZS5upmIQA+y3P+fsrkcwZXcKCqtU0VMAWfUIwL69qC3dxoG2I+ImxMreq+grkE9121/rnFxTPY7UoPnq/ovYSEKy46gqc9/H723dpJT1Jea8qEEQRjRMqj6CPqEeAzO3FY1703A/10YoWY8rTTGjcX/P62l7EYYpaITH2Gk2qge3bnlFODfRhap7EmGXCaQdC5TFuuNpTWLTCISRqTqtLE2YUH4RHq64f1LGMZ61SP9/I4Gu8jkjW+YE9llLSQnIgsG78a0zbKeZSg6y3Gp9DCJRvV/VYBhZgwWINT0vAIHkwRpq31ybxQLP65e5ABAucnpm1C6HicZ7B7uh0xDU8nrSdujbTwAGmgl1n8zyQgF2kE8JjjNAPYTQruTddZr7XTl4uz2ZLYSruBop0DhlfUBEJihFYA6kBa7Sm+K/tkoc4Mt/alal7zMXHvoFHAkIrrykRkVCYWstA6mUnn48PqmuMZaplN1X7eoKGOJo8Cy9+URGf2+rLTQVT81l/ZFNomIK/ZG12YFdM2oEefwrx4nC3GZdk02yvUseWdwUOmbbliTiUHtCWDSIghPqza8Hoispi2q4DrlVI4FueJrvH1fmLr8FibPDidkp24yNAPJsMrGJDtMVfpvNPpeG6HT0RGJEezgSAM91h4A+MQsKaABQG7I45eovL5fJgwY/lSjvPZCkOzLnO15cC0Mbc4Aix38hqn+nk1eGpGq8U/d1dE6thhI2sFh50gsyH3LdKmGPmzt0mLuSZrG69rjTUDpeOAnVprN0YKmjoFmKqYtiM6fZgIkWX7kHvnFAS03WmWN6Zr8ZqTKtA2IU6F6DoAqc2RYu+iDuTtcGe/vOCn3oTrbz/JJ49X2EPYOQuc/Fi74uqrQ6JtW9YOjwAAZ86cwetf/3rceOON2NkpGXMvfvGLD6Rhh3L+xRZyp2B1ju0BAGd3emzK8YY68UQuKNjfU9tL3HF6iZM33YUHnt7GFT6mrTJtxfiMsmiYF64q+sgiG3Su0QCAm+4+W1wbqOXhbQCZxHHKbjt5Dg+08pKBgb4+jc2Vi4g1gmx1A0CiA1DAgBzXxh3NYx08WXIJX3eU33I7k7vftd0rdbOZLpqIjEzhAmDHu1rhEW665+ywnKJdCWd22EN7eifi0m6NPhOmrR5B17ib/M8SdNvpI1IIkh3YMb9WbTzeaFnVHJSb88KFR6DkGODArHALo7XUCkMCYMZZlj4RFg4cH1Uc5Chda7x2AzCU5LspBgYcAFAph2JU7BVf6GSdCl5ZAoNgaQxgKUBRnaC1UZ6fP0l/Do4/zmDaWnxN82An+6Wod4JpC5RLSyxAilybB7emRNfVDQE8jyyChOmYP9fIsbeo+sXANSRZx2X/kId41iddAaQ7ygJ/5UXAk18EfMbXTba7Dvmh+8B2lQk6s9pC8e/2w+TTIPo0KSwQemEXTIVHUKafNtADRPLXO7XGmhFoyLStwUX/6EsJBQO9pwH0t9izMZZgsrJZbz72eJyJCzy01TiJARhjjlOYQmdAZl1LL2OzSMCTIsixxnISKDTLAGDOO3WA6c0M/upccs9mDLm8lynIpQBmGd1ztWQWKffb+YlpmxORke4ZK/bng0lE5tbsFJ1hWwqHOedYwsHtsV52E2GOA1aZk2GOgaonorxRrqDBSEKzhMChrEgdD9LaVn8mN78rAGJMT2BnjYJVjm2Ysi6Q91BnmAeS9bL8juPSuipb63vqoceM9XLPIm7p5qMxbbWO0b0gVeCEY2PXTFsqQSQA6NUBMAHaMtM2H3cfFz7tMSt6gGuPf22F+QAFznNySE22uBxx0ht5FlTsyX6VKdaMkMkpsQDUWF78OY/Blz/joUiJnUXdyj5YJTqG54O2A4BahSDhOSbGBmDrvToH1JYDOKbqNFO3jFzax4Sv3fk23Ib75T2dJJwAZSdDHxP+6L23AjhWOis1dEfxHAEdDU/tDJ4j9jh+pEO/UzJtORFZsK4NDadPWjtuvwtcon2lA7vbBJZbbs5Va5sxbWnwdUylHUCpz3aHnKDhfW299k4/CwoCVI5pW+pG6jAjdye5d1UkIgudrGPr2INqG2F8zMYe0YU5cU9QfrbEk6163D5kMW2JwyMAQL9rOre3kZvNSRLTVt79VZccRXcmIt7H4RG0ZZ5pW/ySxmPadkJOqfP8DORtrwDe8+vA172+Kr2ltx6iti1ZG7T98z//czz/+c/H2bNncebMGVx22WW48847cfz4cVxxxRWHoO3fIPGGUs20/fU/vxk/+Q+ejM993BV408dg4RGaK5EZxPzn1lPb+Mt7b8enhy1cEZfZq+gTkVEoEjLU7QJyJvKiShdLyUtHEky+FSbAfybCPWd28NYP34XP/PRdXK4ARKP+2rsfI4oNx67PpvvBLLoK2prX1SsIyfpNbY2B8aJtiBMg0WxWMG/IixDQp3x0hQSEaxlOGzPOwVtcvlWbwOA+AZIEfC2Zx/l9BUTE1ElMp3zEaXcO01bbs6J/tO6C/VclIlOFc19blBmWFcuFhrHeinh4CRhL1D3FtKXQcf+6dYENHIwrRn4TrvvXFKuyMa0kSi3RJGgBqjhlBXE8pi1yfTXTtjByTMVySqhdhRrIbUnvgDV7pJbhM1ibKsXIabDecE+OitUMA9OQJNdrGJnNRVj7eJxnNA7WYOjKoEYYi56AGGUK3ntTsy6y0jKooQZAF/g56vAIBgB0agpNiDsNkmPaeqat9Km9s2JHMFDLS3UFJ3+eaAK/39L4qxk8nkH0xg/diRc/+6HYAJBZvuXa2qpvGaOVS5RB299+8Lfi9E6PZ7caRwGBUk74RgDZMflhcpCciEy+CJ2xqCPU0M2/j/XLhmPaZiabjITGeFVzIyHHKFcAikiPGlNloE1LIE22mjjp3ccrpu3Jj6H73W8Bjn8FCJBY4tx3Rab6Svyysr9EZEBes1k305Ao9dKl7LMoYAige6xj2kbCSsekGoyN+TTaSN07pOzUGFPl+kRIid8oCHbUeby+vLcWcJImIpNvfvvdt+D5T3iQrHhk4zuvGNlJ2gVCfcw8kMa0zTVzTFttBd/7odvPIj3qwlLfjj3QbYgjrbM6opyE6xCNLWgAaWPe6n2Tjr+UHOsslfE1GzqIbyagp0TKcZAAfM8XfYoxXTc7iWnrGY9/+N3AY58PPOKZrjBmc7PuMYNpa/XlctsxbZOxFP/s2tsBXN44WJVkLMk9RfCMGsDzqJnm7uibY/Rbn/dYAMDNJ85hGQl6AGPPooSMQRzUiVuSnhosr+XvZtgGAmIqWJ1AiHpqiRbtIyAAkiZnS8ATHnwx3nPzSfQJuA2XFdd1gbAj+/1Cxuuyz46AmBKu3DiNP3j2R4HYAYuNsiLiWK5xpB3BEVsCER52+SV4zx1Lq5vXDNWR20zbOnzeKlEnd3KrjG01iyPAzpn8Lgegrepc1iR+DmNG+2frxTHD70UZrDwvZzd36kmQQ5bEsl2+HTJ3kotpW7O7fb9aIrJ12pii9EVD33bXeDstjl0bpkgpLRvMgbZxF/VcGpuFasso03ZXYh3zvHEh0e4DTNPHtPUnZ5OwysnZ1v6tBjlVszKm7YkbG5WmwcNYFYcykLXDI3zLt3wLvuiLvgh33303jh07hv/7f/8vbrjhBjztaU/Dj//4j98XbTyU8ySq2nlwpgYlv/V5j0W3WEgMr3xXWVAo/saUjWEPZJgHNiVhN8klWozbiIAJpm3KccEeePGmXNMCMwa+JCAs0Mnys7UbM7iinjRk719dXpWz2sRn6l5vxxkRFw+YjdHxoy28Mabmb2MgkR0XnMu0RU6wlWyc8CbbOnLdrQq0lxKOH1mAINmn1+mzlKEiDZ5uT18ZSTpGFuiB0LkjV2WbH/Gdv4ffetfNuY44D7RV5cVLEQ6BYIkCkLDaoJ2oZwAyGrun7Lsyec844yyJgt9igmjYAYOaiZyhNxWo302EVM09GiYiG1Oo2+0hhKpuChNjx83nHFPWMYQYJrEjQapS5k/JjbHxdprTQECIpMUXTyv3f+g1k8/pWQrl2mMrJOr41mOiXv8jcuR6c9FJTNv5c43j+vJ7a8UV1zp6ZABelfDxUAyr1oa2vbe56CT78NAAX8xi2tLgc48OHfRIf2d7E7fDjxVptwGnlH+iXGSdQK0WNaT8O6iNwaU7bvqum07g195xS26PZ0aKtPqqjy6mrRicRMDOiNNRG90RsNtH2OyQGLyENJgCS4k3mI8F8xFqBf10rJas1WHHaOiGReUUYrbp8ByAjrOIgIuOLuQz32fGqYB1cyVIzMSAhEVHo4y7A5fb3wecvAW25ghIMPcoKzOq9wPaMkBwamvX9AF7f1a1zGvSmPbK3KJBC3fj1P7A8tW3fB+OYZvB3rlM2yqM1ZDDOtQR+yjHbQVYrY1QV4HehAzaVvuY6Esv/uU/x+s/eIdWwfuSc2TXYHq9Tpte6a4LBrzmHej2M7u44a7TuQ2A9auybJOwrDU5XJ53MFAojHDOV8e0TY4tGlEybd19I2yp5PpSJYJjSk7GtP3ImwZ7ZIq9AESr9zxzDqN8tGY80pTQBcK5JbPIvqb7PVzw2pcOywO5Nce1YaB3uX9o37mx1Aa1MoCzL7Oh1mnDxuTlg/YWbZo6dYL83DIfveNdQaip8AiQcRoTcFROAf3R+251v6sNlsOMBWVEA9Bj9iklfM6R9+PS636b66rDI4RuBdNWq+P6Pvmq+xV9sIx5LIGGYYwA3XfWYdpmvdIY3/oiuk2g30aTNSyNaOKMpI4j/vHEkSsREjvfkqwNJDbk2uGxRh9EbLDC3hJ9o1Kz1KmaWfcEv2boGODrh3N3ntRgat3eno//u/WxSe6aFdOWMIhpCwD9DjIcP+wLL1FAbANt+4gOcTIW9FxbaVKSxgfX9TuvS2xfRSTDZcr9wRJCriQ8jbWTBpcdYrZtWRu0fde73oVv+7ZvQ9d16LoO29vbeOhDH4of/dEfxXd913fdF208lPMkBgAg2aLaCfPlpS94vF3XBVHUGx4TLsixmMALQafxztRbDznyC4DSEswSTO4uV5z8bYO2XKYagxqzsWvFtG0tzKGT9iRs99kILnEWNerdUQhMGEmqVx9UTNsiPAJX4BnRvoa8GVcgWXG/fDcALuZtBClxlu/oaCUEWCKFeqEe33TzFvGcx14OYI3g+O/+FeB3vwUp+kQGcmSe3PtzlSfAMW27fAy2AcS9/SP3uGbG8u8KqeMyaeUETewiqtpex4Yq5Wq4OvCo7uq5R7b0KG7rVWlGayCDWD67e7uNMa8DxlBy7adheIS5eshClPaciIwL6iaZtgnvueUk/vC9t2aj0yeYI9efEEWuCK/hFLkJsN0Ygc5Qrbm61mfv/MWiffVa6g0DTfLAtzvliYBpg1tL51G3cEzb5czjy/Zs7gRCzWRTZ44d11Xbw+I2oj24RjRZi1UNNPeFzUUYhkeQv4s52Zga4RGWWHBsStK12zW67l9tt3d+ITPrCHBHRNvtaQE5uViu79TWEp6Xv2Xs4lTUrdIKj8CgbfndRgjY6eOoIcHHSYFln2PaInRMukMGlayOPplRZg+S+AAdx5TV5TiNthNwTFuLs5lMoY8AfCxPLkfjv+VkNsw85Heh4TrWMQjyMfNkzsmPiwhLp4sc/19PORF0X2z3mU98NZIcfZ6kiNtP7+KJ3/sa2cdzIrla1OEZqZPEnsq+yT29mwir4sBb1XP1DzOW89pcJ0kDKtUGhBQjiPJR3FTf0CrfwGDZ/wqm7XBd8xnu+Te/TrdA2zw+VRaBDFgyTCAF7OxKTgiLaZv3LlNlXdzPUOw6uiaNJSIbniIb9EnIBAvr3BbTVsTXEiWsWB0eQZMTArxmx9SIaVs7ZmWMzRxVWZ8vih32QR85nMoycd99Qfc2HLnlrc3y9H1pDE//TPbMBUosMW1XDO8gexE11tf1pNIlwuoDtn0UAkq1IdisXAl25hOPumb8xUdPABA7b0TPyDFt8xPffOLc4DpLREY5PBaQQ370EdjCphTaD/UKYuLQKNhlY5rn12c8+gp85EdeYHXHmAwIJlAzdnhcFS6sEt3XEghf9+xH4UgXcOfpbWzt9sDiKLDcLvXoVhkDQDD3DYFw2/FPMqYtOy8JXYp5T9nXOMutSNqWFC1ZoLbBWmaAcha1iVR8v2oi0bVFF86xZ4sC2hJw6fENPOiSY4Pn4ca0QpLpJd4G0xOwlB0kFh5hJA9EUZvEtBVFo+85lM9UTNut5V4JP75e1RtS8W/+HGwktUhdHXrYin4AGEfCOKj9iS5rq3QbGxsGQjzwgQ/EjTcy3fmSSy6xz4fyN0MIrDxTyqq3gjmbG84DJrFm+CjTBGhrDKaABZbYwQLvvvEufPuvvhtADvbepV20jnZTtSE1wyPIRqFsmH/zhY+XdtPwuEpL8aCc5XpniayEVsAI0AiPkNpe+7w4r8kaHRMP2iY7/Allwvgz75xpGtVzN0DHWhlYAUb5+yJY2e6doqUKeBt0HQP2SkCEAJzZnQlmfvDVwM3vRFYYEnyiAAAFaJ6PIQVh2i7ycV23IalSd/yI89QXTOdxoeovAHOEaA8EPRI9BujHCPzMs4FTt63uAw8ciRJRDzfv/Z8aiSGoMTsc0OTDWxD/Z+FAlaYUtMOG84TCwOExN3bk5kLyCpshoOuES5TUaM9/+7OP4Ot+8R153NcMIQq29tUZxm3OrQAX7NfgYrxVY6y430Co4VpaxLQdWUsyc3u679RAOLJQpm2QpH/z1ydl2vLnYpTLs2YlMCY5nq5r56jzYFxTU2OuZWgdWYRBIjIdT0cMuZrSAhuGOwI6EqatshwagITdrw5IBwx4PINZJWlUGW1llFegXlkXp7Z2pXbZS20IpaLuKVFAQtsFMEiy20/FeiV0FLHTs6FLkPmFNARWAMQkcfJ0LwoLJD2+LqMlJ9SSR2jUuuGZts6otLIHDkF1XFaAiQx4dZqsYxBweARORLZwQNh9LlJPF7f538LaMXboDMdMnZB1zQZgaykgiPW1vnFn0InekxKvB5070u5PauzE0sk9kD6HypqzhnHlnmlbric+ioU3kBMx6MpMW78njdWX92d9Gl6enW5YDahzG/erko6Whqgl5K3qJKRBu308UOWe9n2lm1m/JmOgd0HfSRkmSpnSew6PILpVZm5OxbRthUeoHGDSpo7IwiNsdEHAi6oNVfLgC05ehx6Bk+CswbT10tLZY0zoCOhTsKO/g84yHUvmyESflaCtJuTLe3xr6KnNsioZ20qx59bBNx76qmjviC2Taqd7WRn/ESdHtokIf/qB27nsFpj59p8H/vj7YCxN8NhdhDKUjX60uLLI4bHUYQcwU9rimkcmZZQPIkzbsfAI+hxHL5V6GzFtNQY9hXYistruWiF+Nl50dAMv+LQr8TNv+DBe8ivvkkRk2/wsrfdnfTTUGXuJaUsE9BIXtSMmE7CzJI3up/sRr6N6321uW7bLbJ67tfQFn3ZlUZ7qDWs5MPRE3dT6HpdGGPuRL/s0XHx8A8Vkt8avCo8QSruZCAiBnST9zuCOMRUkCmi7KxvBbmS3FIO27Xm3tTt/nI2KOkzyP7NJpLZQgwgE+Ji2E8D2eMWNpmTCw6GUsrZG95SnPAVvf/vbAQDPfe5z8e/+3b/Dq171KrzkJS/BE5/4xANv4KGcPyFC9pbJxNKj7RtukwpdcDFtG0PKK3XgMheIWKYO77/5blx/Jx/16gW0DWnJGeFrhVb1a5nMmWnrL8rKAgAc3VBvaOTyx8IjOAU0SpbrrV6UqqTsBTV0VfkNqJMHtWPayq9rsFcnZZlBW5JyFYbjkAIOtA0YMoMqcDR/lk0UsH5cKYmPRTAzwse01fGDwUY3rhekwTV/es2d8xQf2XRTdBmrKYCSTxwS5F0mM44SERZYcngEMeYK0Fb+HnVOirlM21ZMWzOIRExxGTtyttziv6dXgLbGBuLSVIlQg+K7nv84fh5UY3DEa5+T9gw3zi50qDEDZvVgWqnxdRbGFytWdU1zgRVV2q1Ms4xnjuEBWyl/X4RHqIBWBm1XsSl0/GVQj0efew++I53xPWC5uH8rW8mulfatPL6odwiIuhBA84gxbecrf5aIrGZJu7VD494ysEP2DD7oRNWysQbbn3zkPv+8uQjYrtgGGZCcEx7Bf+AKvugpD8PzP+VycMb2ynnnAXfPxPPrqLN7CZlpO9aM1rFkNQY1juppA21ZbK0zYLIsvQUw9smHR2BZBMJuBXoXQgyq7PY57EVm2g6P7/aRoaL8rnivDBTtuxCGCW/q6v/BMx6KZz3mAZJJHdAQI9yfOfafexsFQMXfkf2XAKREaxkEGk+XENF9PGPaiiwEtN04chQAsLtMk2utdmlM42yeWRJ7BAmfos7XABQxbfWvgYuUQ1/V5t1OqvWlSpaZUTfruDtQGeUV09aDPf4eCohRIr82mZdFBbkABzTyfuANVC0n4X8+5KV4+0P+MTqiYqwk9z5a4YR0XhVM2y6Dgtrcgnxgjlrp88SOWa1LnY2dYz0bqDvCWjPHHxIQwZNyAAEAAElEQVT+y2uvxbf8r3dVXZJKlrGL7TmMaavrTH4DPalNkSWC0IUy9FkTsPSg/50fwidd+ws4ju3JGM+53c6B775uTRFNRKZxzfvUgk6TXWv/coB1sQb5m4PEpkxZv2qBFBouJyDuz2yw555fSN6nah1En3N6n1ZdqY8JG6FcCfqWzvSeXwOu+1MoCUSZtl1oxx9XkgjHjlYiRHYgalJEAAx21kAndVigx/hSLj885Bn4oQf8h6IbjAjjxn2rjXNyC9RVtpiYH7ztVA6PoOBgLRZ6sHxreS7L2pE6aGxSXaUDpQmCzR5EnRnOiZEao8lsn5TDoJB7vv/yoqeWxdIeEnmbTjTxbInjgBORJIoeAa/DRAK9wnlYMbu7I8y0re8Z2Zv/4Wc+ku1TWViWfeI1qGLa+vXioEI2WSxiiEpp+x2PGAtpVZMLkBOR/ZfXfgjvufnedgU6DyvnW6svDpm2bVkbtP33//7f48or2QPyAz/wA7j//e+Pb/iGb8Dtt9+On/3Znz3wBh7K+RTxxNmxXrJM3Bvu3F2nnrIppoL7G4XBtESHzqk2vSzWQeL21MVZKfJBQdtWPEUVZeoEJPHGe6CyAeAKoMQxwDBYnIAMEtfxVnf7iBaxJW/oB7Qp9sK8ib1t8WNHovNm3Hg3I9nqCxbJKolLVmxDKGOvUTZ26/4bHSYFIOYYU7NA2wxYloBiyvZWFWtTN/OFhOMgIt5LvAEopex65Hsd0DZVicgoKzBI7ijQWH8raDtW17kTQL9bfufApQTgkQ+4AF/7WY8CUMddG2+7tmss5h0SQK5NfERtAsD0LJfBs/JvteKr83uOlEAll7Og0uCt77Bn00lbG5sCxNnx6Krdhs+tZLwBdRKDVA7SLHIUWgtfBMLXPOuRAMr4pu34eWTxfVeDtvx3ETKIMKqsjkiB09b/SHqMPRVgZRG3sbkmjdevCmWLHbPoAnaWJRCg42ljrURkuQ0PvuxCfNLlxwByTFsD2n3/UnFfs3hSQ7Lar5xYIrJi/+J27dhRufK9WlfYnCfce27XkrS0mrTsUw61YX0UsNuXMYHrBwiUwyPwvHAxbSvpJdQCv/tk4987sgjV/Gy09WkPvwy/9M8/Ix+BTWrctcOnKAvYjwTd/zjOamTW7BoGgYb5IfBYWhkH8aBEDJxFPIcIwpHNTTz0smP4pAdeOCv+YErDMBgmyyHzp1GCMXWX0vetd52QLLRQRIcADY9QAlcrE5HtbtnHlbHxXO2WZMmAy5zMSKWec0lYQyXTtl3f3Wd3ERPhQ7edBBKzievkZd55cPvmwxG7YwhhGB5BtxqiIZtYeU5+XHdE+MP33op33XSC7wPvdcmt+Vy49isn2gNg70SP2+b4qaoTj4O2GkbpFW/8MH7jz2+urkgCYCR+fk/K8CxM58DyEgW8r2PaKgAH8OmI5triddadU0gALqRzM7etrIOUIYWG4GpMGcgKSFiis3dcXEyZeT+wL4pn9oNR+yiHF2o51xQ03jfTVvUZe7jVTDgOazAUTu46Y25KDPOYku2/1poWaKuxP3OLkRLrJ4V5p5driAKoDkMC/sk+GfMpIPQ7Q6AzLNDReHgEP+7O0gVFX1jd6pCgdhgaPtW2BlBe/VXdLKYkTNsdBrtGYtryvdqm3DYNQUAAlrQApYgF9ejRGcuVIEzxV38ncPJjs9s89iQc0xamM7XiuJq/CcBxbOOBuNs/SvMZZ6jbzfsmSUhxyf1AkNMRtV4tMsUwV+DRCCketGWmbUoFVWP0Mb/86Q/DgnIismWUWPLUjYYXOsgw+/6EnDlnNbcR6b5a6h8cHz0ghYDtnSVed83tI6XrS6+wh6o3RnDcQ8EeQNunP/3peO5znwsAuPzyy/H7v//7OHnyJN75znfiSU960oE38FDOnxCJ8my+eTJjb8MBKqHrQFAMrDHTggNrpLQFOJttoDzx+6ThEZYgF9M2t6dc+DcnEpGpeHB5MjyCUUYWSL0ef6esmCd39N9vkK68U+d27Lhx2e522/Yk/TIrXbLwmZGaIse+8Up/mBseoV44Z7Y1RcQkHsqUb2GDqB2TduVinDJz63FXXjrvuIUdcY/Z305yvI588PQoHnoxCUgyFFMn4RES/Iak7djxmemjN0ommgTdjvID6/ES3RjzESFqKwR21GZkqf4fXwJ84HeRFRNtF+96pkvI+yjBsvGdvnA0VNIZcyIb8fbdpCdaQdI6pq16qctbHnK/46PtqyUmd2zZ6pkOj1CYJfWxThBAZMB0BAqmvHH8Jo/VKnDPn5CiML9R1u3vrwD4pz7sfnjigy/hx3G3eIBcWbMKrM0BPHS2L2S9iklZj/PXJwZkW2uwOEfkSY0FQznL8iirYwVTOyFntPXzahHqpFZ5OG3MCuzZ2rc0VI7bO+rwCDbm1CgotU3dswKkf9O4sp4zPefnyExbMUarsZbZhLnuJ33fa/CNr3qHb2UhGqrCy6Kj6Zi24PAIloiMYPOrG2Paqn6eAM9KVF49UTY2YhpAIoV0nRoL+aREBGF7pzxur0CPZ+Eq48nHz20DEiNPThwXnpm2dDBJP2YJN2hz9yRO4QKACG/8js/BlZccm4z3ndzQ1PFTrIMf+TPg5z5/dfUpopP1gR062XlfV68Z1SMFdKLT+eRXALDTY9zoBQoWZZx7VFf3Dr9n68rj7i+dSoFBW7iYttRej1KK+OnXX4f33XoaH7nztI3/0rFd6ly653ahZECl1GLaVo48VGEdAuGDt53Gr7ztJl5LxHlBdTJUp6/ouLfs7AQDs6QDkKCM6Pb+roDykdbamVKez/pZ+rXUG9v9r33tR5HOSLMvuoAiTr2K1wV3z1kds1iCTgfxI8vvXZZUTEDbZWIdsm+FRxAQuJmIrJIyERmfkmmZH15ISAV5JdujqIPhcf8P8KhnT4co8e1pbYk0PlfkTv4julKM7OjyK27fOkKt8zCK/i5AYyvsALdDk4GVp8IU4I4JduQdy20MwyNwvPo5icg4pFFuR9A40xrTlmgQhoaoYW+uEN3XfD2A9KglIsug7ds/cjdObed3eXJrd3AyLueaAABCTx0oxYJ53wkYtxPlGW79y9ltbj8IV+eZxmY7F7oR/40g/NPFq/GKIz/B34/AUgko8IJ5bYlqAI2/i9gjEmMYRcz6eh2bChlYnPiombabQ2INJuxg4uS+S+egD82TwlkWN715Xgi9CfFgLWAapX0mxBynvcIyOBGZJGyliHO7I/00eqqxAm1xGB5hTNYGbQ/lE0d42yUxNMuj3kV4BOrEW5fa4FIV0zaC0KHHLhb5PsixGShom0GY2kTQyWxJSiqF3DOiNAkNpdjYRBsbdlggpShxrKQXlCGlVciHHuUi7pXyor2mKJYG+Z7EHSFkEEGAwKRvKxtKJArN8CiyfPYLZ+3amst0kX5dWJbjLJbYawC+jxZmbVGca3ZwfNMA8vEqjUlqm4+wcUpnQAYS9ciVZ1frtTtNpu282D3+eT3TllCHR2g850xWb2aGyrWidXvGBGeTrt7ryLtQZfnzP+VB+KNv+ezitxBCBs+kv9g5MKEYOWWzPFYKe27flFe/5LPwDz/9YdPP7EQzDnNBXM8Nd5/Dez96z8gdlSFUAMnJ9acmVKKB0matnng3JG3LQKbcWyiRriWxbIMH2HxSBn+01vdboBXgud6fgEDJ1vGUEodHWCcelXuect3jZ8usJTFaKV+3jCPrywojKqUhcAlITNYatKX8G/97Qgms9igAgMR/A3R+utMkXqH3RoGLn5fcuyNxpk2Z3yHoe83XKNtGWRdZoab8b1Wg1TgHcPX1dxfXe1nGnIBOn3YRhKk8YUh0xOugrikkp2E69LjtlJ4ISFaH5KXmNggAHgToJ8pHXIHV8asX1fpCxAzID9x6srhOE98UMW3NyQqXCK0BVo08fCBCjPw0G10o4pQemLz3N4A/+M7mT5vLk7gXF7n2zAOpmNnJz/Rr73RsyXuun9cmh9xoOAYGYrMzzOZ/4FMqER0n/0TWGVV2Vq0vHsBcsa4WbSQU67c5ZN1ltVMpSjK+VYahJkA8s10yQxOSTNjSoc/TkMuuE5H53mjFtNVWx8b8t6ZDx7OuQ+r1WNrvyrTtgrKlFMxy+weV7Fsv/rRGc0oou1brNqYtDZm2jZi2qjf7onmPzMvwkYXGtK3mWsG0PevKxOrx4pFIV2wBKMv3feSkg0sNj9DiuyZe05UFXYaeKvt7kIhMAO/k51clnmk7fmJohiigdPGVwGd8/Sy9NabEiaUrYdLBhG3gnZgpGfgNyjMt1gAqF2xtVYswpYRFV5641HW7CyicZ+poyKCtG9t9IzxCWHDypNGYtlaj+6/URbJf+fAIldl7pBP+6hqJXXUpMweG4lspNROR/b2ffgs+fMcZaYKA3lV7ic13aCz9HgsQIhaUZExzTNsukMVQnUp0NvNJ5L88Tghx0C4gr8n+FfAR/LFS9RnXbQuhdCbVl/SIctKyk+SD/jk8oWvSWVHEtHUP0W0A/bat71OZAwAAFAqmLSCg6EQotovf8D3AG35sutxVIka3JxqbuiuhBtkWKtc2vkvZ1QGENB5CymzUof1XNGVYxaGIrD07b7vtNnzVV30VrrrqKiwWC3RdV/z/UP7mCC/4zLStWROevURdQE6v1JhpPuYVuMwFInbRcXZuEWUvkBxX96yBfHfe3y08QlEnf375VzwZ//lFT8GG7KYdtZi2jQUwLJAkpm1CcABeMlaT6ReVYZFSahqDmbS4nue1KUsJjbDYlM2Beyiytg6gPBraEWEZKwPIVuJ2WzSJ16y2xiX6RFh0bKB4oKKZ/A0T4Ik3YJK0PU14N4tCFShxGatJ4vAYoJfBpLzJaGM7Zr/IGKw3kkK5K47/TTSp4S/M8bcAIGUmwVh/m1E2pw+y4qtKRELub87A7to90XxVqC6/+Cg+6YEXlb91nd3Ll1FOojSqzHOyN76pMQ8pFMraVZcea2bkHRM7ssoVcLFTN6RKeWoxbZGTMEa9JkO1fP+K2M+mpAmwluS+wvDx48iHR6jfn1t/PKunBCeASaNKH1/u0nA3V1x8FEwmX0clTnKstWLESJ+YEVIBGbmWRl1jWaX952LswZ5Ds0lbMxxrCxgCIIWYoeKuCQsgLkvWTAtoL4yCDFT43ZD7IQ18Y176PuFclXhRr83hDsqeS25dM+Mc2RD6wMdO4akPuxRf6RwgDEiUYMpGRxICZqRxxPyX3T7yCU0kkMS27vyOI23X8AgWI43YgNVEYBzf2DPb2tWqcHgE2Byy+akjqVrTiimV5AdZ98eCQIytNxYeISVjlB64vPMXgRvfUn4nfbm5vBf30oUZ8LN1fGz/zn8ViP7oPRngmsO00/qTjOW8jw9nLjuABCghslipXmc8ttFhZ1V4BPc8s2KUauUUsuNCvlOygUqtISY5lZQd6u01U0HbZYJAHDlGt5/zlnAPOQSKsQFFYvRr+Yj+iHIu+HVVNdHe51KoHcgpx4zOYX3InBVWV4vFKmKZ5dME28kAjLzeNZm2drsHMBXMyQ/ayz7iwyNoPNlC/DngIgZyu5mFeMexE78v+PUoBNY/Ddxu1PGBW0/iR199jdxTvU9fdYE8aiKyrKu2ElTqGNk30xZwG5FjSE+ILtl1o/gkz4SeZ/XxO+6TOkdc2S3Gou2ZeT1PCaPrbZ3krxNGqY5pJpBIrctWeISADv14eARnbNZ7drDwCME2+drht9GF+acFRHRl1XYrezclsL233BY9uoGzyHc1IEhEtjaxHsNhKzoFbYnHdyAgxJ3q4fcu3rai5OaC78eCzCQ/O0dPS/YW0zZM6+lxieT02DK5K/J9c8MjSHhHkyMXmINpVvuVaevWuoCE33/vHdP68X6xBcUS6ucGv6OAPpPpHLEJYAJIAmE3sj64M0ikI2Lkqvo5yjF3iNmOy2LdG776q78aN954I/7tv/23uPLKK6fZK4fy11qCTsyUlVUA+H8+7Uo845GX5etCh06A3aYY3SgbAB16bGEDR1ApOWGBLvaghUt2YSBc8ceObpUkL/7uiz7tymJzC2FVeARlDWh4hCSsy8AKlnP9ZA/hUOlubXjF5rRfg2+5xZ47xwIjImCEeWNxZYt6G6BtrdBSGN+gvAjTtpMjQwrUcN1t42scO8mbRRJFop+7dJvNFN1IFKOePBjLTDFLWKB+K+pKL6K0uQkqVOEpxpukjOH8DDmMAMRIkaJGFWGpeI6h7eL66vv2R4E7U+AKmK9ZlB3NOnbZ8Ddhc5JjHjJrbkoxcopME7RdLznQoPjGc6z0aHtx7N+Xv/Za/JOtXVxMZBlTY6Si3aZ8rXBuDK/TcVe9h8/6NuCNP5GPUSUdt+X7A4CNICwOaa8ZhETZUF+hHEY3Tz/4g1+IH3/NNdi9Y4Yx5p/NOUjK0w5U9FOU+gJlRsooKDOyPpLMy4K96n6fCo/gj9yOPwy5v6qkL9yRfmE51EB7jSC7ddRvBwxqqTLaHpe33LuFD589iwdWzivAMW2jHz+657h5JxVqX/z2u2/Bpcc38MzHPID7QvqpBrA5pu0QOHAdhI44CdZOz7NNmbYBCZcc28jPj64A0FnJ72BhDaTJenxb2zt1EqULoYiPbo4L7SdoXXyUMKZcNh/TXJoGo/lFaxnblzSZCyFiEei+SUTWzOjO9Sz6cziHo/YtO2LZmT4lHE+y4bCYy6ZPOT5qZtpKfNuqlZ2sOxESbkh+SSC8+Ts/B2++7i68+003rNjHvJE4/6QP1Hl241uAV38X0iV/V05eOKPSTf0kTNvTW7sg+6E99jQO9a46KpwebEZ8SsWtuh77DPcPvewY/u5TH4I3fPAOvnWEsUhI8JGY6mPX3DeNddq9Uzv2TDmmbUf5Xeo1GxTxH/7ukwbld24Pac+JJMx50YuDI2UE90xJvkOpFkcFrgvdn/cuXauVaTsAOfz4kWReQI5bPS0ZEPIwaHGCxRXRif4ahCnYGB3YyrQ82dOqfUGbWqhc7AxMKTMQW03XdYff3YpHmxJPW9N3NeU9RKk3etGQDROVyYWdrB/J9j6V5jFvF9rLA9mLCrTNtkV5iowTVzNrFEn0G/2x326AtgtJMDelb3CNCWVXsR6dgJDtjIXP8RIk/ju6FetdKXVTcqIuABvH2PYbcTz40INw7VUbSu2yHB4B2IaSnth51SU9wr/P/c1sJ3fyT9vlAVr5ywxpu3m02CjrwTtvvGedxsD2h7H9JEZEWoBIErL2/l4nEzFl7b2oQ8ITGDcvBrZPIV2gpbo9tSUk7P6CaRuxRJWIzE/Dg1BJqgGYnB2RoEzbkgBlbQHP27ffcAKEhOvvPNOuw5RCPy9a+66uNYdSy9qg7Zve9Ca88Y1vxJOf/OT7oDmH8ldJCKyEKy1ep9Z/rrI6dh17hggY2VB8zCsuZ4EeSyxwjLIJkBL4mDqW+Wg9MvCh15FT7Pjfvi5nPCMvnJsd4ZQeDW9t1Ppd4IVZ4+JBgFav5FlcRs94kOdqMm39p7GN472/ATz0b/ERpilZbvNRGWkzyQLK5pSCkXmDDAF83KMAyfSvb0sqsi0XL3xKBCRdSCIyvpXsr2d3WNFjSp9XeEXp6h04NSlFPFfIywgSk5QyeJp0M8zHOQBYeARLOKWblTXJW2X9iqMy+pxijPjvCIUBYEyfsaMv1fHH8cqcMm0MGK7Hx9Er40yNv2AC8OLdf4lfedKX4ZLqt8z+kacjjmkcp95VdEzbUDsEuK2tJH5zpXgStwYFRPzR+27DdXecxtc/+9HVHVTdw6X877ffhM+7aAsXO0VPIUi4NSklQsHwaggBeUx5B48H6VMErvw0YON4fs+iBPoM8Nrti07fYwZH7HlJQKpVc8YZckcWHN5k6Y3OOeIdWbV1n/LoishGoM6GfqyuFUzbVJQxXJP9bKtD1YzFx+MbHXhT7AVLEIiTZFbrZVVA3lvKDcn+a/vZRDPquIhai8Y3SzZ3neKvY8kZdL5vzu70RVI2PfrL5fE1C0tENiLEiTpuPclhEAIB1HUAJKatNZjbt727NOeO7usUlxb7TJm2CoBm0LYtXcghAVJikLl1fNqAWVeWMXQTMmjcqmPkxRD5RGTDWPsHIi29SepZ9Oew5VbhEPSZRpi25rDLIH9XoJbzHTOqEyyl7wkafijXlRKHYUiJE5F1LkxBAuGqS4/hws0Ftnsand91uxQkntHCbCyfuRM4cyfo075MfzEp48qzxvTRezJTk/0BLVgu90NwbgXvBAZcCI6keiCvP5rA9Hf/5WfhkuMbeNOH7gSAfDKlAKoFtHXN8OsqSRuLrPR1bFtxkmkdOVZ0NU+IYw8+6JKjqMUfgW8azuKEyeudOmMVHBnuS14UzPEsWj2xcXSDf9NTWpvY5VAW5t124yf2VsMsZrZbm0twNj9jvacsU5D4n2GoL3kwFLp25/BGfj0rwyMMGXutNaUV43xP4oE+iym5BMKR8VusyvL9q024mmkre3Rk8FvHNsbuN0dnZrKnpEm/hsV7hwjAzg0fHqFPCcE8njtDpxjxKc85iciQyvXD4poveP8jItz/giO4Vn8ncrr2yHp363uAD/we8Jz/11VT7oAawiilxKDt7ln48EstacW0Tca0JSzRgRCxAI/tJOE3QJKQGcinOfchbGGJbujDI7jmefJTsfuNMG11v7eQELMakvjdT+npcSkhO6hMHlk7YKZsPnMeygP6B928CNg+CVQr8WhsfAogSjlcBXg87qYyrNxgZd4n0zaJTePjemdzmkDCtG3FtNUWXXD0CE4g4XXX3DFSi4K2E6EZpe6usfUcyh7CIzz0oQ/FvuLrHMpfGyFTGlRZD01jJwRJKCaMuWFBeZh9+/M+2Y497aYOXWGgEhAWCKkHwtA4suPB8u+jG5okw11noG3+7o+/9bNx/ws23BHXNLgmV7JAkth7vWrfSAJCKHgim6kHwFIZ97bV7jTl7XvTy4Crf7b9m5flFoO2wXlxFV9NygTJ0gyPoFdUrOPyuPgEwOwl9ugTZQPBGcSBGoAxpkELbVcCJDDHXKVVFZyImETBJnJxeGDjMMc+FeMEQJGIzL0n22AL0DYx23ll/5RxoAEdCxn0BARMGjM6jC62ymNPDrjWMV4yE+35CmB7HKj4SLoS4cgwGVgXAnIxXFYICtCPK0ZFlum6Pyk0vfBzpfdbmSqDsl79m1//S/zIH3ygvCFVJhhR4UXX0AcWHqEy0vma4XdlFQlEycri9+LKL4xbgsb95K+ys8Henxiui0BF9njPCuFYiavnLpeblaVFFzgBwzpMW3imrV87GABPUdfG7DzI7MuRsTKa6CEf3Wos8c3QB+s56hsXC9OWWZ0yZmumrd0uoL/bA+vQPjxnptey+jSIXq8KfH1/PhmQbMzodQbYUU4AtyFhJBSo0PI2ViUio4COct2BwOEREspEZPL+Tp7bwSK4mLbUIbm5pPFELUbvin7pQihCuxzbKLPL2zKZ1KGS79Xjobo/89hvjZf2w2sWeULEoqPi2OKBSdNQlXcTt7CNI/BhUsqEkm1JKeHS48yAvurSo/4H/rvKsRN72x/VmWDhASqwcSEnbaLkNwA0PALff2RB2F4ZHiG/t7gi7Ey+RxlOGchISAYst2xodSQH8t+318wMgCvrMxVjWkNUef0gCchTAEu2B2cAZeBck0v9ydKW4WqJyE7dmm9yyVG1St6TWU8tHCsAErrRk3EcC5fLak6JlLIDFgkFKcOf0HKAri9G94wiNBpyv/zsVz0Nf+dTH2ggXJ8Snv1jr8VHT5yr9AbHLm6QA4btduuj+3rhOrlgtxEnIrtkM+DYka4xHEuig4aUAIA3fuiOgjFdADRCDBEFQto/dFmxTj18d3sSUyLkva04JabraC0r9Qt9P+5UmxIVMmg7pZ9Em1/qnGs9Bts1CT7cSA8qwiNY+0eYtoFWJyKzGe91eE1E5tacKy4+6n7XY/alTlnI+38buOb3y7p076p0qpjANl/sJanaOGyj663q0rrf2faMjsP8kOhuEoM0ANiAhEdYJ6/BiCRQ1g3d+PVj3MwV/13lCCmlYt6fvgP4mWeP9zFQ6GPjY7aXEyKwhNrDlqFBNikKyU4raavJ5kXA9qnBHeqgGkiDaduBE7enMVsDWEt3HxMLZyVl+v046KnDxjvS8Dvs3J5zQmZFeISUmvmBDmUPoO3LXvYyfOd3fic+8pGP3AfNOZS/SpIZHdMHjSl0bjGdAG2JcOUlxwAQFpKI7EG4MxteYCUvJyKDfK8KHYq/m8K03fbakQeuRB5zxUV8rC8pWJQG19h3AtoqI8cnENInUwM4ghwwUbateHzyHyaUhDkezt0tjm9UHLfWEAjKEC6P6vQOXCsaO3h+pyRMBD0vJEUsEWyz8wqOGg21cZmP/Yz1RbJFO85NjuSYtsl9xxuIMm3ZSFLWXxEcX5i2FuLCeRv5r6tLWaMzN0k/JFobUSAw07b5nPquVvSBVxiMaVsmcdDEFp4NsmpbbAEZmogMbs53QZTx0eNDPqZtKxEZrQmylbLRda5vPfibbJ0YNKlwUmSwjBVnNThZ6SsYjVUN46AtlxVd+czE0hAZyV1IAhK6I2oUoMcLgTx2jm50rGb7xGng9nG8y24GoFOOy41AxqabLUnig1LFUhRQXmciJyLjCnU8jda1Cmx27S6YNo3QB9qki+Xo/rEjEzH3C0Mo7wXax8YO8uxovdajyA6oqEEjZb1NM235vb752jvx5mvvtBmmjL2anVGfDDCHRcrJExfBgbaLgNtPbaPr3Fov1+wsx6K9crmhAG2JwyNAjLLCAYEi1II5wgzgYudCyMssh9YBRu21hdvHsgHqTkQYeJsG8fd9GCNCZAC2Uc+TH3pps27bh5AkDEe7jfuSJtNW3l9/DjvYsK9tT58y4AA8/MTVuOwUx9ssHNsWo8RltN66t12SMubk+bnHyV8BJAWYYHElmc2a69zoAj581xbObu802+yfF5B3Ngcc10nmXiilDCzruuT3MT7yLrE27fRXGyROsjfVDDbTJ8RBmpxjQOd4F3JYk3pr6kIeublM7lnvFPAMaS0ignD/U+8H/uc/yPuoOXVTMadVf/EAutY6iBdrdeYTOZ6NXIi2Ky5RxKr3TkwHmBSgufS5D4/QI8e0f96nPggXbC7E6crgxQ13ncWprSVqpq1KixwwELcg++3R62QFUCLAW6CERF25Z9tnP67ys/+vq28sqi6WbYtp69ayxnatsYX3DV04sNoc5yt0anP2VwtlKxZzdSf/EV2pxZhrJlGsTsqxnjQe09biyop0QhrwicgCSR3LbQzYqYFPBIyH3tTZSQNVqiPZA9zacswBcIsQRvN5mGwca9frQFt1RN96cotPYQHAzulJI7PuKbWjdejzSFBSEvdWRzxPj2DJ968R0qEptv5qn7hn8mEkPCidbx51nvqYxQC4L/zfUSHTSdsFS0xbktMRptpV14/aaHA6fHmqGABw9BJg++SguIuObqAplPMHqAQk7KIzvGGkERO/rZbs+PZz0OE6KSLoidrKcaNsao0BPl5JdUJkpN1cxSFo25JZ4RHud7/7FR145swZPPrRj8bx48exsVEOvLvvvvtgW3go5004dg+rrJ1beGtZdJowYGSymuUqRzcR0FHEnfESBERcRXxkLCXIZroLkhh4unkDwM0ntqQ4Lu+YMG0fcOGmr4z/VJsle1WpNLxbQKYcXSJIRlr/m+sXQEBbYw8pFDPsI7PpJ5UdtDfjWpRpq5lE5a3oUTtfApF4hYGq3gZom/IRlmDK2oxNIDEbR48MKcsE0ONlK0Atqr6Qv2r4LNOE4uPFAZY9FKwUzzu5mLbQ47H8rnx4BI5dCrGoSjC+ZNrODY+gBlt+SDvl58ojonEWdnOTa9dWKL5u4/XhEfqwwWOIf11RZvtI+R9/4A48YWuJdCRmI5TUsB1TjHo5TobSsNN2UCj6ad0N+w++5Tm45H+/XG/WUkFgFuGgOTEi+e1vANoyEEB6/NXQNn2nyZgKY89syo8pjXmNHDJNaci0pTyOfXnHjgj3xrH8tYxgDK5pxTs7V7IyvVyXaZuiAQFFeAR1euh0BgxsNcBVv2y0bKLFsi4IkFQcjxyCAyqXXXAE1//w86fHlD/ia3vBQvqRUMcvr252i3zMoC3y8+oekVYoo5pZ/UWvfCuADCQqkJPHlIgCorav5b5Rpb/ryNaAu88waKb/VqaRhUcYbRqhc++mCxCmLRvH9otj/DEvRhwesq8GJPSC5fgQSKuAUGPyO6azHymF/wOcGCqDuzzXymuG8v/9o6fixJndwffM4gJCSsKevC+Yto0W6buJW9hCPsrMMUcnjFCRz7n5v4LuuADAtxUGoIFs/Q6wcRTol8B//2Lg7/8CcNkjXf1ZJ+gTgBjzuue3Q+R3GYUllBIK8JyzqQe85drb8bljDXbPM/uETYtpK+3Oe18Zm1VHJoO2ZN+1+tPKEl3C9AY/75BMV0xJASNhagptqw5xw0ffS8c4rw0JS7fV176oBAYvclN1UGtIChhTTGNGaxKZYr4oI7ox7kj38ilgjhz414n+XYO21qJSlBW7oDIOr2/K5oLHS4dY6V5x8PmP+qfhb80BbZ0Twos/pVEwbQNhN3Emd9Ih3+8CC52LCXefyUQLH9Jjo3IUD8IjxCUgp8KA9lTW91A6xfYiye1vGtN2DtO23abJ3BzGXuF6YvThEViKE4+VbciOYCYFpMROMl+V2RZUJSILGndc9SvX/uX2MDyC5GEZC3WTy8mJBYu6UioAus1FLj+Qc3yM6WFhCNhlMolc4hctJersnBk+i7QYgAGlRpyxVyUH3BOfHuPwhAEAGYNyA0t+Jftm2gqlQ+2O1Ns+shHKfgTKU3IaX7dZKlUnfTuZh5NkJxljk57yHpE6EDihtoWnqU9VhQkikzlwGvVsXgScvFl3Dvv6bz3q/u2yKCBQLGLnB0T06JBi2+mZnD2wV6lPLfmZwVhHj0UXBkQBdtDyNbuRneaPueLCdiVmUC/L76r3w3v3vh7nb6zMAm1f9rKX3cfNOJS/imKbU0pYhPEjSEGZto3JB6AwiFnpZKbtTely9NThImJvPuMTHTr0oBBW4lSLLuAjP/KCdl2Vwq+eKg9olYqHLu7BmLZ9CgbU+CRjylLqERAjbzkKBLYWmoIBuB/dC8igLZ3KipcygVI7PEIfKyXLFs6S7VgcdTZm1AqJPXoQNuUooMOYOKh7AwjygEG5Dec26qK9XAV0qyhQEpdmsOm74w0FZlD0MfeTwdzdEUmcVo4NHx/QPzODttMvU2v36jtRNk50k+wmQdvGu1rRB8YmF0M6K3CEZdhktvaqoqD3DH+749S2tV9/7kJoMyjsOXq86m0fxTMffQaPqJ9VDO/97NEPuOioa6yAnODYUK0jcFvLHsX25+LMkf6Xgh3XsvFThFBAw0hF+TvgMg1H+34QHoEIBbs9Dd+fKnHHNjjKXmtMKDtnFmPV9ctGRzibsHJMl5LBujIRmT6rAo38HEESdEB/adU10Zd182pW1OAeb+zNdgK46xRE96yZWpE3I5Xc72Q/5fjeeehMtWQspu0wPIIC+Vq3zvkAdTfuyAkUDo9Q1tNXIPBGR9hero5pa10DBZ6EsVeBSH3MALABXLqvIse01Xe4Kk7swp3asDUZQ1aHruoe5NAkRTkRGTXHw8VHN3Bxg/1ClI9MbtxnTNupRGRb2MZmdgCQP8I5ehsAYKdjhpaPj5cBNzGctk/y35ptm5KBAL3uZqk0PdlRy2B2Eh1C2VCanARgEKtH4NBXo+32zMuZ+77OtwaQ4XURz1fUOPOdA23552GnpqhhWaqYtgAs6VblQEDi+nyG+7yfZh0rVc/M1yUs3dj1icgKgFml35XFRfeunHAsx7QdJvRKICFaDOdBp2Cvb9vWvcCdHwIe8nRuswL/cQmEgJ0+4vS5JS4r9sOsM/vpvUxDpi33WG5LBiwzcxh1f8Ulbrz82Xj57Z+FZ8wKj5DBy7FEZLHoew4ttggJgFCj4xIQB0qMCb/z7lsBPAqAI3kAg3VpkIhMQUtrmoI+VZMb725tqQFjYIY+We4zKgxeD2PyDsQxbXOYPala31UDtNUwc9rkSaZtSsW86j3TNiZ06hTod5xdqDcsBkfQ68dXJ3GdlC2QxvXUUATlUfdFF6w9o/2kgOPrfwx49r/WKstL/n/23jzOkqs8D37OOVX39jIzPbtmRhrt+74gCQmBQIBAHaIATpTPfMEmXnCCsU3Ygp3kZxwnONjGJIYf/gDbeAFsbGxsGQahQQLt60gabaORZpFm36f37nur6pzvj/e8Z6nldveMiLd5+Ymevl236lTVWd7zvM/7vOEaJQSxc7uT1XsBHPmkvIILEQDPENBW8ksJCW2UBULpHbkMs+Nl2lrzUg2BznZAoHAZq+X32wTaurHAvhcTWnq0l9eHXtKERtNzEfUFbX27evV72x8ckB/cQ3sRMDMW3UcFt4iuIykzuFKIrCSPEF4jeCzHbG7s0Ym4aCa3WWjtZJAQ7F+koDVfQ6BT0L/zRieJ311veQQKfJ5AbetsTqDtT/7kT/6o23HC/gEap+EJaJcWUzeOpLRR+ybQtpQyoCGgUKCAxBEsRh+6cDphMoEyHXjtFKD3NrdkNfIIfAZibRbBxjsEjuxEZCd3AUOb7Jq0ChU6z6XNr6hZULn1PTVt52p5h6KuQdSPNxIM2oZpcD6VMgRta+4fnonkQNu5rAJGozDSgnYmcnBo04LKebiLFNogDfdaoRMLC9rOk2kriq53EK0Oj2fakiPp2xgwbVXbbTzDe3eYafn5qdasjq9n2safuw2b+51BvF5M2zkUIgvZfg7Y8B8T07YFTB4kAMUYf/+Np62Ovd/4sUuhvwzudPbcMdOkYrrAM3snsfvxnfj4YkWOtLtHmjeOa40O78Oe6I9/6hoc+NMvoqhDOEypV5b1au2On8T3q2no7g2GzMzyJQwd1y2MPz8Dt+U0Ujf3VJm27LwwW64vjZm2CNrimLazjBlXXdmeO2kYqz3NsCMtSqCpHWcMyNlnQUAdHdeon9vkLwcAt5s/ShtsIO6v88Kf3eYxAIBCpi2PTwfWlp3nMnBq22r/JUXshDdZgTrpEP/uPWDJaxA70NX1l+URCCyPB1fuQGD6/fGXjxJo2zQIhQfchQW4hA3URJqLtu2FYw0JAgzDdTXoC7xBKpqoXdbK61hZVdW/Fpv5EgRIjX0vxsBuLublUUQVpVOJHxHTtk4ewc6tuotOyLRlvcRZAzMGuSStxWgTFa4TQMzuj06g3fpQaHp/EavaNpHWaspS0bBBd/eA6R8tJZFDNqbkl69vTPO8WvpSvFkGIG3gFsZn8UdMWzsvK6YIATANc6axc5wWBCk6TV9eD2wbvZSXDQ4IDphbH01wOxi0RWWe5tvdP+bXxnKBR2NK+u0AsfaCzCD2VXhNNoBlyQfAGYfLa8Y7sxajx//Y7wPP3w783D12MmdtVA0IhW0HJ/Hi3sO4VQTEiB5AJNAsz8BWgBhnEYgS+WGFLSDUkHJfuXAcUHP3GzyDKBAoKFNMgcaBgbF+y4A9R6nYWPl9hoGCKIJITFsGKAE4cLNs2gamjg+PCdYkMTfQtmno+WDDLC2yAejCVIksrkik0YCrKeEJBwyWamPQljICvL0vG6+nCUtZuECxiUdJeX4VChJFI0DHzOo6SSMlbRCMJTOEKDFtbcCmlx+mbHDwhW970Nb4+QWItZaNMRBpv5VHqAlQ8T6lNN6c5Jt1DQpNz0hBoxB+nyUEsFGfhQvNQcwKyM9iTlKG3dIgYyNktXt5hLDNDRgC7BwNm8GhDe3tgFlAW+fo9tybGKFc9k+u3Y49/jlbITJBzGUAcX+zmrb8fmc1m60SyuQQ6SzpPW6PE1sgL0nUklwMJIzRUEohzjKJ19ZuAbSh4yBxaE7OJ8YeKtcz5rgKU/9Ttnk/lnXr1uF73/te5fM777wT3/3ud1+VRp2wfxjm2XPEtG2aboQMWXJ1oG3i/qY1sTe4jEhhnXyH/0hlNW3jxRoA3nHJqtkb7ek9cROgvaZtGezgfwtBbS1oEXC8O6OBoLq1k/MCsXL5ck1OsNswzwbazgW1ckzbmPUXphPGgKBAVilEZq0EWvNvtMbNkWlrqBBZorzGFN9GImVNEbQAxO6xfhmt58wajC5adF0So4ezA01bo0v9ihvbgtNRLrEigRJTwhSASlAZEXmXKlgHZ2ZQK7SyEyslM23rwEXeDc5FHqHkbFjQj69POlt2LO54GJgDfFHHYFy50AIB3D+E1VLt1b81BWmmukV1HFiHJwSW5o3fRk45fXv10IBtZ/W5hs4xfeDBMgcI2XcigEq/AOymTDT3T2aC5BoRuOv0vkqsWlegBHAbzHDby45QXyoJ3Ktcl4BvLXqk5bm2x+yRNJG1rPhexsUpgRK4LwQYvuDb4/mRu1NRkYfwLevZ7sCnDzfCtUzb+Wx1Xf8RiArrWOBKM2umdu2Au2di5sr4YxCrLy8BOHUWVyD375xBVl03L0UgXADa5h7o5efjnj8D6vZnpAtfZ8JviN91xcmAIeY0AaEBs5X7uNau+vmj249YAFzblHnb3QWQBUzbAs2aw6THHfcZl3KJwr9re41wz+AYuvbpaNP7HZSNUiZpLKZqFpbrsVoP0BZALI8wS4As7Pe5rRBfu4lyYG1ZF5VsbLrr5s4i8JsMBM3jsBs94wuR7R7rYqZDEhPMvgGAVpDu3my+jUVpHGDfs6jVuOXNcpBuLHXXsfsdIBeCtoIYeSsWtMB5ME1AlNflFpDCF2KDWw+8/+e+w3t8WZVH4PMpWU0z53/tG/fpvq2AIu9n1dLWX6WBrxZnTDGAEr4LOkoEZ42NgpQCOvL/yk5LwNaWgXBK6H/bgHl4bwBQ2L5e7gvlMUlZSibW8Q7bpDW0nTN05Nc3maltT7h2hICFlAIdI5EKG8wyiMaIMX79s81xbSg/1ao8Aul783voQfjsrRE5F3OAEmjzIkpjq8aa5RFm88kNuoXGTBBkDJfm/lT5+TMKfDJoW7iAmzH8bqr3z2xwFwyRnpkNcNCw9MxDs0zb2TI8vO/ib4JZvo4oIkRUN0HJUBfa1M9bssqX80rcwp7X/y0rDO37mpi27mf81oTw3FQhWJqCCpGRpi3LI0j8av4+dM646biZti6w5ZjIIWjr286ZV0UA2vaSR9DBvBGuR3Nqby8Sks6hYeURpPT7hYo8gqx/l3xMGPAPrTUAdCcrPnejqRQKhfPfANIdzo2CaRi31Z3/MZgNmNQus0JAmAKJLWQb7meEXV8MJGYKIJHoUayV/bTSOyu98xOats02b9D2E5/4BIqi2nG01vjEJz7xqjTqhP3DMCVZ4N8gEYgclMhsakXopEXGDrWgCtUcWSsgUQjlqsgawIG2sJq2cXvmMIgbmbYsj1DATRwVT5smXWM0acg4pq2OJlzeCLA8AhAwbeuaFIEMvSbWuYC2nagQmXdcBFByVATsOkM7kuBe65jG2kUyHYtkLouADguRlaQZJGncVAB01jKqOEwRMmplJ0Tl+7XmGAQZOQzWqSKHBMTcsc+I9YdZqw4CgGoTSGziBUmXfvI9Q6aogNr3/ibw1R+r3lHptQp2OOE3dE1MH7/I1S/Wk90CT+8exbef3osX9497YDFgJvKwUVJgqn+1e05zsboht7CfNOwmpnNwbaLEaU42O0aFkejkRTUgYMGm41qiQ/aBHXBKUeGCOtA2ZMnkhY4AWa9pK2NN5MomW1Q+qzQLcSEy/13//3xkKNFAG0wZRZyZtcVMKAei6HKa4BzY6X6XDQBIJWvazsfx8+O9rhAZ/zHXdkMihHPaC4j6Pj0rQ9g4p7JW09b+3p+qY2Pahv+22oMC/LyD+TvQbgVfmf8uZPwnEGjLwFmvnq4hI//q+b2UVucKkZVuKp6vYjSSnf5cG/d8WglvNPn7jU0pmYCyg/2vn9gNAJBCokCJaWuCdtpr/PzXn3AAF+vNenkEe7wm0Lbp2ahgfuFTM+Mw4QIqICDFS9/wBt5u/CNW5Nxnm0RKV5wkleZHw7St1Sn0L6eLNCCDC+RAz7GSwgaeGbTV8VpPP0sM2yJeEzbuPIp1z+6nP9n1SRgCbd702z8EwEw0L49waLLAw1sprVIGXlOqpKtl0GjB/VTWkr/9+Uq1dfoOb5YDEMRuCA1iOQJ/bvrrm85bARFJ6tSvE/7vwec8zu1ay+PIF/0R1v+J7/ejN5+HD7/1XFrzSwE/Uwaa4Mcr4MdsYUp+uMsI4L97gKTQxml9RqzQHhk2pE8f3nvJjI7T7KO114Nv9gN7b8HXUQ/alk1b5mTsJ4YnKtwcMKdASgheNgT8ykzbrlZIReEDuUWz3xRnhZWed9g+fl/Gg2yNbpMoFV86FiufvFdBJf5KNTQAgMdRD//CGLywbxx//OAOwNAeSvL+BMDCvsQH50IAKshOYe/cgPpwbZG2kmPqisaxZ2VKYHedPIJpZtpS0U0v+RYxbTlDJJiz+4KUQSpEBuR199nDeF2r86m6haZiZI2grYh+ema/9xmIRWogLNM2hyQfVxgrRyJRiNkzCOdwJwA86zdM6U9U9b3FWYym0QdwwSiWtShnitQ2xa4PPcgV0DnGuvTwJWMe/N3QgsK01euUmLbR99I42DOb7yFTSGHQzfx3GL8IC5FFZzE17Z2v2e/XAa4aEsIUUE7TNuipdgutIdDJDVJpIj3e+Bo1QHtNu1kX/oRVbd6g7UsvvYQLL7yw8vn555+PLVu2vCqNOmH/MExJaR0+XakAGpqQ4eJUN2kxc0nhwjWL/GQOOKYtYJ3EQNPWuDnB2PbMZRQzQhpPPBLGFsUKJvuSPABN7gQoCVhHMHDMXVqX9O336ao2SljTRq+b1sCmnI+FTFu7CQa4QqgvlMFGKV4191ojqh4BlHOVcjBU+KuxEJmuboa4dZUod/C7sIttNodUbwCuj4k8YNoKe68QEXBWFJ6X7MTtk5YtpkKLz7aDY1GTog1MUyGyI9tL98kgTampInbp5ySP0PAMpi3j6d4th/CfvvFUBcAJmXhKCkonPO16YOoI9elZ5BHqdIX6Unpmk0ElcCpaKHo4NYUNcqBmHFBb63CzOVuNPEIiqSdy8aW4PR5o+p/rNkVAvW2R6y8EEAEVYNexLerHNAPzVfa2KL1vnugCMNt4sJjHE+8vmMEYtoXvuy7ttrZtiPtlmrD+9Nwd9rAQWfi+jG2/A820tinxQNtqv9Ux8OnLTfOjT0tmpzL0C7nKuhDAPR97I+7+6I1zCTkFN8NpmiKW83GatrZvuwmhqPm+iYABesYMGnlAoFffLiCRF1XmCAceKhns0RoV/23jrlE6pzZuk+uZLtynSnNzU9uE1+a+7TWnAPBsIi48FTaw0CUYLCiyVxjaHIWFmgpjqmnfgTkttZr04xS5v5DO7ZgLABMLqBOIR4zD+TJtu7adaS/Nu+OymgY1MW2FcHIFAPDs7lEKhgVfG8AMDIBcUMA82kSVN7v8s4jnSRUw6acy6vtCaMRglAUEJK+dHmTijRxgGcqYBYAynp0fadryc8imar9DWgQh05Z17b2USvh0HetLeN+sV6aLAY1/4gqzxi0C8MszuymTjK7QTiRmsphdf8WpS/CLbz7H+hrVNUeUWtufxmC+sUBf1FSVuvlIBJlEPmAvIgDL+RsNxuPaNKawGkTgrJvvhL/RShDJf5/blyCeQ8vMqgISCr2YtoUb570LRXIT/BMO76ZXIbKOUUiRI+VgQzBGOHXe/e6uAZdeHx7rT8ygrf9+E0CuBNcL6X1rvS14X0ApOFxvzm8svRPh/IvmdRoAdo91wAQJJUTpWfChwac8Do0/hjNE6tiwDGiK4PfCCPb0ac0L55qypICkfWZjITI7zrimS/gUXJuEtF1cOr8GoHHngoxAfb+sYYfyTtJldAbPvpMVXtO2Sb8bnljF3yXWvJ8mu1pAGGPZqiyaQlfkOfp40+y5X3NwRgepLUkp591J/VgToOdZe9pAIzcPQduefZnHvGjus6bAfVuPYsv+CQp0Gel8WH8O9N4Tc5aTDPxId5MpkYnsfmB20NZKvuQ+QKSgq9JZpbs87vdmz1Pn3/B6mjjsI9wL8X0BMzmtq1mTpu2c3hmchNYJq9q8QduhoSFs27at8vmWLVswODj4qjTqhP3DMErpBGAMlKSBW0dZd5Os3eBWjFkQMsGVpy7Ba89aAcAyVaGc82bsMYnJrDxCXLmzrgp8tTH1XZoKPMh44x0aO3RCwRUi06gFN3kDTI4tLb6eaVvfRnLiZlsQ5+CZhZq22qaFCk5NN9FGidtaYdAZUwUdA6YtTdpzcIIBcDqT4kIx8BulRArH1I4AWXuAriwO4e+FjRLPD7T1TFsAECVNW2bAUbRZG+HumZm2xhhsOzSFT3xzozuW2ho2LaN3UG5XKeWJF+jykODULve7k0eoYx4ySFT/DNweCUFxBMe0ZdDPNo+Bo74hYGaUNgMNCyO/o7qFUwgZBHbDTXsPx0gXVP0Upur8WKDruNJh6rSkhaxliwCIoIMndoxEGxnPtBWkx+X6TwiU8iZVNjpSLI/gjjPaXTlKjeUNQFSIDBZ0r2q4CmGda5ZmcfcofNrtrJp1Jnr1jk04n6CSnZ/ffnEsW0NjyqfMdzTcffzMDWdi+YK2DaD1CFJUPvc/2B8M5w9eGwSA05YNYvVQ/zw3usL/DOURdG7fA7OHewRReJ5zG1D/jMOlq1cvLyCRZd3KWldm2nqGVjhXx5vzz939En1H+zTxcuCzDBY0soCFl0C69oxlAAzGZnIX1HV90LG/dXyntm9TsIOYtq6gC2h+zWeTR7CMWc+gpXtNWV6JzmTTQAMgBvG4pc393C1VXtO2Jes3NcdtdUzboI/NwIOSpJco3Hz1js/dj8+ufyn66iDiYpPRJsohIxY44HWnxCKkDTQ9qenMAKaANCbyLxgQYEZXAeH8OQbIAWKMFkbNWdM2kn/owW70m2W/9kqducCtkwUJ+r0BBfGpKChvQuvXLtYd9YXIOHjk1zFjdAAesmYzHGBLzyLucV4eIWTa+s0v20Ar7Bd0jgKlQGGgaUv9mz5mgITu178Ll7oN1K7/nAlkGudi45+3LuK+y3On0f7dIH60Dlgq9YUyg53K1HoQ2gT/TyfKndSCT7nvMTZDpm1gUSGyqLglkBmJRGiScDOIGXMmBmB0NM/E7Yia5XwNBpRqCAzuUJKSmy2Nv6eVMyDrmLZFDozsDNpbz7QVAHQv1qI11gXV2ljWanApZorXMW1NAW383i+UXQP8bZTXMSlJwuaMpf1YPdRnNW3DMVIFbQWaC5EJYce9dq6Y/6oIfG3b9r5A01bZtS1nMLLOF6sDbUtNCftlJ9cWtJ2oHbM8/1xzxnLXRv7JfroE7QWF3XnTeuqlChNpZbeOQx7BGIORKbsH47FhNKSdi5LSe3NkD38GNNUU5OwACUN1KlzQcTZNW4ne8ggUnByZ7lJtSe755T4+G0NdWHCYfvGflzIhZjWV0jjLA21zmGohsrIdJ2jrSRb1oK20TFv+3c11Alb2SmKmsEzbRr2XGnZ04DP7j04UImuyeYO2t956Kz70oQ9h69at7rMtW7bgIx/5CG699dZXtXEn7O/XKDWFNkpKxM56ZA45amDaulwNWtjWLmNwX5A8gqDvGQMrj0BMW3ZUVi9q4z+cXxyXPIKERmaoSMJ///azGOvkpWPsJCMljCks+EltJMfco19OQB0SXGyHT9U0z1A6XHCd0Nwmag6Tbj5Di3fAAvSnKGsiiYABWWYVl8For2lLBeHmxgo2ukBhpKu6GYKEXIjMhPcIn3JfWRwiz95YvSPMbTEKwE0N6TZVIlT7FRz5tZIWQIBoJuDid93Cf8wtipzmokts51lAW/p+naYtvx/Yn9UNnD9BzSLX02IAxyCWRyiMAfoW20rhftPQZLVDrsRyAPezXkC/1bTlMR457BZ4Oq4luk61XjRXXjba33uW6/ooumXfCuuAmkCH1eve+s/KxjIcEdOWhzoD3tyvmOHpgBRt358HTgqXXt8czBCC5tRZmbYWIOB3mar5a9oCBtefvRJLB1ulT4M5E8TyI2BH4JJThvBb//pSrxEbNojvu+FaHIzhsRilsr5qmrbBvwPQ1vXtyni0zzBi2jIQ5C3CYHt0dJZHKGuQZq5wWAD6I2BEARVQ4l9dtgYAsXTLm11+N3VFJ+rNj+1VQ32AMXjs5SMwEJ5pG4yhwlhZGr5ZSUEpCUMbR9ugSDO1h7mgYHCcY3Eid/djbPonL6U0Vrg/AoCp2yP0NApo0PfUjwq0nWX266AFz9qurum7jnoWqgEwIAi0lVYGJ+pPZVmEupRFWNDV9ifOUio/N86uUTaro0kCocXyCGgImoftQAyAefC2JmOCAxUB0xbGB25Fea2CTfWksKN7phVAkE9l6CiCH/moWCP/vpcOUbYG4H0gIbB2ab87T/ntesZi/KwEDFKl8GNXnoJfGT4faxb3138PNPZHpzPS19eFA9oYBGE5XDdGA7+QIJy6llnNZAinn83Xon+wjn0gjxCBtsFcFAWwyg+gqm/8lgtOin4vLIvfzQ1lX9B4TVsn/9hzHvFAW3hYxLQN/qAEM20LJByYCgMIJdC2sbgmSgQFXueDtaJpShGS2OnHB9qW/DxZAz49+kXgG/8u/gq1IDrMZfk0ra1McrDvigMYxnriQgSa4NGzEu77BJYawMDtK8pWlkfgQmTLF6RIbQp3dEiFacvyCPW3wdIu2nCRS38yJYWTzjP0UCKmrZJBITKgHrCr9ed5ZuF53v+l0MYzbWsCD3wbiQWP+busa81uQlfDM22tX8vBk0SJZtmqOdoPNh/Ay4cm3N0AcLMnUPXTqvIIpWBvYI6BDE2yMw3rVvlb1Ihm8o/RmdubJDa7GKGvwT97MdTZ9yoVXafvUZ2cOQ9hKydZBHONYDmLRqbtq+GTWH+9ZrxxthJntIWFlGmHS5mLU12S0myWR2jy8+N3rmt8jRNGNm/Q9rd+67cwODiI888/H2eccQbOOOMMXHDBBVi2bBl++7d/+0fRxhP292Sk70JssyTcgJXMhA5c7UiLQVslFc5YPogVi/pRQFqmDDvCCgp5JI+gJHDBkjlGXqL0rLAFBl0LFPzV4ztxZKJbcgCtQ2ejaVJoci4co9UbLzzFPJi2hTY4MlkGioNrA80LQmhO01ZFkyYDo2WQSskaeQRjqo5bgB/l82DaGl1QiqysMqMT1t7kC1jjV9Rz72uo+EMjI6/6heBfvqCYsJqkDjgDgbZ+M+8XZI6ga1DREcD/OWqrzoGkVW1XCThk17bcbcupc1KAZAt6aXw2OCb+Wcog+u9fZijoThW+jWPaVpz5GusVKBF+1EIp4Rz1WjNFwO4p9z16R3EhsldhxRbMIqhpjvHyCKSzG7eJN+UCfk4rM0yMETXBD2/aAqPangvBNZ3T4+ap0rms8xoW8nj9ucuxeqjP9hcBYzS+/fQefw7B8gglQNQ3mIrlubZ5S1WPgoUNJhrme8Ngtz1XVhgLKJBJKZCVWdmzeLTuucF4dmbwHadpG7Tn31y1FhetWTTHm+G+Cf/snGMq4NNv65xOAcfCDjYdhTZOwy0cRk19+wv/75UojESe5Vg8kEZ/y4PCLkDwPEKwtPQMWQ+z0B6c4vHsGLulx94IDth55b6PvwmvO3s5YLd7HhBClL3BOstf+HdX4YLVi+Blh2g8SOEZS6F0RJMxKOjBV+D0FQsBAKnwc6M0mQ24enZ84cBaBrXmN78kPDZgkMo56mfO1+p8m6CPdQJ5BClB4ycsRFp6bykKwADS0LPJa5m2pUrONaAovxYGiSvaqPZcLI+kIbGobStxw2fvsKathAG+9MaGh2AwLQbx8ezn4rW5F+PWbZZDeQR/HI+7cF5wgWULKjrNzZq5j4MkufbghtvP20BENy/w8uEpd26ANpyrhwLQdg5MW79pBlqJwPvfcBb6WzI4B/3MQGnNR6e6eOXIFFhfXxvLeGKXxpELWNPWXltYPd0GkxykCvrXPZsP0D+Krn/mQtiglvQwXsi0hX2uiEEFA2PT0+PnvbAvnvMWDbSqhcgiP7ZwjPo6P7Ni9n1/5s7N+NXbn/P3G8kjIPo8MwoJcurLBtEYCX0IgNn9fh/QqGkruOCo97+aWi2lImbh8ZHo4vmlDnwa3xv92pTELUWsp99kuQ1IFJYxZyCQWMZt7gDa4BzBvo39dwMgUTICkdw65ogP3rctDJAK60/r0l6oDHQKZbVRG+7DNofqdMQAkgMaWZINslSIjDMP6wlE9kPg1OuidhkDLOlPceaKBe48bIU2QNIDtLW3mjiZqNIcbWCLUpNPq4RB7ji2NC5airIhjodpe3Qys6PAS0hIu5cD6jVt84BaK4BZ5RGqmrZzYdqW/M3wECaUwNeLMAjOHwbmG/c37PfxglMCbXXeOKYqJhOaP/LMrV+DLYkcSY/sh7mcuLdxcKKaAcveXuEY0+HzlIL3uhJHp3Ok0lS03P2J5sCOBk7II/SwY5JHePDBB/Gd73wHH/jAB/CRj3wEd911F+6++24sXrz4R9DEE/b3ZU4E3hioHqCt23A1RckcpdBHoQRo81OIkqatJLkEx7QN5o/5gbaxUyJh0NWkQVSvq2Yn5gDM/MI929xmNYy2+krAAqz7xay6Xinej75ytLezM5dQXD4dadpyu5m14d1Ge98sjxB9yg5H/Bk7vk5kf04MV5JHaGLaOqmC4Fxeo7N8vxEySoXI5gge87MzYJYIPRdhnFvinCxjdQ9pf2XPLRNXlduYksMDD5YAIMddtavvq8K0rZdH4Krr7jlxWk2Tcxe2s2QhU6gbFdSi+w/BMmI+mznJI7jzN/w97mnEtM17aZ3pwjmJ9axW+epHVnvqzRoHItNzCzdc3oERwfMzQQAh1JFtdAZd36k6fDQky/0nlMggZ9MEANM7Ll2Dh375zXZTLTHdzfDBrz8RjCNm1jdE5J/7a+AP3mrPzh2Qzk1MW9P4vOqMnXN/luAvxqfMd4py8AA17H++7YZ+bni8etZSOH+EmrZst129Ft/5xdfP8Wb4i8H77MW0dT9N/L1gM1dorwE2F2Wf4UtWA1Ji054RjExlDrgVwqe3G21w6tIB3Hb1qWHjgzHvXbrxji1GFbAWEgfa1rehseqv7b9rlw64+zaCAl+OaRuAAczSayeKNsaCslyYeS4tWJYVGqmlBD4tzoNRrbqrB5s7HqMGv33blQCAFjyLxdjNehH0S20BKIZIitmnvcjCQmQtVU3jflWstkH+Jc2YWNOWNKH9GA+ZLcYwYGoDK2iQR3CM29JPaxI+7Z8lloQxHowAr5dee3LRQB/+zZWriX0L7VKhW4nsKX9B19eYkoN4wZwaAWA9N3rM5izJI4SsUvoZfAUc5ragghCNmrbGHs+SGp5ta8eaMdE8WJjYB3JtKvsAgc8W3QqsHqdtcJh2DdBawIWcXHNVCzCeactnDGsvhMHLSG+zpt9xSnUIEGw/YuU2ii5iEKNciCwE5PxAq8TnLNN2gz4Xv5X/20obAOA33n0ZElEK6ESatl5zudA1QGDZ7P7ku8/uiz4OmbbRmiIEciRIReH1d4OAQFlapnA1M6rraJRJwCCO8c+niVmmlLRz5nGgMgGjFwBq07xLTFStI/fAH8YfzuKTF3bPEaY5P4DLcWjh+R6ADu8p6CcM+Glj5sy0ZfkcJY0FcA1Jo/kvlE6gIE3RGICTQTsqfxNleQSBdqA9zdI/teA0mzFWi1q74IgxwLVnLsXNF62ypw1AW2OA1oCVR6jOo3wfaWm+cGOZmonckC+VQJNcYFDo7vBkFweniuMCbYWA21vxOA/Zw1VN21KhOVM07zkCeQTStC0FHevM9f0efdZmixoT7Fn5u3A3gl5SaM73ckzb4B5K8gizjmQpYYRAkWfoT0nGY9lgy5LEgn20u8RxzA0lMxCY7Fbv0dh+EmIf/HykEM7f6GggEbQG1gbi+aPoOdKH331mryuee6IQWbPNG7QFaDK5+eab8bGPfQwf/OAHcemll77a7Tph/wCMC0kJaCjZLI+QJIG+1RyYthT5AjJNmrasSUfAWmL98GrV0LkVIkMt4EigLW10nANb9STt5pKrxfJEHTCsELKVBIzbpHKUsLlZuglMKQMBvcxp2gbpCQLwHBgPRglYVgXLBZjgvmvYjvx+tWPa9lgMvnwTMHEQRpNAeqKEi0rz606kV4ELz8XPqKc8gp20XUXeeTitDrRlvoMINEnho/DawD8DmbhUIo2YVQMETrfW9J05yiMA1WCDdAChBSCELRDWC8SahYVdQNKC5xh/3lHiyzMbikDbkeNa66WIuWpKVsH5+Dby3vII4jgLkdWZY9rWbMaD/tTJdDQeorEfpjCWgNdYq7ZqkRZfiQENB3AzQGjnHh3MBU4eoXRbblNNbdUBbTZR0rLTa/rLwReD+4cNaJClSiIrxDxT4zyTLv403qg/u3uENm/2UMXsxxqWWWP/CX7yWAznjyTQtD0mC5kRa67wn+kCRkgfPHLzQKjHJzzoHwQuc+3TydRc+7ZQ+Mr9VNB1sEXzSUtJl96ujUE7kbj8lMX2Gtr1rRf3jeIzobYpb+SkjDTu+DzBIQ646Ml4rczBtMFRQgfBGP9uhKA1IHdBQArbZIYAWw4iMWj7dfkObP4X36y9dOKY/MY3w95LGxm6sHOvscWitD+ksCxZBjPny+JIlEDHPv8mEOH4raY94RyFlus3pN8YzzudXOMbj+1wv7OPIyzYdPLYU8DkYXteZiiVZBKCDaExxurUkTmmrajee2GM1TSnwpYM4lMKLr3bRIqomFqtmWBPFwZ1ygXTou/Y/q/82it07vVbS/3eHkE6m3aNlNJDsZXT23eQG/IlOG0aFpAos49dcapS/yoDEXWMRWoNfZ99zLAqPfuXGVT0rAgUKOxa4eUR/AZb2nZb0EMgKEBa7XeseauD/pCZIJsu9JV1Efs9jmlbRHNhhMsYOk6JAuPox326Yf8oFZQIpQFK70fnDsB2PaOXn2j7iiq9CxUASSEjnVPcUxQ+myAoEun0xLk5rvBUDOT7Y/m+fBX6WJu8akIkNI6OZ84ptbOWaVvSfOW+WG3PLExbnv+tBnwRMF63ytNx73n/zWvaRuOZ21dY/x0ORIuYtjwHivhbrGmbSFp3CPQJ2l9biEzXsgr5OgY0JZaDMEpaHyQgIdUxbXtq2hpNwRbAAXq8f0Np7gKYadvXg2lrQVFVnme8HyqFQMdmUymhkWmWR/DX/MaGPYDReP+fPI6RqTo5mt7mYjY8kwXZjnXtU6XMFWHyRgeJ7/FqtQUL7/m1YH2YDWQWfl9UY0bnNqDIQfYGkLcXkcmUoxzBPVhw3mhaP+fCty2goIsM/S1l85kEtKgpfg2W8ngVrJQ5EJo2gDRemziqzyPg5jttJHgo1BYjq9vP2j33f/zaE7jvpYP80QmmbYPNG7T99Kc/jW984xvu99tuuw3Lli3DySefjI0bN76qjTthf7+mpHX5jbGbzvpB9MvDF+LMFYOYXdOWC5IpYgwYmpyYaQsGdGAghde0dQvzXMdwTSRZONA2mDLrJmCpoIvCL57hZB8wxQALlBYBSxh+AWoldWBGExOxN2ARWT5jmbYE8HA7jd3QojSBk7C6vULo/FYKkfmK2+SQSDQChUVOz/fA85SWB+EAwdDBUYpTTeJ7c7hH5VlErj1tuANHeE5mePGIHQYNOGeHmLYMLtmNhdO0pU9408tOnXOa2UGok0coOVOhAxYaR7+9w2n7Rq1zVwMShdcInKSu02a1b5yZmsHGtTAG6F8MTI/4ez8GW7t0MGKs01zRwzEq8tkLkR075FZvgoMXcd+Z7hbIci95cvHJQ1GbvF6tRJjkGI4h39Lme2b2PTMOeGPN+m4RCMhRejvmXtw/ht2jM7UMHGKqWjAwTPETAqmS2D3axdHJTs3zKAMJ/jOSR5in62caMguYfeyAQWGDWrYfsjxCWSLDHl1nDIxo4+URItDW50HP7x6CK7jvr7kc+Ll7wNqDAnYe0lw8BogY0fz9YNxx+7hdsTxCszHoBfg1paWkY8C6woj2ujlRmAGjseXAOB7ZfsSdi+fXRf2pA4F40xTG7wDPXGrUIqthrZ+3aiE0BNoy6OPGMyUAAkSIleRTgpl1LaVAVmgfBO3R/6o6rn7T3I8OptBHzyHQK+fZl+clPvv3Nx1ovE6dpVI6bfZUmh8NaFuXEhrMK92gEJkrchOMn3tfOoj//FfPwNjAqZub7XsY3v27wAP/Oz4vr2UOvPXn41R7Xn+9xFI1eF9oL1+RG047NkhQOHatEMID601mvO5qFNTpNTcYv36ziWATXwZ36Je4Lyc1esn+/LFfx34Brw8V0FYbcAHKXuZlbMpMWzoXb1hDP5JiQwIZkvhJqBTEtKXv817ZjSsAUmhcc8ZS97nusfVj/egQSMz5nyxRwUxbK49AOLYIHBI7/9cxbe0cmVhZNAD405++pqYlBK5HfmK0ZhQuKODxgVnGpqhhaQa/RtKzUiC3hZIVrH5uiWkbXs2BdCYO+NN5wxOzpq3XGm0kCyqq+XFcTFv49wCgdn9UBjV9DY8qCGh6ZVRZo30jBciU3YMoScG6enkElhKga/I8Vi5cxcaBPjYlaIwmAl4GLHwD5flVJpAoeszl3t+ge/DtcOdnoFtKtAOGqxSU8aRdUL9hH+VAW+pTZXC4qmk74HzlsunAVwiNAWwuipppClwmwiDT8KCt7R85JIo8w53P78czu0cbnk2zCQvfuQxLISED9mz5fSZSRoXIhNb1PiXg5opb1CNo73ogIDj0IhoYnjibj7DBnxAo5GK6APDeP3wE2w9PVfct0Umst9HEtAUgdAYBg2WDswQvARQiIaatBW35s7rre5mZ4/NLmup/AIC2ciIetBXuesJ+V0orMcEyKLVM21Ig1p6Np5PxGS83eVyFqf8J27xB2y9+8YtYu3YtAGD9+vVYv349vvvd7+KWW27Bxz72sVe9gSfs788o5QQAWB6h3pYs6MeCVtLMtHVpJLyw0dSeG2IYsvNmgo2YkMqldbjTzHUQhwV9+CNodDQtoALlzYD9t2W7feuJnVYbjH4vMz25Ha7gFZhpa7BsQRtnLh9EWuNsNIJabgc9V6atl0fgtaIa27f37SLjgAccTE3UkFg17UTSWtiQLkhtmA6+pq08gvSpgeUFOtyAAQ5W7pXVIjRtK4qSI9xsJviXsPdAeszCORDUt3SgD+nYhjJxFbB9+qQ359yxpplq17RJVH4jp7zO8Q3AbWE15noybXvfv4akCrMBYDadFdEGUjFLrH8JMDNC994wpmbddEqOADM4U1fwLrwNu8FyAGZp7HG49tW0IJ0qtHd94QHc+dw+N1rOXD5YAm15A2o35bZd2vgxEQK7TTOjK0QGgJmYYTEbwFQ3LtaZ+c3vbsIjL49YR74KtvJmVcK4/gwIpEpg6+FpfP2h7dUGBUhdKJsB0CaoO19NWxveqFyGQbIAtGXtUoABuDJw33sODEFGV4gsmJ8SNW9XpnQz/DTCza10P50cSLmdjnUWsIcErQuFNr56fXjaHuuYkMr1kcOTNNekiWfakr6ewOnLSc+VitPRmHdyMta0Aa45Yym+9YHrI7Y9/a1+fmvcxFY2LAY/d+PZMBBocRZOMIdpTfNukkgCggWvvQCBMbQ+ZLmXR3Ba6jVG6ws/AePbBGBAdDBjUvu7JtCQDxGhFq5nSjYx22qvrYSTR0jkj6gQWW2fCECzQFpACYHMxGAAb9ZnMs9yBeB0pQ3gAbcy28WlmQaa3lpDofBMRju3K1SZQoXWNtOCZCmksVqWAdOW2uAZ3/UAqWfuR9IBPddA27ciTdvctTEMWLIRxmhBHSE8iFlzfvYHcsde1Q7MqQO/WCKqXGy0bE7TtmbtMBDBvBG02/nNDITb4x3T1vpV9nj2v4wRWNqvcM5Ji9w5LTZWa4ms1hJgP+mVQ6P40j1b4OY8ox1QQWvm7Jq23HgVfHbRmqFqQ6RCgpKea/iOdADampq/l42ZtqWlQgUfRMUtBckjJMihUCCX7Vj32egI/HZhIeOoCv5v4a9uf0LzHb2P+jllx9EuAcbHA9qWgb66QmSlLLGmywkXbOiRJg7rK4GygDj0nSrp5onKeuJAW3qKXABMldLpXTCD31mwruWGdHMJqETUv8pMYggFYYrmAph23NN4juupOD+aM6Eg0JeW2inhipU1M205Q5WZtoyT27Ff1rRN++vvBZ6FWgGzpQ/4kqYt7Dyu0dVWkz5gJGtITHWojy8qaUzP18g1Yj1tYdtT2gtVmLZN2bo0Tg0EUs7sqQUAy43gvUWv/WyG3PYWN2cGAeAX941TwcemuiOu8RJ+Uq2CtlQrR+CPf+ra5nNY00LhArMVA2kCCdqDaKEQStbwFZze9nEa4S0NgLkhf1+Gz8dl+jLwT7r1KYO2PZm2JcKYve4JeYTZbd47nb179zrQ9tvf/jZuu+023Hzzzfj4xz+Oxx577FVv4An7+zNlGR3CaFtRtqm7hMBa3Ujj3br0P+3CahAyi+AWJE63C53aclpTo9WkmgsAMxWmbTnaLAEhMN3p2tTAMBVIRxPa13/2WgwNtGE0pzlROwdbCe7+6BsbqP1NoMh8QNuZALT1IBNPemHxD8AyYDiBIgQaatiOxhBoW9T9PbTM6psJYcE4ZZm2DCrYa0u+dnCP8GtnxRENQERhFypXgXW2Z2P8VbymLTNt7dU5imoZyryZFwBgU4i1XbgkDPSL34eYIFaWixrm9t5bgzX9pwzaMgAcm7S5V+zYk9PeJI8wt77hgAj73vJC40v3bceOI1P+fQj7XPoWA7pAn55sXKRnM6GUK9YGITwTrmHzYYochVEe6CwBQLVMs+M1yzwtg7Yv7BuPHElK367p79x/3MYzcFT4+z3SrlgXzjEuNEN/NmxUuZ7vA6ljyFedFymE0/cSMMiDcZQqaQGI+urE1LAi2LTbAIsSBAzOw/sTRkM3bSAsK2+gRe98OivcnKgkmgsMznJ9A7+xDnF/V4hszq0vGQ+SiJEk3WeFFkFqsG2nbcBMVi2q99yeMQD1KWI92ygVVi8kJ//tF5O2XaqEP49db646bRk+/NZzLdOWNsiylHqnjcFlpwxh7dIB9+yTCmhLP//2518HoIEdYZ9BTJczaCW0iWop7uN+U6PtsHEbXJsSzOuqsGBFtzBoWapbL6Yts/8KrfHwtiM0dzJoixlMoeWuz2NOwweHywGZxs16jXFBTWP+/uQRwn5JBWIRbSD5/XZz2tCSH2BoEwwg1M8M5wH6tcpYcoERC8KFz7B896zBWmiDwtCcqTXpJoag7Sf/5YVY0A6ktKo37Pqv0weN2lcaS47NKWN5BBPII/C8EAVNFP3VBlwSBpLq1i7bBgZtlfUDQ2Z5uOpxASW+XlOKp9e0DfyiwFMqM+PDe8iYvczfs4XIjInZ0W6DDeoPUnEhYEGs0fKDsZZaiR0TvCNuxyNbDmDHkUm6OIN/IvBxKkxbd3P+Pq2frwKmbe1TEhJSlJjtkc9auHt1h/Qa1/Z9l4HAKA09+L4UQBcJUhSQ0Ba0DeUR4sdXaD4vU1Doj/2pin1dzjqwzHIlKUuqLtOImb7HLY9QBm0r8gjxM+lViMxAND/nMKBqiCXtZJGkiPVgI9CW+w0VrGV5hDIzkw8rZzIyaKuEHVs2QOe/WJZHSGhXVNSDcGGhznK2kytEJqyTVmLaCgE8vO0IPvqXG+ufNZ3ZB5p4D2lg5Wfs+A37ZQja1jFt7XfSJH5e7US6NUEIoFuQ3GEiNDJD+RgquObJSxeg2yXQdsHOu4EDm2qfT5MJEQ55ekbSeN+vDConUkZBGWE0mgqRcd9TgoD02lT7srlBWu9vvu5/3Y1XDhxFFwmB81JYaQxPxnBjufFdAi4w4vzhoO8p+56LDEpUCy7W2aCZxPvV32F5MuWl+kL5tMBcgOg4kdvw21efviT6m7Z7YhUybZnAIuwnMg4CZHVZWw1rOR/ZKRi0PSGP0GTz3ikvWbIEO3fuBADccccdeMtb3gKAnMKiYQI8Yf84TSlhgQeNctmqyHii4lSp2UxQIbLMUEEdJXx0BdICO1JVQL2ylnyjlQEYQxvaTiHsxrEmQhcwLhO75SPOjnCAZjiFXH/WckjlI1/aLriO2VHLtJUwdZP+HNmUAAgwTdpRtFxw802sbyMEAr02xJN6nTwCSFC/1qkKjYHLIgPLIySsaRc8J04RihZY+H5Uu3F2EXfjCxYBc3s21jRrp8IWkhIC+6eFSynXpoAQxsJx/rzkUDI4b4Af/DoWPvl79B12mruTBJrLpGaRbABtK6AbOzS+r2hONaxYaYPdcEUNgdefswJw/ZUctUMTHa9nydH/tB8QEm0zfcxgqWfaUiuUFHjxwCQOjk7VHm9M7ooDNckjNE8wx2jWUW8qPMiXe3LnSCkIYgF9Zmo7Zn0MSnvQtr7hjmnLG3zQTsQAMI61a78rRJQhkEhyHLVGDVPbF5KR0I7VCCFI+xMC7brKV9zOolNh8FIKPuY1zoQJNt3B5TT8vbKj3ckL11mlEP5acw5KALBziVMqiZi21XbMz2q+6IBx4Qsjlfrtw9sO49GXjwbzFhXmYZbKKUsG/OlqcOHqNRUUDP7DjWfhbFtFOpESz+4aodMHk3uihC3yJVBO0+Zjy4WYuBCI01u2Py8+eQjA/Ji2wgKjqYTv4wzs2QBuwpqEQoDlfAwEpKTNb1ZopAmz5eqL8QB07OHJDJ+9c7NtJ9wzXyImMGH6g+tzQA6WlR4+OOM0E+dqiWX4GAO0hJkX4Dtnq2WgBnNNuAeUwhZOCddUCy5aEUYJQg8daBteq6wRq6v+kLasXF4zebxSQcB4zSi0cZrDuaEq0+9/w5nETgwZwkricyt/zTa43g9yuvrhJtu1s7Q+hg8l6XP/FAHTth60Zc166iBKcqCr+l4NM21tUyKt+yZN24AY0EQ0cH5Z+A6N34D7AFcM2lIgW0VMcW0DIgTaageCuAANCDhx+to2CGHPWmlbK5GOYSgEbeBXL2rbi+X+e85n8eCwayQXyQ3/xvdpnx1pH/eYt4VEIkos04hpqwP5jrn4ifS+qyna/vcwcCTtOCN5hAKZbKEsjxCuoe7KwTh672tPw62XrYm7lqsmD0AApy8bwMuH6/2mApSWrJtka+ZiZaZtrTxCPKYblwGUWPANlttjCuOzG644dTH59Dx3R+ewz1H79GiA9qB1VgZt24lCVsAybYWrW9F0f44d3gDChXuUMoAUFyKjPhAybaN33cTONMaDeQHxJ8x+C/HNwvQGbY3zG0vPJZWYzjzTNjd0DQVjC8QKJw/y/1y9FueuWowsI9B21YbfAb7/a7XPp5d5KSsAkvqvCOae0GiPF36iG30AAdpDC84UmEshMv5mw35298g09h2dcExbgOvA+PXHef1NdUcADw7bxu8fm/FziWPaZvXf7WFLVNeR2rRMa9dNH5w4Pr8k5PuX+1E1EOifj7RMW2GZtl4eoQfTtjQmeD3rZD7IfIJpW2/z3rG/+93vxnve8x689a1vxeHDh3HLLbcAAJ566imcffbZr3oDT9jfn/k0PGOZtqIh+jGLw1ReZKwGVm7gqhJ69gIVWWDdz+Dsc4+8VIps0UKeGWXTdQKgoOyo2+IHxAiKWWvl2LOQyrEROA3InaamqRoCWdZQATn82ctKTFtmHBUBiBOmBlIanixtEEy9PIKBE9QPJ+WKcYpY3gFAGy2lPAMpBK5FzWbUMW0rnqEJIuKaqovPFbSNGCvE7CMGiGdK/vmGPfZUFn4r6QKmSiAvDLTbUBjnELiNejZFVVx7aVWV3mO5Kzinw5rXCeuVTtLbubzklMVYuqDlHEnS4pKY7nonyBUiEwJIB9AupmvPORcT1hnjFvBGcMOOI/XtLAovJ9JQiCxMEXxVgqwNmrZl3a+NO0eiOcMdLySlF4egbTn40CPtijceTm7EaqI6pq0FNu3FIsdSwWtMl+cSB0SBmF/eORJoKYnCSLRUj4BI3nGAMluiJLoF5gnaaphapi2dx8DP2XnhUwydJicQgWn0o/763NYQVAz/nUoPsB6TuTUqRHc8G62AdOwoD7Bp/Ne/fRZAsMkNNmAtmw7K5tnAzW0UUqGT5Wgl0oGZ2cge/OK291s2nYVbhPSAKF2wctaQIcTPis/ZJA9Q62jbVpeDfLCbm7aTR/D9V1ttOiUFDk10MJUjArik/VtW6DkVQeOsDd9ntbv+anEEe/VSCvjaIqKFsUxbDnC4wKvpef91RgEBarlSPXR/j8eCYKWzEgszZG9Sf8wrhxbaFrISPgDl/u7WOu4z9Dunw0Zzsj23A21dIbJqsZJOrl0RzwIS0mj83I1nYcWgipi2iRQYNQPR+SMz/txFHZOq8h3eFCuS/AGAhasgdRc8GlTNmIt9EpKUaSquZLF/p+kqrb8TrmNl0Jaugehn2Wo1bcHvSzjAZqAVFiKj/02iP26jsExb+zz4jNKBtnT3wrKRXf9paCDJI5CfJIXAm85f6YqSmYBp6jVtywuUXRMDhmc03qyfHzNt64NmEqYZtDWFk4pwmrtzkUcoB0GDOTrMNCB5BIUUGQSATJTlEUx0716b05/jJ647De1UYuuBieCCtpq87X8rF/bh0ESNBj2AFUMD9lLHQYgqZ0DWMQZ5rXPa6fYbpWclBEt5Nc2Btg/arCsGPP/lZWvwuR+/0ssjlNsQyAtxVoMxpiIzx78xY5P7TTuR6GpijXLxrShYX2b8yIT2AEVDESvtZVC0qZFHsIAktz1k2kbrWGPxKhvQCMkaBr2ZtokHbR/aejhurg2y1YHZ0106vxBAJxcQpqBCZHaN5IJtqZLoGoE8j+u0zMeE8NJy9J4TKHimbZ2mbR48HvZt6qxT0Nw7k1v2/ZyYttZf60FCaosCGRIfaJMxaAvY/bCUaCLPuMCIlcx4fs8onrKBds7gFWa2gmneuF8vTLUjx+hSsM7ts21WzfFaeO5ywThf3JLxAb/vEYAFbT0TWklR7yfVEtR8wdMx1rStIaucMLJ5g7af/exn8cEPfhAXXngh1q9fjwULiA2yd+9efOADH3jVG3jC/v6M2ZMChlISUGUNAvALYqOmbdWpE6CUUwbIALvcs2i3VJVo7zkrF8yt4ewUsdmNbg6J7z27OwZxQiDTTu5cGE1DxGl6pduQUsKETk7oF9U8Bw2JoiEtMP7Zw/IOMW1t1I8ZpV4eIT6HclFJxBNmOWpoCCTiasW6l2PG95DPOHmEOqYtQIxME14bfnGoYrbeyWeH9liYtgYSv3r7c+T0G89+nuhQ/9QWPHO9LgA1c22goZBYnSB2lp0j1p2iggB1YJ2I28oR2vLiQ44rH8Hp7qLe+XAId72zwP1s1eJBC8iSc6Id482zQVwhMgBI+9Ey08eMjjodI/rFyXCIhvdkdOGj2XVMW4jZA+bzbqSN7peYtqnicgkyPraUQk3/LrFvK/fXHNwg5pMhB99p33KNYP6eB4hDB5/bUF+ITKCAcs6SC35YFlGoK8V2+ie+g6f3jNMvRZe3DO79p0qgoxGx9xrtizcCuzZAmMKn2QbGqZF8LgOBbuG5XZTKGDBT+WGFP0vG4EmYchUyHssMjnlb3UbBIS8yrmbv0hpdSRVfvVwXNkukOrRc23s0VUiFLM/QTqTb4CwSk/THmVE7d9NJfJEvZvyYSMLIGD8/lJewMtOWrU6GrLnNzLTV9HyCjbhbVe35N+2bBExBhYUsmCqFZdoqZv82r3+JjMs68vxpILAUYzioF8DYIIu0Y5V73A82H7aAoAnGVeOlKsYBAQ3STDy+okBNxmtHTfYPGEQJ1gt43wPwzy53xUBtkSOT22fHIwi+H+sCB8Zn8N7ff4jGUng+C2awPBHrCQueuwLLtQ3qGyA3fg1QJmbarlzYxv4JLn5WD9ryfFKYwD9pYOdE827aT8UDWwsgTO68IFcIMJzqw7ULQTCzxngOy23qu9dEBkJpHAc26/hdNc1LygUTwnfs+yeP2/NXLcKX3nsV3b5lH3WR4punfALd1mL6ng0g+/VGuGuEbWOmLf3gdlXblyqJQgvHdmop6UBbkh8xdE033m3QxXgQq+zLmOjfBo5pW/t0uGkSCl4egbpgyLQtLJwK5HoOfqJhQLwMHNW/Iymp6FvLWNA2kEf4/fu2YXS6G/l2IXBs7LW0ARYPtOK08AC0NRAY6k9dAZ6yXXv2SnoU8wB8qmbi9a0X05bn71JQ1zVdoAJo1V+R+vbGnSPYenASqZRoJcSSLOyzqV3rLWhLWtJVTVu2MjjZlyp0LdOW/dyYaVuWR1DWyWogQ9j9EBdXDruIEkx+IH9WSOVlXwA8v3csuG4D0Md7nWCvSk/FX6iXPMKPf/nh6HSFoOJW5b7cTiSmuoU7X1fT2kCatsJr/wqBViKRaYmJ6Y5rz3z2XQA9Up7DaIlWkIFObbn2AAPgbjYSAk1B7TefvxJKKmgI7BmZrmaM1Jrtaz2kDaTJ0DX+/Skp7JzKoCQ7T82atsYUGO8U0TgrAr8cMgWKvOHOmm0wYWIWSLu8lmmrrYP8KgC3qAfX3ZriNG2D/ZKgZyQt01aCCgjWSYO5uSjCZ4zLuBifoeBDOVBywrzNUs61amma4qMf/Wjl8w996EOvRntO2D8gk1KQM2SZtoBopqyzoyZqutRF7yIN0PBYWKYtvPNmDJw8gpSWlRdc719csgpvv2TNHBpeZvJpy04joEOEgIbdZLtotC2MBsAqWXmHuHzrSvmNRVk4uy5KpCHdZigyB1jMYYF0TFtynIRl4PBky5sKx8qRqOrK2ghouXq7hgiYtj1SoNwmKndOFmsXhowggJyu8uLvNzgV1BacYiJMYSPm8wdt3XcACHiHQUpQJLSwGw+DCGRMlUReaGjHAoFnHHFbs0nqy8GGrdoA6lPNmrbl3wU0kvo0n9rIZGx9qUKiWNbCOsOWcRWCfk5fEgBaA2jrUTS5EbOtl7KGactb+jqjCq2Wi15hwmsLjL3KYIiQWDKQQk7H520lErJrsHxhHzDqj61j0XL/KDOjQjYuGu65Io9gN7xeK9vEjlbE9mVGF/0W3ZaA106EoRR5a2kiYSCRBHMcB0le3DeGSxcAjnUYHENauMIzOWezfU/T+69L1bPyCCIALrNCx0zbCmrYew7kQjhNTND0eOUR6qhxoaYtg7ZG09xZdN38SwVLgBSgFDiZHLPTKaSCLnK0E+k2+i7oUHR96rUF6LPCAC3qu6E0DhCvSTyvc5OcZl+p7xZNkZMGRrkBSXFo7qeOXU79aKJD8+eCgXbENHeFyAoTFSJremLMtGUdbW6JhsCAmMGMadFaba/LoO1MVmAm167PsybpfDQiPetExOzmV9McaBIzULBwNba1rgF2IJrHNWLNUQ4I5AWltfN9CkPPNwqcBuv3xExus0riazNIx6BrzlkpgYRBaKyXnsMHvROhPZAHoL+lMJnZZ9cAZLj3GrZnNnmESK8zgcg9g7OOaVsY/s24cdTItDXUx0PdcPcvOybCNY+ZeXy5pjkgUVzsK34ODK+H37v69KUA7PiwH+9qneXuW9u1xa8HiO5d2wCZsJq2iZQRA7psaSJdwSIpSBdeu76Tu6CIsjrt3ChXf8A+lw2vHMbaiS5WIp46jF0Pw6yw2oFvs94a/QJTOCb4nIL7zLQtOWBNwHoiiWnbRgcQlmlrU5z/x3c2Yc3CEQhxhju+cMCx94RaicSKBS08FwIYTr6N3tiifktUqWmGEVx5/hhB2xLjma6fVMdSwHSFSoMeXfY9WJqpaW9g53+7Fnxzwy5cLz07mbXJKwxUzooKQGNtjJt7z1g+iO2HJh2jlbOl+Jn1pcRHTKRNuS+MyzagC5d0RGVCc0Ljc7X3YRCNZ4DeKck92fVZCfS3FLZ+ahhn/cq60nUawEJmgIagLU3Cfr8SdAitDZFFgNrspiNn/At8LJvGm0uft0qgbUfTnkdZ+b/CCKdpmyqJXAs8su2gfwLzBG3d7fH9WO1qacH3MhjoQFubqUHbv/rx+O4rTwE2LsP2bQKdXONbj23Du4BGMJYaYvt+D6at1Fks41PDtKUD60FTANi4cxR/9/Re/LfX+XEWMU1lAqGtRNhc/EJ7yKK29/8K4feI7/7CA9hi2ftlv++YzYQF4+L1gW9FSunxBgfaWra2sJq20LYv1QdlytKMP9h8AM++/DKAczxHyVT3ySeMbE6g7e23345bbrkFaZri9ttv73nsrbfe+qo07IT9/RunSQHkgHMBkVpzEcWavw8uBy5/T3SsAG0ECCAL2K52QRKsaVua5JgJ2tNqQCFhU50oThcAiyHTy0Y+W+DIp02DMQYIHUy+jJBeHsFtIHjBrTZLQ6CYa0XFOityWuADeQRjr0kuoIESBbTxb4l1ZSvnrym8pI1xm/umTUx0Hp3bTZy0gvKmAjLJmki5Z9qa8h/op9U3nZc8goOlA11HYdNpQydIkKSFgN28BedlEMEzbQ0ttGhi2pba5Ji2FnhrYKdzKmkIJtMi2EPvuGc0mZ5zqEXMVa+18U6QK0QGAOkAWnofsmNl2pY0baXd+IqGDZYpclKGYwDTaNJE3vjndN8ihnuPOc09biRWLeqDOFxm2kobGRb4/Z94Df7j1zaUnOsw3ZtaRaBtOfou6vuBNeoyhiCMQNOWPuXxFcwbQRvYESuMqdEBE66qu4IOWGICfQmlJKfSt4kBneWDniHKG0Yeqynrds6V7mw0adrWgLaFvTce50pKZLmX6aBCSk1M26brUzS+PnrvGRzH3Gvq5BF4LUIZtOUK6V42h9fJe1/Yi8kFLZxzarMmV68hx+Oqv6XcGHCswCLzKWyirGlbV4jMb/zedtEqfPM/XIdPrdvk/sb3FlozIFleDwxYnmDNUAozhZhpa9vFgBMBiE7VmnTQJPc9C6H12Hkox7TlfmLvERIpCLzhquZOHsFISFDwNQQEDZqZlXXmtUEFWhLz+u6cLQRN2IyBWX4uds68BmaH/1gKvqfqmpBrLkRmUIgE0hRIlSiBtn6sSSE8uBECGE7T1gJyWoAKG9SXKJIWjKE1ldq1sCUwMeXnh/5UYaonaOt9rNpCZBXQ1n5eAqSkySqMoWgsCoFwLnYar3Ud0AWL4nnOFyIqado6Zl6zHwjYIJnzLUuXRMwGZeAqkoZhtiJAQTKd++Jx/ChKTFvOLGknsvYdurZJgSlDY9iBtoE8gi/CWWLaImbaTnUyHJ3KCLQtX0SSj8W+ae2caOURGtn/unAyO3PStLWgbbneRCMbWgpkUEgt07YrWpE8Qpmg4LIcjMYzu0fw7qEWzlg+iEe3H0Y3Am0tUCdpTlrU31yY6Jfeej4mtqQ9wMXelhUFxqcyLI3SAHsRMnxqfN07ccHrRpgoyCRC4CuFPigh/rWgLawetZXmdu9mQTvB+v/0Bpy6jIDLVqXgFu3sWsIgURKZ1oiSjWQJ6rDMW9PEnNTUN4vSeAaAwXZis/ak/Zsv8FexHuxMapf/u1/fGDjzh+UB01bXEKMKJNhsTsVXXnsahoL+1JcqTNrAqRTATA4IK/xXQKIwAdNWCWRG+P14KZA3F2PWJWCnNplAmhkvj6CqYy/Xfl+ihGgEbfkCSwZawDTwwObdeNdJvdtojMGhiRmsSJqlDaTOkAVQWOKYtp6gYdjXbzjH+EzX7Rm420X7W6kAk0fvt5fxEYtSKz3g5ltq0xM7Rtyx5UzCY7GvPvwKDm8+4Nqelt4T++ucIRWPbwAwdg9I2E6imn31Mvi988gUntF0P74AoKmtC3TC5gjavvOd78S+ffuwcuVKvPOd72w8TghxohjZPyGTrN0DoGWjK43zaS+Nz8qxCkJQcQsDEvqPNG1BIJQ2wB8N/BTeftkZwNg8RLwrhci0BekIOGE2KoCaNCERyyNAgCvzVi6jEoSFyMKavnUMi6JRHsG3s6cVVvcqKETGsAunF3imLS/8wj5bv0mpl0egog4MipseYJT7vMhIHsFIF0E3iB1wwYzpSB6BftYzKDwQJsQ8CpG5e6P39tozlwJiP6QpEKaVkqNFGy1dOm+iCPgM2ULcpz3T1oK2tVpVcVt5WSvfJkUq/cJM8gg9nvdc7l9KFIU9q6HiVC693h0SMMzSAbT1NKaOEeYSUkYppolj2ta3k2Q0iMns2MCHtwCP/T6w5HQCgH4ETFugRjLEpcwKLBlsYdlguwq+WnBZ2LlJosy0tcAr30uNhRWIDYQNALBrbq/nvlt2CqngjzGmosEXXpI2tf76Ay0CbRNhgMnDwPRRTA+cRvftwBmfSsuWKJ4n5gPaEivdtR+B9IcNdAE0l2eFiYIHYSrpQ1sP4zf+5lHcvgBo3gyS1VakRX3BofmZ/WJ0Av5MOiAaMH4DaJnTgGdZbd5zBC/oBTjrbdU14Odefwa+eN/2niNOSAos9iXKyT+4PAnL7uV+7Yt8MXiECIwxpbH/mtOXunfAY+26s5ZF1+9ZiCx8NxY0esN5J+HQqSuwZ4+MOiYHpZQUWLWoj5x+Tfw+bSSkgCuAEha9aNqwOfYLX97+1BBIQQEhDWWv4eURpHsmXrrHoGntabh1Idz1E9kL2D4OcwG/eE32mqD+EN4c1QEODDIIaORI0DYa7VTFa7BbgAu3yTala2sORoNZ0HD9v+7uEysxkBkCTQHgvdeegumpIXdMH4O25fTI4H75ekUdyNwI2oaAlILUmWtjq8QwB4BL1y7Bc/vhvusA1BrjIHAcrgh8VV1E45l8oHjc1VmqpA8E8XlNCfAIjgWYaWtBysJ3CC0UKMWU1wM/F3N7qd9b0DZVPpBfM95IHgEgUJ828A60daxA+PcoyAsNg+Ue7OZ78zdk7HWVKNxArn1Kgpi2BVcVLJsuqOYGgmJGs61fwhdeYmsCbTk4miKHENJq2gb7EKOj+crJ9Vj/ctUQgWypkuhEwp1ccJTG94JW8zZ86YIBJP0tRx6Yrz245RCWHJ3CkjA810segQFE55aUfY9mVjp/0b0to/H2i1bh3MldAF5xpyustEAM2vJ+LHf7FYNAB14A55y00B3eUuFui5i22hZBShWRLyK/rwzaSmUZuTm2HZzA1x7Zgf/2jgvDG3H+czlrZrBtgVDW0a/pPx9+67n4nfUv9kjLt+M3KD5L49+fq9K3GLStCazzur16qA8/d+NZ7vNurvHSgQmgRefrFMYxbQtI5Mavw6mS6GqBQRaOK+3b5mICgsgqRjjQVqFw91LHtA2zGBIpgKKHhyQVBlsSmIZjvfcCxTftHcX/d88L+N13ndnop0uTI6tl2lpQ0u7XmvWJ4eQjfR2Nkp8gE6DIfNB5jrYwNS6jjYq5Vb8f1eg5Rvtvf/ssfkr6ua0sY8FnFkJUCrVJYfMKpLQ+lyat4iZNWxVnlYZBz0IbfOGHW/DXT+7Gx99+3jHfzz9la86RCUxrjZUrV7p/N/03X8D2N37jN3D11Vdj4cKFDhDevHlzdIwxBp/85CexZs0a9Pf3441vfCOee+656JhOp4Nf+IVfwPLlyzE4OIhbb70Vu3btio45evQo3vve92JoaAhDQ0N473vfi5GRkXm195+bJVIgs0BcqgIJgzpjwKFBRDwyySl3tNC6QmT2b0RioHTpjellGF166fwaXnFKaEpgpq2E8WBDwK6DBfVS+A0Lb4VNTYRMBlHSnUen0AkiS3V+oIGArhsjc2Xa5gzaeqYtt9vLI3hQCaBJ1jnT7vymJtXDINdw2kymtKGobW8gj5AqjkrHHA4vj1By2hEDBDNZgR9uPsCtBgxtMaoFi5rM/72AwsK+FORChCkf9H61k0eg63B7UyWQa43MKCSicGAbEDjkXSuP0MtxdSnu9tdS25UU0dpL8ghNVWa5bzTPrQLkeIX6ls55Djb7SpTkEcwMFZU4BvOFyPw9FD0kNbSVR8i1CVLCvKMO3gjz+Y8ZfIsaSW1zG2H6qaSwsKkoAV/WSWNgwjK+6f4Q6ZrGx9Tf8+g0K+5ZUN6+F9Zsg9/e2LknZtoy06OOqW3zBYgxwQ5QCC4JAHf/d+CvfpqK8gXPwQehhHvQrXkzbY0t0hbP90pQxW1ORxfgImfazYlSCs+g1wW+++xebDs44c7bdD2D5ui9k0c4xiBEL6YthHCFmMDyCEFbDbysQAIKTtRpEQ8NcBpscxt5XPW3lEsBvfK0xQCAIuu6IB0Ar2lr5yLuM2zdXFeuFc5J2z41jHdecXL090ZAUpTnOzquL02QShsAC9Zd1y4EGsbGc7QYCAVo7zsbqYL7td+g+HUvQeE2DLwmZsY/C5ISsGwjcDCr9/XKxin0SvyImLZsNc+Y/uWFdlz2TM1Yza0sTgKNXCSQ0DS2IxDUByQFQmaVX2O4cCRfIefvBwzP0KTVtM+MJA1DAAtSYMUiL4vVlyqSqqhLz3Z3SVa4ngJ/bGV95LmzxLTVuXv3DNqGgYHrzlyGn7nhdHcvFHCuX88ZPHKaqXTBaO6PNp0WPHUAe8NYpyy2EmjrwgvA7Rt3R8cCsXRJxsFPWDDWEAAqoR0IoiSRLIgBZmUUALRs4TWeMStts4w7Y5nYrUS6Pi80scUoe0S47DoBILEZauFz4fkkHDHGspRJwsMzuCpmNW3Jp6wDAAoX1C+M8HuQJjMa9L6ra1adKatpy3NTV7SifhtmSwHeVy003fvyhX0AqA9mFaZt4YZSzywRqWBkgtTMNN9XD2vZQG23UhyrCbT1qfpNmrYkQ9PAULXfSRQFEhYPpI4dC7A8gqlZT6zpws3PIdO2cl81mrasOZ4qyuyRIdW2wrQVgJTIswx/8tAr+IP7t5duxGtXE5vW/2lhOyXQVtigeo1cwdsvXkV7qSamLb/8sqZtoCnFc4cQJPeAhPrTUy8fqJyOx1l5HL32zKX+EQgKmMKQ8J82VASMJYdSLuaGYMzOswAeBQHhAG+WRxAsJVEee1JUmPSmQceYLiDdu2iZ2UHbqW4eZM3V+44E2iYR0YmzdlybIIJgS9WUm2dpz1CWLYNKIRhknsfmZjAh0FZICWODc92sRlInXN+Pwcotqmra2uNEsKYEoDYVIvOgLe+lK2Y0INNKv3KZKgb4u417ATSvnf/cbU6g7Y/K7rnnHvz8z/88Hn74Yaxfvx55nuPmm2/G5OSkO+Y3f/M38Tu/8zv4/Oc/j8ceewyrVq3CW9/6VoyPj7tjPvShD+Fb3/oW/vzP/xz3338/JiYm8I53vCMCkd/znvfgqaeewh133IE77rgDTz31FN773vf+X73ff2xGGp/075akxbp5U2cnxbkMNJnYiC1pa/Gm4f4th2hihCGwz8SblTlbeVMQsEYsnwwaSfS3HYcnndZSEjJtTeCglO5NKumYad/euBdhGlC9pq1AXhvYmGOkLO+Qw6WSKFIt4CNhip9YiD3wIhgyV6SKPGmtDQ5PZhbsnIc8gtVGYvF/cjz8oaq8YYTHZcKu9FdP7MKv3v6sA84FiGk7p7S34KQG/Jw9oOSejQA5WoGkhQgWD6p03sXeidyyv31bI6ZtayBKa3IWsAUAH0EsjxhKL4FbKX3q/TzlEbSvGuoKdlhnWNsNShHoRDqHGXD6WA1bhVlNSis9EWwQ6WwN80NRWKa5IX0xnfmNQt7Bj0bT1jq/tk38DnkzCymt06gRbiLY6YTwKd30joAYSLEQWkPffPcXHnR9gEEWlj2oatqKqE95rdQ6eQTqu8bqAoag7SWnDFmmrQamjwKAA23DcesLjdC5U0Vz8bzkEaDJkQRw5goCZ0hDG3bTY5+3oEqyIZARFo4JgcjZxnm0+Q26S9LL0Z+LNYAG9KdQHsEEoG2B806i4pgMHiSwYJeusuwYHOg14oRKiGmbSpdK+LYLVgAAsrxL70yyNiUHHOwZRXz2u144UHF83RRV0z6gB9M2cNLp3o2bqxW01212mSeeFZgqSjOG9qnVUvgNnJK+8FLTs0mkgDHCwYjct7SRaCGHkIlLqWddT86x8MwtXvuDgoxzNNJ8lkilmfd352SlQkD0b4MQkAzHTwGJuoryHDiVlmkLo9FKSrryAdPWwOrfGhOtMaxB7pY9BzD21rTtQvo1VecICwD1pRLd3M4ZtUxb40C8iIUaZPbExzv+j/9MJrYQGW/ApXtmzkr6zATIA6hZuwwHi8JpxyCSR6Bv2k2njn2gZk3bZqatgcBMcEGe/8M5tJt7X9tr2hp7nN90KyFcFtaKhf24cPUiC3A1z5ctq0fIKaqp8j6TtJq2xhUe1A6pYbKDW0uN8ZXhw6kDCEDbHiYkpOgx3ox2abvl99F0PGnaxh+rMvXWGgUXFQEVALKSPAIsUMHGDOepDh3D762lqN9PdHLsODzl2JW0d6i2JzIhkLeHMFiM9Tio2VhGYCYcOr1S9oPMwboZWclZgvPOsaWZNysMBZBDQMyYaht4/rdFBDmo7Zi2lfuKHxpLfihBc3VWkH/irAzaAhAygc7z2qWf93WFZdqG+7nBtiKtdpcVWgVtUxuopqzPuoCD7a8BecaUfDLuF6mUNAYsaLth+8HK6eqC+wAiqQQuYAmtocD+uAeBWpZpyxlZJtwAzdGoCQHbWiZQpnC+RoVpK4KsK25nLw9JKLAyRsKgbc8xb0NhPQqRKZMjM4knddDmILh3+7OBafvS/nHAWGkfx7QtybpYTGJ2D5DsO0M/DgAYSOyeQQgCbmEwMhUHcNw8eoxsfIDZsr5t5T0H+7eSNcFL+yXhQFtbiMyy3StmNO3/7HdpnPrjtDZoKb7WMd/OP2mb105Ha40//MM/xDve8Q5cfPHFuOSSS3DrrbfiT/7kT44ptfWOO+7A+973Plx00UW47LLL8JWvfAU7duzAhg0bANAk9r//9//Gf/kv/wXvfve7cfHFF+OP//iPMTU1ha9//esAgNHRUfzBH/wBPvOZz+Atb3kLrrjiCnz1q1/FM888g+9///sAgE2bNuGOO+7A7//+7+O6667Dddddhy9/+cv49re/XWH2njBvlC5B/25Z/aXmQiXCRd1nNbuAakjklmkLkCPKxQyYaVsKZs/NyhO03SBkSJymbeGYtnTt9//JY9h6aAoQCmcta7v2sWNdp9UplV9wrz9rGc4N0nfq2kyFyJqirui9+ABUhEy1/T0GGx92wiWq2sPCai8FF0TI6gOAh7cdwu6RGSzss+9mLvIIOgc0pdkkym6MDaJrJ1ISmzNMvTQm+gnAttg6LK7Ah43wCTHniK8x8IxOBm3tZT757RcAIfDxbz5FQDetdO67nIa4bzz3G1lrrxyewlce2E5M2yZNW75vx9iMfvVHCZYC8KBFM0jOfaMH2A9a4DxoS8+WwQmnrxdGtRm0PQ6mrXMWhLDVw2WkERy11IIAWaGpD+edYDPeBYREQ+b7sZsFlXh+4YCTEiTjICTpguacrhcApgxCETApkEq4oox8jH0QqNvsuyY4B5Y2Md4NZKfQhbCjPsXgErE8SsCbZaJQVNtE6XKrh/rxU68/i/qLnWenunaeCJh2YdAACIvWzDVabyBN4UCWc09aiJf/17+wIIE9xIHkMipEppi5atskRCirUf8seRrIAg8/fCxuM3DMjl4daGtTMIUMmIY2GOQySyygYpvVQo7cMm3L720uEg6F1ZTrS5Wbj1IX2+hQACLYAIc61uWCFAvaScXx5bm5KUDSMyhbeTfkvEujK2wWU8O0FTp3bGBp5wwAkb5tk7lAFxuvISCmrUhSAhPsxoh08kgmSBsKRhgDmxaq5u2vMoCeyPkVMZu3RcA4Bd7o376HSjvX1m3SOKhBPk4CYQrLtDX+9QXrNwX1qvIIpqDiLPycigIuyBTm0vzs688A4GVRcqMgQ2ZsAJb0W+klXU6NDu6dmxjLI4RB4ppnVcO0ZeOWRmPO+YcGnJ0QaeiGl7A/eb6lz+z6bc8Tnpp8Vk80aOrWLSUI4rT3dseze/Hhv9gIWNB27dJ+fw+28fSu6N/dwrNUtWAQ0MojGB+Qse4AAKCvlWLdL73egzeVB0PGBYmMZnkEH1Dl4qMhQMFPeQyWVR0ybdl9CYOdBoBQjvXuz1AyScBuoUup7gC+/sgO3P/ifldINZwHe5oQFUCiiWmbSqqDIQVghEIXCZAHmralRZT7x4xdb/m8aUKg7Uf/YiPe8Fs/cOAPr2ll9mHZ8vZSLNDHBtryrUbAWG0hMr8eA80ejQf+6v1xrtnBfTvX2hWxpsuISoAvMp3TPommGv9sSu+oWohMOXmERAp0S2BQLWirEhR5Vvv+OVjj5RH83xa0E3TsXtUgDn5yuxLJxJEmdibPXYE8Qrl9QdCz0AYsx8CkotBCckZoA4H0hpQc7OOsHCuPIOnKVIBQYNmAlciDmX08VdrMd+clZBIrLwJUNW3J/xZY0E6wbLBF5+gZxJBIBN2/Y/b33BvyzNO8v6rII6iYaesyKeqIOgDe+tl78ej2w6U5sRQAb8wuqbcnF7wBz+nTMaC4VoH1OQ2Q53EbXEHo42HaiuA+UdW0zbRfT9wcwHsVQfsQ6STyDNJGeQTjMg0A4Of+1GJ99s9hgGS2efGfq835qRhjcOutt+JnfuZnsHv3blxyySW46KKL8Morr+B973sf3vWudx13Y0ZHRwEAS5cSpX/79u3Yt28fbr75ZndMu93GjTfeiAcffBAAsGHDBmRZFh2zZs0aXHzxxe6Yhx56CENDQ7j22mvdMa997WsxNDTkjjlhVWsF0ZKWpE1Yb6ZtUVlca00qAuQgoY1AEgBnM4WwC6HyoO18G16O4trJsmPZtQKhPIK/9nSX5B1SETJthXOwyncugyiqAWsDNW/MNRrkEdhmm3Rfvo+YnkAM8Aiu6BqIkkebFFFl2pSihvtGpqAhYnmEJtfN0U8zwBCzzG9m44ivkqLxXOGipqRtsiAgQKAgRqHme53bRtkYY7VTjWtqHPFUYLa1QVw4y6UhgtjWB8Y7kXzAr/3d80A2bUHbmo2n81jixb7Sb0r4khBW+L6XPEIt05aZLUAiTLBxKQikgMD65/cH8ggBWJMOVDYd8zEhJU4eaqMvYDxo3szWGGkfK8u0tQ5MyKASAlOd6mb7uI2L0cEDUuxkSwgvGVFXeCDoH4kEMt5J8D0BaEzzC+6DmLb0foV1lt3WqMy0ZZ0ou6GlQmTxOUnaijhyUmivZWxNqSQCTGYqTNuidl5Vqlmzy9+0cecQpqhUMqaNAc+ZdBEpBRUGYWdMCXR1PCe5tvR6lsLLI3z9Z67FV953jfvbq1aILGLk2blcygCwNzHAbhkWXH24JTK7MaoCNnWV7Mv2/L4JCAfaMlBIf8uyDtgtps/txtA+79DpBqgoVRMYOm/gsWmTLYjVrQ0X77Brp6dqEfPJ0BzO/VoKz66lYli9Ae1ECcfiAHg1EUgShbYskEhlU+ppdGWa1gFeeRyLBr7AzHyMgCvLtP2/VYgMCDFbZ0o0s91Y01ZBE+BkCmLaGvjNbQCGasNM2/jaRmsUxgd7KZWfgM6wj520iNhfBHwaYiaaELQNmbYWtLXgesVMoGkb3l/I3C0dT88oBG1Z05bauGpRHz79Y5fglCUeBHUBF0IVKLAcgsShab92mGC7VDi/RIMKjtrPS0SDXkzbMAj49K5Rf1sAvvD/XlX5Th6w6bq5B/Q1CDzm7Imu9oAhsbLZ4WDWsQcY62bMRFlmseFCZF7TVtl369iSACAEfnPgw/hs/mP+OsykKpG7+f4gJBV7hTtF1WwhMpcVEpzjy/dtw8jkNDItA1CrmU1HFyZWcPmdlNl//jlIC9qSTmcXLV9XAjSnVHRHhUQ3J9+V5962ZV0eGLcMOQZwbP9rIPr68/YtxaLjBG3HZoKxU1eILFjX+d7qz2eLoDY850+te578Fi3w3O5RHJnsQgXjs87fCq8vdOHmawM0Mm0HWrHfwTrNShgcnerivpcOxeBGA9O2KPL6NdIGIrUmxmS5EBkATNnOLZVvy3uvOw2vPXMpSYoYDlA1EHWEjIFAXjKD4Dbga22w1RWeKnQ1SAx4n+ND2c9D/Os/pFPb7CYtSB4hLETW1RSE5SbOl2kbvikObMlgnNcV1c21QV+qcPJiq9lregyIQL4wxezyCIIZsA2AqwJlBETyCIJrThg8uOVQcLLmfj/TLcDZebwalEHb+ehSS0Fr4CJMYq04QF6flNg9Mo1vPPpK6VhtnZxjZ9qWM4PL7ym3QQFh5SkiPAG0ZxKCsvUktF1D6gKzRcQu3/DK0WhsUz+mf5eB4xNGNqdCZADwR3/0R7j33ntx11134U1velP0t7vvvhvvfOc78Sd/8if4iZ/4iWNqiDEGH/7wh3HDDTfg4osvBgDs27cPAHDSSSdFx5500kl45ZVX3DGtVgtLliypHMPf5yJqZVu5cqU7pmydTgedjl+gx8Zo0cyyDFk2j6JY/4hNCmA6J8ZhAtqYdbOi9v4VAJNngNbQszwfaUE8DWJcKeEnmy6vX8YWEzHGSQrM9bkrCOisC8PHd6agZAID4TVtrV5t0Z0BsgzMbMu1gbCFLAqQs6V1gSLPARO3QdhU+yzLkOVUkb2w98/TTXi8NhJZ3q3eR7cDZQyxVnvco3r09wEARZZBGgC2TcaAtIeNgbLpuSK4dqKIMZNlXSDLIFmHrMhQZBm6ucbtG3fjZkkAgRA0SRdZVvsuRd6FNAYm70IXFBk3uoA2QJbl0X2z1g9fG4CTLcmy3B3HadnaOrLG6oI5xmjWcd+vM6kLCEOpdMToLBxIF9aAYHaiALF5+LpZlrmFhAuRjU5nGCxt0Lft3ofPfH8G/+cnVkAWefS+ZJ5RG7hPCQvYaR33G8AFATLb93ItUOTV5y3ynJ51kVffRd7xZE1TIC8oTVnnWSQNo7Vx1+naZy6YpWNM7bhip71pzClIfO7fXgy5/hvI8gJZbsdTkdefr/BM28woqGwGRdalfp93oAtKH2TLsgymVLF7NlPMCguur+A1G6dnumhLAyXYObZgsqZ+Y/LMzxkg0IuAOSAVQCfXKPJuNL4LrYG85t2ULNcGeZG7AFCuDQr7TpUxKPLcjmk6f8T0KOI51xiDrChAyZU0PxrE75GqH5PjOTZF7CBdFNDSQHdnoHVCwIwuXNuVVJVrVUwXUMZQuqzR0DruI0oIZHkBrXNoOz9JKYl9ZPsazRkE8OdZ1zl/usccyKyvTk7Fk64+bQiAv7ZwYOEs7W8wqQ2EfdauDxTa9ilK8y2KDCaz70lIFBn1WwOBmZwAsBYyFFDo2j4S+gvhXJOIGocWgBEJUtOFKQoXMGCgZGZm2rIueL7SeHH/OIrVGiYPqrpb6+YapjT3BLyT+nFaOt5ZUUAF70ZpDV3kbh0ArGOf0RjStqp8lmVQEujkNJenjh3jmSEChklEyPOm+YM28y4EZgyyPMflpy6B6IzhG0dT5BrQOcHnWaEt09YGX/MMeR4ETczc/QmAAtjGPodc18+Zn/3+FvzLS1fh7JUL5nxeNqkpmydc50SeWcYyjXl+NsbYe6iZa2e6GfKCirHloCBMSgQd8mOyDLLIqa9nHXS6GW2qjYnWn6w7Y4OfNK66mhj9XFWdLbG6kcJoFIVG1wigIB9H2vWJx5O0/TmHALrV9VzkVIGbGPW2TkaWAbxOWH/Fmf2cfDMOxCmg6AbjQOPdl69GngcBQW0gCqujbpmAPD+bUpu4cGyWk3Y/iXcJdLoZ9fcid30KIBZUOGfzBrT8niQMMjun6CxzwQj2DRa2ROU7eaEdy6qbF+DlMdf07vzxAtOZvz4/i1wbe3/GpbvW3bOEtutTYfUKbd0Sw/dL46swwN6j01jWzbFLrcUExmm8G4Ei6wIw6Hapj4YZetSHfGASAPIsRxZqkAJAQQGFbjd3z0Ub8kunupQN1dVWzsGuh0XgZ5ZN6QJFXrjMBdeeJrDDUOBDWGx9xiQoumN+rTc6QhOzPIcG0O12XWHeIssgoK3Gqn9fsshQ2GA1o9HG1M+93XQRBvX4Ma1rWaeDFoBP37EZn/sJKjopjYDJOtF7l0Xsu+a27gOPG7fOwqBbGOjyWLT2vWf34dYW+dxbD47j0QNH8J6lhRvLWhe0RwKiPRrPSabIAHgZrzADJ7z/1LJDs0Lb9dRmcJgCj718lL5rg1KA3XOUCTNS0Zoe7gGscX/tZjnygoqu8t9TQcGT0Wm/rvPfPvG2cwAARyZpTSxMfJ/+eefWp5HQ3RkYO0YMChRaQNtnBRBwzX67skG2snXsfqOpj2wza5AvOhUqecwXjJYKmQb6DO3dJAxmCrh9kDGGalHMo99xvRCAxkNhBFSU9Rr7Z1IwG9+4d9UtmvceCnBFolNDMl86rz5fNvajea4u++kpclpboZBa/5QCE0CedbH76KQb4rk2EDV7NMBnuHa7XbfOdQLfTwkJnVPQPcvznntZ23DkUDjlhT/ALyeTSNRJEIIKGn7xnpcAtINrW8m1Yn7vKmq/AI0/+3sZLu3YV1jowsmb5Xa/xCQoLlIojIaSAp1OFStTmjLVTEb7HClihi8HvABqD3//nwPmNtd7nDNo+2d/9mf4lV/5lQpgCwA33XQTPvGJT+BrX/vaMYO2H/zgB/H000/j/vvvr/ytHAUoRzjrrHxM3fG9zvMbv/Eb+LVf+7XK53feeScGBgZqvvFPz7buFjg40UWn28HokUNYBIEXX9qCdd0XK8ded/gopsZfxsT+LrYeWdfzvKcd2oRTx8ZQQGKqY1PR7aB9/oUXsVgbbNmyDUVxCcbGxrDxqadw8VJg/fr1c2r3Zbt2Y+/4IziwmSLbQ1Mv4/Ijh8CathIGM50ORkYn8Phd6zHdWg4Bg063i8ce34DW1DiWpIDpCmx4ciP6xvbgZfUyBjszWLfO39vhQ0cxXUxi3bp1ePqAQDo2hh07XsHT69ZhekoBEMHxCTQEtr60BRtn4ufTysZw3egopqclHl3X/OxutEz0e9atwzn7XkSu2igKhbHxaeye3odRMwaFlW6Dxtc2ucL4+Die+P56dNLFuGzHDnSThRjoHMCGdetwYNrxg7Hlpc0QkNiybTva7X3YfqDaniUTL+HS0VHsfWETFk0cQAGJ++65B0CCBx56CDPTyl17ekphPJ/AI3ffhenWcgDAyy9LABIPPfwIjrxAy8SzBymt4vDhwwAExjqHMSEmkBcaR0dGsSH4fp1dsvNlLJ0cxY5JYmQdOnwUTz/9DBZmGQaU1wA6eOiwdXoMxicmMdY9ilaeY926dRbcTVBAoW2juHtLQZ2du3ZiGivx6GOP4+SjO/BU8L4u3L0VK8ZH8chd38dMaxlW2sX7wMGDUb8ZH6PI/NQU9Z2jRyR2T+6DmDiAbQfj571y7GlcMDqKI9u34plS31C6gyunplAUwK4dr2D/1CrsGd+P7Q8+ADX6sluA9+7fj3Xr1mHPbonpQ8C66c1Ye/gFLMwy7Nu7L2ob29Ej5f4b21V792H7gw/i4pGjePTuu/HE5DIYCIyOjVe/YwyunpxAAYmDh47gnvufxWUH9+O5++7B5bZPP/vIIzh49CJwT7zjjjvmrWkUjg+2G0ZGqCCFAb63fj0WpsDEOLGtJyYmcd+99yArFF7asg0z6RG8smcJAfq6wFMbn4acGIfRHaQS2P7KLrRaB/HC5DrnaDzz3Ca081G8OFb3nBJ33NbtL0Pvm0TWJRfnpZe2YgG244WZO3H96CjuveN7OOPQZkiTY8vhdci7HQp25AXuvecebAqIYjt3SBxKgNGJSShoHDh0CN0sc899cs82LO52sGP3HiyeGsUDDz8KQGF8fBRjahRPP3A/du05B4fMITz3/Ci22z6ndYGxsVE80mMOkjrD60dHsWvTJgzMTGPH7j3R+84zhaefeQ6tqV14SW7Bm7IM3WIaW7a9jNFJ6k9jXXo2o6OjeOT76/Hy7qWQ0BgbHUWmuniw5vrjBw9AG4PxyWlIoNLHXhgRABSe3vg0+vZu7NFL6u30g8/htNFRPPPQwzjyzBEAQH/3EK4ZHcUIWhjtTOGVl7dj1+j9OOvAfrSzMTx5912YmOjAALj7h/dh+dgYWliCHBL3P/AAuh0VtXPzC5sAKHzve99DiSjkn68AlNF4+akHsH2c7umF55/DhQA2PL4BwCocHRnDQ+vW4bmjAtOZwsatezEz9TBQ5BEjc3Kmi82bX8C6iU3uMx7XkxM14xQJVpiR2jG/YGYPLj14wL2ba/bvw4sPPogzD+zD/iMvQENi15592DvzMA5umsD4+AQm2hO4d906TIwpPL5xL64YH0OCIWhI7N27B0/P7AagcOjgAehcABB48IEHsLMG85zIPPgEANPTU7j33ntx8ZGjaOdjODDexTY9gm1TL+ECGOzaewBXGtKx1ZDYv38fNh/djNUgOR+g2od6WTZDTK5Nzz+Lbvfk2u9+4aEEjzy3BT9xzvzTFN3a8f31mGlRptlph55GXzYCrL4ceVHgvvvuxYt2HiggMT42ige+8x0AXrfwwYcfwa4J2kROzOToii4mRg5Da43du3biiXXrcOHuLVgxPoptTz2Jh/sWQMJgfHwcI1texKYpui8xtguLoOz6R/P24fYBjGYrcObCAahRAv5eeP45AAqbnn8OE1MS3ULgwN49eH7dOpy/ZzOm2kexY69/VqlQOHB4BNvu/SHGBrZHz2DVyAbMWAmQLdtexuGM+tviya24bHQU450deCJ47mk+jutHR3HPHd9zLNLz9m7H1OhB11d27tyJdetiZtJJo09h1eh2aJni0KE2jh6+FvvSg+hmG7Fj9+Lo2JW7d8NgNXbt3h3IIwD33X8fOt2nsHRym/sMALZu244j4wJPPXUYcteT6MzUr6Mv7RFYMDqG5597DtsOrsOWnTTWab2QtWPz6MgoNr1wFIDCwSMjGElpvXvhpS1YiRE8duiuiNW2bt066ELZoHmGDU88iX3bJA4ekBgpxnGSMbj/wYcwOhD7OFvHgKlOht27diLrdPD4o49gQbeLsdFR7JvcCQGDF1/aAozsRf90FxsefALjY1e5+7z20CFsuvdetIzGs89vwvjIKPbtI58PAI6OjGKX2Wv1v+mZ1s2JC6d3YTDP8OjjG8D6+WOjo7jnO9/GxFQKJTQOHhmF0cuw/eVXcLgYwcYf3I3JvtWosxuOHMETP7wHO3ed5NoCAI8+/DDqtsLPbnwKOZQj7+w9PIZXOpvxTGcdgISC8d0M/+7sAut3S7y0ZStGpkfxwAMPQpgC+/btw2Pr1uGVcWBiSmHETAGQePDhx3DWwV3YKYEsX4JNzz0LQGHbtu1Yt25rpR1Du/cB3bo+MbvtHJnGGwAcPuR90Av2bMfE7mnsDCbasw48h1NGR/HY3Xdhqr0Cz+8WeEO3i/vvfwBor3B7r0MHJbZOvII9ehc2NLSHs8skDDq5xq4dO7BT7MJT69bh6SMCR0ck9uUH8NID92NkkIoOXbRrO5ZPjGICFLjpWF3gFzY9D0Bh5Gi8Lk3nAJBg+yu7sG7dDrxwSGA1JPbu2QWBMyiQOjONsRqfkO3KkTHk3Q62b9sGlMbcrh07cRokHnzoYUx3JB564D5sD7b9Lanw0OMbcT6ARx99DNkLcXEwbt+uPfuwp/sQDj03Gv39/L0vYap1FMvHD+CVhx7E4WePYu9eif1qL16cmMSLY+vw0ijNCUXWwRNPPYVk95O4cXQUCZZV7uXRxzbA6KY+Qn173bp1gCZi0fT0NHINjE9Motvp4NDUYTz79EYcGZ2ALjpQwmB6egYjRRf3zaPfPXNEYMj++4knn8TFU3uhUGBikjJE7/7+99EfDLVDByRWa6DT6WJslMbZ0WwUwNLae7l6/wF0piwQamhOeuWZp/Hy3vo2LhgZhcHJeGrj0xia3oHnS3vvFBREyJDAdLtYt24dpicVjuhRPP/A/Xhu5mwA1Kcf2/AkDmx7GaOddRhqxc9X2GO+s+67uHFsDMBCPPHkU1C7ngQAXLFnP54//AzO0QXu/sEPMNOqvsPQDhyQKKAwOTmBNQPA9MQYpqfoGZZzNxU0pqanoQP/bL6mC+VIRgCw85WXEc6RR8eohtTzm15Anp2FXbt3Y9e4xK4dA5iepszpyckpaCPRmZ7EpBnDI49vQGd73NbrDx7AdCvD0dFn8PL+dci6FAbl6+7avQcT1hd8/rlnsOjg0wDmjv38Y7Yp+35nszmDtk8//TR+8zd/s/Hvt9xyC373d393rqeL7Bd+4Rdw++23495778Upp5ziPl+1ahUAYsquXu0X4gMHDjj27apVq9DtdnH06NGIbXvgwAFcf/317pj9+/dXrnvw4MEKi5ftl3/5l/HhD3/Y/T42Noa1a9fi5ptvxqJFi47pPv+x2f4HX8HT2/ehfbCNlUsWw0wInHbGGRh++3mVY9WffQVYsBpm5fk479rhnucVTx6G2PAk9IiEavVBzfhNztnnX4hDe3+I888/D2KXxMKFg7jiijOQvfIk3vrWtyJN0x5nJpPf/QFOOetymHNvod8f+xLE6BD0CImsCxik7T4sXtqHN73xjcDiU/Glh7+EtNXGpde+FlsO3I9+04floo1LLrscqzY/gtMXno6+zf143bC/t0dG7kb/oTaGh4cx8fgu7J/eglNPPQ2n3DKM//PS/Tg4M4Vhe/wvPXQnCkicdvppOO1tpeczeRDq0JexaMEKd3ydqb2fAQAMDw9DPrQFUG18Z9dWDC0awqqhNVg0sQhqnADwRCkMD78NAPAbz92DgQUL8eab3gQsXA31nTthFpwEcVjipOFh/GDzQTz09NMwEDj/vPNx556tOOPMs7FkaCEuuLraHrHjIcj1t8OcshbPPPISNATe8uab8N+fvBdXX3Mt/nr3cxgefgMA4Pe2PYjBZJF7zgDw6N9tAvbvxGuuvhqvP4eA2HzjXjy09Q4sW74cEApD40NYhIXApMCSpcvwpjfeCCw+rfmd3/FDiN0HgckxaEgsWDSESy+/HLv2/QDLli4FKPiOFStPgjxIfaB/YABD/QuQFaPuua+f2Ij8BYVBENB70qrVQDB1THYLTKONa669EvKZHVgTvC+5/kGIHXtw0xtvBBafiiee+F/QEFi+bDmGh1/jjvvKrkeA/cDg4CCGh4fxFwc24KQFJ+PCtUM4vzR2xJYU8p71WHjyqVj79tK76E5g8uXPYkp3ccZpa7HkwHKsWbIGq668Fodekrh7N20olyyl6z/4t89h2WAbw285G+K5Geza90OsWrMGV9f0uT/d8ygwPtLYH9Xf/A1WXXkN5F3rcNNNb8aCI2382YuP4mgHWH7KFfiXlwYbJ51jcvunUYxJLBoawo03XQT1rb/A6153PdToXwEAXnvd9RDbZwDrrN9yyy2NlYObLBwf7rNDX4A4QvPLjW+6CasW9eHLrzwMcdBgaGgR3nLTm/DrT96Hs889D2JwOS66chhfefgLEELh8iuuwLbRZ6GyHGkXOOnktTh70SKc+cZhPP3o92AgcPEll0BM7MfZr68+p1966E4IENPv9NPPwODK0/Gd3S8CHYEzzz4bp3UnsfbGt0Id/CJuueUWyCcOANkkzr1+GI89sxFmRkAIiZtuej3WLvE7hse+vQkDLYUFLw9BjmksWbIUrZGWu+9nHwQOHX4Ip649Fdg3ggsuuRzY/AwWDA5iUXsI1193Lf7q4X6snFmOi847xY3xP3jubzA4ONBzDkI2BbX/d3HBBRdg/9EncPLa0zE8fJ378/989h5ccPGlOHnXizh74CykT6dY2LcAJ5+yFDMHJzE8fA2OTnXx3zb8EIuGFuPNb3oTHntwDE/vfQaLhoaAVv317z76DEYmp6BkC4kp3NzGtmz7Efzepsdx2WWXYfiKNb07So3JJw5APPkUrrv+ephTrOzC6C6ow3+MabkE7bFBnLRqDQ4vPx+r1UZgMsUbb3wD/mbHAzCjAq+74fUYumMZ2uMdaEhcd931+LMdGzE8fCOyLMP69etx8UUX4hvbNuOWt78N7bQetX35+QfRnZjGre8YxhM7RvD55x/FpRdfhHwXcOFFF0BsPYKlS5dgeHgYC7ccwpdeeAJ9Cxbj0muuxhMvr/dalSBg74ILzsXwDWe4z76+7zFsGTuKoaFF0XsDgF6vHYe3QN3xHfdu1F98HSuufx3k489j2fJz8ciup7F6zSlYe8lrYM66CX+x+a+wcHARhoeH8Se7H8WFl5yDhY8vQjpJwPIpJ5+M15y/An+65WmsXrUKu2aOYno6ww033ICL1lT9q9HpDA8/8ahjJPb3D+ANN74Bav16YFKgOyqxb0birMtPhzhgsHzFSphJRQVNIbByxQqce9J5UPs8aNuzn5fs97Y9CH1E4opLLwZeGav0v5GpDHjoB1iwdCWGh6+c83nZ5F2PQry8Cze96Y3AEPnA4omD0GP7sHmKWPA3vuEGV/Dv1x/5KyxcuBDDt7wdv/TwXQCAZRjFNZddg8HDGi/teghJ3wK0TAsnL1sG7BI4ec1qrBoehvz+wxCv7Mall1wMufIGPPfs4xhcsADLzjwdZ9xEz+TQ1ifw/It/iZNOWgUcOYBFi5dg2cBSDE0PYdnAEvRNJ5jsFLjqisvw59uexRWXXYq7D7yEokiw+qTlOH14GPIHG2CWn4eLL/HP+b8+eTcWL12B11//Wpg1V0TPQLxg8L29W5FmCmtPPwPLjizF8PAwxK7HIMf+BouWrcKq8J1NHoI6+CV6j5z6f9/z2PniFLZP0Abo9NNOxfDwhfF1trQgX9gPk/bj1NOuwknFSixLVuLiCy7ExZfHfWLPXz8Ac0Bg5arV0ON0DQMBvfJ8LBRjOH26g0P7PSh82umnY2TXKK684jQMX7IKn9l8Hw53pit97dDDO9D/xP248IKTcf61w9j2g624Y9dWF+QrH/9LD92JwQULcdbZJwE7t2JgcCEWDSzFyNRhnH3OBTjJ7MeiK9+M72/8UzcHDA8P4788cRfJeqQprnrN1TDnvh1/d/RJLBgfgugKvO51NwCrL4uu9dTOEdz+8hNYs2YN+qf68IYbLsfG7bdj0dAQ1ixciaNHDuCsc87F9mcPA9PAOeedj6GZRdg9NY7h4WGob3wVy264Ho9t+jOcde4FuPkNr8O3R54CjhCwtXjxEE455VS8bDfkAOrnxIOb8ezWv8TlV1yBr734OCAEFg0twvDb34b/8uR9kFpj4eJlGNRtnLJ2BZZNrMCNb3gDsPwc1Jk6+Hm88aab8LffOwoc8kD1Da+7Hv/nuUcrx1/9mivxxy89iYH+PmhjsGBoNU5fcRhrh4dpbRdAu9WHX/3JW4Bvb0J/qrB471JcffVrcMe2H2LVqtUYHh7G83vH8IdbN2Dl8oXYMnYE17/u9ZAPPQHTtxat0Rmcc+ml+Ma253DmmfV7q13rt2HTyIvzmq/YHt/8CrAVGH7tRRi+ngAoec9GmKFTcUnQ1+XD2yCeex5vvPH1wNIzseu+7Wg/2sINN9yAOx/b7PZe3x55CmuXdrFm6iScVNOeTz9EtWaoD9JcfeYZp2NtsQdrhofRfuEAHhjdilWrTsbK114HczL5xfLOByB27kNiWjCjAjJJIQVw2SXn4pvbn7drnpdDyguNTzz2fSxeTvNt+4UD2Lb9L3HaKWuQHlbo5hppkmDhZe8AhMTwTdW2Zkf/FDiicc7ZZ+H7e7ZHz/fwt74NcwS45tpr8MXNT+DNb3o9TlvmfbBPPXsPzjj/YmAHcP3112Pw1HgMzWQFPvHYXVh18ilYe+lVMGfGZDf5w40wS06DfGUCqy95DcwZN+I7o09hdbIK565JcPbrhvHI9iP4/POPY8HgAC6+5EwMX3ky1N7PQI1Xg4KXX3EFvrbt2cq6BAAffXQ9ssJgeHgYn3vm20AmMNDfh+64wqGOxCUrhrC8fzmuvfwqrL/rANIphT6ToN3Xh8UL++bV71qbDmDr1m/CQODyy6/A2t33YOzIXgwuWABMAMNvfxv6g+jMutGnoMcE2u02Fi0i9ujSYgkdW3Nd9VffRL53L0Y642iLAouGhnDxhRfiwtfUt3Hjrr8FxgUuv+JKiL0Cp78lPu7XHvomhJDoIsFPXX8mht96Dn5v+0MYGlyKs66/DhOja/GDl74HALj6mmvxzRc3YOisKzF8ySp3jl966E5IKxF189vejvbe34aY0Ljk0ksxfMXJ1O7v3ImpJecg3ydx001vBhb19lG/PfIU8jGJoUWLSCKkfwmWTy4B9lXlMdpKoL+vz/mFx2K/suEuhFLJ5559Jn6492UAwJnLB9EWCyAygQsuvBB9+9tYc/JarDjzUlx6yTB+Z/P9kGMa7YEFMJMC/X1tLB9YgksvW4vhS+MAmvrql4DFp+Hkk87HhVcP49ef+SEw44OeK05ahb6ZDFvGjuKqyy/DWy+igNFcsZ9/zMbZ/LPZnEHbI0eONAKcAMkRHD16dK6nA0BM11/4hV/At771Lfzwhz/EGWecEf39jDPOwKpVq7B+/XpccQU5eN1uF/fccw8+/elPAwCuuuoqpGmK9evX47bbbgMA7N27F88++6wDma+77jqMjo7i0UcfxTXX0MT/yCOPYHR01AG7ZWu322i325XP0zT9J9952PpaiRP65zR3A1l//zIBhAFUAjXb80nb0Lb4EmugcIVb1h5KkhS5Nti8fwJJkiDDPJ59khJliY9dsBI480b8ysUXYvXDfZCHiX0jlYRUfBwlXyZpi9I5hCStM5laTSv6L7x+kqQQxiBNEkilIKWEUgoqTUnv1raZjXVyKveglEuTkr3uj3XK0hRIONRnIKSEkArCVuSlQ31bWwmxPdIkoXsVAkja7nqGtcNAujlKCEDShrf2Xdr2znSomnkBib62PU7Ya9nvJQkJqKdKuvchWKdKKd/G1OoNC7oXCdLypKIaCjL4fuOz4aJAoKJWSZIC9p7YpExsOgdghERiusiFf08DrQQFJFrCpoOVxNCTfBJTpk3nFojflyRtCW6rElwMLO4HLLAuBI0lpSSMTKAEqs+b+4Yw1b8Vyt1zqigdT0rqi2EBktxeP1EKIzM5Lv/1u/DMv+0DICClqh1TrArRON5k4vq4TBNcf/ZK7DhnOSa3bsEPXjyMd191qj82t/qsUPQs2gOAyfF3T+/F6yYzDLYVWjJBqESRpum8QdtofITt5Cch6F5bCcmHCCHR16ZxJBVtElSauo1zkrTccYk0ttCFf0cGto8J0Tjn2YQhQKZIpHCpTILft32/Mm0BSQLk9J593zFoleY9JW1RAqvXa6yIohtLrRZgNGmtBTqwXPSrm+V4cuco/p+TBFQwXy/sb0HrmvkptMKOMwEICAiVlNomIKRwxaWEIN3R3JDGX5qm6ONlVSZIlYBSxDAjTTZROwcKISGERFYYKCkqbexr8XxT359nNZXYsZv4eabVtp8pFEbgyZ0j+J3HX8RfXykBlUAq6fusVJAyQVtMkA6iovkzbEua0ByXtlKkST1o++/fcBZmjgzSc7L31E4VCmELA8HQfJim6HPzqUKiJBR8ehtA+mBp6f1IVxCkYR1vstSOE/6OsO9JKqSKgKy/3rgPP34ZINKU+rjtk4mSKGQKIYBUFDaoKN2cnyjpxnqSJLXt6tM0a7MatBRAmrTce8uNQmHHJ+D18lkeATCQUto0xuraPJsxoNRKSGu//F2pqF2XnrL42PqfrcgcrXNSoFBcFAZI0+DZCBrbaSB4/ZXWb2LZxtdg06m/TJq2IgEMaWoaQ7wZyeu/EJDC2LWW9FEV/BpD848M1hBF34eBVInTW+y3635fK0VhgK6hZ0zt1OSnBM9jfCbHYzvH8Za69VxJWpOlhBGJb6+S9f5Rkvi5kzPm0hYSk6Ew9NwSVTMf8PFCAEmKVCkYq8tfbpMQxGui/5hpK/CZ72/BM3IrvvS6OL2TMkWE68eqxg8EgHZKmVfsYzn/x73rmjUZwKIBGocZa7gCQJJCZQZJwpkdcNdUUiC3cllJ2ia/xD5n167StfrbLWSaUpeVlOhvpzA2LVY6/1JCBb4664KmaermRgEDY32cuEwSzbMKXpe3dk5sta0Gtdell3aMdAsNJTQKCLQSRXPDHPxEmaRRnQIAaLfqj2+nKQyk0wrNZBtS564PmmBNS3gdt/OREiQLJNMUg30tai8XqWq1wXrBEBJt++6lrJ+TVXsAqeke07zCbc91sGYmbdqr2d/f9YUH8LXzNQaC+UdIaYcHHcN7rzSRgEghTdF7rwLPCEwTCWnoWbSCe5UynusghNMgNcbACOGeTXnvxf9k33pRfxsaAokUSKVAF0BhNNSS04Br34+61VanacT2Ds8vuKiSVMi1QX9fK/r7YF+C6cKgDfK3yu9G8NgUSe28Aglauyw4jTSlgk5CujmB+2WL91B27k5EVc7DCOqntWtnqpAVOfXTNIHuUoZxYSUClSS/oL+doqtp/m7bsSjLe5xZzM1BhvwmmaQk2Wf394P97civ72+RbKEQvq9+5G3n46rd9fcCpTAxPQ2ApA1k097IGu+DyE+v7mcTFCjs3PGfbXAvVdLt/9PgfpK0RXNWzTjlNUDZNYk+DI5LWlDCoAD8PryHaUO1VZz2v1Toa1kfrMS0bSnrN5tZ8IMeVs44b1lf9es/ey0e3X4E2VNUSUGpxPr49HyQ0twvQBrJBSS01kjtGlP7DpOW2zOVr1sYWrMBmpfT0vzzT9nmen9zBm2LokCSNB+ulIp0o+ZiP//zP4+vf/3r+Nu//VssXLjQ6csODQ2hv78fQgh86EMfwqc+9Smcc845OOecc/CpT30KAwMDeM973uOO/emf/ml85CMfwbJly7B06VJ89KMfxSWXXIK3vOUtAIALLrgAb3/72/GzP/uz+OIXvwgAeP/73493vOMdOO+8amTzhJGlSjotE6q6bHUe60wIK/Q9B6BFUjpBAYmiVIiMWTBSEm2eTz0vKxciyyaB1iDedtEadJ9PgcPG1gCQttJV4HgLCWlyGEkbSSqqYzV+SpdRStFnXHzCAr9oeAoaoqE6O+v0zSIkPrgCeMuv2nv0hY249RASSmhoLaPrtxJanJ2oPHmbTlMwrPJYaKq+Ssc3vGsutGUK51QndnNSmHIhMi5m4q/BQIcOULpECvcOhAWjeEI3Ii4YNpuRjqx/F9HbkArKhh8KDRweughi/DH353aqkAfyCPGbNFgmJ3AEC+uF7fl3+5O3090ifo7OZ3HC97TgzbsQmXs/tIiGBR6ix2X/raTA7qPTmOwWmNRJ9fbmY1EhCQLnTl++EJu2mmphDU2aq65AnEoBY/CnD7yEM1JywPY8vx/GeCbDsTar2k7hnBzWOF62oA0Bg4lO4RxIbZ0eurbd+NpNBACkXIiM56TwX7MU75LSKrMZkuUwhoB8MgaUhS1QQudKpC1iZ6pFAZR91xoUpIn7OqAUbarYZix7+ZVDEzhr4TTWPbwdO46sgFqF+LyJskLPpnnS5WJAXJyxVOpXCoHCSPd3ai8VtOTxzMVFjBAWSA5a3/AsaT6gsdQuV2ZDUOTrePpz+QTCB1cyTVkaEtoC5soWdCPggQrhJGiji9wo6JpHOJdCZIv6+7FoAY3NthVfTCQ9nyIn/TBul4qeo6GuyBtQxc+8dJv29w+9pZ6N1mh8jfhDu15qF9Cd7mYYAKC1Vz51hcgAt0kWFtQHaHw0FUxjo+IgNccIX7hKGyqEJqGRFwaFvY6xY9RY3b6ehU4aLFXSrnOmthhrY4HWuZpbm8P+7991+ezaVpI2peJcfRO7YGAghUZuZRP6EiJI+HN7f6MwxgFxUZFFXdB8zbrw/H07NziQnSuaK+H0yl3BFa09sBjYTIHGQmQGwumBVta+8hpoC0tFnVwmkEUXBewGt25CkFyx3Qa7lKBT1/gY/Emhbb8JTscVtEO/j2pV+nHX1K1TJUj/1xWTDa9Z/6VCG/zk9aejlUh88Z5t7jgq2uZ1KcPvK/blAD+fwRbGtOO3bK1EYqJT4Nsbd0MsJM1YV5hKWw1fI7B4QR8mDvEZS/Mm+5a61OcA56smwgNmtXOiJRNkJf8JpkA311Cpxoad40iWrqbCcKXiuhUzNHcXparmTcFhrnQv7NzXNQrIvdSWQFBcUwpb8FagKHRU3CxVpOXvrsP9z5CIgF+76tsh0z4kutt8Xz1MWz8gC29Z+oKRAPDkjhHsXT2Fs4CgEFn9+Qjsa/Z5fPFd73clEq6DS9FQNC4oREb7JECacM2st44tBtbfIq8+CXSRddG7MLZUKekil/uXaw/NacZUiyItaCeY6HawGHBgfGhK2oBhXcFiPr+QUVEmmlq948BXbCcqWl/GTX/5bOjkuvFW+1KFcVuILg0wHG2reygG15VEtwAVr1TS7W3nY9wEA7vmyATKFDht+SD+z5sur4y1/laCDPF+9bxVQzjv7BUNF5AQdu1IDWtL99o3W/13ISOfmK0lcuRGRdeXwf5XCuF9fWkL//ZY63NtkFgsIPIJZOrqLszFSWVQ3flFQrp3V5ZHSGWpYOcxGPngfu1o2eq3ygaGMwftEIgc4gMCJMd0ySmL8c0DFAxOpYhwBWdG2/2f3SPHSyrpfXMA8EQhslqbM2hrjMH73ve+WvYpgKho11zt937v9wAAb3zjG6PPv/KVr+B973sfAODjH/84pqen8YEPfABHjx7FtddeizvvvBMLFy50x3/2s59FkiS47bbbMD09jTe/+c34oz/6I2IxWfva176GX/zFX8TNN98MALj11lvx+c9/ft5t/udkbrCCHBTAC8RXjCsrzmXXbB15bSQKy8zobydARtElOkSC+frzHrplhyCbBtJ+QEi0pMAvvOks6Cdl4LwHIIxQUCaDQYJEWUfMUKGOcjuETOxmyFbuDfcOpedw5amLoXcLciTK5hziWSZdox0TmZ53ZhlNfArpNM1CB7BlN5yR8xA4E7nWTki90AZKCdqgNIK21sEqMst28I5nXgIKEimgC+m+M9XN/e2GaxoDEAAgFYTRbgNiIB14NjcTtFkIQN/QpD2rhsDGcz6I72f78BX7t75UYtRItC3TNnzr54mdaIkCB81iApcrFXh1/JO2z5VNR9k5l6LH83ab+WbQVgDIBteQk2A7gzHhRtKzVJiZddRN1/XFvtIaRzRudLWSasKMyfImSNM7V0rSe1G0oe4TXnj94GRWASZeFZMK/+ffXoZb//wApm2Vw1RRgKBbGLe5KgcptN3QciGMVALdInRUbDVx4dMA60wAVqDfb/B5U+NAED5S+M1UuPkuzyWpEujk2jHkC11E/TRJJDpZjm5h0ALQ6dLLVtAY7+TIuaiIQDRfJ1LaAvG9QNsSgCJiUIaqyNvZ1ILJiRJUzCM4BgCMnYNoy28ZyA3j3Bhi4maFRn+NtMCs/XU2c+BFCD4w24SKYrYkXEaCtAABV7nO7UZUgioRa1Ot5szjvucSGQRvFve3bItoQ5bntgCePcFUxo4vjfmQgdFSVIyx2gb6edP5zVlTDQ2rAor2cy4oRNqZXBDO9yElqeAoVX7OaUMvfHVsJYSvEt4D5OIiknGzAtDWjTEgM8IVWyogsfvIJMxqKtSZ1/KueltqN7GJXcq0juc5nuMb/aPZrA60DcZhuf6ClLTVNuUguikcOJ3bub1PGbuJtmNQF+CAtdZU2MYYEwOpOqeMFVfMk9+/gUAI2nrwloByBcmbaZ2jrmp7gfpK3lyxnfoL4MHl8rqK4PdSh5EJlO5Co696fjYGFe0aqaSALpwHWLoGHUNBssBHgQdLBfzrK+x8wK2qBY1Bz2taG/dFHgvlDXlouWUwXXrKYiqQa+cnDekCo+zXvPPyNe68uYkDUlKGFdqr7SPAxjKrJPkMrjCUvV8tPOBblJcLOx8RcBE8RmtawwKyvpZF7WMSElJoCj6BiBGZNkht3yEiiQra18NnBTxoawz+01vOxWBb4X98Z1MjaMtrihTkD8wgtcVfjb2neI7r5vb8uojOSfsog407R+gDC9QZW8hstowilfYhMccG2rqiv0VpXSvNG24eCeaAcK1xbREC0zmw++gkTq65HjMbly/qg5jy3+F+Rv6BiYB92wL7g3wZbQtIeeC8/v46tjDfgGVsSuEDaEWhm78IQCXEtG0ClzQE8oz9v9i/GGwlGO941nn1OQikkkhJPfd1MnHPnPwfAKV5pi+VyAuN/WMzOOlffR6/8783VU7TzXXjXNMXVN5zwJ+gjMQQXE+VwExBvlg7DQI187AwAE9DMoFCASUl/tXl1R4z0FI4aJLGtlcvIKGMpsxbeAJBk/E9aFBwufy3FDm6iK9PpCXqn9FrFwoJNDo1oC0Fg2UE6Opog5u4gNdcEA0laX1xR0rlGfkleQTaK5jec98sFoHToPdC7SDfbFILNx9IQXtydz3hz/Gxt5+PFZvaSBWQ1RH8jAZk6olNQkTPpLBrHOADwicstjmDtj/5kz856zHzLUI2l0lBCIFPfvKT+OQnP9l4TF9fHz73uc/hc5/7XOMxS5cuxVe/+tV5te+fu6VKuEqOHtRrOHheTFvlJoDD0wUSRZG9lQvbyKFgDFPkLWg7X/pUwKAFABQZAUUWFFGCqpeGwKWLMkkFiQJGtKyD4R38MmybcEVpyyqT/BxQ9RX++gOvwx/+1l+7iqCx1WzY6szKNrh7tA40g+lGiNrKomki7ePg8caRbs+0pQmb0pIS2Tua7sA6k7t+0bITLYEz/uaVFDAFOfH3v3QI/+4PHsGPX7MWAKIFTvGiYZ0WZjEYI4jNN+uCZCJWj2Y02z4fZy4dFK6yaMg26UsVDkOhjaqTvFYcxBZ5JmbQRgGJpBG05WADMVKyvMTsKG3QpBQoyuzwyjnrN5TGAJ9a+uu4bcUVyPVL1iHPYXRR2WQqKRzzZSKTGACqHdXaOy5bg5cPT9b+Dfy9Ups4NUqVz2mBhDRt0Tu3oG34jGfy2Mk5ZsZktaG4dM1CnLRoFNOZdY6NBbptqj3ArKnw+ZMjwSBiwkzbiI3LQGt932wlEsKCLQTKGz5tNYgCRGOSwUGguvEn5iox3CVs5D84RikCD5/cOYprW3BFPWA3vpzZoEvOp2PFG40mMN9t6nijUQPahgwNI+i8WeE3Fdw/IsfPgbbNGxyaD+o3uW5zN/8QX7MFc23XCPQldO5uodHHALudQxx7CEDXgbbx6Zg40LOFQTBk8QAxJWe6OQSomJCEdpvERX30904B7BmZqjAlJrtFZRxx4GLeJkqgFgMWjo1uQducg10eZEwVsS6MA/DI8VfKb+TZUW96f4mSVmiE2rB0sBW0C8ihUEBgx+EJnAuDvOC0ajrr9kMTDsxsYjL2sjSxTFv7VWKo+vPwxr8WAJiPVeYSUfMvuICCLjNWXZYHySMYAG3Fpw5WBMt2KbSBFDazIBh7pshJzsbOEV0bvIb1M9xYVh687RYaWQjI1oC215yxFKsmBhqDkJ5pG4AdjdkmJlq76cYTSN31GVt1C0mJ/ZZwoKn07EenMxyemIHBAHKb2WBPYK8uokAcQHMqDQ3ft+ssTSz73ASBFwBrFvfhX7/23Nrv7DxCWSkty9w0tj0c8PUZTQJLB9vu+rkOfEbQGCsgOKJYuc5AW7mxJmxbjbY+rs4hoKE13Pqkje+bWhuSYLHPJeNXZ+K13QiJJABt698TrW+51g6Y2LR3DJfaPs+EgbZsYG/WmaAsrCWDqXNfkoZ3xJ9zCnZuyLfiMUGPj7Mx7D0KgaKwoK2b/2yg3BZQcj4aqJ/MCtq2Bo6dacsAZgQgVZ+TKfmuOsgqitoiBX7w4mGsGR+pBW0BGherhwYgpuKABEDPksC8EgO1AqiRfz5bdkrHRgUGWgraUOYR36vWRXV+CEyoBC1ROJ84DIxRfxfu/GlSAm3bCca79v6cVF1sqRI2g64+q8Bn7AR+acC0ZetLFMamc1z7qbvwwCduwhh2VE6XBUHxsvUFsiNhtjQHWqW9ZppIdHXAtD0GVyFkbBoYQNqsyYbWDbQUMiTVoE/jBRROWpTilcOZB217gOI8b3FgK/qbocyfrlHR4up9WM+kJ2wgifpXaEyW0sHckJfHXDH3THQKXAYMYCHRThi0ja8vGtfHuRu/N7aBFsuYCBd0skdS0A8Azw8CcH7pbVefDmwWvZm2wfzD4RxeB7LCOD87OcG0rbU5g7Zf+cpXfpTtOGH/AK1l5REMqKK1TzuvMd7EzolpS93OCHIOFTSUTJCAU7liFsu8h24QvaQLWUaGIJqMYhAlmjw8CCMMaXElwjI+XEQpbolU1vHThWXi+mdT54QKqWDmmwIfmi7cZo08X02gEKcTCkn6QYijpG0liUkSMlZk4q5XWAfNgKLgiWQ5hd5MWxS5izCyc5XpGqatPdeuo1PR10NHXinPtmOmLc/ZpldbwjYlPm2oCFPGwwbZjYAALTzsOLP1JQoFFG44fSEmd8fLYx+66Mo+e59AUvZqSu+R+0NFHoH3UAzQCfRg2vboG/Zv43LIASOU+mY8IA3/nDlNHQAmtcIA6txysve+9jS897WnNfwVAVgZvkNlx3IZtKUNV1+akCOjbNouPNN2Kit6cIyOw+wYbyfKOeD0PIhp61ifAYDIGlaeRSuQCnrn4Tui+EIVvGa74ezleEuyEn+xaQa7RztYscz1uGCDbb8rBEJZFym8I1N+nomiiP5Upi3Ttgyet2gesJ93si5px9ozJoLu4cX9E7j2Av89pVQpjbrGeF7Nib1blUeAA0CMYylT8I/7vX/m9Ow4RWq2a/MwrZtbHeh3rH5enTwCazZbxpgEAVyHJ3Oc3OflEQxsMMSuaxx4LLczDJ40t8P3gb5U4VPvugRnLXkRLwkgzy1Tw573qtOWAACe3j2Ge3Y+jQ/2V9Pbym342defifWbqkVZZzUha/q5HSO6cBujLOdNv2dBJpLS7I1jBpLj74JXArMyqvwVqQ2DXMzEnvPdV50K85TE7iMTOA8EZGsLTDFDd9HMLpwiDjpAbz7WskxfJT0IEhK+nYzAscok1M3znP5vLXw2RtAar8tRdOuLJMIgt+49g7ZaW+5twHYpjPHrbjj2rDxClWlLm7MK01YRcFYICaGbmbZvPG8F8ERTgJKA0ZSZ2eVgdhn8YOAjNKkgdebY1LVDrSSPoKTVpi7174/+5UZctf0IDAYd8w/w83KBEjkAsMd5H6iJcJAy0MhBQD4eBgMNGqtsrYRYnY5py1It8EEJTjxIHIsYHrQV8AB0Dai1oJ040FYbTlNlp82zAhk0Loy/gcIQaMt+rmPaBuc3BjZLxEvo1D4lJ48Q+9Y+sEmBmVYiG9ibJWMpGwsG8vqoGhhd4ZwkAGSaALhwjDtwXggXPNUleYRWOQtEEtPV2ODobBIASasPKboVdv9cjEkikTxCDUHAMW2Nh2PqWiWFQEfLWnII3DcBIaUDl1SdPILw/u7H/nIjflVmWODOEDBtXXp4/dXYp+tvKedP/OlPX4sf//LD9JVeoK1M0KeMO0ehjXvn/LhmMp+dFVqqBHZOANcAkEn9eE2U9KSfitlnEO1VuZ/bNthG9LcUpizhYKpTD/wRy7v+PvuChSrWjSbIrChoXLSUxIHJAlmSoZVImLlgjFvvBpaeBSw5zZ6RGZuCpkaXGVrfuH4L2kohaF9QZOi54xfSBatTwUzbHvtmQ3NEXVAOAFrI0TUqWieUENDgLDDvc+wbz2wQqbrG037SzkP2O3GgJCFCwhyHrxTCZR3TCSW++9wBvBdV0LalgEKkCOWL5mv8DV7bBq3TQPIIAp3CznWCMy9ExJaVHEC1126pGlkbewUKGDNLPdj3g8agl0c4wbStsxNP5YQ1Whhh4VSmxk2JEJz3NPuJrbPZ1TQxKWhIScVJWPtOhM7+fOegSiSZJxRaQBVradWxGx1zjJz53EXoqvycxGl9hewK65zUjCwhVG95hNlCmxyl4nvUxGYgBpqxoK1G+Q21EukcGne9INKdBfqDhQ5SnBtBWzvh6tymqEnnXGV5HPFV0qeCM4BQC9q6yVuAWV0c8axlJVYbBaT96E8Vfu4NZ5bYhyFoq7w8Qs0pE0WFO/pEZkEkn0LfLzroCmKwkDNWetJ1TFvYtLnA+DmExTU41bL59nrII9iNJ8kjWDZI0DYeslJ4pi3rHfZyantamGLqGCUN8giGHJ2hgTYBy9ZBC5m2XRpir75ZsIlBBYCZQQaZ9qBtyCz3mrY+pYrkEeA32eXnUGN5wGJb9+w+D3IL6a8XBoQCuRYuRAZUgYfEgu9bDk7TvKx1NDsllmnrHmeRoy+xDHNB5wZQAXuVSux3erwI7ocFvbsyaEs64PB9A8QkonmBN8H0meFsAcFAOeyOvnp9wgWszlZNl2XJhHlnZbDVySNIW+hLeNBKwODh7UfcGsOPsOCxBzh5hHJT2Int2UYZ96f3XHuqq8OU511LbvXfX9SXUNEYGMu+I/OgbXz6Wy5Zjd+57fJZH0fVyuuBHcdC0HOw8gR5wawhz1pSVh7DBWshIoaZEqKSflpnBp5pS00Sbu654vTlrqipFBpP7RqFgcDqRX3gFNCbX/ofAHBMoC1tIAQSBqdKY8fNq42pSLNZCaAEormVsgPCdcyyLGt0Xo2BBW1t8TQLNBsdXEMRWKA1sY1MSbLA6BxFkO5JWQZ+vndM29IGK0Pi2fK6iLJfAKvPaETDWkdzllICd28+hKkOaxbq+nnWtuXzd7+EDa8coc9sH5thTds6kKskj2CMwd6xqrzboQkbmAIxqD1oy61leML/reBHZI9pwtgSJe1z8D4A3Wr9pvsr77sa/9+/uwqA10jl58y+A0t4UVCE3490Mhn8LliTsAkqpLmUxlpeaLS4qJiBl0cwHvgNfQ2eB7Wtt8ApsuFwobVVRc+tdkps0rQN5REMFbktCuvjN9Xc4DYK6tMqmDsa3xEH7QQ9q45l2vIeKAygETuc2pAXuSUc2LGRlC4QatoKWc1MKrej3Y82snrt1VmMM67KAJJnd9q5wQVGwsB21ZQEZgoi2jy49RB2HpmK/s7vVAayURToKj8nP9/85YZd2H5owp1DGwvaGv8Omp5QJ2N5BGWLIBW47qxldC1RE9QJTSboT4zb40Z7W0P+l2Paltan+7ccwreeHydQr8H/S5Vs9uvt3MP7OPdRdAh90JdKp93bZHOXR/AA810fuREGwJTNxOLaJ1IYtJM5rpHf/zXgvs/4NttwDv0/3Hzc5PMMpIoKJQo4f6s305byW1YsaGMZK+A0jXnQvGNQT4oxABLk6JgkWlsT5UkVxvj9wPu/+gTNOTXjkDPjCh0DkP6ABNDZnKEMLiAZ3vdEJ4+yjQDKOLp0zUIXwDseiQQE8zH701JYXCY4bUtJL4GGYD/LexjQfqkWK9KFDRizL8xXpn/khXbz8QnQtt5OPJUT1mhcXMKAqy6LxlSieWna2mM0hK34TPBEIgW0oTiSVB60nXfKa7moEzNWhGdOlZm2Lm2SnWdBQCRp2ppaHMMVItOFdUT832qZtkpZBlLZGMWcA9PWVSUNmIHWETVCWdA2VkZLVQ0IG6RiF9rgslMWOoZuqkQt88Q3l8FJL48gJetJ6WiBVlJ4f9l+zE54JI8gfYSW2M6Fm7yjoiRNZgzQN0QLMQN0gqErgf90cU46PUJS1Wy7yMLEYLwxpMvXFhldVxcu+t5Ghg6DtjXpNhWmrWULlDcdFdBWWo2gJjatEJW/zWQF/uNXH6NFXMCmo1hgxBTQhXagn9PNk/AOqkjcszkmiwIePGZI33KgrDlqSDtx+cI+v5CrltMNBmz9q/D0x0yZLLeTnOYkSNfhza2UvoBeWViffGquZkzyCATahkxbG6Rp6JuF9o50EehtCmG/y2PM0az8mJbu/FXggfo3Vc5W0NCmBNqmlMbl2DAmRyuhfk/npg1bq/SalArlERqM33nBqZ5lpq1weoncv3gdCV9pOZgTRtvrGee+wN3+GoCFNbiy/Bid1rr+ZhnhEtoCLHxuBiuZ0e41bQEgAxUiK68Ba5cMYFarCyRaALTIc0rPD575T15/OhYNtC14Xzgghas/v6rjKByhAQjC8kAaAnkeZm9Y0EIKH1CyZ5ECEfA3F6YtyYEw8MjXp3PmxvoSQdihgERfqhyYmxaT7jzztdTKM6R2DJVT//K6jf98zAVUS8B45V9kwmnalhhz9j8FTYxvCPRZV0qH15BWHsGQFnIR6MzRIdoWiqXvdC1jbMv+UUxn2r0vBpzYLyyMLxRDTNt4kulLbWC+Qe9OG5qT94zOYNvBcX9XQcGe8HgIid++80V88vbn6TMLEkwbqwddCway70Nz718/uRtbDkxW5h1t+Iki2oyzsQ/gt6+0thDuGoPaZUtVnMXF7WzqPm86fyXefjFVjmwlRKYY71sTtYMBBiAcW0BhFJ0/YtrymlPjpwqBs1YuIsBUG6SKxp0WAsLqMhbGBjpBAS3vq9Ez5cyzvBDYPzaDbu7fndbGBfs8aFsPrksYZLmO2WWGQVtigw/1pxjvZD0DqKETqo1x/irQvL+IilsKWAJHjsMWzA+L5UohnFZvUVjGpmOdVSU8Ik3bWdKA0/YA+Z6zAHd1xvNw5IMG+x4fx4nZ7JUgkTUlBboFAaLv+fIj+I9f21B/YeHBpbQEkHu9c/9OXQanoT6hDfWl2VKkl1iZnL6Ei0KX588e35cJ+pT3GcK529g1rZOT1EXZB/ulN5+Dk1eupPO3F9WenrMzynPdDzYfwKPbD6PMtHWtZRKEBU77UtVT1qilJLol/yq0kGnbcsWsgLNWLIA2ksaBZVDyWtlK5qFpW3g/3i0xNhjm96sNoG0roXU9APx6mvXXF/QlUHMoREbvUdrCnWV5BNK0zREzbYlEQ3su3qMai1U0MW3DdQKg5xsGszizNQz09LI3X3BShIHAaPzrq06BQcxyv+01a9FSBgUnzR+HREJog20OsBsrfeR3GKkLOFI7lKSgOM3pds6TTQHseC0vP4o8INKcwGzr7cRjOWGN5rWzAGUKvOn8lfjPt5xff3ANsNRozBIBC6F7LbPMdslQJ2je+06h4gmagRF73QTaanr5zUOYms9tJF0Z3pRWJ2qpErtL4srUQRNqnWFZ2WS59gE9Fx/3d5fGy+kbdkNvQSbSaxUR3soR1GhjGIC2WUGACIMPkZZvbTvs55ZVxZvgRMlocgdieQTeSExzsZqgkfwdA4AlKvicdXpEtXbxj+F/DnwCieTNpt+YpNI64UI6Z5KjsOGr0oac85bpEiBjtIuy96GLrqB+WdSBWyGTGZ51UF7kXdGdYIPFoF7VDCr6XwCOTnXx1CtHqNqrjYY64EjnyAtfnMrhpEK4hTQT9Tpcc7aaDdJMTlfkBd+ZBZPaqULBDqxqoS9g2hZGzN1JPIZ2JlIGxYLo2Q+0E7/ZDPqYA/SFAm/sU0mZASEbl/4Rbz5CK7QJwFdhx2s4Pvl7NaCtaC5ElkiBTBucvnwhXBpWcExf2qJ5gDcDRY5UsbYYoO0GeviS1dH3EqVonuv1HhiQKTo0dkqONs0dAEu30LwurWxKcC3Jem+09ZcIUPumsd5jIWANrmNhI9G5eV4NPmOmrTGk6amp3BVVkbfgqr3HojAOMMpMfSGyq09fgq2fGp69HTXzigBQ5BmS0kZUCoFuIaw+pH+E7QZ5hGO2ciCUPqT/bCG8AhJ5XsO0tUWqWNNWg4A5ds5ZN43O2Lu9lUJN9hq5scWTDGuMepin3Jub1f+aLbXFmXj/2yllzDh5hGPWtK3xATjlG/w8/Z+klHSPJckAbeeWRBgU1r/yTNvCn1dZeQSbraNFEvc7nRN7miVWrC6qgsZze8c9WMuatqxpD+VBW1NU5BHaiUKmRb2vY1gvFxTEZNa91q698fE+s2uya69pr7cPS+nXuv4vpRu7/P3IP7I2Y4ESlo0qyyPUadoWNpDDV22UR1DSPoeYiWqafK7SdwFgw6n/Hj/e/a9Oj51BWw3hi/xJgdytLwHTlguRNTARP/b288DsfV47jFCWaUv3y35fqGnLwRlTFA70vfZTd+HhbUfcuRnYndW4sGNhAXZrRUHSFhLUx5cOtjAyNRtoyxktNBepgC3e1BQ/J9G81LXyCDd95h73uVJ+nmWJhm6eoRWAjRXgnnVMacPRTISxlrT7CLSty9KbxYrCM21/8c+exCdvfy7a9zimrZNHKILPq3OZEAIdDfi6EKW/258ykEcg8NHP9U7KIgQz+brBVSOmbc0j+tOfvgafue0yd14NiVMW+wKEEgFoWGcyRb/SnkQSzN3P7aFMjRf2jddqmA62E4xnBv/GfAoYXFZ7+kRJynYozXX//iuP4amdI/jhiwcxlaPEevZz0uohupf+VLk9U521E9mTadsOJBHaLZYroB//6vKTcfWpiwAIS9YhUDDlAP6cLAS7Ef9bWo+loW0sayEEXK2L2Zi2gE3JdzI89c8mLzR2HJqg/m+q87sBkIoCXSQV35Q9dwZeyb9RjZq2PCd6kJf601Q3p0xLlUA4vYnZ575bL1uDX/4XlwSNNfj0j12KU5YOQsDgpvNXAqCgQiJBNVGA5vlvFiu/n34mQdj5P9MCzDghEhjc80wU1aCh983ZPahkmLr1XHlfwxciI8uL0G9+lXzXf2J2ArQ9YY2W2og+M21PW7bAFwApGwuuz2mTSMd0kVBqPQiMdCljAJK0VTp6HiZLbCV2EnijYauBl2UUjAVqjHVQE9ZWs6l0pgKe+OhuOaZb12apZD3T1jFXTc9Uj1jT1kYO7eZYW2apgq5sSluJilgjZSCw0BpKwi06qbKg5yxMW1kQ44DTTRObBh1eXoWgrZ1tZlyF8eCU/NMgAKQpWl2gxPJqMplgnzyJFhXtN7xAEOGXykUqOQUrbLAxVN1a6czi8Z5p24euY/DUgqwl7T23uSk9Rxe1dwsXp+c3APpljWZ44JGZtoqZpDaiq4OUeb6+lB5Azjgye7zyCIAbV6sWD8Zp+e4eqE+2E+VBjaSNfnjGZKabWUZzb1PNqLPtTCN5BHoyJy8ehBDCMvxjp87Y8wnbVxJpLCDIgDzPF7JxnPgiPwEoT0hnIPkRfDfQmVYgrWgAlfTJRBKbR0h2IguEfbi/nRJbQnrmd5oIy8KXLqV6QTve0CSOadtjc+g0bbswqG6IHLPeGPcMeV4o64axjrCfley/nv8b4Gu3Reetld0IjOUAKo7inK3GUXTpsaRpy1AgFaVgeYQ6pm1SAdnYZis6UzfWWUKiyDPL+vLnuH3jHhyeLvwm2rafQdtXC7OtBifsv22QyIYPHdM2rKyeKpJlMU4egdYKB9oKrxnYm2kbQrocNKFnvmrJAmL6FgUUaF7XRjpWu4Qm3TfAyQbMx5Sk67dVfT9zwbBe63cvq2Ha3v3CPjyw9Wjt4VIIGCGc3NJijLvTGBiSVzEEZCg7nrtZCUzVBQpN8giFiJmsRhfIodx60bWgbQs5OrmJ0u8B//4cSPH/s/fecZZUZRrw855z6obunszMAMMw5BwEBUEFVlRUwJxzWvOuaXdNq65Z1DW77ppWV10TimLAAAZExAQyIkFyDgMDTOjue2/VOef74z2p6lbdvt0zfPt9u/P+ftDTt+tWnao64T3P+7zPay3qNG07mWCGaUNWCWdzCQc+ex/E1oO2iGt8YOq56222kwAafMdUj50IizoMLFQB04E2YUOpTZSrCbGlwDZK9ePdJdyFm1PvifVePWibrE1zDVo/1/WtxDS6LuDIxAJBrAucvh9tfUAqzglRIqT+WuRkpPKC104CSyqRZQh4oOPzKGzc9HsWpdczryOHctFcr28tGp+Rb++g0KGVGhJFkQcfTkNg2USGTbP5kD9fsuTdGmtDZtcoW9J1mRbEPhYzxIsYeIYNoKIU/h0S+nmBbhaByiHASqg4PigC7E0NUqrF4NIC1javuX7mxbfie+tvxRd/c30907aSJWbhgNmq/BERehrh+asaOpwFM1P92GklrGPW/sUQwF5SJnDX1NbWysx5O27flThg58hyfeOjD8TqRXHf6AksjSYkOsGvK8/dN26cBkA446Jbar860ZLY0itGVrjPpAts1BQiEzA4/cJb8ZvrNjUybXdZ0sVV73k0ptoKMy4opWt8zXYm0C+aQ5FpUKAqe7D36kXouM9ajmkrYdD2zOVxrOI3U/i/xVyatl7WImja8sHN1wpyC4Cag2nLz8TNq7VBZ177Cp+J4C8hnNdvTMgYABCeTd07YHkEUQJ0tbU4+WPn4amfvgAQKgYzx7W0b1ntMpIkBEWAvl8YZAQUzrdZUPU4Z+xa8nknHbifu6yBVE6HtZoR3rufSwMRDsCSjsDmXtWP9Wt0XMv93OrXz7/esQXnXXXXgu/h/4LtAG13WKNlLu2CNYqGF/CS+UV4HBAo44JRA2QoIHniNEzDz60TwN4Wpu2oQmQAMmEcM7VO0zambUkfFU7SplOTKhbuCZv0JA1ouF1yiBkzZKPSu6xJFkGfbm1BQjjwwGvalpKNnfNAKIHDtUxb3lyzLuVwOkmpjUKCDINu3l3gjUjZeVDC6ekm7fFR42rEMuhahuibhQyi53M5rH6zYHmjkoK2JFyBJD5GOAVGbWgIXCHijafw96aL4Ji2Kces4f5Zq/mbatomEdrqGh+qErtnEgCspnv0Tn5iXKXZwJAAuSh54e/ZlIt6pUzbKI/gWITju2Zlq2G17Lq0i31WTiSbGmcetM1EZB2rNjqUMm2BGrh3vo2q+YjBWOnYqQA/jz1WTODVD98XgNdhrXmfRE7TlhJN2wozn4Yj+OGejA2pqKsWd+CZtuQK39y1tYeTPnJuqZ/GMRefRnX+Ux4Ec1IfVpd1rJVSWDWVYcJp6ZGJTNuCJNoiOlvpMxNe03Yk0zZq2hoa3vgy48gFWRKnLtdlJoj0GxprIrjtL3vlT4CtlWJZCetw1HrQLxbotIaN8/DJyRrkJrI4p7pZ7P+W5WC01/yEk0cwC2S5JvNyMOvlEXKWiEjW2OvumnayAaa0SW3StF2wkURgSrg2hbxhN0Y8aAoAJpHJUbIqj0CQsqxpO5d2IeBB2+TZUAQD9lq5GCuXTOK2e7bCg2gBSHOyCoVoY0k3w6xtz/v2pQMSJVm0HLMpNT+v1rFwxjP3vWTu/M3Vd+Fct4Fxy2IwJQkWEtYaTKCHL7VOc8d5pi0XYDEkIeBAWz82LJjVZJlpK2BhkoARANa0TTahPe18JxSgBPAKhchEZNryfRQOlKrIIyjJAHCtBIqBtRQDvb6xiZxD+fgIcIbH7gInfReUrB2DPmDt/NUf/P1Dgu+TmqAAuzl5BA/a8k/vI6VXMIbnsSBP0DAHcGZMXHP8umgT9nCT+XR7ny5fgAMnafZGKlsRtBH9/AnHPAOaJ1MSIBguAuZ8potvnQa5FN8tvSIAvz4ICiTa3u64IV8AfgrxfnYNqJm0QQhgtj8IfkoOiU3TvRh4dxIouTa1PsnwOfldSjE307atBP74locHoKvv6hikUg3Bl0sYpP1cD0kiPPuY3eMvro+SYXbwXIE8Ui1kKPC5864bfW81ZjUHXzbNxhT2NDjsvQyb+q5Is+DKbWN5BIJ0c0qVJezfE1Fk2jJpzwfwRPKukvkm8TmCpJSx4TmONa1W5rBQHGnE8R1pSoXI0u+OysjoZhJbevnI9TXz2p8jsgT7hiqSFAG6DecQgnDO5RsAAH+9fUtY271FeYT6xvzdifvg1Q9jX9d/N87gFN4DZ2SyL9GW5T3kuJZmGQQCDtD4HjzTluURxiCSiDivyzmYtgCC/12raWuBFnIMfCE0Z0pEHzZN3DI++FuTTeOf1vqb702WcovrN87g4pvuZdBWO03bcYkyacDTZwE6BrufXgaFcVk1snTcQowQWa5e0zbXJhYmBwCiqGlrPaGF5RF08r6XTSjcMzMoX8A//4o8QrWn+blqRRNB8P+47QBtd1ijdTOJ6X4BQwLClheTIQsO0xi7xCVrAHDUPKaVuc29cYt7K2XaznPnOcRWcou3myxbwmkUJhHnWARL8D6BhNts8uTkXJHSZZRMmLbWDyYP2g63WdCwpu2WXo7Pn3dN0tQ5mAJ+wg9sYi7P4kFK78ymuEtbiQqT0EVAbXRWFAGLuhlOOmhnF0lrBqNgDSBbIKdl5NPkfOG6qqatB4z9Rnc2H45se4eFgTDpABKvJejaPMpc/+SUqlgZ2H9TAOEZ+SUo98TH5DQ7TbWhbSxAZbROQFaDvvb9dRRoaxLQtuyQ+mcCIBQwIHIbq6ZiYzUMEk69ZzZVYNr6CvamCAwLJNcXIsojDKxjkYxVIrbGSk63X9AlJJnhFGFXqKitZHSMZRvdVB7BkNvsLqw5ze3kcaKkCPdujMWitsSUk3FQwgOIfi5wLCpQKPbCwvoojSE/X1irsccbf4jr7pouXVq7OeERB67GzksnS8EfDcJdm3vYOjvAZbdvwU8uvb2UITDZiumnnYpGsHSMaV+YiZlLyVJOAopMnAMNbyIFDApkWLu0jb12miyxOgA3nyVBqlpL5BEM5NB0rxIA3AMQmde0rRznC5Fxn0gct5qURps4lE8/avehv3tbMNO2rhCZb45zSK2bk3Za1An9ymvXFiaOeV+IbIzaWvXtqNHuJHBasBLVGYs3E9LNab573jeatqj0DSoFiQwEisKtCYk8ghI89iLTltnXHlgSY2rauitWPvCFORVLxYSQpYfbeP0RZHF7PgEpCHdj0bxvnzdJBCEs2m6TnFosRLZA0DaA4fHde5kH/+f0XfoNttUFliIW8bHuP0ncZ43LZJpsqeh7+OCvY9qSZyGn/a4C2g7cVxmsEeE9xUJkEcgkOCCirhBZJlhmpjZ4zUAJA9IU2xqyTZpB2zB7uD42gGdJ1lymVAiKsOvSLgwINybFkIAIRFuUNZrr5RHcY7OWf3PXbQrctKQoadp6cLOpEFlqPm3f98Egj+BayIQDPjYUlQUCc0uKBFwfAZhK2JKP1tPETFuy6OUmSCwUJp6GgcsI3gz08Pl1JWut8W6JGXjTvQjaaivx5m9fHDILNAQ/Sx3B4lpL/Ge/14hxuvoWELE/6P89cIELhVgHQ8pYZZ27iMAgz9GurNlevgdIUpl1DjsGaAuRQaFgluw8zeoiMq3DjcWCp5Hg75EmHT5n/6DSFCLk1gOytgTa/tPp63ksuL1V0LRN9X2VA22r4zldVxJfxvf1saSzKn4yjQHatoUNoG0qY5auIXU20VIwdnTmTOblEZK5Lvjibq5j9nZkN9edLb31V3/94iEfp51JDIpmTdtD1izBax+xHx9bLTDmSQcUNW35uGGySaMl787twtgfsEjm//r3MNFSHAgkAGqMYGrCtJW2GBmo4ba44GUILqd/t+higB5apWfHRXL5+FJAypGi6jRtPdP28tu2hJ5TOk5kiTzCmFbKUnEIhFAQMKHf9QvDey4/n28T0zbR6Hava++VU5ylCAFfaD3II/gAofD7kDjOl3YV7p4ug7a5Lph9m+xz4upd7rwvPm5P7LHT5ILv5X+z7QBtd1ijrV7cxszAbUwxh/RBQ/pBrS3fC3jR2QBQcigySVzwAoBMqlzO22Q2zLRNQVsyLkUnTh4x7dVPlOwwluQRhkBbERx33qQOR4tTE3KYTfnzKzbgy7+9PjoXTc/Qf+5n01T/Urhqq0SQVCOPICuLli07uIU2kER4xlG74/j9VrpIYw0o6c0aQGYgw5OyX+g9o24InGHkEgO3ofUVX9MNrn+6xgEBnlEVHIk5+5bbLCBldvlnxTp5EbR1RTKcPEL6qp521Fp8+On3D58ZUwRAQSDeQ20F7EqKGQC86Li98dnnPqB0WHB0w8aOAxh1G9npfsGphJX7N9Zy1BdciT1UUPYBi6S/eufLg31AwrRdoAYS6wLWMFMJ+PSvrsWHz74yfh7kEUTcBKpWSR6hsO7dLQjpitev/8xGJjI8iyT2D1np70Q+eOD1jwkZAX1dBjS9Vu20q3J+x+Ze6dLGcD+TIZ3I8LcEb9ilmy9mc4Pvrb8VgQH26RNwwOBSWABPfcBuQ7eUOSa58cz66jsUEoO8wDUbNrugUhGKyWin973PqqmhoExbSTdWR4G2nmnLG85qQC0wjjhPmwEkUR/M8cXYtCkDbXVbFyqBgPXr0OPvtytOPWzX5raPshFrG8E4oEkzwGUQ2AK2xLR1jEZktYXIxmtHzbiyzFLWOg9FQ1IrIF0xz/gMfcXo7adp6yfEyARnmoRw41uUmLY22bAoH2RImbZEYSmTjr0xl1lEPfJUjxQAIBSklCEgF5khnqFrccfWHD/a9e/Rw/yZtoIY/FXEwMMLv/AHvPHbfw5/D/PqQuURwn3F79dKzThrK04rtUZjMcUK7jymOHPG6/wKJ68R2XQm+EjaWtb4pyrTlhl6PhW0bz3TVpcDPZ5pm2jacoQhd6BtVR5BlrRcy4+A14kwN/i2Wl3SwUuPj/II/qHxujawI6qWJyx5kAzA0Nd+f2PpML8ZBerlEVK/xIPr2tgIeAGNb1BJctIBvt+ka9PoMSudtIhn2no9du8TGEuJPIJn2lIIcEgRZcgar+XYtX6JIFjkUI5pCwxsDNZri7AOGOdXW81zZV4DcJgka8IkAYDhNrAPzkxbtgICG7fMBuBUQ6CdMRC4cSYf7bO6O+EsJQp9o/HyyV8IhJ4jlHiWKSHKI3AhMr6vXq7RUVQaJym4l7uxRCYHQHODtrIFVrCe/9zyoZ9enkhhOEuYbuH9el82ARBR03eliO0XKBcK+8VfN7igATDZaYd31EoyelrSZSlUM0pqmLZA1Mwei2lb8ZPnLPokFNrSBu3qlEHp76PJvOanHOGvKklOLibeZyxU5YoUl5i2diiQDsxNZIiatqOP42MrAfGEbJWCtl4jezxL9nE23puF07G3ADU8p4mWxO/NAdh0yAsQRuLId+Z1uXmPaGtlc9hSwDUlZaRtPUpc4QqRlceq99eNtTh010VYPNHCqiUTkDRK05Yz+K515I0yaJtovS+EaZsQfERCYDDGIhMUmbbjv7T6SyaB9utPOwW7Lu26fhH7TVbJEskkZ/wVFmGNWdYRrDOe2BkX3oTrN06z7+GDFyHoWn7nVaLKDou2A7TdYY3mB442YKbtXKBtWihrLlOJNig8OyCmbwsZQdt57zuFDEWy+OTJBhNAiyymByYwvYAksuonESKnaesXtWEWcUjd90zcJF2ztllCBj3J1AiIE3STfIJfcEqath42ilF+X9QtnbpDmk5wHqxb/OKGQYroSKtk0apviwFkO2jalpm2w1Xi/YL5qyvvBBDlEdKKtj61z98HuXtTQ20fbdZa136+H+s2FETs+Fmn1QZwv7YoO+dSEHZbsZifK7FmYBZSdy2nMwH1TOSSPAL/+9GH7YIH7lUuVFDV5uT0fFWqwgoAt947ized8Wdcf09/yOEwLk3PWm49s9QjK9dXtffHAl4ewTFtwQCdWGhkti7CnTC9P/6zq+LnlqOw7YzfhzEWUB10E3mEgvUR5t7AjG5UzUfsyPtiSIB35uLmOPRRU50L3NxEBCXK8gjpPWuviVZh3/m0f2Zicn8RsCASPKdSZaQKAeSzAIDV+S28TavxwXxwxKeypSww36a8KKDgNvJJYEpDwZoiec7JBinz8ggjxprvL0U/jPtS2ygWMbRu08TVZ8ubipByZVkahwAuhgTUz4HWgBKQvc4++vQjFh6dH7FueRaFMQaS3Nj3QQsLEDnZDzfONCTSQlzzsmRDHc3JbBQu0bnSVmNjIMo7vy3lNzfzb0J9uyqFLsJuP246jRUBtNWIsjNSJnrbcHMuJZq2CdN2FGD16eceVUpNRjgbt09ID17HLAM+gsG3FgposbBgsCAGEn1l7Vs39fD1P9wU/u7nloUzbYcDfr7tETiL5ouLGqPRQlw3jOUZJSMDbQmGJCQcaJsybWULLE3i5BFQLUSmkRYiKwz7NorK7fNrmQdvC0hup5dHqDJtlWCwsha05TUrS9MxfcEwkfF3SkL4NZldrvCNf89zyyP4TaMoz8XwBVZigZlqUMkD5Pxv11xrSyzzpj10Jj1go3HrvbP46DlX1R/YYC0pghSMl2lIweIgz+B9WCCMv0xSAN4a5z3B2onhV1hOI7ac3aW1DQzeCABHCSrvfdSNB2MAEwI4Zf9ruA3ATD9H20n9aMhECoZ/b0nWT/zZFXfh3pl+/bn8G3Jzdapp2wwau5/tRci7KxOJkMgSC4XIhM92I+R54cCxeOIsBW2dD8nyCDJmXjU9B7cXyjD/rCjpmIYl84X4vvf3oKt+CgCRyZrII1RT9QEfvBLh3OW08nidF5+wLxa1/b4g7otaSrgsoSqIlgCmyXl8QGUs2RlRPqes0eQtmVToCIMZp/WdssqJhkk6qU0E0Lb59FEeIb63FMizcAD40HMoX3cuN8KDtuNkpPpgbjxnnMOCBi+A3ZbOIzW9NMn5+dAHMWQgQNRZN5PooY3BoU9PGjUaaAcAyrhIm6Gs0V+1JvrytfJnAI4QV+NB4tLSFfm9CXjpLiLC6sUdTHbajZq2vt25No71bMtzn1CB5DQ2oFED2goXmPZzxp47TTLTNvjO26Zp6zMgUoy9pGlLhEyJEj7AxcTY3/D3tqQ7LI+wZdbNzSKS6vi7NW3ZXmSD/4W2A7TdYY3mUykKSyW9vFojdkDni7D6RcJa4LfX3o3v//lWPp1Uo7422uo0bROm7SAfwIKwdWBLmwC/uFgwuBe0UX0DK7eWee1Xz3JIJvM6xg0JCVvZkL/66xfzwhI2xXMxbWX8abiKLomyPIINN8PWUh78Se4lSVEojHVaiW4DJhOGcW1b4qYPiO8w1wYXXLOx5Dz4CR/W4uzLWKfSM0RyXXZgAKCX80aKwJsDlQDjI41fXmD2+YIY/CcKE50lgcmMsNNUC7mx9WlXIgIeRuvEqbahu9zb0zXpmn7jbQKQX7ckqYqTzvIIw2zaX1/NeoZbBnbob9o5JNoxVTz7spT6mT4aeHkED1z6NmxDOnkNgFm7oDgmXscBSYWxgGyjncgjDAxvFOaqpDy6TXUbdAGAo9F+TFYzUKUQQ05dCMLwSZAJoF/StI3n9wy2atqUj/QLkTg51mkuWzj2aBJlJgkUPXd+67S4hvunckXVrAvSpEXn/HkkmQDoeh1tAXbuyOhaMENJydcbRx6h6MOQHHrkUhCPEetZWuSK5DUFc0zYIPqNPIJWWbkdVAGItq/5dzB8bunfhWGtt6DdVWXaJsZM24U0oyarwLHbjC4gqfxMnn7U2iCPkOrwtYOm7XZ6Vo3yCATPkDQg6EI7iQ0EkD0TwhUii8WHiBI9SKLA1BzV3E6mIKgyHoJOmkRkxrs/uRnWWn4+LeTQtDCdNM+0JWBIUxBIC5EtFLT1a3OVaRsfSPps2koEpq0szeHGSQQBueU2S6sZtrZ+7o/pyV4eoRAVxpLJUYABFkG+0B6nslqSobn+HcoEtOXva9QXIpOBtT78DLhQokjT9z246oP4pf4XA81hngzFALOhZxYfrBtjCVPXuuddOizxH7Qt9yugvhipsWXYpak3KCFYbgcWF1yzsfzHMcZsJimkSUfGrw3rRqppG+UR+F1wgHcO0DYJbgO8HjFrsGC/wwC/ufYevr5BAGkDUGO4YFle8wBswibm4GjDTTqm7Uw/hx9yBbiwnnJ9voAIUgQaAkXRRHow4ZzG1c/wj7nqowV/z3/8tC/jquM/FgL2nmnLxzoAkyJg3ct1AJmrxwGxCKwwA4DGCFRvA2iroIcLL/qgxW1/hvzr9/izlIUPuPmbhvqi8Hse8HNI254l9zzRbmFRi39n4NX/242dSkaJn5t8oDeccz7yCCRL5/QgU6MJhZYwmHXaL+kaPpc8gi/U1KRZzW2nIXmElGkLEAa2LFVRxw6eC4xtKzkUFG8yLwkW/VcKwSsifrfLJ1pYu6Rd63uWrGaPy1m5PAelxVlHadoCwNKJVjxmDE1byjhbxlBdkNu3JUrIpaSMqn1fHzssPeT8dWN5bBMIvQIJSaLSLLAPNEj2tH6/0ZKCM1P1fOURknHr9x2Cg6KSCL9788PwmofvC0WIgOk2yCMA0WeVlTEYAz+ETBB+fc3dKCr3w9nL3I7JjDAzqAR4/SllBNqJ6sfafeLi/y+xHaDtDms0Ik5pZm1GM3oBDKzV8UdbS8V0DB/habecc96OunPzZ9pmceMPREaGWwzagsEuU2LaOgc7qXbJhdHcZrLm3pSMYE8kIvMxH3/GEfj6S44pN0vIyHZJjEFbHylrYrdyOzdM5+ysp4XIKC1Epv0Zw1drmbbecQOzIVTSdiXmYrfapNJnZEtv2NLHRTfeOwTOVOUNPEOk0GWnjWCZhetYxAA/49u3DIbA7kaziTxCAsT4RcCCsMuSFtYt70YHqtq/pGOBG4s7Nk1H1gqi9MSrvrF++Pn4NoafEbgonT7RyuPfucAGdFW4nR2gwg4XJ/KattozbSWz1K13XK0NC21k2kZgMdz7tjBtQ7oPhc+GQBWAwQEw0xZwzoxqY6JGHkHKbVmtG0Bbo7lPOIfKWguysd2h8MAQaBvZQFyIzIZ+GcAhojBmq6wi7QCPkI7qtElF0O62QDpSSZT6gEWFxOBMObkBLoxgMTMoSs4ihAT5tGdjQbZwRXUsDClYq4fY3gDQUor796hofQBte9BQQ0+cN3XhYNde7pvVFDTr5oVcl1P7A+O8wrgNTNtt6iMNNoLl4Vk31mh0lHDyCBxksdZCiFhgz3/bWLswwLS2AjqzPawukAlbcuZfdsLeXH0ZBkieoQdttxthwQPqSaE89wewZjU5DdQiyF34pyFdsMiSKn3Tp2redM9MkEcY2dxENidYoKFKDlYE8DrOu8axKFvIoeXCQNudl7SDxFCdlEMe5tUFBsG82RR04DEen3R8Om3HtLW6KIFIZDQsLJRn2kKCnDwCrMZ5V92JH66/2W2cNIyxzB5Cpd/pArlVDHDJqEmcQeNpR60Nhw0XcyKQUDyPeXA4MS5E1rC5dOA/s/Bjmi6fp6Y6dgq6hsgkX0/TCE3bkjxCzPQCyj6JSPBEZtq6y4afFAEXD+QaH7CouW5imWMcW2NKKeY0ZnprS8lYQMnNo9ZGoL8qj0BAmDfYr52jgUnWDMB9MbfMtGUw1oYCZ9rG9HXPNrVuDqhl2lqUNNgbN+jEacuzg0FMB3ZjOdRuAEVgD1TrX/MfYzu0tRCiuRCZ/9VnWKG7DKqzCH23HHnAmBDlAaRwQRESuGe6h6XdrHTi9B3nBjyXaS5ENqcklOv7CvP31UQt0zYSBGzI7nLPx30ea29UwGdKQduyFFomRFzHhQwBRpnsHX3Ai/tsXN9TmS4l4/rmg0LjFyLjcz728F2xelE2JwDYFhazA/5O2ldbkkIxpjrzYOOodmVSOM3aYaat36HlSQArVWIvNXOOoeoLY47DTlzUqcjGVGrR+DeajYMMhftKAlo2rlvaBfrcBWtPsdNUGxe/7RFY0s1Qve9a84XInP6trtM6T1rlQXBtBarOtJ8rvq2PLzWP9cYdocBly5Eg9LQjPtTMaX7e9YE0gg2kpJYSjmmbj3wWTffKjeVzCTcvC8HsXyWFK0QmMFLTewwry2uVx6AnB8EF2KcHBjdtZFkmH/CMklQCbRllEL2F9aRUiMxls9hqn9+B2jbZDtB2h420TiYdMDSH9IEH2uYx2LpZXPatJTznmHWY3P1IvLd4FkTCtN3ehcjWLm0PLZhEbuIIKdGS0zr9ntCaUvEEwKWTlLQw4992WzaBY4bS4kUzaDuXkLhr54Pefy7ee9blAXQl2KBpyzpkw1VPGRxHmc2TgMTaGNbXTEAsH2lsbItqRz9vxPuJadAGOy/mlBa/sJXkEcBLduEdWn9vIFyzsYer79jceI1wBuINbnD0QrsS0NaxsXyas7G2BrSNgPTW2X7CyIjnNBWQj0+eOL5Ov7RuzChB+J05ELft/RS+XGDaluURPANRN2jaehBZEIX0O+MZgAkYWNa0LbNCRSMwP4fRMJAMUNBpLZlj2rZTpq3qoJMwbfuFDdIW29WcU6oc2w9wTNskcyBlffJdREDWunGlhNczTp1uni8807YK2OjAtE2LmBknj+Dr2zuAyYLHZMFANh8paqP6gWkLnxYP3DOTzHck0FYCLeQ8rmyBh+y7E9qSgwNktRsP5XO3QsHCUaCtD0gY6DqmLbmIu2MVw6XBD0YwbfuFK6IFUQauk/HA80Gcn7a7JfrXVRPWAILlEVoKkWlrisDa1toAU6vCdxi0XUg7ahxvz8g2+ZA8QqZYbywUInOfb/dCZB4oDu/f3XjCmLIQMNo4uYuYIu71pD3TlhmwMYjz47/cHrMP5ggMRyCpAqEJCRIyqSoft78+uNGiIoB587UXPWQvPOawXQFra5m2uVvTzr96I1eLnq+l0jrxwxIDpcq0LSAd0zZhiNkC1lhkZB3TVkCR17S1+OvtW3h+c1qAnGXjNG2T+fxzv7wCA2QoDFdw99JCChqrFnfDcbUsQdniMWyKofWvnQlul27YaFuKgV4gMEiH+h8fHB5KZNqyX1OIlntmdYG8VB6Br7Pv6sUcIE3mW69pa8EM0qqfk+ok+m8ZJ/HgN533W7u09j4zp9trra08wyTYPMJakobkEXw2FWtGu3ugYXkEJUUEbUfJIySgrYBFDulAW4vCAOtWTPH1TcwIYbZpDADU1YXkQmTluaDWiFnXW2YGUK5WgweoIxhJZX9vFNHAndMY6zS16yCyaCUWqRRcjE9mATwlWEgR51kvU2SMcYzSBLRN5RE0M8eF7vGc1rz0sAku2JyhGI9x6m32HuxGdw1r2iaFyMjJMYVxleir1jVKJPqZEiYEDgB+RgSLI9YtcwG0tK0UjgFcLZNkrrPJP9oJYujn2jlZn0Ap4PnxZxyBUw/dZU7QtiVMkGtLsyM7ioL0RZ15eQQ/BuuMyS9lwor359Yu68BAYGAT0LbpFms6Rho4JMLIQmSpTbWrGQjlMeNXk4xMc3u8VfYrAM8+XqLv3T+8PMzbRM0A+NIJF0gd4YMF8+eTLRDIrVujmbaZkrVzg3XyfjlUyVfjQltM0PDB98i0tTA1jFkPVKdF4nwA0AfMojzCmLBbDWhLiW6/N0W+CFjNnnRM8+fz7zwFbUtax+C53oDCvse65xxunSRakoaKtfo1ySZBIx8YTTg04fMdVm87QNsdNtI6mSuaU6cflhrFQT2uCUJwACx4cuhp4LfmoFKkZd77TllTmTQBbWEKTHVajvFhAsvT+k2oux/WtHW/2mLo3lJA0owRChaSnYqrN2wZcr6Mu+Zc1W81BIt5O5aw12zVJrIXUh08wLFyUuasl0dw580dIzBo2gZ5hKZ74k2fhWeYlJ9LteCQZzH6j72jV0oltTH67IuFAYTLb98CYwmfOOcK/OTS2xva4+6psglKeSKRaSsgLKcSWbBEw9CmwS2WS7oZF5TwHyesBa/HWW6DCQymAO7VrD5SEN5TPBu37ftMALyJGlg5pGnrI8V1aZge9NOW0/ziPXNknzVtyxvasjwC/7QjnKmRRqnT7e5RlFMq440w68vraWltuRBZommbG77fbdO0bWons5ny5N7J/w0OBHVOGt+N2zgnc5oilArosKNRBm2H5BE805ZEqXCdELxpTsrtsIm4mQIccFsnj5Bo2kqUq5f7e163YgItKmAoA2mNFZNtHLzLIi7QY3RMfyqlQVFtXyvfVMKjrek70jNtw5xIidZ1eRNrXGoej0EXZhDJOCiNBxu07kYV/1i4UeVnYkZDSQbI2tK9S88WsMZpFlvgoW/Ba82rubV2AcFGoJ5p6zYORmvWFKXUoaYgj5CyW9uhENn8m1BrQ/IIyRix2m3VWGPVjy//vpR0TGSvu+bauMhtIHdd2gnyCHO1oXQ7lKxRQgFChBRiDYFZtFxLvaZtDi0WxrSVgtDKOK2vDrSdGcRx+8fr757Xufd44w+xYYsrYlhi2rqPar7DgVgFqweQVAEywUHYwpCreM3yCLAMqAvYoCunne9TUKs092QoUECiMJFNaEm6St/x/v18XQou+UKwdfIISsJYgbwY3vDDGhgX5Clp2no5JgC1slfpMxpi2tYMgFRCyH1fCGZxpxvNdL4qEk3bnZdM8DWSDKJ0rQ0FhQC86dEH4E9vfcRQE5TbCBtTVAC98STGmP3sgVIGfmL5n6gXXadpq1ymR7oGDlnwwbxZdNptZm07cNv7m4WNjEMvS+VrN1Q37oAHBF2fstR8uyRYr3amF9YrDQFrWRJkn9VLwj0CLsjZEAxI5RGYaZvMjQ3XT30Rzt5issPBO0+Er8mEacvBPCZmVOfddH7LtQVkC2S4mOec6xlxnYUMuiQpNqf99K14hTozMKKDpbrphQNt/bv2kmcNl0mZtm1pA+AJIOlzzCyUZF1wPAZXPNioq3JgpXkvtndeTNtqwHOuGitCoS1MOHdJb9bakUCjZ+H266ISzlqKkFeyDD0w7O9rYCITt1keYdj8s/7I0w7HnjtNoq/HA22P2nMZgIRF7uURnPl3q4StepXD5v2zNEPNetalP7+b/8dxREZkOwXz64lssXwdNTNtfcFhETJHK3rxBe8/csiSr5bJmBmnrYUUvI/zvAidFuz0eys37w7c/HON2TWsicbyekumsl+ay9L+5/VjheR9X9JXhQBn/NbWQxjfiCx2WdLF3isnh+Y+znBwY9Hw+z3rz7fE78LG/TYJtCTPc2k7vdtkkqweQbHYZ5bMkXWZgDuMbQdou8NGWieTKAxBYA5ncpwoWcVE4gBYEDKVpBckp5n38BWVok6BFRQ3AlJ6bbUiLNoWCGCmd3wLzd+hGoYsgz0O+IUbTCPunwuRGTz8w7/CTy69I37u2bGjJt3K5iDKI/Dm2JSqc5c3elEeIfk02YRr7TRtA5NtDnkEowHZXIG7FAX0GzCroZ2WWKi0XXHoKTwHiWTbhgICm2f6+PS51zRe09+xB/8BBN1WZiC7poNZvH5RYKmJyqmcYzDVVtBFXlrAbHKeWqatL5gSnnU9aAvEDSWD5MOAvZdRLqqpq3ApfjC8WCNqQhrvuFYcKYAdNT++CmPxu+5xuGnXk4baN5alAYbE2aoHbXWJaZsbA8h2Ka0319zOURphc1pdASsH7KhEn7q6AQjMrhLzIw1GMHMpT4pN8THu/KE/l0/sAREhfPEdC3JBhZRp6y7Bz9Qxbd3JgwZZah4EMw6MqmpfcmoiYVJZBqkcs1bAILfcP4gq8wGcTmZNPyxZqs9GagiYFBQ1FD1LmVNHywCKFOTY6hqDQiMwjlPZjRJAY2PK732ROjVqc6f7yCTP3R3PtHW6mLy5c31rcgVupp256XUM/nHbUQXq3TxvTcEyNklbW05vzLPifD+47k6uYLz9NG0rhciAuKa61GwDgtEFszcRC8cpp2m8qe8BAW6TTzGdamdB63Bka1OmbWCCeb+D5RE8C84C+C/9SOD4fwqgrYCFFs3r1hgPAU3yCNMDFRv5GwABAABJREFUHe5ha79mHprD7pn27PKU3VhObU6fjRQCAytYMgPlTSSZAooscss8fOUCptaYwD4akkeoAB4t5Ogjw6AwIX3bM21LU41nuqZLoWzxPGb0EGjbzgRr5dZpj1rr9HgpBAFCANSfJ+1/CZGgFAS3YBAac8kjRFBn5SLOAkrncC8p4wuRedtzJUt3pewtCwpKOW7qBsBz9bLJ4UCBkhQYvP7gB6xbhiccsQZzjILwfQ+IFjYG8MNa4CWdakFb7jv8LBquVdG0vf+6pVg8OQlhC9aH1xHgKUzUSy6cpq3vS3nNUuJZ2wCCTnStCQEpfbV0AGCW5xFrpiBJo9NuufuJgK5pLOTr5wsOXEuKur/VFvhHkvadlhTMphcKO01KvPDBewIJ01aSL7wkwnqb2hDTVigIPeD1cYw5esnUBDIqRjI7h2yaayKkld/5xpI1PvgbblyFOcDUgvpSxCyGpR2J2US3MpIDBCAklk+28I+P2Ke0nvk1fFNfl33ayt7EP6/g145ViEzWnHM0ANgRCWBZIpHYWsJF9T5GgbaZT7Ov0bT1zzF3e1AAIehSbXNd9/CBtJMO2hktyX79OGv9qkUdHLZmSVirwlwY5Ed4xstS97CJvOPvq+ITl7I9hZtFaNiPHbakTU2WgLZE4ALODftUD4LX1awAEDCCAbIK0zbul5l4wXq/PYcF6CLt877lUR7hWYN/xruLZwdSknXtZnkEap5zh+61DrTl+TAlPCn4ImBz+O5zGAGY6Cj87B/+pvR5YIwTt8kvkenYLzNtBVruFabzlX+rzI52BJlkjW2noO0OeYRG2wHa7rCR1lGSC5HNFbVcANOWKEJzSyayEqhUZtrOcwDXFiKjZJNZQDlWb1oIh+UR/ERZ1rRFkk7tTYnITBtnky6VCqkVm3tJ6m9wtEcxbbWbxONiCOPKv5BPT3MbmEo7W77aY4imlzdB2s6zEJmNzJdqxeWhew6gLUe0Y4GcaiGyFFDz13afJaDESCMGhwL7JzyPuE7yBt5AghN5WE+z2mhm6Ux0u6UKuRKx4BODtmUQL7yjBDSti9bHAjzx975VQ+lG3KeYMTUM6HqRfb4374QZV/igjmnbUiJs9Iyx+MHip6HX3WXkI2202kJkTaAtM4L9u9fGAqq8ke1r7/Bvw2ItapgRQR6BQpDAM+vLmraxvxO8v+/BCmZq56VjElA+pIKW7924aUfIGOn3aeOFIS5E5se+Bc89iabtA/dehbecetDQLXUUVw63KYhVinK5Qnpg0FbYAtI5e323wWf/qLxBaCkGVMJ71UXc1IWbivOqQX0hshDIcnOSZyamhyqXHgzLGmGRZR+LsQ0xbb2m7X1CtB0BYqgOlFKwhgE7lnBh5i3Am7sgN0IeRFqg41lhW/PJHItGFzy+UnkEx9jzYKXf5F544z2uPfNvQq2FCTQFTSmAFKccvgaHr10GYzzDOjKjlSCcfdkdOOuyu3hsVWbcQpsQaBv5yIY0bZMNkBAgIQOAaSBwnd0FOPDUUjLhQuURYuPq5RFm+kVIKfzoOVeVmLfjWJCVqTBt02U7fWzfX38rLr9jBlYzQOvNAhA2Z50769fOuBIysMf6tDAmAOwFylW4M2jkUOjlEYw2JJ3UQg3TNl0HPWhbo2nLWrwCd2+dxd5vPqv8EFxwzwMSgclqDWdPVZ4PkrEQAQaXkSRGFCILBQ91eKgnHLCKN8MlTdvoT+kS8OSzbcr+WiaYxcn+5OiB15IMqBsTAb5D1izBrks6I7+Xfr9O09b3GX91Dpq7D4I8gtdUB9DUTiLsujjDPqtYAkESMIAEGe4PhY2Aq7YRjIqatm5NrAF8jLVBasyARvr3QigIGCgHcmkIXHbLvfjbB68L9+N9BgtC0QRqJkEeY5k97q9bvXzUuo1/4GwR9puFKcKYSHVxTcLcJiqfOA38Dwonj2D6sJBjabSTYlmGwQiQcMhak+hmEnu4IEM8WZS2ov4WHErXxucT6jHUkw74mbBPv9uSVolpyzJHDIiDBDJBeOUJe/kvls7z1d/fUvFp+Xq3burh5nt74Xl5X7musPOQVYqb8fwzIpNMKLRl7J9pwMba8UDQOvkqb0rUaNpqDtorcH+tMm35PsrXrQP10/UyU8IFvhdi3qeN84GxApnQ0ZNvAm0D07YSNIRJQFuvoTtOU8Y4yK8nqs1+9AgdVx/EEjUyFdz+AQeaIVAtROb9dS6sBghQ2KPoRB4h1AuBgQbPyVswgRl0kv0GAmjrZosxHgbKa2cAbXk+TKXYFFmX/VUT8J+n1bXMZ+ARAC8vUyIKOCclFLwkgZYbV9/4w03hPH6vohN2NCGuWVniV+0g2jbbDtB2h420TiaQGxpfHmEeG1UidnwP3nUx9lq5iHWjvA5MikHMt9Eu9S9YGnF1IM5tmwf4xZUbgZDOGRkKaYRulKatklF2wDvMo0xJiUJ7BkJ5c2Ys6lNjvZmYFhsAJV/YiNymwqWPeq00by2ZVK/nM5TkEbSxkCI+I2Ylhi3jsDkZgMYAbPKHAGw7Vprf2LaUKGvaBjzZwuupBWK0SwMfuRx5eQREXVTPUiKK8gjGbfylw8lqBfwdIJ1lGQQMennUMEvlEWzacP9v6atwx0hi1YaYtkJgSw5Mz/ZKx4V+KbwGX7yWNrz5Lqxwxa6ccxs2klHcPTBtE7RLm21c32kYSOZCZDXOtStUlEnPXreAKm9O/QZ0m/RKD34CsPqQ8mfu2fFG1QcGqoWSRGkDXgqiuKMkAYUL8oTbAuGumSIEHIY0bV0qMusKIjxwIaSTRzBu7EfgKZ4b2HnZZC3Ttttihot3nIYCJ8nGsRCc9kxEEDBBHiFsSOqcVf9ezz0N+HyFiW2KMD4MyaE5L+hrW8uyERT7XfpqWRuPABt1JK2lGPQAMKRpS3E8b3drOudTvgg86XNQSsJanTBtuUI6AAjHtL3i9s2hYq5xKbjztiE9djjQllms1UJkSvoUeO57rz1pPwAxOLaA1bPe3EZ8eIPE/WWinaHbaUHrNAXfsdAcM1y7zVEaRANQSsEfCXbVya8kACI5JqggwuFrl4fPS6DtAguRhWtZmzzbaFv6Rala8satg6Fj6swzyAJuUwJtI/eKf4/3sW7FhGOs5miJFKgAhClYHsEiyiM4Gqgv+mdEZNoSrNNUT5i2lCO3LI8Q0s9JooUCQsiYCu3BtxJomwE5FympgiZEBCEkbr93mnW5K+unBgVmb8h+8BksQLn/pQwxfx43duaUR/DHhsCChCBbAsUiaOskfSrft8n1PNhsHVt4rilKOU1vY6L/wTGBMb4MB7w6/0m7QqW+tzAI4ZoqEl8wyMskoO0IeYRD1yzC2a89nr9DFrllPfRM8JhlaSYqyyN44HIU09YzUuGD6M0mnE61NRwwN45N2yINcu8hBqxpbnkEkCsQGiUkqtev80HYf+BgB1mNTLJ8REkewd2XNR7iSEHf+G/WtG1xzCFh2o7yx4TMhjRk5zRXzFlV6gxcvmE2AG4WwFuzL8dCYGHtrQkGIyVESDz+8J1LbLuj9liGyZbTB001qGsYr9XixF6qpJczWOjv08+11YB4rdWRdUauJyyP4K2oAL7C9dE3POqAua9dYy1FQ0xbP58KYq+xnxABquuit05NQTSV7CEywaz7BQWJa8gXnVaGjGzsj03sdf95ReM1HVVBfk2MwbSdh6YtVIf9W4zWtCVwkK1e0zbn71cuyYXIwOuR2xtzITLX9xNpHx2C9TWatiV5BJkUIhvTMSw9M7efFOzrpYQn6a6dalUvzGxt2zKZFAYlrg1iASyb4DXWZ+/ELGBC2/XP1CfyblNa9JRcINyCSv13B9O22XaAtjtspLUziYElCBSjJ9MFa9oKSCIQCWQqFlfYJk1bUY2+JZORS7+1SBigaYa8XxQoan8BAJlhTdtMEAq3abWYOzqklApOZS+v2ZyRaCzQEZm2/ktJtNynZgU+TRluVZJw13SOb/7hRhhjcfGN92BzP0bWi6qmrSDkFiNYv4YLkTVYCsZK4YFtZqAscRN9K9FkAxBAb+PAMnKL5r47Lw7V0cfx24yJbDOdyiO4f1qQA4D4mdcybd1iKSUXU+j5Ppmk/WgPH5TSsbRzxtlRte7aVatuFpQg/OSKjfjLTXeVjuu7PrJkshsfkjMPCLJbSkGjylDKtPVf43+lGwcPMC4YAEsDDAEAFPULimPaSiHi5qYir9F3p9omTdtjXwk8/t8qH/IYz2Qij2B4zDUxbdOvAtxnJME5cv658bm+deEtyQa13EG1ZVatlCwxA2tA1mBTr8D6m+5BSR4BQEnDCha2IaWsmzFom6Z9l+amUPwB0NQCWR2K6vRNIg9S2SXGtDD3HDZcPnxxX4QQzvmqYYVoI7j9PADCxquqaWsdq7cwDrz2jQ4PsMq0TcCN7W3hpJWTL98TWLwrlGRmYmDaChXYZETsoH/nT1Hja8FMW9ka0rb2wblev4+7tsyWHkDmAg6eadvJeH594J4ryre1PayWXe83pQQpmH3Mc1PcRPoiiQV8SnR5liiMCfPX6PYSHrL3cvzo1ccByfj1ZqVCi3JYa3HArkvC5+n1LMZJ02y6PI+ZOqbtptkc+zpWIjA6bTY1z1QL016y6RLUXIjsxcfthVWLJ6F1jrawuNKuxevzl/JMYDUUWQwM9w1pXSEyWHz0nKuYge9AWm2ZaZtTVlrLPNMWiDqUBrE4lQ/EeLC9BHSpNjCYjv+uGEkZQKGS5qk1sJbCOUMgzfs+JCqgTHwotvQhYKVn2tZ0KO8LapeuCt4MZ6JciEyIqLdXZtpGHyCmNrt1xNixAvg+A8matFwq+Zua49uOxeflEbwPar08QgT4gzwVkMgjpKBtw7WEBCWAsgDQtxIChZO4Qqgorm0EhiPTlp/LoEaD1dg4Jr2sRJMJlUGQCefRlkGLFjTIZetMtJyOMUTQ0m004qAiA2f+o3ID2jUgWUsKTqwiCbJFKLoVsz9iMWDrMqRSS3VrtbG8frh9SdSFbp4ziCQ6AvNj2qoOLIAJs7X08afOuzFms8C/C1MCPd3SPWQeYF65eAKH7DJZYtoqKfC4++3iAnxJYKSGbjEsR2VD/0zna+/LV6Wnaq02w3J0qn1bxPOWgGGLII8w1V5Y3QeWISnvRbXhrC8v99FPmLawGA7AA3jcEbvWnDsNCIh6mbdxjKgU/Fr/tpOweukkMkp2kY0yeb72QMzGsjayToG45s+vaaOBdgCAakPAFcVraJ8nZxB5gkBVHmGA3A6Dtlw41WED1kIAIBJBZsQk4zQQ+J2UUbru+/nZunaTyef3IFLQNviaSbaiM+WzMUXzs9gW88QAboCANjxG1y7ltd2T3A7YxflcLgC698pJ/PX2LfF2/J47YT2HBC5QqU/fJ8SM/yW2A7TdYSONNW0xvjzCPAabICot0JkQAaiq6h/Oy0Yt3o4FcOS65dh79VKwpm3KtE3YdYJCeheX1ym3o8y09cWNmtuqpExA27IejAXh1s05Tvrwz+u/nDBtw324dGshmGlrg2NYLkR248YZWBC++YcbkBuDu7b2cOWdM+HZaGNKqldKUqhEXGuJPEKdpc5PmPAdo9efsqUEa5v6U8KB187xJaed9/bHHBSYZLdvmkWzlUE4IDKsLFJNW04TJ7ADOtA1shYhpYeZo55NkKb9hJT2qsaeUDGlE6gdMwG09e2VAtpGPUZvfaf16R2fUmq667OF5Y2TEOQ2UJGdFOUR+Dtp+om2diSzY04rse5S0LbGaTDaMajIbfiSdNdwr9wYtSB64ghz4LIv3gWkrDC3IR2SRyjPBQxIAX3NFVP9WLcgCCHKG9b0tj145YMgNkber9s4W76Wb2tiJOo3C92WxEyuE4ZlLArDX4yOciEYtPWatgPLzyNOqbHzt6STR/D9TFZSyW+5CLjgkxG0rQGVQ/FGa2AdQzTolSbjTDqmGYxGoWPF4dIcVwEvQyrqgnYnc9loECNTLKjSVhTkEYzOef4lCpsxb8bahTmeVT12AP79Shgs68jSMxIuk8EXo/Kb3Jf/zd4AygG0bbYUtPWMQA+kCQmSEiaAtjFQGoNokaGYBqyO2mN5AOpGmhBY1BI4cJfF9X92TFvG8sqsdQ4K0EidwjnN3X+dpu3m2RzPOHr38Pu44Eo/yEH5xpbT/2t49AA4cDOwAqYo0BYWm+wkrrC78/pmcigy6BWcNhnkEXyKJYxLUSyYSQTDjKM01R8FBojp9ABnqfBjEDhmL2YyT7YVvvd3D8a6FZOxcSID+m6zVuMnkFCusGsF3La8vgaNUr+580y9Ic3K6NcFzcvdH4TzD3xrAJcaNW2B0G/5M8nFJkvyCOELzqfx64UHHON40BAu6OW+O0c/I+IghzE6xjwJcVzNYZkk5G7N9ACY3zynQKgUhD7cPO4CpRyUj2t2fQPLARpJFgMrIYxbS4OmOiHXcU1l4DLRtK1zBxIZAVMvqBRMCB7ThS5ATptSwEDZHOTWod2Xc2Ewi3EKkUWmbVxPgIN2WRz6dB2T3s9hlrjvZopKI1NQZNqSNSW5MaAcMC+MjWtrot86cqoWEl1l58e0dWBay5ZZ/1sLGZnwQCBVxCK6gEmYyaVmBKRboqPK+xitbYTogvyaG7+VflaVFuFMRj+uam5loZq2c7A2U587ZdMbawPTdqEAUiZr5BFMDBiwPAIlQHlVOIht1aIOznv9QzHZSgqQhkC4K2Q8pqZtrSUbgSUTGYgEVMq0bcr+9AzbxF9JiyECGNLTHmnpHr3JSvIIQDGiEBkHzjmwYqqkjGIAcdufkPtC6En3ypQIPixnTFEgmAEo6Wan8gjGitK6n44NL6sy5/3V3Wv6b+cHloKL5IpVk2h+V2NYnZ4yEIkBfBAHp7jobNxPHbpmMU48cHU4E6zBNXdO43vrbw3nkY5dntaDSQuRpTjPDnmEZtsB2u6wkdZWwjEdh0HLkjUxlUYYwTnmzrKkuEJ6lnkvRqKiD5ou3m6TKaXE5bdPY+OW2VAwiKPLfmG0FabtsLOUar/yJUY7FplSQR6hvKnjBXJTf4QLay0G6VeCU20d09ZtIlBOBwWYzcKp1NYVQEqi2R40IcRNtqgvjJW2JTAFaiyNikeNS95UeKczaISFU7rUPieoTtaArEW3lQV5hDs293HeVXc2twnMckjlETzrhAhOjkOGVDAhqH5zHRxq3iD4FA8G1+MztrDD6ZqeaeueDdWAkFVN20wScshSYS6AHTxC4vgkTodns+mk+nImRGDapqCtf0+tqjxCg5M4lqWpOMnYqh2q1jBDJoC2dmgz7/v2dq8a6lKapaTQL4M8QgLyFwnzg5LvesaJ33NZ6yuiuqeasPqrAJm2PjggXOSe+8X+uyzB/XZfHvphGAUV/WPb4Nx1Mwlrgdw0aAgHpi0hJ9a0FcTH9gzrEtbppLWUKGtZiwpoe++N/NNJWxgnx1K6tHBVtK1PfaZEHiEerZKUNd/Py0A5KoE3G9J77xum7ehMEaUUJAzaEtg60CxZYgx8obnCAQGh6XaBjmeDPMKGaQ0FjeP2XT4E7rOmLb+zliv2N+E2ePNiZs3ZtnRTbONnjrGYMm2ViMBp0CWEQFo5HgAuf9ej8K9PPrwk3dJoJOJ1K4EXALBCoAU/J8Vn9Oe3PxorF7UDU2bhUwz317q2nnP5BmycjuDIYEywPASQws9yBk7l6sEmWhJ9I6B1jkyYUCG+cLqjgnj9u3Vz7pi2FIBNARvSSn1BxIJcQRfn57SRY4AoMUAUCxoREd706ANx1XseDQA4bLel5ZtSLWCwld9XzWadhAhzXz8v+0EGkcUbCnB6cHaoOnxMfw5PSghsXHxgWEfmlEdIAo4ZmSF5BP8O0kJIvl8HWRvws5bCyyOMt65yAVldM5/N/W0lRFKIjFy2lw1gUDyOMEDGnzi/Rnnfa9RlkkwugMdM30qIII/AvjsRSvII2gAggnWAzqBmGLCmbb2vOtQMJ4+Qa4Mj1i6DhoSCgbA5SLZw/WmnYNelnImkQSMy1SLArz1wFoLnwA9f9RC847EsrVQH2nrQVROPL+9LBSYyeaIDuWAl/9tbCkgU2gZ5BFBsR0lipGpCoi3t/Obzog9rgawC2s4YFZjwvb0ehSmahdR9HqvJfMS3UH4/wQ8igY6rEB9lOpyUClEyxniPUj3PENPWAsbNFXWjR496Nt6G9E2HweKSJdkyQJlsIqADsWChYGgmXXCkomnrmbYGhIGm0GYfdKlzcNYun8CD99kpti8JYGeS9zELamVd9oyQUFTEObVpHxiYtrF/WQvsNJUFgDOfq+BhtS1zWShExqBtjhp/KWmLAGvrD2XSXX8eWn/49xCYTOf3TIrAtNWGx3hafyd9HqH4nguwpkGV8G+LyLQFxndg/RjaaT/gsKe67/I+vpTYQk5PdoS+77hW1zJPvLLu+trwztFnNVgAMgV83Z7ofU88FMftG/ssWQMLv8eIGUbe908fyw55hGbbAdrusJHWySQzypIUinrzzu88QFtKaffkBNV9+nE8bqQzU2dzMm25EJmGwG+uvhNOepGdBRFixZAyVkIHhjVtfZE2Fiwf3kRWTSkVnMo0chy165LCQlUzBbbm/J0ULPIpWpG9QENOz9/svzJMqT+59HaWGvAsOa/bQ9GJV17TZxTTdsQCm4JXIT3PRS1PPZwLX7WUwGR/A3DVOfGe4Jx/kqUNq4EIvzdrBcZnoxKNMwChM0niZ+MSEyFlQyGySlRzZsAbq6AdhFQeIWUK2aBp69mXdaxAnyrnnXUpCAWcXmMSHCjpDQIlJ1c7HSGvK8fPzuKOLXm4vn+Cnr1a1rQdHmfzMpcq7H5xPzgVd8gSBpXyshgVQNAHEbZJ07a2nbw5yBywBnAf8y4v4AMLCPcTAzgxhVM6EMQaHTVYQaBkc1tlgzCjx0JIwYwj986kEK6oQdQgBDAExjWNMZ+eXViCIFOS7eDvxbsriPsjAxAmFCKrY4+kBRj4wVRA22yi1E4NNdR/JJULkVmqL0QmRWTgF8YHbJJNFhFvBm76A9DfCkLUmLtP3Lk5BoIQPCex5h7hts05jC5A4HXs0ls24xM/vzocz0ydBbRUtngzlK551qLb7UKQ4bTFKmvJihDw6WQ8d3nQ9j5n2grF74kEpJQwrriVStoZC0tJx7RIAk1SQIh6Nnbt9UubkvLBu++0GJkDbUvBMrcuFmAN5gVvCBxoXCePAAC33RszQc6/+q7aY6rm/Qbr/auhQmQxayYds52MQVtT5GiJOIcUyCBswRWlwYER1rT1QUBe+5hpa8pMWyBcv02DwNAUxHO38QUOyb+zBh9AthgUkq3aF0pCwrr1J60uzT6CQFtFGY0tM33csXnGgbZVgCEZC7b0aZLNUtO+NHU78QsHhcZnz7u2fKg7X2F4Tdhn1RREmP9SNjcFCR5fHHQuIyHCcyi3fm7bNJvjurumXTucpq0xIWvLX14Kwu/NAThn578tBSkHiXRUQ+NK/oYgoG+cPIIEZnMTxjGDttzuwhgH+LpCZA3yCJFpO0fehFAuM8q6FGX2yYTJhwK/ZhTTNgHDOKiUyCOAfahOxm1aMjHMDvdj3jhCAcsjRJPCPQPBfbR6T2kGUWGMIz0AIJkwbUe8e5LoSItB4/3VWD4LwGJ2olxsto/M/Q3YeuRLAACT/TtilhgiCF+dYwP4LLg9QGQUGmNjkdAwLsfVtDVhXNaCtmMxbd38sOUOYDAz5z4FQpWIEi/7yoV8fWvdftcHm+e+dJ1lUnChsdRvN+z/+WB7LykynO4I6yzNRvH/UoJCgeGFadpWwEzAMZBN2MM0M23z8k/wq1Zk8c+nHAiAfVQe7mNITNAccxJQYdoSCivLvlJiXtOWiJJaH84G04CN+440KNBOyAvG8t44LcBnS4XIXLNcFmaqi+wDkhYWkIrnLL7BOR8FH+aOe9T7gKNf7C4kIag8v0hXdHRkTZw5zD+ruifpi926F8lMWxuZttxPbGkthTVY0s2waTb2DWP4GXEGjSfnUVizWkrgBQ/eg29zB2bbaDtA2x020jqu2i/LI4yaTOev+yNEwvgE63L2C+NYkYRXuBTPcdbrkklVFkdPBendxk9KyZNskSdMWwoTDwG4c3MfP79iA0e37DDTeFFHITdwRRLmdtQzNVyIbOWiNgjsvKYVGYfMRnkEbUxpAyO8lho4bFV1eu6/bjmfmwxe+431fA5/jANNhFuUAATNskZ9HO/QNLyXsqYthTRHY5klCPBC8NC7Twd+/i4+pfcPAMABTGyEI9atCGlMIwF88htcdsg9Q9U/D+FSssk60Nbpwg0BWAlr3L+Pa95zMvZZOZmwV4kbOySPwEXw/GasjmnrHVu/MCkp4qY5YYh7MCswbdMIrwMEU8JMYSw+ee71IaXUt9U72inYsO2FyGocBKJ6v8saFJYC03agy/IIhLgB3iZN29p28jhRklBog41b+wEMLzFtS8xy/+xiW4R73eywRC1aEnEcVotl8HUISqDEtJWCQVyqbu7SlG4Xna8z/x5zg7ChrdvoEMExbTWE4GNzy2xIfs7l9rZCOp9n2laun3ltZQdSkxzackembZSRqGfaEowlnP7HG7D+pnvDPczkGr3CANkkv4+z/hG47Lvu3LWPYztZsj7UmLacApcJB+Irfo6eaXvD3dOl4xm0XUAzZOZoR+UN7eqli6BgHBg6zLTN3PyYOcDLp/NuVykJSvqGO3sIkDrQNjBtU9BW+DkztrdqKrCoR7S3jhWU2OG774QjdpvCrku6WDqZFDoUKkjHEG0jaGsNVi7itOzq+33pCXuHf3/wJ38d65SR2Obea8puhAnFJIGy99FWAgNDDNqSCYE9ZtoWLhWRgu9GoFAwRMA4Zm3UH84DaMvFySbRx7TlZ0jkgyyu38l6Xy9kckjHtK0Gffx9CBlSTP/x9PWlh2EQ5zcNgQ/++FJ8/Jwr+dknWQ3fvvBmvP3MSyL4V1nMfCbBnJq2/t+u+OmZF8d0zpJsFlg7dSKLRdjS2dsX2mQFqGGQqs6k4ErcpaaPKY9wd8LqLkLBURN0A1N5hAIKVy8+JrkuYaBdC5tALVEGQwSAW7cU2DzdgxKEGzbO4rq7eyAQtKGSXjxIBAZjraatSYOMc9yrY9pyW6OPLMyAGd3+MHI+9Kg6DJ5p61KeQ7aJ+7FuxSR+9+aHYaJG07atpJP0IpCJmraW4tqmvYRGzdyfBqOZaRuzuUIR2VEbHaHQkbbCTJ/Dij6+0Hom/nzEu0of54jjUlOGe+0UMj3rCAcu6OX970pf9OPJkkTL6cF6XVsd7psQpXNi1llqPmAbzguLzYMYDB86fpxNoGcafvWpwI/fgFSrtdaEwtolwwA9MzQNxDYybZWkWnmElGnb1/HvPtuwqc0l6TCPnQty+tY1Mm9jGQ0/J+LMnci0bSYSIZvg7yfAM8HikDXLAMCRBOZY15Pr8s8xcAaX7XXrFt0IVPr1joQclkfw/rv7LY1th/oX1rh9VuwDGrLEzvbAtgce0346CHJscEzbSmbiXObn39I6SvA6vd6ky7gsE2nmZ/fM5I37CE+8GmLaBkkclPut33MJqtStcaAtEN6F/4o/ar/Vi9znO1DbJtsB2u6wkdYaVx5hjk1vnQmiCB7CIlNU0ubxmyA734loKMW0wuCyGlKwsDhr0XCkyEe+PUfxjD/dgpvvmQWn6w/f/1RbobCEQeF1cUdPND7FFogTeiYYGOwVFrdszsu6pjN3A1f8kP9tdKjE2c89myHqwhgLWCEbo2XpZ2mlx+/96WZce9dWx7R1IFaQfWh47s4BbnorJZF0EUXgjbUl0LaP8qaO2XZwoERcPoSUkMT3usutZ/NzGWqTdxds2GT6jUHQjhUE41MenWZVLdPWm8xcRJydfLJRYD8IWVQ19iSnmAWmba2mbRmgUIKCtlIatfbp9QUEtLX4yV/SDSUcoEulBc6EtLO4cdxzJ9YbrBYiGyfQ0Ggp6y0s1tJx6SojxXIROSUJizoKW3tFiSWTph7dN0xbdpRPv/Bm3P/d5ySgawS1q05dyrQFUqatwW+u3hi3nKKZVcSFyCyEkIFpC+s0yLTF1Ru2BvA3tDW1hkCYB0cYtDVx3FRvHYQcGciwPAJZBmeMLnhzVQEIWL+cYp+ugra+Pa5v65qiTlL4AoBRHiGmkiancvPCuVfcwb+7Tcwfr70TV96xBWhNxDl8+i7A2jBu5h3EG8fm0FOzxJv0liR0MgVtIzBRt6njTdQC+rIYDt7AGpBqQUJD0XAbX3zC3ljedWx6B3h5QKKdbUcXrzaVssq01YHJFkHbOGf6n4u75bk/q2FjD1+/ptBG+gWhcMiqDnZa1MYzH7gOn3/eA9zn0s2jEkQ0tnTB8PV5TVzUKRe58qmVU+35FzkrySMMFVB1ccGa77UzgYFleYSUaashIGwOSbxWMTPRySVYQBHrbWqnYcsZGwlo6zIJJtDDNHhjzEzbWIhFNM1LPigonaZtU7FSETOOfnttspY7Bk8rKUS2dXYQN4TJXPvfv7sBl926KUwqZdzTJvIIddev1AZwP6sejZ9nvCcS/BGK7fOmnTyCB2HHGfoikROJ5x8P8E1ZdyE4bVgkg88Q17aqZb4WQ+muKlZhtUuyyKE4cCTI9UsGn3IbN+e5JxS47/b18PlZHsGzqee4V2LZKL9eB6atHpR8iOWTLRgroHV9qnTK9jSG58dUHsHb6sWdxne3uKOQW+mYtjTkQ3hNW2sdfzg5j6xq2go/h8RCZGYkaMvyCP0x564bN84ARQ+3005Q3cWhjQDQt3GesqQwizbveUSiaWuAur7hz2GFQgaNTBJ6TgPjzItvxTV3JkXP/D4szaAB8J/PfwCWTHYqgUmLi25iHWwDwiefeQS+/pIYaBiPaZvs++6+Dil7t/546cg40Qrt2JUwnEUFLFiyi5m2VLrPIM2BtChTUvxtxPhPfeNyIbLyPmdeRnHGiJ9JtKhING0b+pzOgZbTMi9YP9nasp79Z8+/if8+FqlrHGDXg7ZtTPcLXHjz1kZJAJao4n15NUgQfVsPPMb+FbSI3b5FEgL5hotH1jFtWVc2JSz5LBJrLbxkI8c05umTpVmJaRDLmdxO8ghNoG2oPwEOLL/qYfui286C/2utZbmjCtOWZSaSwIxlmcbcRmm9VIIINs4vO+QRmm0HaLvDRlomfQXiYrwI2DzM2sTxtRZKCFd8yV+bwnHzMhEjxnyCYXkEKaUDow1uujuK8sd7LIMpZPXQmjLZVrAQmOnnPJ+NiJICDNp65mao/Gu8s2uhQWV5hEtOB879QLgHz6JaMeXSDh1jlMhHvbzbP9yGfVYtDtdOWcXv/uGluOnu2ZKmrRRR06fWrBn5vlP/SgrBmwoP2rq03ZYXe48nTUBb4dKT3DmkChP7/ld9BvjjfzZem3WhUiAuvklBBGudnh55xolt9hXcYhk3c7HBLPmAcuc0Omja2hBJrI9cAvGyKmExWZ2mk0Sm7d3TA7zxW38Kf/NprdpSaWPqK1p7eYRFbYXTnnQogIqmrQMQF846o2SMUfjM10oo3bfVKKyAFAKTbYWZQVFyRLz+Iv97e4O23I9V9d4T4+ePGP0N362Ctuyw3TMzCGOInLYpMFz92RheYAX54lwaRIb1CIsIuMZCZDH1q3z96i0xEJobBAduaKQKyamrlIEsM2sJvPG2RicbkRS0FazBFjRtKyCU/9w5a5qG5RGUEK5v2ZDyHeQRqkxbRE3etuLxGoJW2UQELk0ODpy4jf42UcQbLDDu6p/51j6/KyV4E1dYTpPzhSCrlmuzcKYtUC5GZnlDzYCJHeoXB69ZHlJVfWo5EfDVFz8Qpx42XHl6wVYCbf1uxW0USEC49Fpm2sY11wMW/q195vlH45lJ0S5u9xiuaCmV05+tFAlwfYWwbLKFh/nCGJ5pC05p/uCTD8M/n3zgPG7cX8pvRsrzty+omQbFxrWYYeI2diWmrS0Bg+lYayuJvpGwRQElYjZGDi54ImEdq8UzbXlzlRGne2qnSc7rSLnYZWEMpmgWM9aDtsMVpOssgrZtBm1lPWgrnJZrautvuhfX37UFFoR2FuUHFOnoVyWbUiKCSNjcTUzb2vUkbX8JtC3Poj7wGnU8PUDHv6dbZy+PYOy4PFsGAqwDBvieMBRIa7LyWu7GlzEgcn3GnSKAOykzS7hnBzRmcwzJI4CzNCTpkG1gnJ5+YRJdU22Djw0Mr4kA+4ex6NQc9+qKRQnXB7zPrvRsBIzAARMDgmkENeNz9dqraSGy0q03NGlRJ8PAEMgWsa8n/cw63xWO8Zxalqwr2hUis+Dn4PvqXEzbtqhqQNfbXVv7OP6Dv0C/N40Zk6HjxtOJB6wCAAwQwW4LQg9OX1dGeQQLp8tbeRi+rdbtsTqZxGwe5cBu2jgTvyM8OFPu091MJeQC346k0BMIpx62K47Za0X5mc1laXq4L2A4V6p9RQ+1MDYEsvwep2kdb5LJCX+XHFgrM20568trTxeIAJbfuzRZGqg5KCnGmYWsmgXYkOQQAKGQkY5bmwbNWJicg+v+30BgKft59bLbeW+93ZmTzkcOuue15vLlRFKrwZbnPe9/pv0rk67uhvV9IZGgQwzWp99jeQRRIm5EeQS4/U6NzzLKdj4U+Js3xQw3ACDPtI0fSXLawdsgj+At4Vcnl6SgmQ8iHLPXCjz5/mvD3F6VmwtEGf8cnVnH0E31hYWIeITFcL2XHTZsO0DbHTbSfBprKZJSa8PO4VzWL3TcCLjITD9h2oYI9IKYtqMKkXl5BJdqRTHyicSR++eTD8SitnKgbSKx4CyTHIHK8xwWcw+mTEWtVl/5t/CVtlEjj5CCpkaHhYYc4BpAW+FSFkZoQu21ahFaSQMLgxC1Azha5+8vE7ECfK3VPIvUqkzbqGmL4EC2pUj0gqPDYty9ESzIfShEReu31ongd2zBi0zQ1gQSMBoOKDIgC0jJOnaNDGkhsd/qRTj3H47j04A19wCvaWsrDo9jK5jRoG01mphJERZFXSRpj0HT1gGaKWhsPaBbfhNBu8kaHLluOS55xyOxy5JuuI43bbDwCvdA2UFIxpYn9pWcbGugwdIImWOZluQRKAIC2z0F3m30U2aCMeUASwwsVPQyKc5pqabtWl+t2lJJHiGvatq6dyQlp1X64h5SSgzcuA99HojzazbRyGL3FlI10SCPQAzaDsBsEsm3wf1WF67vla/SVhK5SZgE1Q297+teHgHDhci4KIbjjHCubCKPEI/zQRWfhtlRHMn3jHoGbZPqxMkcPu/Mi3Es3Gv9eLjiDpY/eNh+K0BCooCEdWAYkRiaQ4qFasz5YEYl6EiS9fcyssODRMigJb3KFeWRgvCgvXfavnIj6ZgPmrYhSgOpBIzXSRUI7ysCFvz7MXutKgVRgLgujHxkVaYtEbBin/Lf9WA4oBhSGxnMesoD1uLFx+817l2nJ3KATHn+9gU1q/c0jkWmbVnyiK9WLvWZ9rGWl0fQOdoUM0ByKEhbOP11nmEycoXILJAJDqa8+cwrAmgrYELRMViNIu9DQQemLeDXcTeOZT3QF+URMqdp2ySPwGx/b9ZaPPk/foPv/ukmaERmfgEBDoszwyftf+Sej+9T1gLv+9HluNXpCo9k2hIlYG2ce6v1BHyRtsDIdJ9HeYT0fUdNWztmMJTlREyNfzv3d9O1vLBu7JjceyXBWjWATiYpym6oREak1IRyX7QO2FfQUA605fmfpbRYZspr2lKUR2hyIROAbqQJVXovXHRRQxUzQGtR+LzbctDuHPIIvpBoqqM90Sr35zodXoClvTwBoarnzLJAbk60/u7KQHk4vzFOBgcu2MV/u3rDlubnQAJtOV6BQ18AadCbRR+tkG3hAdcB4vxoYdG3WQSW3PiywZcpvx/fVisyoOijm0nMDAps7vF4/pfHHBS/k88Cpz8fVU1bzuQrg4VpFput2UnNvxCZ5XsZtWeVGWByvPvxh4SPBpqLSito0BzyCNkca6uSrpB1BeRTIrILPcnCtZifUsP10vXl4F2X4PrTTuF2eP9qwb5zBdwO8ghuLmnUtB0ArSn+t9u3BE/UPfdj9lnp+tb8s1Bqza/tjmWfQ2Ek09btj0NmQbreAuE9pCz3VvDXnTyCiPUJ0gwrPp0N5zGg0h7Aj1WWOvN+EsbHSIQE9n/U0Lt5+fF74F8ec3D4SMLXg6jJRBrDSv50wzAz1hcic4EMGckqUdajzLSVQ/IIGsa64nxhHaewB7IumAYsnN3+f8G200jaYf9bzRfsEpYZLI0WJqXxV44PPvlw3HjbBuAKANagpQj93ITFJ1toOmw1zTDV7HEsAF+9XDh5BGZ5lu9v7fIu9thpMoK2lcmWXIpVXrAOnFutGpvVUjIAb4Fpq11hEOtZBJbT/yeWh5QTTqvWgZ2g01RKa508wuiH5FPxuIXWOZgRJBbJYiLlGKCtkE3ze8nB4rQxD9om8giKSgulde3yTNuU2axJVkDbumJX7gw+kCpS6Y24yeaiZgaAgRRytBaUUOgogbVLOapLNm6IgqppFViXHL33UcW67lAFbaXgInQGAkURElVhjEUmiPVnUd5UBqatKcsjaHC/8OB1allJ09YsXHcTAJA6oxHcrCUfmKhp25ICeWFqi4gA9wXTlh2IEmhb0Q5T7hmXC5H5wAh/wvt8lkeYakfmd8pIqitERoSgYeuLcigpMCic5IY7DzPt3BzqGETSNjAcEEEb6di6D9p7p6FjCKwnTbZwEW1mJlijEz2/+Fw6mUQBgTs3zaI9k2OJn4iNARJw2v80DhhOLZMiFrkZYtrG45jdHPt02xV99IWkILOoS67zEkBzn8gjeCCqIYPAz72L2uSY02Ik03agF1iITEiHridBR1hAtaGgnYxNZZCRly8CVk11w2Zuu9sQ05aCEw8SkELBGoPCcAq+/5sKTFv3PGqecSfII4x4Zg4Q4ZO5nw96FXDMy915nZZ9jQ9CoKgbvlBzgY4AwHhswoEkrQWAtv42jLGOaauBy74HLGUmclTPRmktaSuBviEYw0zbZx27F3ZaehCKX0uQybkQmWXfrau46cZatIQHaZnVy8USDacsckNgZhk8mnGgba5tKJbJ7ZiLaesKkXUW1x5HQgZ5BIA3t91MggoLbUUA0wwEpDCOuUUoM2194E2E5/jpc69FJgSWTmSBDdvYn3xfTjaaVPFofHEWJQWQDMeg61k5d0sJ3Dtr+C9jDH1BrMFa9t3Gm9z+ekcE+Gb9ozQmMPj85evmXikENmIRwBHxhsaVfWhrWEJDluQRWCN6Nje4Z4Yf0Hf/dCuWmHuw/0ruO/0GvMfP4VzMbPS+oi0B0rxeF5BQpJHprUA7ZhFwnyGYRp/VESPcdZUg3G/tUpz7T38zFNhSDYz5dsbBdWmLJK3X+XDk/Fli+QQhqPTQUxZ+qRBrcsxI5qaQaEuDfj43k84YCwmN6+7cjJmWCvOSv688kUcwFpFFJ7MAxERSYPlZ+HFlXcHMbouZths299DNJFYvHtaIrfZpKTyYWZaw89lm1X0YMM9CZEDCqhzVt9hXf/Yx6/DdP92CP95wD/KC+7ckA188q6l7fueVD8bWfrOPFgqRpUxbzRml3scsFWSryHZVLfVhq4WzgDnWziYLa3ryXSE4UwZula+OqTsuA3r3so+i2m6uGGbaPvfYdejmt/BlxsIFxnjHPgvNBZtyNAOVxsuTEQXdb/bV4zMP4HnyPLkgL7fHF5T1fcD7z/Ea/FMGpm1sSy8dq0IxNg6MD9rWGQkcu+dywBFH/LULKwCqkojGM3/rhGbfmpnxiHsmV3QWiHv3Esbi5RGS58G1f9y7CIx+Cw/1W0QprR3yCM22g2m7w0ZaJpnLJTBHIbIKQDaOHb/fSjz7QY7xYl3asDYxtc0tUqsWN2ijNZnMhtNLUZ5QSAgUYL0s75yb9HDACbwzQElW10aAQRKDvHD6OaOb1VJZAG19FM5rHBnLmjgT1If98hOAu6+NX9Q5YE24vtfOivIIrqCF1wmzw+0UMrJ8CZadJuJKlIBncfINZEEeoWEGtxXHrmIpGKskoQCz96yNjKpMiriQGhM3r25h8LqzAKGvo2yEtWiI/KZwagSF4O4YiNo8IilElspxDN+Ic7bCAm9K57RVnSTYKI/gEk3qHKlqZWvv0OeQMEVZ01ZJLoJkK+mbXod5YIAf/eW28HlIt6ph0ZY1bV0kesFM25oItwtunPbEQ7FmaZLSYw2nvgvCbK7xD6evx929ygYZng29nRdrwU5dSR6hwiKRgkpMWwquhN+c+9srM6Nscn6gzNDxY4DAG7qBtrj1nlnX7wi5BVZOZsF5565eLrIgRoG2UiAPLH1gql1htRFvqHMH4kvXFkMKxuioaZtYJ2Nm3mu/cSGe+bnfxvb4rAXf1w9/urv/4XlGSYHc6Rhay1Xrfb8TpU0ss5s9s7ajeJ0J8ghp6qJlIMQPmPtEHiFsoutdovBqjYbw6XauyIoQVX5bZJ7N24i4LToy7plpm0HC8DxY1ekjiSLP4/fvK0uZTIFpq8J1lfTp3haZsGHJrRYiq3vGni00UmJgSFPXgU5+Iycc07ZGx5CIwYltKszm0v6qGpReHqEJ7BllJU1bXwjovA8Bv3hvzP7xm6oSaMvyCDrPkZHGmuWLsHJRGwMo/PyyW9DPi6BpS4alrawFFPFaX1gZpCwkTNRUtxpFfytyqKBzO9DGadp6RtfoAomxEFkdgMNM3ZRp2y8MWooDs1sHuiSPkCHRSEyZti47KoC27iH5dMxYiKzhwfvAgb+XCqMT4PVxsiVw6mFrSp/7c1dZop2M02M5fj93XxBSleQR+EbsvMfwjE+ZtzqsJ37trwMClSBcbXfDG6beNfS3YDWs7xwcrMxcVpZ2oO3WPh+398pJ/PjS2/HLKzcG8C9vYIZWfbPmdkgsantAnTCwGVookBUzkeWH6O+ZRk1bA0uE3127EQAcEENYt2Jy6NCXn7APHne/YVkZrirPz0VQ2WeWgrC1X7DfYEPZnmCpXxPlESyMiGOkrmhbMKHQEnYspq2xFm0XZbizH7V7gx5t0r+sZbA06m561mc9B7rlihBamQHFAN1MopdrXHLLJszmuh6UKvqlz5SgoBmaNCSAx3VXnlchMsCBtlHioNaSwMQ3X3osAA5QFW5OFIp9giafdL/Vi3Dk7ssaT59JcvII0U8u3H6PATIni+bZzf7/TUzbqsSGs7rAzNjm1rTyZxIZIiA35Od/9+XAj9/ksloynuf1IB7vxkUnk+j5rKuGrIt5m5+vW5PYe+VU/T7EGcuTOaat71MJqJ/edVXT1msRa2shKfquBuX36b8n3IgpySMUyX6NVGlPsWCrYdMK4tomIeg7TxsnZFiVRvK+3o8uuQ1/vnkTkMyFnsjCBc3jGS0Y4yiSsZ/2Y2tTQtO8b+P/jO1g2s7TZgYF1GDYMRBEAZDyxzXZthw7O9BDG0RvBAqaofM9tpdXI/7RZm0Lwm4OA7b2WCMBkwE5MJF8POq8ADCRFLcJER+Kz+Sydz4SeZ6jr1Gi8fcL3byQF4SuLsL02DcEXRAwKADbAnKDrD2Jge3BkgjpjdYCg8Jg1mYQVkEbg1wbzNgMfW1BRrp0CT7zoDAYUBubewX6hUZuBWaM5OuAN1YyObaADNpzs7nGzKBAro0DcQSMFWhjwAVGNm3k52kyYGYa6BeYcSmMhTZh8taWHYPCGMwYhZ7NAhg6MyjQkgJKst6gj5gOrMLWgcGMbYVnPjDchgyxuvBMgXAvqeV9g4lOmWk7Myhw9muPxyM+8isUxob3VxiD3AiXKs2yCAD361kjMGMyYHYWvaKAts6Zc+CfsbwhkVk7SB3M2gwzuQUGzJb2DouxQK/gjXS/YFBqemChbIaeESgMb7a4KJrFrJGAEOjlGoU2pTEoBaENAN2lsPfciNn+AKACPRPfHwBMmxaQF8xHcjqeM6YFDCx6vQKzto2ee8/+njuZDCDGoODr+oV+q+liy2wPGBShGnHLpd3Nog1CbOfMoAAs0Lct9FLnwArMFkBPEwZClu5LJw6FNgbW2qF7T23kHGEUkGs35g2AAhPOAdxv50XIdbxvDDRmTIaBNrj4pnsBAPc60NaAkFsVnCp/+rRNafriXPNJN5Nhw9ovNLRWwKAozR29XGPWSEx5uQJB6GnCTCGAQQFjBQZWYdOA+1vPZrwRFwrWFBgUBkq1UPQZyJgt/JguMDMo0FEyRO5zAwysxMBK/OLqezDAMuRWol8As0oC1rONgIElFCYD0MGszWAKW3oO6XySScLWgUJhcx4nRpXGastJF+QunUvrAjMmQ05t9DT3qRktgILQ0gxqdzKJgZGwFrhh4zRmrJt/ZmfhcjORrT4c2T4PA37zCRSWNzml/mMtpnOLGZM5Nl1Md9bJvCAFsEWrwKpRUgTwQlvCjG0B/YKvXwADTegZlzZdAcd7RbOjWpojRh1rJKSVaAfmng1VsQHgHY8/HMvPX4yZgUFOGWa0gBUagAKBx3Jqs4MCxt2vqVxzzvU+qeI9MyiA3GKWujz36Piug28gFAb5AD1kmBkYoAbs3y5+hMm4jw0KHv8DCzIKXQBciExhoMGFBgGe2wdFcNwHnuHlQNV0LPuCFYNkPhoa9zkATcn1dejzEy0FL4/Qswqm8oxnbYZp20bh5r3SHDECECjNJ1ZA5zawRwpjsbWXY/Osm98BnPGKB+H0P96E711868j33FESQkTm34yWzGztuzlVC2g3D/3+zriDGRTMZNbGYta2MN0vABBmTAZtDPpGQaHAHZumoa1Az2ZYOtnCLLqYMQMoaTAwCn2r+DyWQdG+IcygDfQGmJ7tYauNafOzOfc1z7TVJNCruTfl5SIoQ9bfAsgWCm2GgKYcCr3k6/3c6QRbYEaLAIbP2haMtTBWYKYQUFahFZiA1s17rk3uO/1Cu2yt+Mxqx71t866+IKjCoJUUIgu+izbYf80KbJ5yrFGboW/jHFyA/ZeeZb+Mtcp18EH6hQ4a09X5BOBA7EwhMeuulwZZ55ojFrUVtjiW3+ZZXl9negPAcpHEQcHrb4UUzv6Ge4bTmCxdpzRHkMSsUbC9ASAE2u0Onnz0XuhdmIEMaygL4oJbM27uW9ptAZhG3yrMFrbki1ZtuiD0bIaBZcCwcb1HhpZkv2DGtnhdgIXOe5gRU2GvoaQI1619dn0N5AbP/NzvAPB80/SMj1y3FA/eJ+qp+jlCCYGtWkEbi7ww6FuFgeF3u7irsGFLH3+4aStyswz9ApjRcU1O55jcGEAo5G58+3boii/m5wiA504Bnlvr2p36Bv3CoI0BejbDplyGTIADdl6MM3FrYMgBzge1bczYjMd/wb51oXkftCgZurmOYPQsupjpDaDkBK7ZMI33nHU5H+SIFoU2GBgH1M3MADruiwaFGZIN6FmJGdtCDxk0ROO70W5s1f9R8FgGQkCq7/YKdaasRCthwUoCNs/mvN5ZwDhN7lwbDAoznh8Bt39QEpkUzq9EaMPMIIcgoGck790STVtjLHpaYMbvVStGiU6yIArPyPu2xsZ5YyTG4N/LoAA0QRRAKpIyY1voFwV6NsO07UD18tAeQYSOz3jROWapA0tdYLYPTBbo5wYDKzGj+XnOmhjIm9PnqPjotX5+tgwwGSZUh7M4SaGnMbTeA7xu9a0CkQj7tl5/AGPYl81NhtxdQzs/dqKlXCEyQq8wbr0Fei6oP2PbyN3c0c1kyFbUllDYcgZJ2vw87BtpTp+jNO7deh/MSNaccffbUTKAtgNLKPq6sb8P4RGVwFpuBaC5X6XH5trwWmez0JdzKPQ14R//+yK+K5e1kmuD3GTAQKNQrHXu+17f7fF9Fm+hDXJtsc/Oy2FuEtDWQOvYpjTgV2iDfASJJZMiBP5HzhEo7wnmc+x222sgzhFA9A1Grfmpkb1PBOL+99nmzZuxZMkSrH3NNyHaE0N/f+j+K/GFFxwdfj/wrT8ectK8PXDP5fiGi+wBwJHvOht3Tw9qjz1styX43t89JPz+4NN+jlucblfV9l01hbNfd0L4/REfPhdXbdhae+yapV2c/8YTw++P/eSvXcRk2CbQw89Wfxy7PPApwIP+Dk/79AX43XV31x7bVRaXv/vU8PsLvvB7/OKvd9YeCwDXv/dRwGdPBCZW4Bmz/4QLrq0/LwCsf+uJWDLJDL5/+OZ6fPuimxuPvXD3T2DFy84ChMBbP/xJfHnDno3HfvwZ98P3v/E5nDJ5OS474l/wmV9d23jsT197PPZbzVpaHzn7SnzsZ1c1HnvmKx+Mw9cuBQB8+txr8L4fXdF47AdW/hjmnhvxG3Mwjlw6jbfffVLjsQftshhnPWtn4AevxSuuPAJnmWMaj/23Zx6JUw7bBfn3XocnX7AO6+0+jcd+8H534ilPfz6+fMH1OP+3v8GP71jSeOw777cFj77lo7htUw+PHbyn8TgAOLl7KT5+6s7Y5/QVeP+TDsUbvn1J47GPb1+Ijz5iMT527g148NLNePJNT2w89iXH74U3u4IyN3355Tju0lMbj33IaoNrexP46hF/wff+eD0+vPXhjcc+6cjd8KGTdwVkhpkvPhkH3fDa5nvbfwk+9YKH8Abwsw/FHte9vvFYP0ecefEtePXXL+YU1wrY4+2Bey7HuhUT2PWvX8KqjsEH7noQ7rXD84636087BX+5ZRPe8+9fwI1iV9wyGGaQpPaYw3fF9XdN466tfdy2qVd7zHzmiOWTLVz06oOBbzwHlzz6DDzhU+ePLKxx7ov3xqb/ejpyKJxWPBN/MPuPvDdvr/jvC3HWJbc3HnvZOx8ZNn1zzhF/vz9WrNkHr/vGxbjt1ptxwR3N4d23HVHgzCvuxVd3/irevOQ0nHnxrY3H/vS1x2P35RM44K0/xivXXIN/u2XvxmP3wi14U/Y1nLH/v+J+O7fxvnNuaDz2ay8+BsfuzZvJB7z7bNy1tX7NAID/XPNDHDB7IS5a+TicfYPBmb0jGo/1cwQA/PM/vxb/rZvHxgf3+Que8pxXAF88Fe/eeio+d+dBjccet2IL3tv9Cu55/Ffw2E+e33gcANxv8RZ8YOpr6N11A64ya/APxSsajz16j2X45sseBAC48o4tOOkjv2o8tjRH3D2D4z7wi8Zjn7PoIrzrVS8GFu2MjVv7uP+7z2k89m9WbsXH978Er7mgg1ftfgMef93jG4991MGr8ejFt+Dkk09GlmXY440/bDz2ofuvxBfEu4GT/xVYud94fsRV5+CsL70fb8xfjM2oH/f3mR8xaXD+qn8F9nkYrpZ74bk/1rgVw1IdANDGAKe33oHD3nkxAIz2IzKJy9/1qPD7nH7EaacAV/8MOPcDeMXtp+CsLc1jbl5zxFsejhVTvHl/6yf/E1++eXXjsee9/qFYu3wCf775Xjzt0xdgdkTRIO9HXHPnVjzsQ+c2HpfaJW8/CV/93Y0j/YhXTZ6NK2aX4ony13hn/mzcipWNx/7nzmfgp2tfjePX/yO+s+xFOPuOqcZjVy1q4wvrzoa+8ie46WGfwit/dE/jsR88egZPufOTwLoH4ed7vAYv/OIfR97Xr9/wUDz9M7/FcZu+j6+Z5rnnTWvW46WPOxHY/Ric+vHz8JdbNzceu9vSLm6+dxanPfFQHLlu2dxzxD434atf+hTeXLx4ZFufs+gidO73JHz2vOvQwqBU1KlqTzpyN3zoqYcDYNDkoLf9ZOS5X/PwffGa4ovAbvfHHl9p0JoFzxErptr41oXcb1mCqn6t3WPFBK7fOIMXPGgd/uWxh4y/15jeiAe/7ye4paj3AScxiweJS/GWRT/A69Xr8buNzb7JfGz5ZAsXvfUR4fenvedL+N2WFbXHdhVw+bvZN3jW536LG66+HDdjVeO5L9v7kzjomr8DADziwNU4+/I7mo+d5xyRa4tj3vcz/E33GvxytnnuAYB3Pu5gPBdn4S0/vQVfmX1Q43Glvca//zs+dsPujceme433/PByfPa85j3MVFviL7u+DwDwoT0/g0/8/OrGYz/zjIMxe/16nHzyyfju+tvxT9/6c+OxyydauOhvVwK/PA0/POQjeOVXL2o89gh1Pb7zoOthH/0B7PmmsxqPS+36007BBddsxDM++9vGY9606nd46eS5ABHWy0PwuKse3Xjsq49Zgtdu/Qjw7G9vXz/imHV41+MPwffW34of//yXOGvEPmoKM7jkgC+Bnv99nPyxX+Gy25p1jfdeOYlr7pzGEbsvxVf/9hgc+LYfNx47LzyiezO+cdAFwFO+CAA48i1n4O6iPrv1sN2W4HvddzJ7+oEvw4O/28YtvfpjV0y28Kh1Fs+85vWQp34If3+eGo1HHHoWcPMfgJeeO3qvMaFw0Qt3wuB7r8HrbzkOt2W743e9tbXHtjHAKbtrPOTIQ/HE9S/BC9Rp+MVVzRjD9aedgqs3bMHXP/lW3Lr8GJx1+6LGYy975yOxcesAD/3XX+JYezHOs4c3Hnv+q47A5DefjI1bB/jiIV/El3/b7Od7PwIA3nvW5XPiEVMXfgpf/+MtoOV742M3N+/v54NHpHuNL11wPd525qWNxwLARbt/HMuf+m84/fr2yDniFfK7eMgTX4kH/emf8MOjvzRyjvjgkw/D4w/fGWeddRa6ex+Fl3zlT43HvvNxB+O5x+4BAHPPEY8+AC89gefo9Tfdi8f9W/Pe5NUP2xevfcR+ALbzXsPNEQDCXsP0Z3DTR5+KTZs2YfHiemkpYIc8wg4b04SdSx7B2zx57T5V0hrI7V2FqKnqZcWsS6PQDayA/zfMWk69aFM+p7KPcXq0jfIFNZbKIzRa0FhlZurINrhjl3QzfO3FzaAxt5crrQOxunmTedF24mpR29WEl0dAcwQs2NRKoN08cUbz6a3jp6WMKwGgjUv7SzJPRtlESyZph6PNGHsfpJmTkyKgOYtF+XTcOQuR3KcW0wbHke8nUdazGmV+Ez2vu5uHHriaa65ULRDAjKgxdRLHagOJwJQ0c/U1p5VWLdpSZ6Hg5RhNnGsO2SarSa2vM2MRZSe2tySBK5AytgmBkw5Yvv2lRcaymBK3qbdtlYu32YQqy0psdxvv+XYz2VjMqGrz4UyM088KK5FBQ0LjgTU61+WLG2jNxe3mmodZ01aMp8kXisWMlxLbdzqSc85TSaXzuWaKwIYdVwBbcPGdccxL7cw5/83DJAF/e5yTChujn+25UwzOjOpDfkqY99QwRl/LIYM8wjin32PFAoDdMefWXZZ05+zDJV3N7TxVLpvkvj5Od8u1HXtsBJvXGjO6EaV06DnbO/51D9y1GeCqmnbyQttfnz4y8ee8OZIV7fjtax0l0DOjn59FLNo3Z3NdH3jYAatKmTDbbBaY14Dwsje6P/J7RASXhAIaqxDZmJ3BSeUQEWbt3OOI5RHGv4Zn2o5zbNC8neO4guScEssLNWmZUTyf/cP2tpKm7QgLmrYLkHHYYWw75BHmab//54fVouBVbcgL39rMGKge++s3PHTsY8953QkjUwxS+97fPWTsY7/50mNrQZwvX3AD9E//JdDfAeC/Xnj08LG/+Tfg8u8DDymzEv/92fcfDQ75+7Ma//KYg/CIj/wKK6daOPf18ZnkeY6f/OSnoYgVALz3iYfgXY8/uHo2tt4WdL/6AQfatvCWtZfgTY85HFh3LPCtFwHtJcDStfjRTQqLpm9Ae/IoAFyI7B9P2h+Pu+iFEKv2x90nfhCv/cZ6/HLt53DB9C6AzrHPypPDZV750H2w1x/fgZ2OOBXf2XwgHtL7BU5avRV46JsAlMGFFzx4Tzxrrxn85tOvxufXvgfaWHzhBUfh0Lf/FCcvuQ4Htu7Aegi0UOCpkxfjaaecDGy8Grj0O8Dj/x2493ps/OO3cdylj8GitgqaYwfTdXjFiXvh1J+vwnlHX4AN63+Kd/afifXYF5e985EhNVlIhV2wERdjX/xX9j5c88B34ul3fQqnXnESrsUa/OjoP2OfnZcCYG2+nTs5Ljv0G8BT/rP0aH97zUZc9JU348l7HI/Zm3kNOnrP5bjsnY8EgMAm8b+f+9cNuO0HPwTscgDAoWs46nzqoTvjoGs/j+fvdCXwtC/jh9cVOP1bX8fJrT/h3KsOx+Zejr1a9+Kyl+8C3Hwh7ti4EY/6zX44Z+VHseKQhwMPfXMJuFrTmsZlL9kJx375Xnz+eUfhVV//Ez500gpM/fBlmN3v8bipdSA+fhXBWIEp6uNX+3wNn++fiB/cvRseuv8qvDOpIBsLzRC6lOOy1x/JIO43XwA85NU44nMb0C8sfr/7v2HxKR93/ZfdgstOvRmY3oDZQ56By//judjrdT/DUufQ+7Hs5RFOf9mx2GfVFH537d14wRf/gE+qj+GwZ7wDO+17FAQR3vjtPyNzmrZnrPoCXnj7E/HDdzwPRISv/f4mXPDDL+Eo8Ve8Tz8LQCwCdc7+38eXLyvwO3MgPvGON4f7stbi4H/5KQBODzQWeOupB+Jv9q9np4ycIy4/C7jyx8BdVwLP+z6gMmBwN1iAnotPXegYM+ay7+PLp38bj37tp/E3//pLAMDASLBbRHhb++t4un4npgcaJx6wCj+/YkPoP1X78FPvh399yuh0Zm/vfeIheNfO5wEk8ePJx+B131wf/vbHtR/D8onP8fuQhEfuDnxhxZeBp38F//Cu9+P+5hKc9JL3ovfV52Bmcndc1346SLIG2jOO3h2HX/kJdHY7FHdMHYyn3PaveMhtr8ZjD98Fpz3pMHSUxFaX6vKy3a7D8x+yB176javwNPVL3GpX4KEPfghe+esW/mPqs3jj5qfCe3IvOHZ3POfKVwGrDsLJ1z0B//zoA/HgfSPwks4nqxe38fCZH6JrZnCR2RdfPuKvwBM+Ff7eOuPruGsrkBuBw+X1eNyzn4ujz3sR3rDxUTih9wusft4Xcf9rPgWs3B+tgyN78FB1M07UF+E38gG46IT1wNXnAE/+PLBkDXDFj5DdsCHoiu3b3YLXPHxfvOT4vcL3v/q7G3HBVbfhE/1/wcfsUwEbQdvnHrsOb3z0AQCAT/78auxzzX/hwltm8d/mEThiWQ/GEb73oltx2Yl/AqZ2BtZ/Hdj9GPzqmnvQW74/9jjhOdh3Vdwc7rNyqrGvAGVwe83SbvOxG6+DPPNDgHoVAGZ8lY7N+8CXHgcc+Bh876IbsNO6/WGdNnBHcJ/fZUkHP37N8WEO9P3BFAV+dvYt4VSj2iuIgNOjJvuFb304cP4nUPS24LLf/ADm0KfjfisMcNxrom8g21Amx/lrPw08//u1gMB28SPOeClw1N8Ca48CvnAK8MTPgG5bD1zA3zp0t+X4W/llfIBegCdM/QVvPfAO4NGn4Zo7p/GYT/waTxDnlc6b+hFbejle9F8X4hsveWAtOPnvz74/zKbbgG+9AHjhj4D/PJn75eJdkptkyaAPrzkX//rMMlN70ycfhh9tXI07j3vn+H4EyvPJW/a/BW86pg0c9lT0co0j33UOzn/Dibh6wxY87wt/CDre3ZZEYSwufcdJjUBrJ6TGuWe8+vPYZ491wNRqHnMyw9duWobfFAfgZ/b+4CfMfsRzjl0HAHjHO96EE9ZY9AcFHvmgI3H+5Em48zun4xa0IGFw9M4Cu15/Bl55/Dpsufp8XH37Jry/8yq8pfdhvCF/CY7vXoezDBe323vRAG+yn8cLNjwNn3vGgbj29Lfi5UX05ZZ0MxQQaAF45D5TuOydRw3d04u++EdccO1GPH4fCdwBQLZx/L4rh/r7f3zuP7Di1vPwL8VzAbA8gpIC6+gOPJJ+jxe/9NVYOdXGzz7yAty583HIb7scrzvlCKjbrgcMZ6hNdSROoIvxbw/ciEN++7Bw7qc9YDesXT6Bi268FzfcPYNCm/o54itPBvpbgWedDjWxBLjhNgiXfuyPffK//wYfXfzf2LL24XjSORP4xNR/4aQVd+HfxFMBcMDxsnUfwV9u3YSn5m/Hk45YgzPX34JuJvGlFz0QB+0a9wndTA614V2f/RpeiDPxuyM/hLMuuQ1TbQUPFMw1R2RS4IM/+SsA4Ji9VuBzeBf+dOS7oH7wGrxu9vl40akPxdOPXosfXHwLXn/GX0I//PUbHoo/37wJT//Mb3HA6kU445UPKp03/iJxzprPwz73TCDrAN98AfQxr8Tl//X36K7aGx++9WDkyEAgbOkbLJ/McNhuy/CLv27As8TZePn9Mtx2yS/xlPzt4ZSvO2l/nLDfShz+jp/ih4+excw578cHi6fiz/IQXPS2yK5N7b8OXg+z94nA0rXAz9+NL959KI5bNYu9i2uAh0bf5p2POxhfuPFbOHDx5TjmeTWZX3deCfw4rgUffNJhaD29GeSomyPe9O1L8MStX8X5d03gAY99OVpffwquPertWD7ZCs/3BSv/it3vvRdPPvZA7Lf5AuDkDwAArr9rBid/nOc/7eQRXj7xC9g9jsM/P+PhOOhtP8F+q6bw3b97cLhuJ1nvX7nXHVippvGZu4/AjXfPDvWP1Dd43P3W4NzzfoXXqdPxsuJ1OOPlD8IBuywK87BM3vOjDlkN+tX7cZy4BIc8+BQu5PiIt+OtX/81Xr3hrVi5z1n46fV87OOPWIM9d5rEk//jApx56PnYd98DcdAZ7Nc/9QG7uYJYrJ/9yINXcxu/+XxgciWweFfguNeGZ/GhT60HTJSt+u+pj+Gq2cU4SNyANS//DpbttHNoY8pQT/caQ7bxOqgf/UcoGnhIdyMue8UaYOdDag9X914PfGcTcNmZ2OeAx2LFZIb/ePYDsKWXY/0Z78dx+6zEk/90GD75jCNw0sGxPSP9CMT9w2RboV9YXLbfZ4FnfwsA8N0/3YLv/OkWvFN/Am+86YG4C0thE3LRDw89D3vufzhw2FOGzvsfv7wGH//51aGv+TZce9c0Tv34r3G/tUvx1Rc/EMA88IhLvwvx+zMA2i189OsjfgnsdTwuPeMD2Gv3Neg+6h3A6oPieb/u/Aud45wTroW9/S/AA18G7HZ/fO33N+HQX78Chzzr/fjGjYvw+0uvCrUfvvd3x472Oc6OGUhNeESwu68AAegjw3+u+iboRT8ZAg0vuXkT9JeegDPEP6BwMjr//tQDYNqLgUu+jfy3n8Ffbp/Bs/K3lJ6nL/L74UNvxNLdH429epfjmfQTHLT+SfiQ+jf8eOIx+Ng/vhjdTIZiwy9RP8B1+c7oL1qLDVsGePiBq3DO5RsgiAM5i7sxI+Mtpx6IN518QOOtpeP+H0/aH695+L7xj2e/HVhzJHDQY8Oxd1uNgZH4h91vxEuP2xM44FGosyoe4f0I78u8Tn4DtPpgvOhl/1A69hlH7473n/kHfHXiQ9j3Ke8C9n4obvvj93D+j76Bt+W8hvtC7Y8/Yg1OufGDwAGPwfVLH4jHffLXWP92zhr+3k9+gmW/u4oJYUbjkQevxmG7LcEn6EN48U2PxJYl++I9TzgEL/ziH/Hhpx6Oxxy+awjSHrfPipFjLiWGjJwjUN4THLJmydjHbre9BsrELb/X2Lx5M3b5aONX4nXmPmSHpTbRUiXNpVHHzeec49p8ImzzOTbVv0ltoq0wSwbMRaPmY1sCEDmQlSfOpvMOmbVYNskTm0X5meRkuYJsMimPZlu1ualuMWxTAWQCaClAWYD6QMaFI1oYxILUsGgpgS7lEMJgqp3BWIsJadBFH5AoaaW1lEBXGChbgIjQlXwsat5nSwm02hmWtgo8eJ+d8Mu/bgj6JxOKr15AooUcigzasuDnKXJAFoC0mJZeBxRB7FuSdd8HuhLoUM4Vxm35GRIJtKUBCj6GQJhQFhlpwAKTyiITEVQsLGFCFEP3MtXJ0KEcgkSIHEpBQ33Y/z7RzgBQcEwWdflzIQTato8JkQNSoyUFJHFl6ys3THPRHQImMgG0CF0q0EaBLuWYkHaoXQIWExkBTo8xkwJZptClHFZaKME6moYEFDS6QqObSQwKi0yJ+jFIBJKSn29L8btoKbzviYfhdd9cj44w6Ph52oG2E20JzOaAIrSowERbDp3bM8r9XLKo454JWbRRhOO1BTJB0AboSANFGi2nlTU7KNCmIlR5BVyE2AhsuPtedKgNSaZxbtFOi62bjTefAZWx3FYA9dwzkYBSwMD1H2IBen/egjQUaUx1FJ505G749kU3ow8JBY7Qtkg79pIOhYia2jT2fAI3R2QCsAUm2+XzTYoizCdSEKzhIoBoKbSEQWYLSCnRpRxaMDhHQsJaZoW1SKMrOYrfJd4lEMVx4HUZ28Kg1ZIuADBAGwUmW8yenqABhGO5WQu0MoWWGw8ChO6ItaadMUDVpgKZMJhQlTEhFYgIuSVkKDCZESZEDikVujTAkm6GCam5MlHi8EgpkREXVJmQ2s0/bk5ThilhofiURFuV+/dkmzUVJ0QOVfAz9oGjdjLOJtuKAU9iZuREJmBnuTiMhOVxT303BxbokIYVwP3WLis9B1Ez9zTZyGO7HYA0kDGDLX2X/GUT5uOJDLCW5zRB1mUmsOZh+p3ZnMdfTuXNx5ztlbEQ2URLAVJDtyQmaAAtCjcnqqHjJ0QOtFuji6/4212IH6EQ+4KbC0M7hEQrUzhwdQf70iJ0Z02YNxe5sZfOVUB5LE+0FH7w9w9Bk3UyCXRaAA2ATA5fHwj9slOzPgwEF+zqKDkPP6JsbUmA0EBLhe9JQXjeF/7Al3frZzdjvXcpxJzzlWeadWjAa6Xv82TZD3FrOcB70pYSaDmGZ0sJSDODSWkwkUksn2rjRi3QogI7L8qwbs+V2LpeYYIGMNKwX4ECey9TWDLThSILYzT/hEBbGGSk0aqsK4AvHCjRAkGpDKqmD/s9S+YK+EC1oJymfmp/vnkTHin64XcudEbISEOQRSeTmOooSDJoUQEiHnNQsYCJFAIZaXznj+U0U3KApgfdCleDYGjM+bmt0+bzkoTPt0j1hidFgaLF77UlDNphreKAY1fk6Lj5f7KjXIYS+yBp3xqaT8D6/l09gJQE5QuGuUJk89kTaGMx0bLoCIuMBnjiEbvh1MN2wURLOSA4Mm0nWgpLJ1yBJTniOiTQFQX78368T7TRoRxL1QCH7rYEv7t5wPUncouJRQqdjO9BkkFXFPz9xHZb1g0B65YkWMGauwaj1nvid6V47L3iofsCGy4DbroXmIqg+ERLYfWSSXTs1vpzZYSZJBjVbcuxx74/brKjoKa5yNdESyGjAQ7cdXGYT55x9O6YuEsgg0Y3o9JewPt4gGN/ywwZGSiVhfbW9RFvLSkwKQ1uvHs23G+TCSJM0SwKlzUy2XZ+pusLm3sF7pnJsWwigxQCArwnmMgkYGeBFq/NXcpLYzeTAku63He6LZ5XptoKW/sFpgcaizsZYHMAFMd9pw3ozUC2a3gWU22nZW91gPC6lCMjgw7lWLNssnYPBdTvNYJ1MgTEFoCE5mObjm87CZLzPgxx0OPQcuO+MBaLlUHX9eeJtiwV9BvX55hoSUznFhPohTYoIdBWElPEezdtRchCBBEmZM367m/PrcMekPVtWNLxmtrN7WpsrwKvqemxmQWE5rlN2mHfUkTQttvKAL9utRRakrAIM5iYmMTiToZZTVxbTYjtgkfENigIIvTR4n1QJob8npYSAA24lonb5Hck+F6kQS5yfEtHGSj/jDLJRcozm0MIQicjTDhmqCKLzObRz7fcJ1soAOJ9FQC86eQDcc7lG9BWErO5hibFRdEwP58jXe+5ATb6YAAwmEFn42Xo293RUoSWqscfRp3XB+lbpGHJDvWVTAoYCHSQB59ucSdDC7Hf8LRObt/Nc/aiFj/3rf0CBEJbcN8duOsqcnOeyEHEz8YXVO5m0u1n3XN3+/lxbOQcsQ3Hbre9RsX8vF+Me+6xjtph/2ctE+TSjmgO+ntMk1yQWYtJ12l7I7TgxjIPKoQIpo3tcmAnQAyeGRadJwDTfY093vhDzOYalgSUdNUPiSslUk2OGQmJvOAqk4LmeEYkcPS6Jdh/50XItQ0p1C1J0Jarp7dQMBiq85hCUPQBU8AgbkQ805Zgy5UtR1zbyyMsn8jCOXxKoqCY3qCk4MXHDr8HKRhoK8bMZOH0foqFyDzDCIC0zsFKUpQMGDjiytC+7RKL2gw+ycZnHHNPCMQ6b4n4O98jV2v1PVpJckVSRr2zWCgAjm3+xCN3w5qlXdi0wrL/KTLXp1wV55pz+42L707eMS4gYdJnYSwyyaCtFVxd2/eZu6dzCJiSHIKSXEH5ug2bQLAj+4M2XOV9wZndQsX3RuWxn0lOAbTW4uoNW3Dz3VuhIaAE4UNPPRxrl3cxMBJATIn1z2TOtP95t5Pfn6qMXYKJ/V0IlqBw79BX4B4YhN8BQLpqw76nSSG4oIb7XlEq9BblEaTgsc01bC2EkNw3jQnXCm11X7IYPZW0FRdBW7usg31WTg4ffPw/4U+7P59TWMEbBL5GBgnL47CmUrkQAhLcN0Kf9v3faG6je0ea5NBllaBQ2BFWB6AJKKf/tRU/O1+xvSOdDEhoSAYUjnprDUZVVd4utnQt8KxvAbLBcUrWFC7UyJtOrkLO9yYqfWxLb4Gpl+1FwCDVfrMQigOa0ubDoKxs8RoB4D7Jv/NWmu/c+whpjwSQhCJ20pVAmA+U3E5tClJKrm9W+4OXtqjxQYiAy+w6yG2ZXoQMa7IUvMbkeniN9JvTXoOGYGqBTWQtoGIVbu5bGFltWsgMRc5BXgiFxR2FTQOCgsa+Kyew9+olePHx+wBGg4gLnd6zdQadTMJ4iRMH2mrjpYMM8jwP8jXefLFUdgXrH+Iph+6K3ZZ1+T6AmEZbsWcdu2cY9wDQz3XoI8Zt/JTbKML6ivQi8d34fVJNjXsvh+C7Rt4kU+HvIQSgRGhTnhRoEYSQVu/XWt/W6rvxwamBNnPKNwAsWWWtcUWu/PHzz6HtF+yXWMNP4x8eeQBWLWZAqu2Ap5R55wHtKhuvZH4sBTkgbpcBoSsN2koih4QgXh0nWyqwh7jCelEan994yTE4cvdl4RjtpHCMpRDgbGyH0QiRC5kB+Sz/V5WvSgo4Dpk1pb4iF7CW+DWLwGPzqHXLcOxeMROmm0muyWpNXG+dpXNgoS1AHNjRFNeb/XYeIS8gJFpivH2RsRYT1MesZa1R37VSdtdN98yEY8NYl60oPxIW63oSDskWoHP87s3Mct80k7t1vrJOtyaAwXTpPFJy0STr9l4AsLWXw4Cwx4rJhe8hQ19xVrdGpFbpP5nkQkqzuWaSkFtnFyp/NNlW2JoDF15/F350yW0AeH5SkpAJ9vs0JBNaLPvLYa6rsUz4sVy5jcwHkRZgfk1P75EkYHIQgfecVUkwP2fqAfcZ1QHyXmhDy/aArIsNW/o4/wbuZ7o7h1QPMC+5Pwjlivcqvu8a2TJjmcxDQsSCiMF/0ejvcSK+Y44b+l4mea3Upgjn8M+ngASZAqf/8Sa8/XuXwrp9P/vMIvgDgaiQ+bVjO8lZVGURf/NxZNO3oG9kea86D/M+CDXyoD22YMO1lVIsmelMEpJ9oAQ2XIqdv3kKrDV4xId/hQe+9xxs3NqDAUUZSqsd057HAge63R7+vvT1/39uO0DbHTbSlGRwYNRiAiABHBY42KwJkfpxNjsjLWywdTh3CbQ1BYOYkjUqtbEl8IQBF948sIMlwsZn6FJSotBcKVzQHIuOm3BbzjkoEtDWWKDdyrAkcxOZzrm4FcCLozUMEsKx+Jy+JgEQoqwPWgvWOdAP4Ak2N+w4BtA2AbaVYKeqDrQVjgnnJ95xtOUKSzAmbnYBZnmKBAyybnE0BoH1EnRyhMRkRjhmzyW8rNS0ixtDrjI4O+V+ofZdUgkGNSV4E6CE4A3WqFtwKbfc6NiPPBAXgS3X12SL35Vf0GrOLQJo60FD/plDwhQxelkYAyXgwCzeVBbGYuPWPv7z/OuGNq2ZECjcxnuULe4oaOucmoWOVyESB8Ev1vxzUZuf0eZegZM/9mt89Oy/wjogHWCHZmAFv1q3GfR/807OdjM3dqtsr1THKwASieNnQRiEV+icGsGVro3WIOKqsbkVIFfVNK3yqhNHSAjh+p0HqHmMWtgw/iwsUj1VY0fBNbyBNBDYe6cO3v24gzHU0VYfhBt3fgQGhiCsDiw4kgoSOmGOVMBswXOCSUDsCCSZ0hpQQA61kVPL/E1oACKwp9Ou1nYpaF5Hsp3xiA+HCJkAkRZX3rEFm3vzd0jnZVPNRZsgBN+AYQZ23xCs5mwAvy5UN1MzgwWuY60pTt32ZgzISR4Imw+vwwkz9z4FtlPQlj9I1n1+PhlZbOkVyCSS9SQyE7f5+kCih1Y5n29LDdP4jyd+A1/TJw4B6/O7vizdf0vWF5L06Y1NhV9S8xsmay0g2zEQZjnrJJ3fq2utUApFkfMYEhKLuxkzhFCwbruQIWhFLviuwOvdrOaR9/O/3IxMWBRWuCwUg36/HwDKFS77Sbk5koBGJvczH7g7fv2GEyNYK+sL1Oy6bAqSDPZZNYU9d5pEv+B6BhIGBhws92s1Gc3rmQdtkzlW1AQmjS1vPLVpWgt9oCyCtl2V+n+OpUsU+ozvv5mIc2d6rUwloO0Y3UxKHk/a2Aio1QTS5rJBwaA92dyt/fH7bdem9JQetB1VwTy8Yz/WXB2Fg9csx05dgZaSLijNYPbibhZSVC0IZDSsC9QCCMX8fDs0pAtORhZcYzusDteHbAGzrpBQq1w4j4QCNWmBW1uafxai/91WEgMrIKwGEQ35Tt2WQG5S8K3+eoWxgHJjw/W/9f9yEj70lMObLy4UWnPtL5wZazGJHqbBwH2aUZSaBT9W7cD3NCgVgkmVtcb7Z0bwmjPZdsGi2bzERg2WTVYCkE6/HoJBW0Q/CXBraOWa3375g/Dj1wyDa0MmVBm0sgYjNeor/SeTHITTxvI8KTxLfWFrxkRLYsvAQkLjUlc0URvOKlgx2cIxe+8EDcFzv7WOPNQ8/mVl3+CtLRMyz3wtnCs5p18ziKAra174O8D+mWoDWRfIGZyFziGtAVQHuy3rIofCk/S7YCdG+FYLMcG+pxaZIxgMr7XWsn9NJFB4Ak+JZFO/12g5zMMUfl9P8M8ntxJkNT5y9pX44m+uh7FpAFGEd+CDNN73YR3X7XDfSeCST9wHAehbR6Zo2huPsDQ809TEARQHbHzQWqoS3iEpIcYJBUxvBAhYhFlsms1hLPD9i292ZJgIoPt9jgVnG1YJTTts2HaAtjtspGWSxiy4UDP5z8esCc7Fghaf1IR38OMGqMQGdKCtEBlgmSWrRBkAI0qYNESBVVU1EhJFoaGt31SNuH83qWaSwUKtq0xbiY4oXOSwiJOzHgBWw7hJscq09XNlAD3qmpAAtFIAt2/OsWHrAD4lML035asR1ywAHmIq7HhrkBKEwlAAxNK9SWTaDmBhHaub2y9SF9tF0Fso+KJ1xQOcVoNnKJaKSzkHVLiNoLAGZA2klIFl3Wgkk0UyYSMH0NZvatxP5dgK1sI4YLLumfCz4J8+db+wCkZHp1MbJ49gAeuY0hu39jHddykj0KWxmSmO3Ct2BRvfj0UsRLZw0LaZabu4zaybzbM5BtoE8ME7MJkU6GsHfoMDD/6ZzEf+YOx2Gh2kP7ylzjFX36bQT7zOmncuyI0DISUsLLPuwZvuQsdxkm6CPVZADtQrwEETgoWU7l/WB4sQD/ats6OjzYu7GY93F6mu62hKCORukxn4kDKDhHGb+eEeQlJCwLiNhJ9/0nnU9bdHvgcXT51Qw7QVGOg4P4EogBlVaZmBjQGGyYzZzl+mU/HB4mn83jzT1gE3V9w+3fg8/l8xkoAeQArJwLQpGLyvjOeVi3hDPrtQ0La9CLj72uQDG4AwafLhjWgKjt2XoK2omQsD6EUACUhihnFLJEFAt4H5s9kLs6gH8sYyf28+uFIFr1MAudr0VhsALYhhV7p+EtiZzTV+d91GrF3exSmHRm1dIQhtJcYC7SPR1r3jBHTy0inp5VPzTNtMcBB3cSfDAIpBW6sToLMAEW9EMxQgAFuNwpYBYQqzyMiC4T6eo3r9PgrHDNrV6fQqSRjApcXOxYTz/VHVM21bmYIA+0ETLYm7pwdYf9O9YZ2wltloBXiDLHxwMgFleG6sWeE81uQeVjPT1oO2fqMpceL+zAbz/mc/56CMH9e20p+rFkDLuXwK/xykhDEWhbGVfjm/PtovtAviJ4uOM5+9lq7zbbfG9osR/TNltQMhYJdl3Ec7GfsjRMAAGVYv7iRMWw5uWVACXpTnSO0JCG6tazQh3WLq5hvZAmbudgy/cv8iWQHtSlb2hxbC5ApMW8eCr667Ey2FXBMTDhKgB4jvAQAKz863QCEZWF3SzepBz9BgMQ+mLTCBXphr65i27vKwFig8cCizhOjC/nR10vGZcgWpkoTPvbMD7v/Vd+mZthUAW1tRYtp6AgIRDa1v91+3DAfsPFxHZshEBWCcKwAiBHDc65gpisi0LYyFIsM1DLBwAGmypUIhWL8bKVyAJhPAGx51IBOHADdePN+w3uqC3wDQaXG/6S+E7BTITMlJXYE2AXBGRhPTdrCVge+sG3w1qZ3PlnVx7N4rAACFoe3vlrg2GNnmPlTDtPVPUgjBJIR0/TYatiGrz2MeWjOhK33/GhJki+Dz+T2Uz3osNM+JMWPQZUtqC4NtIMl4qwbO21MgcBFfzkxZAGibTMBN0MuFb30k1i6fCGMzU7JEDpIp8CAUfIhzEWbCMQIWGg4PALgQoUHYA1nE4OX/TFHd/3/YDtB2h400JUTcOIxy1usm//nYAiabkZZGXf0Gxn+uOXVLuMJC1tqEPcFG4M88QEpG196bEAKF1vNg2poQ0U2ZttrwAtkh58iYPC4wRd/926c0RlYeyyOU0/dq31OS/icJOOeyO3DRTZvDZ2nlZiWplPadmjHWpekTztvj7/H9nV858pa56nSURwgbIFhI65m2uYuyuUUjAZjh2VxWo026MRUmmAPPpSAUJi6cvi0akllIsIF9OVr1gyICV2HalhbJlGnrCiw4t7f2maTXnXTptCyPEJm2xlpkwukkEYOxJ3zwl5DSb4DY0X3xcXsC4LFaQEBSJe0+sTVLu3jo/qtQGMPs5oWujSVWQ2V+sBptJcKmUDjNxMCmVcxIAYAf66Pwue7zwj117wvQ1uoGJyA6CHkqB+DMq7QEFogD+WGYJys8m9sCBFMCCALT1m0cfOqxAGugarAjycC727gG8Nu9vRHvZlFbwXjQs6EsbaYEBoZBW48zePC4rUTtpkYI5VK9EDfsdfPoHg9BLoZBmUwSb0oFAy6ppm0KTLSUQF8jzD9THQVtLH4sjsN55jBOG/VMWzcmtokluT3MrR1KCvQNAxOSeA0A4tz2h39+OIBtCD4OtnIByum7+HdrQnExqXvDaefzrUS+UKNkTfB9rsS0FcjIAEUP192xKbTLs/0usXvhaYO3bcP1K+y/pr/XrH9V0GhBJtTQHPHtC29GSwo89ai18cPffBLLsmIs0D4WWzHMWkoyLdzq1PhdpRTyIkfLySN0MqfFB82BJqHgUyZJJKAt8fq+sWhjimaxpM2/+zmqPxiEdM7PPe8BOP1lx0IJgZ7NuDUNsgfBvMRINlH750xx4EgQ942P/+wq7E23oEvM8J1oKed3CpA1EGQ52yQJGgjiuUNXtjDptAWMYpNWnivFAJLWFjffM4PbN/fQViL4V/47adGTdMPbSsDccbpZp53BuCwtGb47/zljoE0ILouU8YSopZo2pxtA2xE+d608Avgd6ALtVsZMaCIMoNBWMaOigHtPRMGvDptx92AGxstkzfGgfMqvn29UC5jZCLSnho+dQx7Bur6yONGXnY+1MxdoNM6fsGVWcyeT7Nc4/yC1ybbCux53MJ5x9O7cJ3faj6EKMebcLRTPrWOYNiyPMOPkEZqAEPZRLQpwirkRUR4Btio84u+Rn2GOLKzPEy2JzbNFeP8lyyaGnpMkDsikoG2JNb/QOboazEz9lSbb9cgwp2dSYFBYHo9keH+IbWDatmUIfvlUcu2077m9HERnn9Kl4leymVKTFT/DmwfStywoE4kqP+ECJfzsCiuH11vvb/Q28ThUXZYrgfNPiADZDmNfW9r+6e4eOJbtMsEgMWNskEfQ1qJEwEnmg6opyVknxr8TQuiTOSSEKWL82DKo60kyuZOo8f6GtW4PbEzIAt22+64EJlqLAALayJ0szfyBe79Eks+wq7Hlky2I4/8J2OsEAIBya3hoVolpK4F8FkRAl6J2vd+T5ok8QppRaG0MiG4zuP2/2HaAtjtspClJMEHLbMRAqkuzmI9tb9BWZmWGWIgCMVsKJBiEMRov+8pFGBS65EAKyzpr2lhmOTYwbYWQ0EURI3IjgW1eDDMlkBdR07YtOUXMuOIPxlpOk/cOqM45lSAwbRPwECYCod4BqntPIkbGhJs8DaKmqCATNuBKiKDNVTVjefItLOHGJUfhhqkjmu/XnauwFOQCgv6u4WdsAUAXITWCQVvB7Qm0GffcyEQWcu3zRYlpq8NixLZsIgvpSoToBI00B/oBGAJtS5q2JXkEDRinaVvLgKyAto5pm0PCFpFpVTitu9xp2vp35TXgOHIp8Pgj1gBwEWLrwXmLhx0YK956O/+NJ+LEA1bBGJeCvy1M2+p7SNg5nUwGbWrPoghFSJSTpQDQQxt/kocHR3b7g7ZO07Yij5AybX3hvTIgBQw0hZECgJn5AEulACAh0LcM6QrYCtOW5wPH/XbyCAymZy61dFAYSDI1/ApyEehm4+IA5EDbekc/E8SgLXQIKA3ALLd2w3OWUkL6zeEc8gg+QFJtV+5ABHJ6lB7kSDeNuyzp4q7pwo1zLspTmMiELCAiaGsKl+b2Pw3aSiePINAPmrYuzRnDm+I6vdOx7P4v4J9b7+CfjoWZSYFdumaYwehBtIVqAY5r5Fhvaepskl4OElBkcHrrHThQ3BA2d1PthYEkw9ePDI3S795S1m/FQmrptgD/fjPrbLIl8ZjDd8Wm2RxLXYEeDGaAS07HAfIWp5c+2vyUYa1l0LbCtE1ByeHbbUHnA2TEG1IiQu6YtlF/mtssXOBIubVvoAG0F+Hhe3Yw1WapksLNUf3BABOdNq5738lYvbiDo/ZYjkwSesb5gWoOtrRn2rYma/+cOaatIOKUc23wkexT2JduQaeVYdel3RgUdXqmhaXgB/CzoVrQNurzseVN8ghV34Zk0PHMjcGVd2wBwKBy5mQT/DqQglPWArnLY0jXmHHmqm47gzamzLRdgDxCPzfhPVMlgDflAMo0gOTbPxq09e1J1kQ/3k2OfmFwmd0DV+z2FC6gq2JQ1lgBaNYo9VkWYTMuOIjXM5zePGcWX/AzEqYtMJTaDgAkMlAjaBuZtgsMpbm+6lotaOhddTOJgUZgIFftOcfugYmW5Hex8yH4ymFfGn9NExLj1nGyloul9cDPyvvc1SwDa3n+8e9AJ0Gp2DPK3/EBWJt1gYKBum5LYksvdz5cpf/6OSBZm6QclkcIVyMMg6/jWtWfTzODmkw6HXFrozyCtTxPOn9voQBSW8mwZ/Ogba4dm9CNU+EktzzRA0Dj+I+AVv31Ns8uQEM/IQrEz0SQ1CnqWKzeD57Z6Ji2nQDaCt1HTi1AxHlzVJvLNo+R6d+ravEa2qRpS0yu0MaGrDu+VJQbrDXBWY8elPXjQDtNW98n/nr7liB7ZiAcEYYS3XNXM8PYbZOjizdeWbsYtbjZrgwa8PO2BLQdues48NSw9isly6AtUtBWMWgLQhtFcgzvdXLtrlEM8KrpT0IW02EPVN0b77Bh2wHa7rCRxqkCfms+CrSN0cMF2XZn2iYbLGuTNDiv/0eQkoEFIEaBAOD35gDcsu4JceJ1OjJ1DpYUEoX2hcgwB7DNIF/UtGW2SUsSCsPXaaPAHZv7eOeZ61GSRzBRHiGkesCBtiIuKADqI4gJk0QQp6Xxew27xvAOWdIADaAtM20LR2mZC/f0mra2Io9w9J7LQ5V6v1GVjmlLQoI8CEYELyvRIiePUOeYJ6ntBF4cfSEyv9mabCnMFhHoUsqzUOZ4ZzXayNJpBJaKNSWbZOtSPevOXE2nDpWuGwqRGe/gufvwG9OMWPzen4eIQIIZuQDwkH3rxf995Dc6JAuwFLStyCPAMpPTa1N7kX5/35nXgiR+NxYRVDl+v+2sfeUB/yEWSHRQojyCiX8jQs/9KnzFcilYM9EV2JJCwO97BWwJpIuMCgsQs+D9++tk0jFtLTqyed4bBTBlrhBZLBhSc4wUGFhA2liIrLBzMG2lLM8JAHQxwOW3bXZAUATg6tjAXgfcEOGGOzcDFPWKU4d158UdbOrb0Ffb0uK2LX1snGaAOLeJpq3O3Ub4f9hdcZuZoGnrwDC/GU7f16K2wgkL7curDgBW7A3M3su/O9bkgTsvwiIxCOmcwTyQsb3X0Kr5IFW6ufT9QShASHQM6xfeb8ls2NwREd77hENHp/+OdX3P/vPzTlUeQZWPSywEDrZlM1DRk3vYgavRyw229IpYHX5mI19HSuSjQDFnpUJkMrLXgBhcbTKlMgirkVEcl0ZkaEvjWGaxOEmmJGc7EOut9o3FrJjEMtmDsIa1r4tZ3E9cjcFgAOtAYG8TLYVeYcZj2nqgpolpm7U4gEXMXkyZq//wyAPigSSZaQunoZ+wjAhwcgpV0LZ8raJJHqG6uRUChMiGWzHJm9OWpKTatw/ypUxbBDYdIdl01l+1ZBMOtDV2YYXIvv6SY/CZ59zfMW2dn1LxQX3AZLoffSb/XkfWjiCK4x2Ivo+TRfrpZRuQQ+HeA54OgIHYoN8IAatzAFH3NQ1ocZZFBDVGWqppC4oBgfZw0S6SagRom/SVBaK2bcVBWs5c8feTgLYtp+fuWaoNAXsvjzAv/0solpxxNkqPWBsGbfvw8y9/LiuTH7vwFtYF1wxlCUHBDvUlPhf/vmblCg5QgZm2xrPkqlk/NXOAcr5ziWnrAlT83Ba4TohKcNCMwbT1rFGdh4AzZxPahGm7sOYAgCW/x/Bzi3FjnfdbJHwhrSLRtG1O2wea/cIt/QUwbStZBOEzU0CQqM+49Nk1s/c4pm0nyCOIYhYDarv2xvsYC6xctMvcx3ib3Am4//OxWe2EpjonHgQnIUIdmGpR6SYTQsJqPVSsOfeSPe7D131zffApPDedKN67sdbtt+z2Y9qmALXOoQ98LP5gDyjvR+dhZsQeosmIZKnYYkmL2UmbEQEdkYK2zKYPTNv+Zuyjr4FwGbfMSvbZrztQ2ybbAdrusJGmXFodgNELII1xzCjb7qBtVp6gkUwomou5CNkKTp5bRgEA7y6eg3tWHxPSO4wviFFzbyQlCidYLkcsuHywl0dwmrYO2MmkSxkggQ7lmBkUXCzLJKCt1bDwgvMJKxZ6qBBZfSa4CItL5A9GyQSto4PTzgR6BWrfiZ/gtSUnwj56cmW2clxMBBGuP+0UPOGINchQhKJrDNxxyriU3K4JzwZ0wBvLI9gGpq1FiBVSIsuQHNHJXEq2jYXIgDmieqmOY+KQsuPJzLN7ZwZ49df+ENNRrYENTNvhUwaQpwL2FJBus8PG/YMLkRmKkU3PmnnAuqUwoDLDT6pSGn6dec1iY7aBeSZkjaat+2kNOpkMTJ6gSeispWKVVQZ0I9PoqD2W4frTTllYm5raaXVpo83RaQrt5SI7FN6zLx4W97T8vJWTR7BW8zHEurcWrM2bbqS0D2hYPqNnuQlYtBxoCwBL2iX15thCOzpxNHOaygSv9zd8DMucSLfJ9AwaZtJGkKAK2qoApPrnsf6Gu/Doj50HO4ej66850AbTuY0yC866CVVo+VQLfRPnnyqgp0lGTdv/T8kjDKCEAx0Mg+GyZnN30dsegXc97pCFX6u9COgz2y8CJpKlE/7H5BE8iONfKsX+IFsACWSGQcdVE4ibO3CRKl/UapuuDzT7CiEwO8zsDUUQ1TCgO/71K0zbNms59gsTsiU842hCFM16qomVNW3b4fuAmxuT8VkNASqVQUFDJVkyrz/5ELzg6F1coFryHGcKEAiT3ZbTtOWMjBmawCLMQEBjYAQm8nvwRHmeA23Lz7DbkujlrrHVoEHVFq8p/6xYK2MJllxbtJVI5iJgp0Xd+GzIZQnAcNZMEkAlapBHcCnffila3tTnqhtV4gCYFIRCcwBulyV8n77P/KJ1ArD26JKmrYHlAJOzTI6/6ZxoZzBGo9BRF3s+TNtj9lqBvVZOOaatAmxRZjwhSpNsrZHqmFNzuRSkcM/LzTVPecDuAKJ+dztLmLYQ+OO1G9DXFh63SdffthKYNQSAAku50TxI4Z+Ll0WoYdpKNRfT1rVvASCFb3eQG/LAW2LdTDpJpTI7LzUlKfhv82LekSyBtqOyOIwF2jRAfwTT9j+LR2Pm0Ofy+uzmS42EiWjq5REA4PrTTsGqFctD8amu0+uNaf81oG3ymXS1JZhp6/7sAB0imtPHaLTqujiGvxK+Y/Lgl2onARdA223wO4wLIKa+e2TaAiLII2i3gylLSZSaep8AWhXfHQhsehIOYKuOKb+uD6Y5PT8BEpXpoRCOjZk8t7GafOwrgWd8fbxmCwk84AWQUo3UtBUwXAjYr4dJEMpSfc0RgPf1RnMGrUyCF1wTJS+9ISW8b+1JQnFP5jNItxvTtqppqwcQbi7UC5RHsA3/HmlCcYZP+GId0xZYpMqcfQNX5BwAil5g2vtyZH4foP6nff3/D9sO0HaHjTSVFiKbi0UK1LJc/kfMLTxslQnFySNQ1sKk3oxXyTMAWBy1x4r4dRFTHAyx+HgdrVRKyYLlIYo24hm5RSMTCJq2LEpvUWgLDYk28QKZQcfJ2Wna+nQOYxDuR4SiB37io/r3JCQmlIs8kiOsOqbtZ55zf6yayiJoqyT6DRtOY9gBGejxmALSAWJGx80WwEzBDBr9wmB6Zhbv//EVyCQ7nLkmHL/PCqcRFxkfKsgjNGka+qIWTtPWgl+9c5BaSqJvXCEyJJq2o24g3ahbE/qACIXIDC67dTP+dMPdsCQTB8Y965qzB7C28qcCEqZIC5HZwHo2FNPWtbGYaiusW9ZhJyJ538I54IpM0NqsGssT2G1j2nqtuepnQGDannnxLdymyuaatcP4XnIowEbHePtrXzGwnoKCFEBOt5lxEh5+vFnwBqdvqISHCpW5/ufAaMnpkLAMTKcpqCakvPJmM9UaViICtRm58hPpcCMfEGm+LZZHYM3HpjTAltNeFXCFyEgA0hVE822rfkepIMPxxfOvhbY2FAzs5XnpOnV7X8+0lYL7q9cF/tILj8bzH7RHOG5RW4EEt+Xzz3sAMlHOENCJPILVg9J4/R8zF/ATUqGnAVju1SqwOOMLy6TYNpA5mwjppyWW22C6mWl7X1tgvbmXmjJtpWLQ1vWVTrFlCEzeLhsWYARoq8o/E/ObgKYiUmNZqRAbgzQbt/piPHHuAzxoO3cgOqTEWsOph3ks3MGZKM0bXysUay8iMm2XLZrEpEiYyD4jggR2WTqJ3RZnAPHavxmT2KW4kXVsTTz5IM9hKs9wsiXRKxygMFeQQLWAF/+CGeM11srU/8Pee4dZclTnw2+F7r5hws5sjtqVdlernHNGeZHIIIMtG5FEMJhkDP4ZDAZkbH8kgwPYBJPBYLAxAixMVsIKCAQKKOeVtHnmpu6u+v6o0NV9u2+YuXdmBHueR4927q3bXd1dXXXqPe95DwgkWlGsUoi1JNBkxcdENRnbgir5KjW3InX/CSFgJF/T1thP3nIWLj99//w+5sgjQGuVRkIijKUeK0rOBgBuwhZg69+lGGRCSEQkuR+2WFDRvXGsEviQJh07NVf0PkYDLTUEQkFiMzbbfz+dw8LrxNZUh3GZtjIJHAF4xpFrcPu7L7AFtgiIPZ7vqWCCRJKF4AaWA05RjxVg0hW0zRZCKo2r/+dIb3i+D1lYiCwBa2dItEXgMcVIlzo9OiuP4HNVhFNn0OUZp0nAWvbFtE0XIuskvWLkEZpS66DnaNp+Q5yKPQe/SM0/OiMiSkledWF8e1W1FgGWXMFzgOzkOTmgLVG1JaDTz+01gRcylHuyrD5wP6Bt3NJkGqWfrfxnU8RvZt0BEtAWusBwLJJ5BYSCaakspWkr04zFjJliunn9WT42wwKfOYzxRFKHIhS0fa5MaapWNUFKzeE0Du18SAgpLJ6Wa34VGOuDbQsg8HhhAS5h/HTDtHX3LCLOz0jVRiiDEHHbHimClhl04xIavExwElfTdsBMW0LS1yoiMM9Pzj8DeQTLSEYfcyMhKlgM4IsvO8F8qP5HmfVjxrykP5SoILStf6nbqPOqPZCt7zLbYvS/xbYPtN1nHc1oJwLovADOlmk7aEsVInMWbxNtIwSUeZgQ23EOuxFl0gJxZmdKkmr3kjDtqOWchjKnymQXpEX3QWknSQvKcUqxsxaiJQh8ohY/DxEaLa0lqZm2aU1bphl+wjpjsSRqBiwoRFb29KJvY7oKSDp989JUWk7Jo6hHMhccVULrEs1YSxlkHLusfqHaVABSqHRIA8pVfQYPEZ6cDnHTfU/gib1NVZBNAqFEKvXCPEsfRh4hR7tJGqatWhgZIYisPIK016WKH2lNW70Z6wgUdmTaqgW07CtJgkf3holjIEVhamtCSEi+/8xLjocgPGGvQrE1PapZzUjkEf77lkdACVDxkCrwBcBuqD1EHUHbZmRSf2bqIOfoRzpM28Bj+PrNCWjrOkiG0XA9OQJXiWM0y3pm3ehqJj04A9YwkgQ3OCVoCb0Jk1IzrtS4BaCAURimrYTUhQgYAULDtCVK7sSYYtoSO2ZiLUtAIJVDqO9HiRnQNoXa6nFc/GyMPEKnQmSqYJZiBnGurpdSR4sqh9W1ox6lta8lEOjNYq3eSgWuZA7T3tNMW0mUc2vYhqdvXoqSo6NLCEG55IMjxpqJirpi5xbE0mXaKgbZ0w/PZ+7NmVEGxE0wz1OZCEJr2hYUCJmV8RIQ6ut3Qduw1q4pOlegbVYewT03VUE/rkFbP55u20T3IiHe9fxAsi5l1zmzQWbtQJBl2s5mosmwXMo+xfYpU4xHn1P7HGUa9alpC3UvNRACqOIiKdA289vtdQEPEeIoSthP1EvAfqqAdAXaEmxYOoYrnnGgZbzslmWMiL0gkAhjWNZL2Gq1Bd/LPsd0pDNHehnnHR62AfWE1CnnTdVfFW91zktU5gkx8ggOgEegmbYy3U8ppc3sXjtZKQ70ZN8hEximROvMCpVpJaWVR2jqCJQLsAoJTDMFJLYi4TBtO9wbbVWfI5YCsRBOgKe/zWrAtV6iec4FJ59uzkDrMCUx5sxB+ruSx2wwdKoZ2vWP6GwN4RQgcu+Zz6nSR0YiLdGxDyZQRAgQjKnPc9jenhek/KeUSYH/u3+3+ucM8YBAyzoQKRymrQPaak1bQ5/Iew5G6/9ff3IPPvbje/rQtOXwHZ+4UPYDyvfIlUfIbGAiod94y7RN5BGElJAdo8ZJ8SkTsHK1Wq35hmmbvIcppq2+DAKJpvR6n1/yjNL0b2WcyvbItZQ8AsHbv3ErPnfd/cpXY+a6ZrNmqP5EodrLRUY2S49nn1EF7MrYzltFe2gzl+X5Gf/x6lPwk7ecNYP+5dwfQpUkFU3kPlLm7guDkcxeO0qAaiTr7bAKS5V9nbWWE6yxsnKUaKYtb5vPinpFmda0tfis2WOrvZ47h5gCgS0kIL8lUlmmrRgg09ZluApQytQ5JJ3R5OYWIpOy1/mIwUgWW7c+I48AZJm2EhJJcXeEDbvaaX6V9aNaPUhL/a7aAkHY9tlCNa4XWLWYdlgAFxpoy7iNbqbACbNIEwpmRMwBVNBIAZCUJKwcAaoqRuagtoZpq7ReewNtfaoA21YkwBgB1cWIdtZjBUwC4CTGz+5+PBHKF4k8QuwybYmwWo9GQzVXYJ0wlHnCLFUxXcW0VfqWSVpOwBlqIWzxMNeiWKUONWKZyxS4+s+ehuv//Gz7d8AZIlAIEaeYaIQQcMQoVUaVVi1UMSIJgnooM6Ctcmp8q4FbzKYwjg+jBEK4y612ukWiaev14oy5i2RW01anD/pcgWd7W9oxkDGkiNXzyAP6SXv0+fTNSzFaKUPGSfVwA+rHQi12hgH599+/C/UwRsXTxahcP1UDJQHCQgch4AytaJZOhGViuaCtYZtJlDi171abPIJm2v4D/X08JJfpcTQcp844lFUnmEBg2ArqnCoSngDOgAJcjeNgQH+PG3kEBUFTogr4ABIllt5IxSYNTs8JphCZSl9N5BFMymOsx9hUM8LDuxuJA19gnn5XDMCa34agHilww9PVXQnlzm/awV63KizVesOIDNM2Ss3veYqbdmyBOIzefKsEAagOOpk5CVCbwAjMyiLIuAUKgTWLcyqGz6URJQkSeBxTISxoawAJt/DGrM2rOKxLva5Qls+0nTUa2qNZ0Mx4+TRhUjEPoMzORYSgjZHJZ9tPC9oWgFMWuGwHbc3m0ZsNaKtZ+8YqPscdjykJCwuI6A1umYQ9MW0Tpplm2job5BJaEM4mKvsuNWL9jklHa5qXrNZkorEeAdDjR4Q604biXroOI/FuEABNSfGb8pEAgJvvfQwP7UmDXxWf4YfiKLyPvbLrNXUzzj1buDHwKFpNtcGTkKlnJwmHEHEC2joB1KJCZD3vWY+6FNhwevK3Xsu5ZkVFlmmb+IFNTRFyx1BES7gxOB4AUAvjBLTtgS07Ug4g4wixcEDNPuQRgERWxrCsikCfjvq1RZZNxQWcYC1Nnf/kA5bY9Y9QFZAH8lmeAWeox+p3Ldkr01Zv9D0tn7HqyLamvu8X+4YykRqZjTyCyVxhFG0ZLgq0lSBSFGbdlTyl9f+eb92mLq/XR00YvH7kERzQtqgQWaT1WwVVReEi0GR+6+J/wE+Ytkb2KDeLIUfTlhBFQqg1W8lSAq1pO6hsDKA3pi0humh1y7679z45DUYEfM1gnE2qNiUUMRjCKGHauuD2PU9O44FdzYRp60r5Zcz0I687qxeVsXYyX0O8cwdzsmg10YFS7d9myTspxLKaAm2JjFM6496QQduKzzRYmc+0VdwMpvbMOUSuovFGdNtYpuURIjAr6WYs0EQrkzXgzv1TrQhMk7RmldloO8bS16qvw2NUzbgzkkeQzr977CBhlmlrkxhdYpwOnlUd0JZCQkiishEMsKu3IOa8Zj3ZB9oW2wJB2PbZQjWfU0hQNRF1ilq6L+xCsEKmbcIQpNyzTkMZTRBnU6mYtjq6Roz4ePvrwpguRCZ6kUdQ5zbOVyNUm4Q4lrowGIUPNdlxo2nrlTXTNnE6Y5FcD4cANaLn+vvctA/KUPXUt0YeIZY0AVZkootX8hhCSW3xMNeUs6gm3zym5njFw/KxBFQIPAUuRVHUtnAvq1K0SAlTNbVpMz5fPYSuyOmAA1KAQ2j9ogJNW2I0bYmVZVBfqQWgxBkasZaUAKwWZUd/Io9tAg3aamdBSvUcqqXAtpeyfUNpzLCRx8tpUENQnipEZjRtJaBBv+R5hLFEmaNNHsEw33yEhQwBxbQV/aXnZS3vPXeYtpGQNl0yF7SNk7HTizbyjE2D6EtGVDV01R8nvRsGtNXttbYYddIYodtzzlWgQ0Q2Xd+k/wecZOQR9CZJO+enbFqux50ap5M6DZgTdW/MvbrnyWl8//Ynut4Tn+lgGmTh5sRjFNOhAjfUXKYCDQQy2ZxlzmH0Js19UsxiBZ7GcdgWuMt2seIz1FqR1cvesLQYaKVMnWtRxcMhq0btGOGUKNBWR+tl1NLaZPO8tlAl2RB4PqZaEpCaaWs1bQcJ2iZMplTldqCdJThXZtYJVx7Bc5hU1LNjlrrSCdpWjHXRQu3l/ECS+ZBdazsUIjMs7/aChP2cPy0JU/IYHtndSLfRfSvTCHdum8KuWgudLF2ITLOWCQUIRYBWat7MmqcZq4srLD02DFvXKUSmjsmAqAnC1Xm2hRWMRDtBCNCMgf+afDEAoIqGAnAcq/gMu1oEd/GNHa+nJyMqyBkLCZ8xxDooBAklraBNajkSBi2z4jBtKUVBIbIeAblDnwOc9+7kb71u+1wFFFuxYc1Kuwk3G0k3Y+Da0z+LG0bOtN+bwE0vU8HSsRKiWKjg/QwKkQGwLOAYOXJF2p6/Ica7Lj4o9VnJ6zdgbQJH6XfMBEMqPrNZFdvrSkPd1dvPMm2fwAR+wk7ANkx07oPx4w2DkxAlvbH5/LamQRCA5GVhqQsArH88Mwu4KkDpFiJyrexTTLU0c7rgGCXPyIwo67k4I+WW0Qd0BjWEkAhIAtq6hTJP2ZhIwIWx1F42BwhRae2WaSvyyR/GjHyPEJZpmxRede6N0R7OrAUxKO59fLcFjCgk7pcr+hj5BebO/VJ2JhoZ08Wp3SwMBoHAT2sCz8QoUdJYUajGZRQ7Uij6uHub0HsGpD7PGrdSAwP0M8z9cY9JDWhLVCGy7Lzi/k1pao9EpFAZg9rM+z8s914V9SXIkwUwGXKqVorM7OViVWyz4LiUKXmEZI9kQFuqslscX99HbPfvQPpaFdNWZUPkZab1bdlAmp6XfU4RSZZ7H7qZy3bv2Wgi15fStgVS73oatFXktFak9ytRQ8/KJJVteMbmpTh+w2Tf1/G7YvtA233W0QLOHKZth+Gy0Ji2nQqRAWrjwAPrNCzx086eSeXnlECCg8ood8JlWrBcCC070C3VHlDVngHUw1iDf1qrNAPaMgjtHClNW0EYfKbTC6gRuI8BzbY0cgBF8ghPP3Q5vvCy4+0kqVLuHRapYdp6upRV3L4J+Ktv/hoMEqEgPTE1A04hJEEUx223xicxGiTAf950v+qC/q8eCSU1AegHoRgAHtGpN3nRRLu5gGXaxjaxRd1fn1M0YgN+CniWedzhGtyNegq0pTolMVbaxIhVEMAsqkJJAuTdnrWTFdx9xdY21hdl3Dp3QMK0lVBSDzSzqJaYYtikspU5hwCBjxCel89iMUzXgTBtC+QRNixJNOdIpqCO2RhbchEGEIEu7CdNHErDcM40yQL8phCZW0gNSKRipC7SoZxaNfTKLK0RaOUR9Jzwgd87Gj4jauwRiv2XjUCCYHFFaZo12zZhXQqR6b4QUxgq5zl6jGIqkuCI4VEAVLMSAKQqcrtmQF39jQC1UfM4SldjzsNHSp6qJB2DYnGJtrF7XGvqAMriqq/02kgSbVdM29BmGqhqzl1YWcM2zQ7wfQ97WwKmEBnXwMlMGVy5xoNEHiILmMwbaKtBnGR3maS/xiFAecK0BdqYtosqsyyYZteCOPk727+8z5EUZJrVpsktZALFrGszkTBt//5/f4NT3vf9joe0t1LK5LlSDvCSBm2T9y3b8z88dROOWD2CyRJLrt0rq2J1pr9uxWytNUdZAJ9R/PTBCGFtDwjU5txoYFbQaJMdKPsMU81oMJtvXVTTMG1NEE0CqhibMcMMBtRansu0TXfIbkD77age2yZ9XTFt0+PJgJKjpWQeqoWxBa02Lhux2Tu96FlPjpRAILFjupnMk30ybc24jtwU4czvT10hceCK0dRnVs6jk6WkoYw8ggF5aOr8AWeJvIZOIT5w5bidD9o1bQk+4z0fUU+FyCKkoNaCYHTQhWm7brH2SWY4TQceVex2txCZc6/LvtLXpB38GcO0NdazXAtlqDi3qpP0ipASHiKEmsXsFgC97OQN9t+REFYGgQDqWVj5kS43ya+osRo1kkJkjLT7FEaDOLMnMdJOrnTlzWIjpv/oe53P282K1oROxn0tj+CQdiAQ+Go+bEb9A2FudwQookgHvoXKrnT3W5EuIKUyuIrZweYdGmhw2J6LpD8TEShluq5DjqZteQI49Lm6Y85eW8SpZ2AA6mG592WPqSwM0f4+JJq2qrhkai2UoqP8B6UcMkXGUhaBt8kjXB59NrU3yz4fo2k7GKZtFrRV48XnVN+HmYO2QB9TI6HgxOyLiP0MQAq0LZNkPqaQiEHQMkXPnaKrEolMw7+95Hhb4HKftdsCQdj22UK1QGsnAugRtF2ATFuTWmU+BwAQcO7B+D4vOnppG9MWUI5ITKgCbYvkEYQqJpGt3JvbJwBaWhb1lqpqL4SKQCnQVvXZh9aW9MpqQywiSMJUYTijCaMZntDMUjvhFoC2YwHFyfsv1o5EWidVVZtWvytxpb4ppGxbDB/b07DOVi+LkM/U+Nlbb7QtZh5iNFBSRdcARLFyhqdDoQBrs5o4mrYhDYqZtkg0bSnR98mxkkfRiAEmY6VLxnqJwjsbdQe05ZSo1FWpNp8csQLNLdM21kzI/BuU1RdTl+kjjhJmlpCKaStAEEmSaJGa6+EquuvuYTijaMGDT6LCjVnguZq23W9BruXJIwDWqVjksIhZhhFlCpG5+9ShySMUgfyOeYxYxqzR7PQoQSPUFX31ODTsVqPPzChVmraEIGAyrWlrCpFZhpBOz9agLSUKll0xojjlTWcjZ0T5O90TC9pCtm+UtFV8hj1NFVDgVLV5+zMPx36LK4X3ZOXEiB1nDAKCelYeIY4zoG3OWQ2AEQqAUdE1iMUt019ap41TmjD9vBKkiMFJZKs5z5tpeYSxShlP1pQEiqtpG3bQGezbvIrDtNX33Rb9mieH1oI4TkDNSDUIA9o6bKCMpm01GADontq0ZMaWYarmgOeBNwBgXafQGyv7Oeus/r6kUyanW53nnqQ4kgS4Tv3WRcmyR8++SltWTWB5VW9EU/IILtNWg9yavYuoCTAPlYChCQ/TrUgzbVVgMAZDhTTbtEYVgz6fYdi3aZZOLJU0UyoY6QQkBPFAYuUHWXkEYdhTKgCWV4hMzuQZ63FV8hjqYaw1bUlqLBkJG5dpu7cRoepz3PKO8/B7x621bLheNueBx8EgsbMWKiAn6UzP3aaUoOozRIKAWpZp999fdvJ6HL++C5vJDZDA8cXMd0iYoj4nNogRazaaKkTUHizxOUUjFL35Hsb/ykgR5JnvB6CyCLSVVuN/VvIIsQpCU3dt1zYScL0maiHMnAsscZZa6/sBbQOW9PuKb92Gq369LbdpLGRKOiRw2LzuOAtjqRdxRS6IHIKC7BY8MBkWrWnc8uAuAE4hMvd3Ja1BHKczDmLJQGWSZk612JLXK/O4yLL7z14GGfUUaOvIG3HElmk7mzWDEoJIMkRaHiESsu0+CR1wMStB0ftrA48z7k1eB3PWZJ3eTilBKybt7E0pgNP/FDjldckxjDwC4pSmbTIfDse/L3sMOxsCtzywve07KaXNqIyEsFl3ADSphhUOD8JUEcxYpmVFmOeB64CjsfXiwfRvnX9vXj5iNW0Hss/J+CAG/PdZuphyPzZTeQQjYciNbEtOtnWZumNHje1mqLN6o4aNUR63fhKXHLe2777/Lto+0HafdbTA6xW0dSk2C8AK0tpT8giebxdkJsJUqpJZID1KIcDAZHt6P5AwbVUhMqDjDdCLmZFHMEzbOBY2vcJErVJM21hpHsWEWc01TQVWRbW0No95TvmattSmthINGMVwixIlkV+PEQiiii7lLQKUSERSA0tddieEEEhQ/Pz+nWmgUrPUagjANfM4jAUopaiFLhhMbN85BEJSBNoCIERrgRKrBQsAVF9DwJnWAVTs5IR91ekC3JSTxNFiTiEy4yRH0CmoIlLMaORr2hYZ474tWAAYB0//W7brl3pE4C0XHow1E4mWldKg5lg3xgq1uAzTVo3ZGb6weUxbQL9nMrWxVfIIyZg0hciMKWdmZt3oqZ+Ok/M3zz0M//iiI52+ao09G99RQC3nzAIuLlM7lsrBJlD3LoxVwCVgJKVpK2Ra0xaUQ0oJj6iiQFS/rytG1cagESb3IwLrCqh7nGpWTzHTthpwxKDgRMDTLMUDlo5ivGTSINt/d8S6JXjD2furW0ckYupbeQQh0oU98tK9zMY9EkSnTRVfxKvP3oLTDlikD5bMP5wRhIbpp4GsAOECkEfgQNxEpeRDgELEodYx12y3HjRMe7asPIID/M8v09YJphGajJ/RVQBLQFu1W0pvCN903ma851mHzr4PRUxbo3eZsz6YdPBsIK+/c6cDQGasn3Xg0qSNXmt80hvjJcW09TQALmOAB2AUuOzUhBnXxh61qePOe+mVHVakBmrjEJalHNYVaOsxNOBjUdkDAdAUigXWAkcZLSweS+sjmgDgQOZpLY/ACEHAEx/EFmMzt4R5oNLII9DUWsws0zY9J7iVsPvtE2SMssdQb8UIY6fKuz6a8ScmHMb4QztrWDZWwnjF07JMmmnbw7pKCAOnEjtrLQcY6H98VgJutSe7ZsRpe+3Zm/CVV57UpYNuwFqmA0fE+IrJGmpksQxLmxCaG5wOOEU97DEAkNK07dy+VCqDdZBHMPrQM50BlJ9AFdPWdMXp03jZw6bl4yAAeEFfSx5LBXJ6lkcgzKZ7A8D/3v44/vI/b81tqgoEJ4Vw3XnD9Qmj2DBdiWLbw7PPuytOSZkullnDZaesB5DONLJm5BGcAouAAvbHS9TOx0RLaA1M99ztZzdjPiDSTFsGRer41IuPw9HrJmbcnTUTZcSgFrRVmrbUrun/b+tBmBytJJq2QOE4N1IoudrBMzXLnHeOaTVtmSpElmWxukFCQPtF+r0T6aLDCTt4cF12rewzbJ+O8Kf/fnPbd0Kv1Yxp6ZZM1qRimOd3jDOuC+VJEF1g/DuvPw2vOutAcEQZID+7B0r+OVHxFdNWa9rOGrvOKURmmLaRpMV74w6W1B5JP7uORqkijAFqb5H6LhkbJZr0h+mMy1YsEl9Ez1Lvf/4ReNuFW/ru+++i7QNt91lHCzhDCK7XmKca09ZopTkOn6PJxb0gAW0Ro+InzrhJKWKMICZMsTNzro0xjjg2qS3o7Fia1HqdXjXdjDVIKy3T1oCgSpRCM22jllrUwRTDztk0c6h0FEaIdUr/4qJD8O7s5thhLJiFSomqO8A2Nc62YiELifYoK5SDpUDb3hah8WoJaxYF+DJ5K/DA9erDuAVKgDoCW7QiimJQqtI8mAtGaYaXhwgtUlAhWBqmLTQL0hTwAqS+pyWPoh7BFiKrBLq6bqfOG5DApAXrMXDVr7fhxgd2Q+m3KmawYtpqkFBKiEKXIN8Y9yCiFppRbItEGHmEqZZsY9pCxEpH1zGPUTQkV2BvkfPnqSJhYSxmAdrqdyEL6uv75bI7aKZgjM+IlWcAMORCZGmg5ZLj1uHcLUuTvkJtpGqh6Yxm2jKCWtMUV9DOCaM6HddoIiupEgGGgCGlaRsLqRjQBnCjTGsfq4CBYbtvXlaBBEXDScGrIei6sfQZsamYnZi25h2nxHmXgGRMZ35HGUeJSkxUPBAIxDSwMikijvGbJ2pY/9Zv6dbt7z+lKhgSSmKduiJbuaiKlWMGpEl0jxU7PwGhJDRoO+/yCAyQEpx7Kg8ijrSMi+r3YJm2ZaUZCDgg3HzLI+hNT5bpeunXgU3nApQjhT1lWDwrx8v4gxP3m2Uf3I1JdvCZsd2+cTGMtpHSLMZQRh7BBKaefviqpI2eawLS2+YppWlrWMuOvu142S/4JZK5Lcu0BRJpipQ8gi7+wXxUAo4GfCweCUAIQVNQxBKIiYcyGjhu/2WpUxkGfS9p/12NKqB2uhUppq2riecU2ZNUpaJyxDogmgD2hBAwyNxCZDMixulnW/YYmlGM0GjaOr6jAaUWjwS45S/PAwBMNeOUPqxNB+7lNmlQc8dUc8aFyADF8AwlATEs00GtpS6rKzsH6bWz4jP88VkbceCKUbzyjAPw9y88KpGsIDQ3cBxotmlPa75h9xesca751VEwGUJGzfYvnZoQM2Jiw8g6SF0803ya7tPEiCquSQoIHIFHsXM6Ccz3rmnbrlncKlhvTFHkvJoKLogeCQkJqXTuidoPpED6bt6rr4plnrFZ+VPjZa/9d+YZG8kWbZeddgA4hBNE00zb2QKSM5FHYAp09DPyCCAMZ21ZNitJnU9fdjzWLB6zGXRhnGbaBh5VBaziUBNOirOTzHoza2DbNatp6xxTryuMKjmQXKZtTnsAoDLDtM3o9w7ayj6zRX7bTI9lzjxFEqGJ/Ie9hoJuce5BxqHy4wEABFtWjGHRSEWRIFIM+fR76E4vKluSWE3boTBtiSJ7feuX2/DIrlrxbwvM7ONpinPbrR8O09Y87hwMyGQcAcCrzzwAR6ybVJq2hmlrf8oGq9X8W2z7QNt91tECTtGSXC32eakUxhacpq1biCwPtKVgXgLa0biFtRMVrJlQbB1XXD8GA5Vx7oaFcSVYHkupgZFO8ghm4xHBYwQ7ay2MlDycf7DaIJmiUgIUHmIFqJpCZCKGIFxVidSOjiSmkBjV7DQFEh67YQkuzW6OHZaQYdqOVUp4zhHL9T1ydH8BeFwzbXPSqCkEoh41bQFg1UQlKWr2iI6IhnVQQrBXVjSQpXS6DIM1lTKp++6RCE0SdEx3Nw45pcSmM5rrCjhNKm5DoqLTdTtegpuel2msmLYSQgCcZOQRhKqi2s9CxD0lj3DG3/4Qv/+v1yOWElw/qzser4FCYtMyp7BT3GwDcDxGEILriH3+WAx0mnkjFDOPgLvgn2uaaRs4G1nloiYnMkxbc0tF//vU3o20b3aSQkqqj2WfoW6YrkJtOT2m0oFV/1VHPabZ1SJSoC2liDTT1qdppokw8ggu0xZK9gSU2fd8UYnizAOXWZ27N4avwseji3qSRzC6cEWFyEoeQyyVBIFqQxKHyugEZs/BPECEYFS9gxHxQGKjxxbj/h2Zwks5VvGZkkcg3eQRXCda2jHCGUFoXBNegpQSAUKwhQDaAqCMweM+ZBwrXS/9ecXRDpy1pZi2wr5XAFJsxDk1V7sOSJ5tZVKPcc+ukRJyODIO7qalcGy1f04Iwb+/8iScunHJ7M6dw7R1NU5N33zSOWBhm9spI+M76Hm9YzEgndar5A8MM12DnnYzruc/o0eqmbZVnym/hqi71YqlriTvoUKabQESC9oOYqImTEksaU1bAoE6Anxq4nXASMJallQVWqMQCE1A1Bl/eYXI7O3st5vaxwg8inpLBU2TjXn7wQzAU2tFKbDHBCt7Y5EqWatdtabjW/YAlmWsGjC0BHWC2YMEba1ukPqf8Z+dAP+bzz8QHlNsr6PWLkqeCSGJLrBjVh6hlz7YZ97dSShXlG5vsz7d/qWUyFxJ36ayDtV6WvR8l46UQJGuOO9ayWPY20jGcD+FyCBiXPm607BuUrHgi26H0NqoeeXQXLAp1ExbQlQQOXQ0baXssnYDKguwVQMhBL/+q/Nxwv6Li9s6+pUAUAk8xFIi1uNLe0qzB26y82XPhcjambYd97s92tLRAJWS7zBtddFBDW6r/TUD4pZ6Fh3AchMcymOvz9hozhxnmbZEM21zQFsXOHbnZaEKfBkbOtPWY4kfnDUjY8aIyoJy6lvUmq2Oa6vnexBCSchRp94CZR48RKn39lG6Av8SPT33OGMlD9ySOwbBtCUZooyaF31O8cjeFq69+4m+D6mCBcp6zhUjFET7OhWz18vJZvad4tlVD/A4V/U7CAPChu4+wcDWrN8Bm+dd0D5b6BZwitFKWTntc1CI7N3PPARPTHWuuNyTuRvMVCGyJLJYLZehCPoARAhCCLYethIf//E9Vlw/kQrId9Q4Y4hjgVhAA41dJh/NxPQoxY7pFkYDjlXjJbzwhP3QXHoY4muvRl0G8EiEnVMxIhqAx7sV05aUwZmSAFC6tqrgAyFMsdssAapIHiGGK49w+LpJbNKAscu0BQDf00zbHNYShUQkkaTzdDHOGKKW5l+YDXdzDyQLUBMePKjoYBgJUK2hzIjUeRsJ09ZHjCY6adoaxw8peQTTx8BjCdMWEtVAgR8dHUXLtE0Dfcevn4R4SN3TSIpkY2lTiOO+mbace4hrER7b08BjexQ4RjeqCzL6w//1x6fioHd8R/0garYBOErTtkBv1t4HB1CdrTxC1hxtQGMmLcaYzymasWZSQxXEGB7TlrePl8yzLHFqmbZKB0umQFukmLZUO4MKlI2EhGQEAUdK8sEWIrOp7QwHLK1idTAK81yEpAmjQb+8d8k1AIDRLiz2is+hOPPFblbJU9qwDHGia2mem6WkZdmKagNDiQZtqW/BABFHIKSc3EaZP8LKHkOrB3mENKAuccrGJXjnpoPxlRseskVUDHhVIS2Q+ZZHcIAw3+MQIgLXjKqvXH6SDfgNxLgD2hpAz2yeHDbinJph1GTen+R7bp92yWNthcgGYingtL8547huGp7dLMO0NZIBBy53ijxZpm1RmnbarKZtlmGpxz0hFEBBkNLMbYI78ghGY9iwLhMATWnaaqatbwKWCi5pRkqTO6Yeymi1gbZlb4DyCJRh2YiPt522BT5TgefRkodLn/vstuvzEIETFSR2C2NJmdbtNCZkH2wh1/S6VdaatlKiUF4ISIqvqGyppA/lfsBtooL0jVboMG3R9/616it5BJJ95rM1R0O4XR4h/xyMEkcPmRTKIzTC9sK0uWbIBj0wP8ulCgQI6rUplEYz77oUiTzCDFHbgOvMFZIvjwAAizRoW0SGLHGWKiKWLUZbaHqtPHjVGJaM+HhgR63wbih5BIk8WDzFtI0lGFOBIQKoNddo2qqTdu6TXwVCBZAn9RMKwPVVR6X+LAcqy1FERgt1BgM/z9pA216Ytp4m0mSYtgPyNwjjiHVdgLSmLVWsc8mBuIVI+5VFfU586gFm9OSB2pQCQslRNSO0M21FjId3t1CdaGFRxYdb9FuIdEaqkX0ZpqatKGDaxjpDzOMewriVkkr79NX34PCjloAAuOLZh7VJTnhcySOoAuOOUQ6PyFSgTkjgEZkELKZ0ht63/+Q0rBwv4RWfvVEX/RvAfdDZXta032Bqx9AZFiIz/n7PPE6ayLWMBBmJDeuLVOE7xcyZQtDRaMWAz4CoPsiR/DtjC4QWuc8WqhFC8N7nHaMWml5A21kudJeetB5vPHfzrI5h+xEngEAb05YyLJtYlLSPmgChFuirmFQURrC9FqMZxbkOFmccQijWSKcFN9UvEcPjFJ/46b2oh0qvq+R5GK+UwAjQgGKYRFGEW7a1NNM2ggC3i0WsnWjFZtNFEkROqosxy5pQUI8EQFJs5DTTlnOuNW3zmLZKHqHXRYhyjjhShSnshrs5hdivoi5YUohMR6FlNnJKFFDmU4EmKagQrBcvo7NJiQPaGp1BRtEURGvcSmfj2qnzJj3PABWq8evO3oSRso+kEJlQQvC2EJlKT+tnjeZ+ABGlAxaLqwo8NylAZlO4Gk8A9/20DbT1GEELXkdtu1Qa2IyZtkWgrYoEm3v7zosPBiXthchCRx5B6XwNC7RNAy0AkjGt56qyz1DToKkUMQik1rR1NxSJpq3U7wplFFEsERt5BCddMc4ybQlF2WOYCIjDtCUatCWpitKqI53H5WiJQ0jjaOU3TskMiAgKPDbgQIFzx9ScoNLCBCLiOORxeiMjgdzzln0D2sadL4I6TC4psP+yMbz4lA3wtLwCAEyFwC8fqyNAqzfWzDDNXDtl8H0PIo5VahihOH7DJFYtGiBom8e0nXfQ1oyFdAZD8j0DAXD46nEEjA6nny7TpGitHVYAKMPa37JyFG+/6GBV2M+Y7luJJgWzOpmZA0lm/UUwpvZmnVJhKVfn00XgACTFzFxJBHWGhN3CPFQDAy4mT/PnD+6CpD7KaIJkAPdBM21XjZfwByes1TIHAhtXLMJGN4sEAKhnM45CI49gNDcBMJJTiMzcz34BIJPu7xE0QiV5pPy9/G0lZ6qYZK2VBnsMsMJ6uU+aaUuQlZ3ol2nL0RIYgjwCSc3PJmNEfZc/FytNfXU/JCG5wLfvaNp2AsYBpANFXa6r5DPUUUJzenfOtzKXedqPBXr95xAJaJt5VmbMsJzvAKSkNIB0oLejOQGLXTUFAD6+N0cGAjrLx9G0dc293x/9wV3KdQABIQQhknP0cr9Ta5SxPHD9FT8EjnxR6qNKyYcQKhBs3rEeudedLbv/7AW01VJ6biEyNkjQlqr9D6D8Qm5kV2AyWSlqjQZ21UL4DqszayVbL2CAUFdebQq9zjHG0HSYtuvf+i1c+ctHARnj5Z+9CS/9txuSY7hMW2fNMoXvhsWjfGR3XTNt2+9JQ88xjOkaGs76TSGwq64ITC86YR1ecGy6CJbneboQWaZWDWXwabqIIkOEI/Zbgjeck8YtDlo5hkUVHyWPoRGKnuUEO5szJwM2mKZkE6mVLOjHTPHuTtIc7d1gmjCipFjUZxmmrV9NaftTrRN9zd3bcctDe4CwkRA/9kkj9Gz7QNt91t2sPtrwmbYDsywgaZxMhynAA2eTrYt1GKDPgGMepajpw5T9dqCKm0JkUqqFo9vko4tpmM3cb7btdXYaFIQSNOArxxACggUWtI21DAKgFn9pNG0pVXqtosMzMKnIeuGQIIq55mr85DFtc2gJBAKRgNYi7Xy5AMApQ70VZpi2eyG9EdRjYuURpFQi/ZZpa09INdM2Ql36SMkVWEucRQKApdLVk/T2Rqz0gomUqJTUuG5FHRxn4mwaTF+g2KqhUECKAbhakiaOgYgh+5RH8H0fDz65J/VZoJ+3gAbotb2Yf1f9IwOMeIwilFxtWgveRUqTzdKsC5FlTQvlV/X7c8CykTbWh88pWrGwUhaRkPlFLAZhGU1bAKn3DVDOcD1SqUE33LddySNwilozK4+g9JYtsEsJIl14oeoBjUiB9Q9sr+EDV92ZSoNzpVEAAkqgWbvaOY6S+wGoEdvp2YzoImPUBBRynjUhRGlBAlr3ksHq2priLm33SzFt3/XMQ0AgERLfVn5WhchchkH++1/xOcIY+h3uML7cwk7OZs+jSSGy3U2pNNWBzuvPXJgDWASeh1gIBCT/3s/avEpG05Y4QFxeUG4OnF5TcCRHKsZ+79owtHdztB1TVl4EbDh98Oc153aCHR6jeOmpG9JzvB7P9bp6dt3mtaSgSdp3kLqAj6Qd7qFZr2MHtDUMWbNeUccn0DpyLtOWEpJiQwnqo0KaYDwftB3IPG2uU8Qq2A0JxtoBEsm4LcgaCppifgrDtJXtTNsZmQngcYJ6qAqReYzYYHCeeYxiuhmlWFpGMqOnKUEzbSmEA6b13/9qkDBtFQQ8KNA2G/Ak6Ma0DTxmA4US+fIIAWeWaetm5ORa6p3rfF2EEDRJCa3aVPuXUmK2QzcwWWAQiQ5zZmyMVQIlj1DgGJvrNTIaBoDtao4fc8+T03mntiZ0tlAeSO326+cP7lKam1ByT014Cau5lyw6r9pWYCw3gEzagciK7yOWEv7D1+FYfi+Wjg5orZhRITIPiKOMpq0jOTNLY9xD2Ma0BYymbUNyPPjELgBAxacoGudmzAzUV7b3h6Q/iyMwSlCPSGrN+9m9OxRRBRSP7dZSWc5eW4o4lRFlgmcDLZ7mGCOmtkP7Hq4VqYwxzrmjaWtAW1NzJL9fvgZt24qHMQ8ijnD7Y3uTj6TAO55xOP7knE25x6p4KmtPCAk627k5u59xCpEJkNQesVezEilA7/tVQjXgKp01IgG2AQB+JQXaMgK7Hjy6N1S+iJWM2Afa9moLBGHbZwvaDJuv0yK24AqRufIIziKX43RSQjQwQWzk2yyQnBEIon6zbKydSaXSZAWakeEXdGMOKKCvqZl1E1UfLhuPEqABH56qIQ8SjCgWsNa0NSL0kdBMW8QgUFWYWzFRp897BpY1kYC2lGV0f52+e57XQdPWMG1lT5P8TQ/uwe5aU03OwgFtg1HUYwpOEkYjpY5Wp6ujJmJ4JEYd2rnL2bhb/hdReqNmA2d66GtNW3NsU3iujeWYutgM01YfzWdajkLGmmkbIxTEpuBIGdt0vF7N99uLrBGoZ5V1TEa1pATiNNuCU6oYE0AxsIo+tffyrOg9J2qja/SCK75KJxLO5trTkW/zvIQW6R+K9aJpq1Nid9dj/PHnbwQlApxz1MJsITIFghIZ6xRIijBWWqxVTzkxzUjgs9fdh188tFvfW5flz3RwSG3WJYgO4Kh+NJ3gQTfpkdGSkkeQNoCR39oybeMwaWMLSuVssLRje9Hhq7BsxEMLPoiVR0hS30zl6TxGmZJHQNdCZGnpiqQvPqdo6gAUoQwt2ZndNWdmzu+V4XkeYiER0Hg4oC0PFCsSaAdtO/VtmNYmNZJ59lk5hGHII2h2uvpnzpi/9BvA4S8YwnmRA2LlmP4+oKqP3cAIE6iREnhsT9POAe/534dVFk6ne5it4J3b5xx5BOqh4jNwSpQePiWYrPrK92E+/JyifyaI3ewU4OzVrERLbMFXmgOuEOqDE820lSQ1lwuJXHkEIDfO3N30WKp4KnU/jIXeYBbPrT6jmG7FKbDHgLa9ratEawo7hThnVIiMoRkTqzE4sPmoh0Jk7X3hNlBIkM+kDTyq9fRJG/O0zfrQtAWAGq0irO1s/8LRtD18zXjX4+QZIQSxLuxZVDBrvOzjDedsLCwEa0BbM0R7fp9yZJ7OOWh5btNY5EuHAO1FrJqRwF18M271D1M1GQBASj0vdbnffqUdtO3ldwAqJSWPMHHd+/AO9imFEw8EuMkCxr0wbZWO/7DkEbjnodFUge8oNpq2ak0POENLMtTqdRy+Zlxp2hb02fRvoFlpVvKpnWlLKUUoCESc7I+E3hPGoIiMdIoDJEoRQjprkelqT5kHMzClM63IS1/+vwdS34WRYsTaOjBODQUG0VHT1vdURqdirctkWGnJHtcoYjsv5j2bis/wuevu70rE6Mnc2gYATIaskUfILcjWxaTeaxBIyF4hQcpQ9ln6fFmmrVe1hCwAlqACQBWrDB15hPmWPnsK2T7Qdp91N7Nx6EnTdoFETHTKC4A0E82tqgzgxa0/w7XyEAuW2ZR6fR2MqpR6JQ/RPrFUAh8MAtv2NFVF2a7yCGrhqGugcLTEE0edcjBCUJc+JssKXCReBXHYxANP7oEAtU5uGKlFh0KCaKZtIzagTAd5BGmUMDVoa53yNPigGBP5QAGFRCzQszzCJcfvB5/EaXmE1l6QYAy1mGLduNaWhVr0YqkZhEDCDJQxfISoS/382oC4pJARAQGjSBVsA9QmqxEr8JOIhO1cb3UAbR1ZCXXxminhUbSkup5IM21DyRIHRgjEfW6egiBIL3Kq9xBS3RN3gRwn2lkeT6f1LB0NVCEyFTYtPJfZhM/4dS1iPeqNnmHaVgMGj6aZtgGnaEVJ5eBISFSDIcmrZ9hxANpA25LHEAuZcnp8ppi2NpqMDNOWJIXIYlCM+OpY922ftiy2FNMWUPNH3AKIYmCbomZMO+Nu8KDb3n2kpJi2cdwBwAKSjZs+r7on5r3P2WDpQmSAioyH4IA0emUCRD93w5TOe//LPkMz7rUQmZsNoY5dDTjqUdLGaiTOt2Nntboq8PwAsZDwSTScNc+rqGcWR/ox0S6g7Ry4csxkaxRr2qbbD4lp2wmcGqb/QUii8Vlkum9cqneoW/pzks4v8IKPX4c7tikGzxSU5ILoVHQuBdoWBdEcJpUpRMYV07bsMXuMElcBKBOgp21MW9WuY4CzVzN9lQKVgCsfJu9ZMq6D11IXIkuevdTFlmhmzAkpsW1vo/9hoO9TyZO6EFl3pq3PKWrNKAXgJZq2PZyTMlBd8DHNtO2v8xWfoxkj8XcHZY7PqP4mybMrWP9VIVktNVHy8kFbLY9ASL7mbboPbqZT9/tSZyOIarvav9Catm88dzO+cvlJXY9TZMZHMEHvdlYpVSBPQeTA+O8mu2tRucfAlrNWvvy0DaljuNaKBJqRKNS0zTIep5sRptgYPj/2ClV0CrAgecciiIDStG1j2vZmlXIZQkjsnG4BUmBRxcMZBy6b0bFSlsfy7WY6g8QtJMrc7MxZmud5CMMWolggEs68AlWIrC44avWG0oftQZZi/yUjHb/vy4qYtiICo2oPGEaJ3xELJZknkEgJtjFtnfuW7KOHsy6feeAyXcBb4s++9svUdyJSRAWPM/WuOOAyhUAsi+cf39MyYVKCUAVpqh96OHxVNdXWQxJcLeUUFiz7DPc+OY1bxXqgunhW15sthgqtjcyZmnf5DOQRTCFoComwVxY3oVg5XsIP3nia4w+ae+TIIzgAdxQLcA3aClBILa1CjHTTPuvJ9oG2+6y7mY1Dp01zL8BukQWjwPia/n/XyRh3JjcneukUIgOAHRhTYFvcAghRGxfHSh5FLVKaT3nXzzlDyVPOEic9yiOIyJ6nxJmTQq20LpvwUaYCHDFaJMDD23fjR7c/CkG4jdS3YsepIBQlT7Et1N85fXC0wcw6tWS86qQnp39Xa0XY05TtgBf05C5pYXp01lZNVOEjTLuQzb0gpRHUY4pFfpIiauURZOxsFtRCxRGjJvVY7Ma0JQRCSHwiuBQPbroUgALi6voeERnZMTDdCbQ1KZmZ4jc+o6pis06h4RBoCWfxEVHvUUttgR+gRFr4V+/vsBS79EWpq0oBilRgJdkBvPCLwKojU8cYCRia8FQvO7yvo1oagg7amdLyCGbzWvU5zjtoGZ51dAIu+0yBti7b5IpnH4qvverkwfYFSEXXrQmttarHu9lImWJvFBKcc6tp6/Y7lgRECs20JboqLEHVV8e64EM/sZVllVObYdpqcHLVopItamaYto0w2YR1Y7EHnGFypITJMu/I/ks0bcP0HGjSIPOYtloLnBOh9JEN09ZILOi+tqWOaRspcWzb20Kz5bB788wF4BxweyTg+MD378GueghBqAKOgfl37CxoW0YQBIilRKmbbu9MzdNZHVE9AbQ7FZkYQKXrrmYCoUVURqurqiVbhiGPkAKv5zhA7BQyKTT9jJZX9TrdhUknpNaZlBKtKLmv01LdQ8n8XL0+AGkWbtHzt/6OXps007YaMAQec4KQuh1X6yvLMG3N5nYgoK2Zh0SMrYeuwLsu2pK/VjEfHDECquURHDkVqZm2lKd/F8YSX7j+Adzy4K4Z9anMCJpRjFAIh5WYP84CTrGnEcFzNuqlPpm2TMsjmMDdTJi21YCjEQNExKqrAy1E5vhhPcgjAEAExeKu+BznHbICi6vpwEPJY6i1VEr+07Ysw+pOWuA206mYgehag43iX6+6GW/56i2Zb5Q8wmiJd5dk6GDGDyPuPXHN0V3OZdo64/WHbz4Tf3Ty+t5O7ABjf3zWJpx38HJb8Mi1Z3z0p/iLb9yKxRWeK4+QBdGttjAjCE1NDBm3F0bMM38EaGWlKHobv9WSh9hpWvEYPnjJUV1/NxTTGYdjDoDusidna77ngyHGI7saaEUiYfRqpu2upsTOvdOYqJjzF9+/+973dBy8amwg/VKnygk+EAaIEEyzN+97Yo/9SmjpDAGSaOtmNG3dudwcdlig7XHrJ1XWaF4hMiE0oGmYtsyyZ6kujlzUK8/zsHu6gVsf3pN+ixhHhaXX4yhM5Iny5hYTDHhPdCni5392JpeZmDu/ANY3NHVPCn2FjqbIF6MlhmPX9wgqUwZGCNYuKqXXB/0dAMCvgDugbRzH4FzdJwPahuCDXbN+B2zfndpn3a0HR81u0Gby8r3wS8Bz/qX/33Uyo78HpB3hnEIKoaSWiRZnmDSLqwF2NWItlp0nO8BQ1aBP16IK5vzOxu/DLzwKiTwCg88pzjtiP0yWlT5NEz6oaIFBpaQwqqKDrSiJyBKiIrZN7bPnM5ASgMRnFLe9+0JUA98BbdNM21sf3oMnpsNcoKDCJUJNwOgF9BspByriRpAsOK0amD+iAHGHXcp08SRiF2G92ZQCHiLURBFoa1K6oBm7KhJ8Ez8KwlfVvT1O0DC1Opy0koNWdnCCbEpmWgc18BgagkLGLVWFF7HStDUbvbjVd7qX7weYxB4sI7uwguxIrkvLI7z1AiV0P0FrykmptjMTSh7TTNvO0cuRYIDVwF3TToVxTMfKHvabLOGMA5NUPo9RtGKZyvJZNlbCMftNDLgzKAC70mwm42gJUFAiQCHgc241bZN2FKGkkDIGQMAZU3q8oPBocjGGhVMPM1WvnYDRn289CCdvXAZItWnyGLHse0CDEl02P5+67ATL8C3aKFlNW63Z3X5POjNtm/CweM+v8GnvbyCFsIy4ZqS1nHPOq4rRMEzVm503cG51cmezNxJwxJLhyakWBJgj9zHfoK1J+yrDN0xbRPnz7WzNAJ9hI2GZxfmFZ1Tf5lIeoUDT1vxtAOehgLbumJlj6wacA3Z923/Cw4//9KweQFtpixcJUNwu1gGTGzAFDdpSv/gV6kkewQlSG6at1rQtedR+b5mDOkCf1bQ11hiEPIIT2OSM4vj1i3LfIaI1bQMqVVaLy7SFSgHPgsuG2fzIrnrb8Tr3Sa/rXAURFdM26dOpG5fgsNXptPqREsdUM12IzGra9oTZUuyuh0oDNfWD/hblkYChqTVt3WuZtVmf0XnfrZ9fPN8IUL3sUTzvmDW48e3npr4v68I8lAJ//ZzDcfVbn9ahD7Sv973JxzCGaXzlhofSX0iJuECuoR9LgudFc2AmfTljxl8+fv0k1i+p9g5mOSzB8YqHPzxpvWKpZsxobRpQKmvZ8003Y5tCHlruhLrfXXsWjALNvenPepRHGCl5aEkGgGCiYuT35jgIZ4z5QByqrEdtVIribLJ+D889cAh87aaHlKYto3ZNXz4WIJQcN9zzmLoPBfUJhma5TFsKxBEoZRCg+N6vHrFfxcKRR4jbQduspi119qjDsmwWov08jiEJhc8IIkfTVmVGqgLCRd0KfM/K6FGSxg/KPP1+cxJ1BG1NLZyD9luJUmWWLOmsRJPGNpjO3MsDr7uZKQZ24SHLsfXwVb33A8j3By3TdiQlJVH1qWXaRqCQUQN16WvMYp7e/aeg7QNt91l383R15E6peiYVslObIgtGlD7SIK0g9Ra0nRHctJqJpC09YLTEsbepGWV5G2NCUfF0CgjpgQ2QKaSyelE5YRHo6turly7B0grFooCiTgIwEYFDIAYHJQpobEYCUk+cBIZpmwYWs/1UqW7aITP6ZK6mbeZ3Auo3N96/E2/8ys8BqJTAyTJFC6znaphjZaWTJ4RMFpy4BR6UMB0TUGE0bZ0CS3A2C9ph5YgxbeUR2otLuSCpkUdwn6aSR3BcakJw+7svwBvPTVf9TJlhR2YLkXGKWDLc8sB2xFJp2jZFsgmWUQuiT2agpBxjRGnVjhBThEhd17olIxjRwYHfO3wS3C8nRWcy1xhKrpzzDmMxqR4+cNQWkAKblo3gCy87AeNlT226nL74nKIVxZAAvvyKE3FNp03bbC1HCy7LBvCY0nWMpGKREwAeZw7TVo2Yss+UjrHeRHKqChfGksJz0pKMTt20YcKYW+zoh5U8hkrgWdZvSRdnMRYXSA+kr81hIRXpLnKuNm+xw7RlXtrZSh3Ts8EuBoGm9CABTJI9kCJS1YQBNEOtaZuz6ay1YgiYAoMdrsHVG3YCayMljhAMoZaeaMFI2swBm7STmbXNr6Lke4gEEJAubOKZGqUKuA1rvTFt52KjZ3TiiwqR2XaGtVnK/342ZrXZO5x/WJYntZI1GStgS4TwuWL4hLHAA9truc2FlIqZr2/p26KXAc/5F9wt9eaJ+8VOunv9Rdq3dlwkwU8wxbRV8ghJEBIAqAblsvIIxrqB0D2Z1bTVF10EVFAPHmL4VCi9TQfAE0LNTySzBppshb5BAt2nMiNohgJhLLTsgerjZ196PL752lNTPzHZKq6mrUk/93oBfHQBGVPUUln/TKlqwFUwWkSDnYkobfd9zBzYISATS1NPIL83JrOlJ9/DrN+2zHhnC70x60OlTMsjsFkCcZHWtG1jlxlLSUoUd/hn9+0o/C7XMn7MRNXDjlo7aGubE8WGzGoGT2ZYz/VWBEIUmN0yhYxFZ5/CWh5o2+P4HSkp2aMoFg5xYBCjdwbH0Jq2Y6UM03ZAmT2EMuw/GUBCBZV8M68QgmVjJaxeMo4o1KDxXIO2HTRtARWkCKNkzds+1dL1OmjC9E5p2maYtsPtPQDgoqPWFoK2IAScapKIDkIlRSxJ4ToReGosKL1x9S8AAPVQ1kzbcc3MduUR8rSuRzVB5oQNk7O5TGWu/wPY8eJxWliQrZuZQmS9BlwApCSOrKQHSe4RACAYtUzbL778RKxZFCjZCQASFI88sSOpUTPfhIynkO0DbfdZd6voyabTptk4z8Ng18zEXGcPQDLp6n7qSWLZaIBli7RGDaE4cs2i1GGqAcPeEIXyCCAUcWxAHPQI2mYmVsOkMr/1SiAiRkBjNBCAIoZHIgiqCpX5WhM0AaIVCFSLnHPkntetGE8yoG17QZ1YKqDg4z++G/9x08MAACEkPERoCa4m+x4med/z4CHSYJY+v4jAPR/1mIJp/T8CxW4RoCrSDcAWUJExOELUBbe/z9zEBLQlitGQLUTm6XSfZG0i3ZnCxAXGYO+RzykiMHz1/+5ThR+IQCtGMr5E2DfTlnvKoT5s9ThWlhLAUIBAOEVB3nDGahy834rcY0godmTAaceF0DBtB457aGCDEIKTNy7RnUo7oqoQmUQsJBaPBFjVKT1y1v3JSWnOcYzLHsMDOxpK9gBCFRiUSBUEq3hMSWAIAUIkAqMvLRQr1dguvZna24jSjlA2Y8GmehPF3HZBWyG7Ez3MBlFEhXPzaEnVX1eFFs098ZI09zx5BGHkEYAmWPLKCoFv/PwxAEAjiguDNjunWxC9FEXoII8Qa9BWgCKSehwPpbBVP6YvlpdQ8RkiMMW0HZbD6ZUVM3KuN3JFpqtKd+1PRb/3pUWD74MrjzDXoK2Tnl9oQiiwOmpZmZSv3fgQTv+7Hyi2T8akhGXaSmg5E+bhQbkcz2y9G2BBb5dZKI+QBKTthGKZtsxu2o0WH/GU/8YLQNuBmLkg8+5nNvq2GffBEaFEI7XuO3O5YdpmNW1Ngde+03Edpm0jihHGUgGweo7M29wbZp7LtDXn7Ul2SOsCErfQzUzkEXyORqoQ2YDeC6sn62ra6vvdYS6OTJJuQT8MG62nXqYKkXWfAyNvFGPIC5AoP4rNchrtuq5Z8KOzZcHTrpYBbSerPnbVwtw5BVABjc++7CR8/01npj432tTGplsxKFFV3a06k4gg0V1bVckj5BQi62H8lT21frZMYS5g/tY4XSB2PCWPMLhCZKAcD++Ywt//72/UvEJpyt/hXoAAoQr+xGEuGWNolse0NWssURl+rTDEnobao/3v7Y9jx966ld5ohHEimwSAiCjFtJ2LJbpiWbFpE0JJCHqctjFtid4vFk3TQaDeT54VUaAcAVXn+vilxwB6v2DmxTjn3V82ptbUvt/5PCM0Pb9o7MCjRMut9S9fJGH8+D7WHvOu5gWoTKZVMGprtIyVVe2ekgZthSTYuWcvmtCZRPMtffYUsnmmruyzp4SVJ7rrzpJkQ7AgzGhZZsC2rKbtj99yFtjPbgduvRkgFC87bQNecuoGe5hqwLGnKTvII1BEkQEdezBHpqC9z0YzUbGOKZFWw7WMFiKhNG99TlUhIJvuTFD2WVK8p0shMvObFOs3h2kbQfW17KR8CKlBW8l61rQFoapgD5CcLw7hlXyE4JBxAtoSvfhQl0Go2a5cRpiOWT57Uh1A/08xByKRSCYACmiNQTUQ15mJ6vY9r/hOwJNqnVONCGUGNE2xFH19Av0tRAetnsTUkioIgIA6zwWAkM6CHNZUEYgci4REDYHaNHZYCKtWHmHAXlWehmwG5Cl5qhBJLOSs0xW79ydHvzWnyETJZ4gbSaTaM4L5zvgp+wxPCIJAKrmUgHMAIZoC8EjiNO6sqfGs5A4ymrZAO2hLCMo+TWnaAj0AD26RloKxfNkpG1C9NlCbAVtERoNvuYXIkneLEomG9G2YR8axTbk0TNu88fP2iw5G+K0JHLSYdp4Us2PFagwzRKAgUIEXq2lL5xm0NXOAX0VZg7acdGETz8a8stIgNYDFMX8ETD2R3/ak1wBP3jmcfhhz591O80Z5EXD5j4bbh/lIp+uVaeuVLdMWALbrNOapZqSKzTgmpIRPASml3QibDbIEVXJvPa2xBY1cSRTz/jAfx+w3oeanu9S7lTBtO8sjDMRMINZKM+XPX4RxeCRGQIjKhnIYXUIqYCXwudJI1+BVY5agbYmpuS2KjaZtMfvIMG1ddtXTD1uJ+wtY1Xnn5FTpEE41kiBtv/NJNeDYFgFEaNb/oN4NS3xwpKqMdSgyaLVUC8DLgBsJiV6Ytt2zSVyLgrGkSKtr0mSGzA4YfOczD8d+1wRoSwk2ZjUniwGQS45di+P6Zd1lmbZ6HtlVD7FkpP1ZUEisXzIKjHcOiBttYY8RJRMH6H0Cuo+jYCSHaQv08pwIIQglx1SzhpHSIGGIGWh6MpXxNOIUw1XyCAPqF2UW6A9joTWwk/HBPKXdzRlVwfW53EPn7RFowvg9Yt1iPPjAXnzj5oft180wwtrFVTy6HdhTD1GymVuAzNy3wWfy5RhluVqucaz8BJOZaghTcawCfiFoMdPW1+sg4nSghzIEjhSaLRxtQNu4vR/Lx1TGUXbtn5FlNW21b+hzCgFVJLlfs0kM/ZADrDyC2X8499HsTR15BBWoSKQzjGxbTQYgpLEwSAlPEdt3p/ZZd6MMePF/A9UlxW2WbAZOfHUhmDTnlnU4rSJ6Wh6h5DF4XqLHm61oO+Jz7GnpSFQBGDqqU829npm2BaAWyYC2IKhpzZcKGmjodA5TyMm0J4Si4jE0Q+3U5S36bZN9AoaqPqSZtu9+1qHK+RYxKtqZkVJiAx6Ghwh1qRirPS3KhGJxIJUge6QZf3ELvl9CJBniKMTlZ+yPdz/rUFBCNWDj9FWn63iI8cjeSMkOZEFbKSEl0fdDLRJRrItd6S56TEcj+7HUpgF2HPlMMW05YuyuhyhzqQrBkQS0lX06LKQ0blNpSsQpogeC5eOV5Fm1pgEv/z0TQqIBnVLb4fxDA23z0rhlmkk1WvIw1VCVWYdVoCDpj0njyUSnM9dd8qguaKAi55wzUKLAAWNlT8kjEBErHUJKrZY0JxIn7b8YALCr5lTxdjebJAPa2veP4MEddbz2izen+tT12biSJwXzzmvO2ogtqyY009aZA0WUjw+48ghEoiF5ksWsqwYDSgKiSNP2iLWLcOyGJah6JOcEbv/19Qth74M6j0QErqTVpFMFe96ZttooQ8XjiCSDj7D7nD9T46U00/bYlwBn/ll+283nAye/djj9MJZaUzs91yG6lZRpVs88gLZZlkueScO0bVqdWCMpUM8p4iUk4HMCCdjMjMPf+T/OOWfgpB9wFrB4o/q3y6QyfgHzsGFJFZeeuJ9dUyomMKvfMcaHzOdwMyAKKrUz7isGGonRBIfJuAFgC5Ex7uHO915of2OkafpeVjSYV9JM2+vu3Z6SUcozw7R1dQzXTlbw1885rLdzEsX0opAWqJ8J03Yk4Hh4Tws79kwPNpjRpmFNHT+6GICITLC6oECmKVLaWzAimyHWpblXRQU52t9SJkX/ZmFnbFmJ1WOeMw9kj0fy2WeO/c3zDsfzjumz8HJm31DyGCo+y9W1BTRTtCBo74K8tZYuREYpWgLqoQhdiKyrPMIY0NzT33U4ZrTqrZ7zINaN418OHLi1v99QD4hbFjwmEIVz0oyMcqxdpObVeiuGR0lqfDAvgI9QBX9EOLfBaZrzrjprBiEMlIhEdxgSRAr4vurjrrouwiWl8uOEAE1p2g7/EkC0ZEnGRKwkLqqBKnxoSEqREKBEaVwX9c+3oK1Ia65SpbN++JpxbF4+2gbablo+2nYsA9puXDZLPVugfR8v1F6m5DGVpdMtqJxjQqqiyv3JI5gAT9z+rhhZrGDUkrVU1kqyTzFFupOi2fv4o73aPtB2nw3GeAAcccn8MGDyrI0loI3ryLPrINgJo73v1YCjHjMtj5AzsVCKsUAdq+zR7o6HBhzfftHB+NPzD9QfakfdqU4OqI9M4a0xMo26UKkEQVYegVCVrhvqzWwneQSXedxB0/aYdROgTG2SqtrJboQCH/T+UfUrooXV49vPzXHAkjL2Xzpi02ggIjDPQwSGqVodS0cCLK54IEQVMSIuKKudgjFPoCWVFpbrwD6+p5G+xQACT0dXHQkHnxlIrg8n0ejoZXR7CCEWtK2HMcocaMUOezcO7cLUs5XG7T+5TDZxH7jkKJxzyKrkWYW1JAUlY5GQqOnK473IIwzcqcpjQWdAxdESt0zboYO2xrlw+5TDKi97zGpCKUCWoOpzVXhBd1Fp2lKEsUopBFHzQzNS0ihffMWJWDISWHkEfTLH4TPvqzP+tKYtADw5ld5s9g7a5qcXJwdiqoiVlYZJio21zXlOqhuDRF14MBtmKZLiJo1QbewK000z11bYL8Bx/NTBYl3cDYATiCmYf+fUEuDAyCN4ckiFyAAVvAtrMwJyhmK9pioXgDUD60M8T0zbXgqRiVhtWkQETgkIgdX+q7fyQFuJQDM18woHUUL6v9Rz3gk87xO6zyZQhCTt1gXczvgz4JTXWcAi1PrRpWDIMlcppm27NBMAMB6AQoARggd3x5huyUQ7UUowEsPLgMsJaDuD8UEoAq1p++COOq6+68mOIL0BbUdnyhTU/gSBwLpJt6ZDf30/bM04BCju3ra77992tLZsNce/6bDefOQPjsX+S6uF84CR4uhJ99fq6vYmj1AZqSJAHpApEUsye3/DZqcVMG1Nf/tJNe7pvO1+1UTFx45C0Lb4ft3wF+fg3195EoB0IbIoljYwImUP4l5GHiH1jvSmPQxoKRg4rPhB3K+N5xQHNotMF1/1GMVtf3UBKBTAPzB5BMLwhrMPAAA8vrfhMG2pPr0HTmL4DIq5XBobzHl7sTzQ1tlXSqp8Yjuv6nEfav3jXbUw8ctEBCnSclE9ycTM1hwms8msfPO/34Kv3/wQQCiqgSoYaQKFsVClnWNZzLQt+UYeIVaFyDKEh//641MxUfXbQNuPXXoMfvnO81LHWjNRxnOOXo2DOxW87tWcwKUyaUHbWTNt+52z3Hov7lxTXQqsOBQYXan0fqELdOp2//KHx1r/PoKq47NgCBlPAdsH2u6z306z4ENGHsGAXe6CnGHfurZ8rIQaAh0Nyk8lKTFLReuxXxFeeuoGvOasjc7vHJam1gUmhKAuGCRR6R81yRNN2zh2CpERlH2O68MN+Jl/fP55M4XI1GescONU8qhamEVsq1/uriswhxKCqYhoeYQeJnldYI0CQKSBqTgEYR5a4HZiBxQIFoOCuP3Um00e10GYp7V7Egf2+Cv+FztrLWdvQRBwhlYkUllejBJ4TOk0paKnXfqe3Ld0e1OUoh7GKDOgIYhy2gmFjFtKh7YfC5Io7R8dvxIffdFRgFTVZiljyfiKw0KmSxgL1GGq8RY7nYYF5s1W5C1reSnEmUisu8kdPmibo4GcAxKUfa6rryq9K0oZyj5LpDSgtANjEOydrtviBBWfoRkDnk6ZqgYMO13QNpdp6/xfa9p+6sXHtXW9670xG0TRpWgG5UDYSO4F89Iat6mTalAMSh6hLpgl5JK4ZZ2tZiQ0C7mgjzS5tuJ+OSlWgH0fNy0fUbIpEjDZZqvGS/Pv2DljqOQzhGAq/WtYAKJXUvIIC0nT1gVximzlkcPrA5lHpm2RLI9rMtbPrWmzYvbodTMrfwKoTWbVN1um9muy62aR9ZLZY9o5TFtr604ADn2uDeKtXDyOsZKHwB8yaJvSs87XjzRsX0oJ/vvX2/Geb9+ZMG0BbJgo4RVnpouIGoB8Rq8kZQiYRFMX3nnrhVv0F/kHM4WLZgza6mP/+E/PwHOONszL/tO7TfFWhrjv7J6OZt93VxqqO8B2+uYVGPF54TxhmMlGPqRzH9xAUfdrmxgdQ4Cw/QspEGMQoC13mLRA+9jQjLV+WGu9njcz90xW/bSvYXsgijMDtR23fhKnblyCeqgKkXmMKN1PV8e4q6atBuYjhzTRySfImGFkJ3uIeQpM0sTnCbjRLJaDA201O3OsxLWmLUm9G4wH8BGhLBvq3g9DC77IbCaaK1OVkAskUffDys5A7alioZ7V7roL2oYgMk4xbUt8DrRKCcXLT10PIAnaffXGhzTbnCrN71DozFGlacugChMWjbhSSWu7I9bvUsK0dd/D0w6YUFq1NMm6GC2l/VSPUXzgBUf2Nt/1cK3tWYMULzl1PdYtGYXM1svpwdSrTvr3M4vk2bwS8Mx/APwKuDR7CWLnlBP3n7T7iGlogtFCICU8RWwB7AT22T4bguUxS4EEtHUnGbOZyQVtA0zLktoM5E1o1HNA2x4mPVeSwFqGaav7QwjQioGYqr9rsZdo2jpMW0Ipyh7FY00fXyy/KP+8JHNew1wrYNqWPIZQUjy5t243MWZDRAkwFXGtadn5ctUPnE2N1bRV2k0xGDgi7bhJrJ2s4quvOiUN5Jh0obAO5vmaaZt2YJthDGn2E1DOVzMSkI7uLiEEIwFXizcxLbuYAdZynm0MCg6BRitGiUuEgihmJvNAombfhcjchWvNKMNFh69yvnMirB2YlU8/fCX2W6FlTDo4nTfctxMAUnrFfVsu87yIaZtcm3vOoWte5YK27SyUUb3xNUxbypgKIAiJiCkW1GiJg3EfO6bqdkxVfIamIPCImgPKHsOuWog/PGk//M8bTkeaaesUBQISYJMQnLVlWVvXWbd7k5JH6ASOcrWxMkw7u0nJ2ZjRRJ+MQagCQNqpI0IVGFs5XkIzilUlZF5wXrdgVKd+AQnTVr8vT9uyHD9+y9MgpISQEivHS1hc9edfL/3I3wdOuBwAsHTERwQOD63hAapuIbL52tC6xgxDuwPr7eU/AI74veH1QReNmRcQO3ftzpiIVTaPDqb4nNrU9zx5hFgAFd+kDOaAtqTLGtutP/Y+OetoTvBjTAOP5VIZ6xdXBgdYdOqX2WAWBJ2I9tUoAVrgeGRvy/5GSInFFYrJkUrb79T3M+tTiRPr56yZ6KwHatax7Ca933OW3Tl0hqz6CEwHv4cAFLqathP79fY7AEUAtJFH6AnESBVD635tpXIFAcmAtr/4CvDkXVrTdpb3x2o5Fmh7E82iHLRlWc8AJqo+dky3A9TUzCRd3uGSxxTTFip9ORTS8d8EZLc5Vsu4Iaw7H/Y+fo2u5UCZtjMxR5OVUgIKoYfb4EBbiBiLtSyFKTyZaNoG8BChJOtq/BRk0Q3FcuURksxTAQYGaUFbCqHrDKi+18M4WU9EpMaosy8oeXOwThOKg1YoubimExg1bPOqli9s6rogsZCgkAhF8f7jwBXjWLWoAo5Yb0UdHz5O3rl/euERWLOoPHdZYFmmrZ4Xl42W8Jyj14HMgGnLatuUj9FvoMlKBxbgHtSDR2L84+8fjeVjgSXvmKxGALhaHApc9IG++/y7bPtA233222lWtzGjaWsWRLeQQhZMcWxRxUcdum0B0/aQFRX83fMOR9e0UXOMQk1b/VsD2oKgGQMxUYvilOCghCDgqmiRdKrRV3zFTCt0SvPSurJsF+f6lUYOwcs/fT0+9qN7AADTzQiPyCVoVlZgOqYKEO3FCXYXNMO0FRFAPYRaYoDYRQNYNl7Vz0731TgFrWlwr6TSqjKAkJQipWmrQNtYswSTPlomr2nYte/FC1MEBkZi/MfND6PEJCIwXU3VA4kb/csjAMALvwgc8myVzq6uTPXTZUUXVNsGgKPXTeAvn6NZmx3G4pvPVwylWaUv5TEf88a3SN87NyVp+IXIHIfSWA7TdiTgVtMWUAzyis/wstabcc1Rf5f01/NQazTUmCIEFZ9DSAKuQduKz7CrHmL5WAmbl4+mHSH7vhr2G9HvX/496IpLuZHujvIIXG2sqAPa2vcrC9rqDAUd7KgJDxIKOKFxEwIUYyUPjVCgFQn4rOC8puBip3cstQFOz52BrjIbxQLEykrMs7syuQE4UgXFJqsBIlDFJBjWZpMb0FYCsyygMxBzQZyia6Z0ePcDcNaxebC21MQck0IxTQAgbiHg1GaoNHI1bSXKGrwqkkcYn02swp1rzHydU0TKZNMQbnydYWvaFvsexohvQFsCqdXGzW+EhCpWWtDPXpKe2k/IMB4wbNuj1t6xkufmjrY315+7BYz6P2dGo3AGhcgAQEgKRroE7/q1PE3b/U7uXmSwC9hl2HduAbee+tDDtVUqVXiI0jURrv0H4Pb/RizJ7P2NbHZI9lm5hcgGaTb4nMwhkxUPO6bb9Xup6+N3sLLPUG/FqRoQJjDVk6Yt42qv0nIKv/UB/JhWydI2X0xbVy5KsSslMECmrfLTUtltDnGA+wq0LaOh2MtzCV6THNDWkUdYsagKCpEQdiCwY7qFlmbaNkNnDo4jQMYqK1DbwDP58oxy+DrTrREl7weFBKFqbwxo+ToRIxJKJK8liqWHCCFYPDYCjhhl32nkAPwALOlizvyzrESTsy9lnKtCcP1YYw/W/89LsETunAHTljpM25wbyXwQKbD1kGUOk5eognu6fVN6wOpj+uvz77gtgJ3APttnQzAbEStg2rrWQR5houKhhkBpjuVW2mTwicTzj13bG0uioIgWXC1a5gNUFUJqCGIn4j1xAEqVFEI9dOQRCLHshULQ1oAowgGsXICtjWlLrcanselWhBY47t38Els9vrcKwC7TVjtHcQgwjhDcipXri0n6an+vn48U8HwfkUxYfLGm1MQCNjWQgCDwmO5jWnfXgHOqYY9MD6tRlmHaSmo1jSpcMW+37Wmo8RS1ujMV8mxsldK0MgXbzHNxN7ki6rypNkLwHTZPx+w3ifve9/T+++daXh9IDmibwww2myfWy8ZtNkaZGlNOdDzPORkt8ZSmLaEMVZ/jcUwgLC227Rj3UW80tc6VkkOIQcGpLuijdXADyyLqwLQ19yrzDpnf9sy0Fe0gdMqYr7RRXXkEy5jMnINpoEIKMAjUBNXatQRUyyNUAoZmFKMVi+KNt2XSdWIAOxvgDMpiWFhxq+6keC8Atqm2sTJXWQJD1bRdYEzbTmD/nPahy3gfluXNbVkzTFsAiEMEnOG6e3YAyNe0lVKCE2C87Fn2SdaOWiywbLRArsDvUtzEBjxYwlQ3oLJjk1W1xhKu2+TM7e9+1qF4x0UHdz5fr+Zm/hRsFpeNJdr+AJS/42ja0g4ZJ3ImqC2hWFxJrrvim2MXBNXa2s3AzHg2NkOmbQyqK3UPkWnb6ztn2XtF8ggZhmW3Y2UyMTpZpaLYn3kSCfEgmLZ2zdLHb2PaElh5hEGuV+beO3uHxSMBnpxql0egEMov7wKelz2KvQ2l5eoxgtBq2ppaED2YV1a+xQxs0zLFjhxoITJjJ78WOOaPemvL0uxJBg1aD4xpq/Z8tz+2F4AuWA3A3GGumbYBwsR3nyuz2U45hcgIxRkHLsfGJWVMN5PsKwCIhJYGMxmfhFimLXHm5EtPXIeTlw9R4173l0oBn9HUGqveAwpGCcoeQ0OofWMsRFemLQAQ5uGrlx+H/Sados8pHwjd92KDNsrS86qzdnKeI03XzVrTgAQqpIF+WPIAYKUaikhEBlcxUmyOTB7RWX8tzHediqee7QNt99lvp9EM09a4IGZD5TsTsZVHaJ+wxsse9siKAhHyJkSncE9PjmWe5qeVRzBMGB8gDIQAzQggWhdmV8jBiKr0XGslEU6iC5EB3Zi2ugovcTZyFrRNb5xKXKUwMAe0/Ycf3AWOGIFfQiOKtaZt58u15zZmwEihdFnf+5yjwKFSrRPwmlvgSP0+YSFzP0CIJNoYxiZdUjjVnlXRMSWPkO7KSMARyj6cMarPlQMUKE1bdX6fqOJJ3771MSWPEDdmBtoCigllmLZmTLmb3K4apmlt5KFZbkpMkTxCur/GWQoGofPUycx75Wq45jgZIyWlV8s0aAskgRCXjcw9D41m09G0VUEATzcx76G9LhfgYhnQ1gaW0i+R0fzrusFMySN0GA/M10xbJz06DouZtgAgIlAI1ITWk2YUUkt+VHwVEGlFojjF1bASe2LaZuYlJPcvDlsg816ArN3Gy6qIIpMtDA3A5FrTtpcMjrmwTrIac2VG03Y+zt+LPIIUybwbt1LvR748girmxyjJZdoSApy9WuLqt5yRf77z3wuc9+7i/uQxbXOAga2HrQQACFoM2l564n54yakbis/Vj7mMoYJN37OOXI2Ny0ZspozRJAQ0+bwT03ZGfSIYCbIZId2P1FPgusjyMlNmwrTVvlreGJqxUZoGKHq9Touy578rgV7ffvXInh6OZdhcvc05I1UVxHBB2x21FiIhIQZSiMywCgsKeabY+AMG0IGUb7V0NGgrXgogKbXbZc0oewx7GhF8RsEZRSSEHY+y1zneFMu01vvasFQHioZS1+Cw5wHHvqS3ttRrA23V5wPyOzI+sc240PfJ8wL4JFYSW3O9zptn5WqhOmsGoQxVD5huJfIIANDSoG0j1D6e3gcTmQZtj1gzjkv2HzZoq849WuJWiggAiGbaAopc0YphNW0pJELZpcgn41g5wpFLvHBrwcwpaJvdXyV98zjvXx4hqkMCKKFgP9CxLwy46yrg55/PH7cWtHXwEd1Xo3sc7gNt+7YFsBPYZ/tsCNamaWtAWx/4vS8Ay7Y4bROZgaxxRnHtu1+AynGXAutObj+Pmy7Rk6Ytb3fSzWRpgGSumLYEBE0BEH38HbVQM23VYin1xEcowRKtlySKGCZmsk8xbXlh3yklkISplDttV9+1HR5iBIGvq8cDxVLujrlp9C7Tlno4bctKMGTuh2UzOKnH+hi+HyCU1C4ErdiwdZLtFSFA4Gl5BJmOplYCritWkt6cS+KC3en2JxywzDJtH989jQ3LxrF0JICSR2gVMqe6GvPbC0WlNrldoruGfeXl6/0NzArkQtpA2xzA2xDA/LlIn8qmNOWAYKMBhwRVjp7+3qS9unsK7vkJaEsIqr5m2mrm7aO7VVEOP49pm9XOplw958y4MlqJXYenKYqSqdibe/1hLWlDs/cj0xYA4hCUSExHHBKKDcNkC0IqoPqhnXU8vrdZnP5mgh0dmbY02eRm5p+AU/xUHIYbRs9akKDtWMlDKBlIHA4ujTJrPFByMgumENkCYdrmBDrmxLKpiXkmtcYfoWl2P/JBWyEBRgQYIQWFyLpc56ojgQ2nF3/vSrJY0LY928ikkI5Wy+nfDcs6+B62CSWoeCzBFZwMHAkJIsPC4oQffeFRM+pT26a3A1j47KPX4P9tPaj/86TOORi5D8W0jQeblJ/VUe13DipgfVV1YPP+7T0wNFP+cvd3vlQqQYAgQGjZ1g/trGNHrTWYQmRZTdu8721m1hBAW+eeTlZ97JhO/ERzvQxCzTVdnlfJZ5hqRuCMwGMUYaTZpWaO76X/fgVoOc+xj7XBZBBa/3y+1riMz3rmpklMVIPBpbxTDsgYrzh9fwDAxqWGMKSZtoFi2jKK+QNt3ZnD0bQF5eBEWqatkd5QTFtuC38lvkEMOtcFYzUJYft0C8/46NX2Y+qAtmMlD7WIAFJp2jIINLtwCiyYnydxZvaxYp5B2xTT1utfHkGD9Ra07Zdpe8uXgHt/nE8aMfudHKYt1ffsY390Un/93Wf7QNt99ltqVpsxJ7VrfHW6rV1k8iesksdUAZrR5fnniZ0JnHWZwHM3fnqyDEaTfhCqCpFFAlRP0tunW2BaCqHWiiBJwrQ9dPU4AODmB3blnzelR9gdtAVUOqIrjwAAHBHKQaCqcfbMtHVAcaNpq+URQD0cuKyKFx23JrkPNMcx1n3z/ZICbfV3Le00SMhkbwEF+pjv3HXIgGwg6MxOtH3XTnhO8arfP2l/G5XfU6uDcw+1VqQLkdXVJnMmxtzIv3NPegVtF60FLv1697E4W8uVC8lj2rY7NgaMmBVLqVfLFA/IauwCqphMDAqPSl11lmCsrOYFF/T3uAcZh3rhVFIlERg4Uc/mjm0qBY4bhz/l8GVkWAqq0Vupk273xjD6okZnZz8rj+BKx7TJIySOFoXE3phhx3QL9TCGj1AVayPAJ6++F0AHprQpRNbtGqizSXR/Tgg+hBfhdnIAGBmwPuAArOIzXRBxiACiYdp2KzQ3V+auIcMuVFXYh3xJkTkxKyvSwUwWBFfZEvc+qfQeV46XlP5ftrlUyue0ALSdNchkpZ+cTJ6cDAxGCe5739OxeEz7IMMu+ueylrtlCuhnPdWS2LZbFT0SIs20dechn1OcvHHJDPsU4/TNS3H8hkm3A7nNx8seXq6BmBlbB+ZUP6aKokYzDxR37JsNh/f3+4IAB2cUzz5qNZ515Krc79N9cGsKdD//ivEyYhogIC2V7q+NQI0ZPlsgLst4zfYptZ4Ng2mb3NOxEsfeRjJ2zPVSaHmmLnO0CQ57TGXqTbciCzD23H8j4WOt97V6xDdelLb5Am2Zn5rXP/D8w1AJBjj/aV/oz7cehPve93T4RlLKZJv5JXiI4M8H09aY+666IDqhKDFgu5bheNYRKwAAe1txIo8A2CwcKmOb+j5nxoJ2kgs041yvK0tHA+xqqIzJWEgQCLRi2Tko6s7NbUzbKPn/XPpC2SCf8556nIP0K4+g1+ASafXvZ1IHnM/NumTp4LV7fH3PqpU5LLr3W2L7QNt99ttp2UJkHSfnYk3bruYyAUTYPeqWC2ppR8cwJMuLUqBtrBeeHdMtcEasPIIkzKZBdd3c5YK2xfIIACBIWh4BUFH8IAgs07aTJlDq3IACIexip+QRwDyUPYYR5jI6XHF8k2qnvvODAC2ZLFyhZdpKwBYiIwg40/II6a1wwKlmVKL7swIyTMD2VHLDtGUQYNxDTVdTJVEDAjMFbR2mbUrT1pFH6Lb5qEx2/n4Qlsu0zUkhzmHaugUDhm5Z5nLOsxwpcQgQlD1ii9SNlduZtp4fKAkF7WAnTFt1zVe+7lQAwK56BnQH2rWzjZZapi89yyMY8KU13R20bdWcQkRe8caScnWssAZKCKaihPVLFb8N3/3VNtvc3RinzGp3d5uXvPZ5SVvVZ9hVC3Hf+PHAonWdjzPHRghBCFUYcmgbLR44oO0CcNUMaDnXGxXX6JCB8k7GS2ouizswI43OqpWSUHbQyrECpq3E6x95MyhFLmg768xhV7PQyCJ00k1kvHubQZgpTAJ0HU+hvwiAkiP61YNPAlBBWlfT1syZQKJz37dpH+kzLzkeX7ncMICGHDBqY07NsBAZCDxEKiA96L71K49gO1X8nnzwkiPxod/rgQ3tZjr1cF+qAccR65cjQKgkvPRYkBKIBqJp6+h3qg5mvu9B93pG520nMoyVvFQ6eKRZc19/1YlYvajcdc0woK3PKEYNAJySUesFtK2m5RH6YOtVOHC4JpsAmL/AJEvP1QPXTG/Lrszo92umLafzKDuUq2mr/s2IxE/vUvPuW87bCAmCPU2hZbL0dem5gsgYdM5B27R/b94JCgmii6Ktnaxg25TKNI0007YedylM6L4L9rOMPMqca9rydAZDimnLQYqYtlEL+NgZwPT29Oe6fYCC+ayTsS6grWmTYtqqdi2q9i5+sA+07dcWwE5gn+2zIVjWGe4GanRr0/E8fUzguZq2UIs194HLvg2Mr1GgLQiuvWc7vrLuHXhD+GrsmG6BEkcewbJTegFOjVyEw5Jyo3Y5wACl7Uxbj8QIggDNSKiIZT9MW+6nmbbUSwrDGe1GtyBbjgVBCaFI2Mr/ds39AICpRmhvg2HaNqP2Ymk+p4ihAPHeQFvnvmXHB+VW2oFBwONcCeFTDzRqzIJp66cXOs28Tqptz3FKTpEVFObL17TNsLjnkjyZm1KU7vuoAW050UxbqqqHIx2Y8D0PHLFKEyMUS0cDRGDw9HuycdkoxsseTjBMrZSmbYE8Qub9LetKFV1ZyOZ4Ya3L/OYB9R2J/EqnityEWPYMJcB0S4ASgjWL1Hsag+JPzz/QNl9aVCDJgPe9MG3jfPZmNeDYMd3Cg5MnAZd8tvNx5sEuPHwNJqr+EEHb0gKTR9Bz4VynBKb6kB/omBOzLPR2HUlr5lnxNPtnUdlDvaXmiKlmhNd84SYASh6BQLHq8/RIB6bBKWKgpAGSTlrnZl4euh5654Cxted/Crcc9VcAVNESX2uVCqtpq+ZoV6ZltqBte1+HONbyAJ0ZnO8ZR62FR2Lsqg8QMDRyFDZbrc9+DWKRNxJAfcyB1Csp0DaME/ksqDEzEDkmN3Onbf3sE/Ts1Wy2lQPalr1cpu2KMf3udgNtjf6+p3ydvY0QRidf5oaQcoznSHn1Cvxk+zdfgCXNZFDErcFmGuQGZmCvt1wqw0OsQNv5Coa6YJ/VtFVM21VjCThXYoB5vtVAySN8+5eP6joj7YXI5sR04efvv0npvl/9GwUwE0jru69eVMaOugBEiFhr2tZDAd6pELIJUufKI/SY9Thoy2bqOvOi5ymmbW4RztaU+v/UY+nP9bvOEfbvZ6ZkD4vk1vxcpm2ktWx9f8h+xm+hLYCdwD7bZ0MwFwwAuoAamQJB/Zirl9kTaJunaetMln7FfmZYpL9pLcHdUkk6MGrkEWIIwmEBPQD3/vVW3PvXWzucN5OG7EbtcibswPfBNRh10MoxLKp4StPWVw5NPYz7Y9pSD7bavVAyAmCe+t6kWBlR+zZT/S4FAVoikUf45x/dbftyra7STYgGbUNVUMHtYsAZYhAFiPWy2LrpYm2gLbP35/BVI+Cep0BbLY8Qz5hp67WzudxN7lw7CkWWx/YtGt/z5YwCGbkJ5DNtAw4hKcrcuGcE41oeoexUB/d9Hwyx1bRdMhIgBk3pMt/yl+dZuZJcpq0rl+BICFx8xCq88owDUufraIQoYC+sd57feKCeSWVx+n4Usbp4CWhNgxCCWiSxjSyx4JEAxapFioX3jCNWFYO21rnsBjwXszdHAo5dtVaxbu4824qJEeVADWuzyUsKIOxWeHCuzGi8iWj++kOY2lTPx3xi2KdRB9DWSK/o4ocvPnk9ALXBNUzbWx/ejW/94lEIISFEDBCgWuLYf+lo2+F6Wl87mZlzpEh8i9JY998Nm2mb8j06pAVP7o9oRPk+TXjwifG1JKhM1kGv0+a75z7lsCSHHV3skO7aj110xFqM8RibVy4aWNdSgf6ZBI361Vcs6gPQmd2e/Qn3UaYxGi1h07clgFCSziBNr+b6YnmZKsPS/c6Af2MlTwU1d9TwwPYabn90DwAo8A/o+swMOz3gLGHa6nVbcQV66L8LygDoi5k+nz6ha1n5rLhYK3vGx89l2qr7Oz5aVcGo+dSKz2PaagJN1Uv6RCFtLZWyx9CMYrzq8zfh/p0tQCh5hDnXtNUB0lWGWCCNTIiwAPKSER+7mxKIQ4SxAIFELewil5IpUKc+03UY+tnzD9Ly9lf68XjMA4HEyz9zQ/vvzG+aU+nPpSmknZ/t1tHcwEZKIsVt4wREREKWMUW6g9KQ/YzfQluYu6F9ts9ma9RLg5SdHJDZyiOYiT3uYQJ3imlYy1uspbBd3ra3YdMkKSEoewa01UU6SCILUMjOc4Tik/QXl2nbzgwo+Z5l2lY1UOyRCEGggJp6K+5Nq98ybZOq2iqare+7V9ZpwPo+uICArUSsnmO5FKAlk/Q0oz1HIPGub96m/63kERqR0MXSEvM5hTDyCD0VIiPFGxfm4flHLcdd770Qx68bg+dpeQTKQePZMm0NMOBo2koHtF0IIE7ehpZkNqHA4NPN+rWsFmUh05ZizXgASjTTVoO2FQdEDYIAnsO0HS97WtO2YIOaYtrmySMkTNuPvPAovPXCLSh7fTiBPFDyCB0LkWnnqqzZv1lmSdsxS5ZpWw8lXi/fjGh0DQCVhjsSqOuoBh36mTfPFfUtDnPZmyMBx45ayynqtsDMLfI0DLOFyOYxbTLbn7g1z/IIXN2T+Zj/GFfX3Qm0NVkQPA1mmOwYIAFiW7GAFLFarxjFVW88s/2Ug2LaSgGMrwWe/v6EcdvJhr3xdhlDsvP6YGI2Lekl4IaZW/T1DQSMy2XaDhlIKWL39ms8wEHLq1g6OsB0004ZGb3YIK4rryhtN+MBmAgx1YySmgcSCAUdTAAwT+uy7bshgP2ZsTJaUmP/uf90DV7zhZtwycevAwB45nl1uV+m0KrPKUaN1IJJc+913DMt4WOsn7Vq8oDe2g3bWOYdFMMAbfOYtmosjpRL4CTG0ipfgExblq4pIJMAcsVnuOMxVcOhqbMflTzCXDNtFds74KrewvapFsoeA4UE1RvUyWqA7U0AIrKFyGqh7I1pm53/3JR/Ec/tM2sL8iX70tGKDwaB7932ePvvzG9aOaCtBHzMYK52NW1diRTXUtIVSXDWyC7SYKT/8/6O2wLdDe2zfTZLyzpPnRwJGzGagWOa0rTthWnboRCZa0Q5UgDw6K6GZbT5XBUN6F8egbeDj27fc0BJ3/NstdCyzxBGETgkgkBFx2ph1BsTyNXSBNRm1sgjAAlb0PaVFj6vis+0g6AWmQ2Lq7ap0SDljKDkU8RCqqiqc6yyx/oDbSnTm0RHX9d+p9JROKMgMobHDdPWB6ScJWhrUkqkdZ7SmrYLALRddnD7Z7maze1M23/+g6Px4d87cnh9S/Upy7RtBwmWjqiq0885ahVeefoGC8gCGdDW1bSFKlYWS4YS7bBJs+MsA94WpHpPNbsUO3KNl5QjRjtsMsz5TKFDyooLkQGAV7KatgIE9TCG1McQoKgG6n6YTWOu9VyIjBeyN6sBRyMUCxi0dYo8DcNShcgWwD0w7Mvm3uGDekVGqQpozVemQRakyJoJUFFnYwfFaqu3DGirPmuEcdoXyBlHXYsRdjO36jwhwJpjO7dfdSRw9juGHyRwg5BdxnfFV9fQhPZHRARiMhv0uiIGQOrMZVYNO2CS1SgEZoYRe5pFPUi/IK8OQj/Wb1GcPCMzAG1ZAJ+E+NYvH3HkESRCQQbEyKZJ0LMItB3GuMkwwc36+/jepgXPKIHV2+9mExW17wk4TYqapQq/9fDMs1lMAHoewKe+Hrjkc721HaZl3/u41dmf6vv4GQZ/hoFOeIDj145gsuItjHWeOqBtFiQUsQVCKwHHTbrwtcp+DOeHaauBQUIIqgHH9qkmVoyXwIiwhRknqz52NiQQNRFpeYTpUHTRtHW1jl3Q1tmfzbumbfKue5yD5ZBHpppR8gyzUiZ6LHqYCdPWec5FWRXuPXTIO9wEAhbCPvYpZgtghthn+2wIlnI4e9BVdP8/k/MAvUVoCWsHbfOYtjxAiVNsWTGKJ6aaFrTlVFWsr7ViCMr6AB+NgHorcYRdADlnwi75no2IVXwtBUAAxjg8RlBvpQHR4ms2zELNtA3r6nxZpq0LIrUB0mqSr/oMzZjYfjejGCXOQCARcGbvkdnoTbfi1J39gxP3w/qcNNTivrNkHGXHR+rZR/A8H7VWZK9LyVfMwLLi7dCsCeGCtgtAHuGMtwAv/u/0Z5S2L+A5gNwFh67EM49cPeQOamOO7jSQm467fDyABEHVpyhxlQI1pjdFLmg7UinBI1HqvYtAMVokgZbHRs7KhWTefTN2ezIedAfRTFDKFDpkng7gdJBHsKAtRSSk3cTEoLZ/1U79pLS3dD8jL5Mnj6Dv/0B0CIdhs5HV6cUs03aBBGkMaFvfmYBEc22Uq6Ia83U/zDMpsoymrZE6sdXZAbtmtiLDtC22WQ+tTKZKV6MM2Hj2LE/ag6XkfjqvZ4evUczgltbBk1ED1Ky7et5733MPw9svygki9mOFrNc5ZNrONEXa1AYYRgGlmfZpkPII/RQf5D6OX1vFaMmzhZJ210O05ACZtm1ApdPfIumEQZzXGSvcuRYDRnNGe5bTmaiqd0cVIvPUngJa07ZXonC2yGs/rOzSOLBobY8nGqIxP+0fxtFgg5LdtLKZr55ZHM4jaOs8cLdQdc78ZAqNVR2/uCmpzeScL6at6hPHk9MtLNe6zrEuTr1kxMeOugREiDiWoESgFnWTR8iRFMycb+41bbMBAIeAQtpr0OxthDj0L7+LHVOaCZv1XUwhMtIjVuJaL7rPBUxbjy+A/etT1Bbobmif7bNZmtXj6gU4mC3Ttl9N2+6FmrDmeMCrKCafkFg6okFbRq08giRMdbmXhd5qgznMvi6atltWTeDQlap4UTVQRbcIADBPyQ+EnTec1iwQS9XmorFL/e2CtmEt/awKNuUlj1n9JABoRgLPPHIVCIAnp1rgVElEmMq4rUik1qEV4yUcsXayl17rfjjgf6dKwVLA9xSYDsohgVlo2mZ1wtD/OJsLY17C3jTW6/ieS8vezxymbcAZXnD8eiypcOu8HLxqDH/x9IOwdiIBqMYqZXDEkDpqfPiacZy4cRmCQqatG4jIYdq6n2v7+xcehStfd1pv12aKVXVyoMx3JhXJsgALNlia+U4IIN25AkoewYDYhnGbawXX1t5O90WKdnkEP0nfXJBm2Ti/I0xbpplAU9uSAMBcG2GKaTtf90PG6vqLzMzNGth51ZkH4MO/dyRGAo7pppoXTaGQZiQUQNBh+AxMUnUYFe1nY25wr4s8wqKKjx+++Uy0oN63Rr0BIrXvoeeM0zYtxUtP3TDLPuUE1IeR5t7xnDNkaA4FtDUsu96Ym202iDnCgI99aNqCBVhaJtg53cL9OxRY0YwEYtDBatrmPaeiQsODsBzf6q+eeQjWL66goWUgorj3om2TmmlLKbFZaqE0hAiBnrTPeJAuzDifuqwztTZN29aQQduM5rDNQGzN37rmzkGufJ7DpD5izbjSrWXG/0v8tUZMgL2PYa18FGzOmbaqEJnqE8P2qSbKHsO7LtqCFYuU7z5Z9bEnpIjDFiIhQCEgu80HKXkY57kwH9jzCLDz/nlg2nbQQCfUZsYaWRhTnHDPtM4OamPaSkgAnoxS0hc9WS/POQVwJ+v8HUvPw99Hz+n9XPvM2gLYCeyzfTYE6ye1azaVQk11WyF6S1vPS4fLs9P/FPij/7IV7A3T1qMEoyWOqWaYgIL9MG1dPcCUpm37fRop+zhniypeNBpweNCOKvVQ8ihqrR7lEYwRqkC+6Sd1n1x5hAzTNgv66A3eDfftRFNr2goh8e1bH8OaiTI2L6silom2HaPEgj1tfexrYdJR+LxxlAFS/SBQoK0eTzOXR/Ay0UmSEXRfIKBtni3EQmRt8gj5cwJnWoJCM78CzvCy0/ZP6UqWSwE4BCKhQPySx3D6gSuL9fvyNjFmvnELPjg2EnAcvKqHYkFAohPdEbTV71mKadtDITIAgdHXZT4IlDyCCYiMdNK0teOzF6ZtmDt3mo3kQi1ElsxRQ+qfYXUulEJkpvDdo78Almyanz5Ypu08zX8TG4BHbyn+3rBV9GZlrOThmUeu1mu2miNMynYYi45g6hdefgI2LqsOpt/DApJmaq7cTw8+2qpFZcRgECCo1aYhorD3YqK9Wm7AccjyCFkN+BkzbXVgceCg7QwLkT3vk8BzPj6APujnK6Le+8A8jPkSO2stvORT19uPY9DBZG1Qk7mTB9rOUge463nT4/PodRPYVQ9tIJUQ0vPzWqRB25XjJZQ9Bo8RtEwWW6figK7lEQz6tfn2ZVnGZ41bs9sTZi1PhxSAHT/mXFFj/tZ5t39ujRfHdw48NWfvbSog0Mj3AcB0SIBrPqKUkOeaaWu09gEtj6AyXDYvq1oph0UVHzHhmK7XrTyCkCTFVm+zlJ/sns8Hvv9u4Ct/OA+atpmxmpE73LJMrQMmQBzp7MxmS+8nC5i2HokUhtHPtfQE2rpZjsmc8oZnn44XX/bq3s+1z6zN627oxz/+MS6++GKsWrUKhBB84xvfSH0vpcQ73/lOrFq1CuVyGWeeeSZ+9atfpdo0m0289rWvxZIlS1CtVvGMZzwDDz30UKrNzp07cemll2J8fBzj4+O49NJLsWvXriFf3T6bVzOOVS8OjJmoZpLOxRyn0tVp7XSuXpiIlCrnUwMXVh6BUSyqeNg1HUISrtO0e2Hamn6GqUm+kzwCCIOnP1pU8cERpZi2QgJ91UkhAIIxoLZd/Z2SR6i3RQ1Tpvu5clEJsWQIwxZCvSA9ursBSgkkCDyHHeCmtaesp+pp2piOwudt3lwwUMQIPE8tlnpMyIFp2hLMq45SP/ZUKEQmClgkbrG+gv4S5oEjQhw7qUQdi8m44ybDIs8WJpuJmZT1Tg6UcTot05Z3Zi6Z4mYAplvSHt9o3Jr3qqPD2+v4NH3JkdCYrGod74UK2g7i+XUyHiwspi2g+rTzPlXUaj6MsvnVtF17QpIpkmcmQJVJGx4JtGYkEvZLKxYQMj9b5TMvOR4nH7CkN/mhXmzBMW2z8gidx7fPKY7fMIkmfHzmp3cgjiNdhHXQcgBP0UJkhmk7iGMZm40+6+IDgLFVA+iDkipSfmuv8ggljPEYO2uhkvTSppi2gwBtc3wc+90sJSW6njf9Hq8cL2FvI7LkDk5Jz0Fyn1Osm6zYeWai4qMuiA7wSJCeCpH5GSBoBmNlvqV/3MKsURO45iOJXzWQ42dT2nPS7c2556vgqAu8u4C19p2/cvlJ+MgLjwJkjFqo3qkRJ9Nqr4PLMT4/mraAkkfYPt1CibOU38QogWQefnH/E7jt0T1g0Mz7njRts4XInPszH5q2BYXIQCgqHgElsAHiSPsaYWTGd0aP39W07bfAbC+6z6l9a7KvWjwS4NRNS3o/1z6zNq87/+npaRxxxBG47LLL8NznPrft+7/927/FBz7wAXz605/G5s2b8Z73vAfnnnsu7rjjDoyOqrTc17/+9fjmN7+JL33pS1i8eDHe9KY34aKLLsKNN94IpiM+L3rRi/DQQw/hO9/5DgDgFa94BS699FJ885vf7LvPtVYE3mpfsClRrCu3XZHNpm29FUMWpGwREKuh1m/bRhhDdMjFc3UW57ptGEZoxklaIaC0TGNRfNwy5SBSFa1oSo64wz0uEU9FL4SqNht1qGpR4gyUJpp0UUQA4QGNBhABiCmgzxVwZll69riCAS1h2wAAIiDwiU2mD2OhWDiAZbWZogFSSrUBbEYIJUUkGWotmT6eYz7TjirzEEmCVr0JCK7aR1T1uRUBMYMnADMNR7FAS3jQcz5WLgrAEKMuPdRCgYCr6yKEIBYSzah4U8gphQ8AhCEOxtDcs13dswhqUaRVoF4HYoALotpSDiGBhrk2qYp7/eFJ++Gfv+9jRy1EqSV0HwBIlbrNaPI+lTTTthnFiJxHKomHuvAK7xmjxOrjSsJRbwkgFKrP7m9iDhrGKAGAiBD4HqZbEba3GELhoQkv9W73/N7HDDQUKElpnf9aTIFQ34tQAiIZZwtqjtAbmlTbmAIhUvduWPNJ2WMW6LBzhPSBZpicXz/LspTptvD1/QUQM9s+DCPYqYZyQAJ1QVGL9PMQHGjFtn1qjhAEkRnDMU2PIcERSAKmHZluc487n9g5go+rY5p3Wpt9701b4QEo635wdQ9iBoQSfixs2ygWaNERoFYDhIdIx3Xr0kcTHkLJ7POQUhaPYcHhSQpP39/iOSIAmiF4LOBr59e0HdVMXon0eTillkUvhESj29zTY9vUey8l6mGXtnUW2KEAAG6SSURBVNT0j6LeYX0RmXP2vN7zALVYj/2wfY6fFz+CjgDNKcBfDLSiufcjBFPvWuDPeD7JnSN6bcsXAVN7cteOEmegmhXdIj4iZ87hlGBPI0StFWG6oTYxrUgAQq3jNWdeGC9zHLt+ArVWlJ57MMM5QnhARNr63DZHxMXHddtGsXAKPLWbxxLt0MK2wgOaEbxYwNOsvm5+xOdeegKufxfHt26+D1OyjNqqCljmHX3ZaRtQ9Tlakeh/jqAcIo7QSK3xLPGRMIM5oltb6QPNSPkRHoMBCPrfP5T0PW2lnnM807kHQF0wyEgCzajN95nTvQZKqg/OmlzYVkoAATiR2D7VBEWMhkzABaP9Oqs5Qqo1C1Ldk1TbGIgjon3b9neubf/Qz14DZaCRfr5ln2HFeICHdyaFfFtRjEgW+7fuHPG/bzoDYSxQa0VYVPawq8Uw0owhhERdegicdzd/jtDzcCtSc4S+p33NEcRDS4jC/rpte9pr8D7bMg8iCtFohsATvwGmp4BSLdWfWfkR2s+yx2vF6n0KJRiNVVtCIVv1jvuSoWEMgqPkAIE146daHxE4dLXK/GrsSoA9owf7b5cdhzs+8znsjTnq0gNHgJr2DbiDdQ5tjpAehPa/Sx7FfU9O4/RNS1TWo/BgxM2mIgrJgbufmMLpkhuxv9S9SR0XPkQrBDhL7euBito/kBBEg7Z9+xEd2nacIyKoZ9JoAZSiJKVlXrYkQSQ8VD2C7dNNLB7xsbeu+rxruolYEjANbtvjtmJMC0/58hGsn5DrR2QtUuPEJ5EtLNbWVgZAQ/tBMYEviQUde5kj4LQNZfEYHvocgeHvNTq9o64RKTu8GXNohBB8/etfx7Oe9SwA6kJWrVqF17/+9fizP/szAIpVu3z5cvzN3/wNLr/8cuzevRtLly7FZz/7WVxyySUAgEceeQRr167FlVdeifPPPx+33XYbDj74YFx33XU44YQTAADXXXcdTjrpJNx+++048MADe+rfnj17MD4+jrWv/wpo0F6E46wDl+JTlx1v/z7o7d8pdOhO2DCJL19+kv376HdfhR3Trdy2h68Zx3/98an271Pe9308vKue23bTshFc9cYz7N/nfuBH+M3jU7ltVy8q4+q3Ps3+/YyP/hS/eGh3btvJqo+b3n6u/fuSj12L6+/dkdu27DHc9u4L7N+Xfepn+MEdT+S2BYD73vd0++9Xf/5GXPnLxwrb3vL2p2G8qhgFb/rKLfjaTQ8Vtr3xzcdh8deeDzz3X/H2f/kqPrv78MK2P3nTKVj7H88Ejn8Frnj0aHz8x/cUtv2fN5yOzctVwOCDV92JD//vbwrb/udrTsERaxcBAD72o7vx19++vbDtF095HCddfBkA4DPX3od3/OevCtv+8x8cjVd+7iZceeq9+N71N+MDYbE2zD+86Gg8/fCVgJT41gcvx2sef2Zh27+7eAOef4oq5vH927fhJZ++obDtivESHtvdwMcvPQajJQ8v/JfrCtu+7cItuPz2lwCrjsIt0To88/rid+5PDngMb3j5S4HPPRd37pQ47+GXFrZ98cn74dPX3I9Ljl2LVz76/3DWw68sbHvqcoFP/fEF8DwP27/5lzjm6uML2z736DV4/wuOAADU7rkeB3/8ycK2W6t34h/f/gbgS7+POze/HOd9ZbqwbV9zROkBfPkvXgr89xuAQ5+Doz/fwo56/gK3oOaIGz4FTD2OS+44fV7miF//1fnW8eo6R/zFOVistaLf/o1b8dnr7i9s+46jIlz6nK3w7r4Kl33+VvwgPKSwbWqO+Nu348M7Tixs+5+rPoMjDj8aOPPPus8RLz8RJx2g5Eq6zRGffPGxeNqW5QCAf//3z+FPb5wobGvnCADf+sWjeM0XbipsO44p/PyvX4ANb7sSrz97Ez7UYf77q8VX4Q8PrwLnvxfX3r298xxxwP24/MRlwGHPwy0P7sIz/+HqwrZ/cvYmvOHczQCAO7ftxXkf/HFh21ecvj/+fOtBAIAHd9Rw2t/+oLDtpSfuh3c/61AAwPapJo55z/cK2z736DV4/8ZbgP/7BGqnvBUHf67Y+bzgkOW4cOxhbN26FZ7nYf1bv1XYNjVHhHUc9I7voC7zUzX3+RGJLYQ54idvOQtrr307cMDTcMUPHsfH719W2BYAvvaqk3DNzb/Ezp9/C59snFHY7o2HRXjVC9TYGdocccOD+NOv/qKwbT9zxN8973A8/1jFxO7mR/zVMw/BH5LvAFED1668tKsfsfF7L8UHoufjCTmGx1GsTT+jOeJ/3o4HR47Aaf9VLmzb9xxh/IhWhIPf8d3CtlsPW4F//P1jgM+/AHjaX2D9hx8sbNuPH3H8+gn8/son7NzT1xzxnm/h4fzX/ik5R7yUXYn/9+6PglIyvDniy9fiszfn9xfQc8Sk2j9eceVtA9trGAs4xRtPWoS//klxH/qZIz7+B0ehfvf/YevWrfjGLY91nyPYdcAD1+Nbq/+k9znio6/GSx56emHbv3rmIfjDk9YDQHc/4sItuPyMAwCgdz+itgN3fuJlHfcaQ/UjXnAE8InzUdvyPBz8zWJ2up0jtPXsR6DbXuNBfPmMHcBZfw4AOPqv/gc7avmSF4cv83CF+BAuevI1+NxLT8AffOL63HaAmiOufO3JuPLKK7F161Zs/cg1w5kjPvq/uP6hRm7bMo1x2xXPAACc8RefxZL4SdwoNxf2OeVHfPALuHLbeGHbX+/3QVROfw3w4M/wpj2/N1g/otc5Yv8vY/Oz/wJYuhkfvPIWfPjHxX34z1WfwRFHnQCc9sbB+hHLv4qnVe4BLv9Rdz/itBBPf/qzAPTmRzzriBW48sorUT7gOLziczcXth36HIHh7zVEs4YHP/QC7N69G2NjxfJ4CzTHFrj33nvx2GOP4bzzzrOfBUGAM844A9dccw0uv/xy3HjjjQjDMNVm1apVOPTQQ3HNNdfg/PPPx7XXXovx8XEL2ALAiSeeiPHxcVxzzTWFoG2z2USzmaR97Nmzp2N/hZQIQ3eiK8bCZaZtJ9w823ZQxwVm3od+jtspWgYg3bZD9Em1jWx70UXKIIwlhJSIm7WupSQiofophEAcd04jjNw+dEk5jKKkbdylrZAiadulDxQSZY9iV6N7ymMcJ32QXdRQ4jjpQ9QhSgQAvmYsEAjEXYpExEJFTaWUEOXORcDMWGMgXcdOpKN0Lz91P5B/7x57std2wLnA1fkOAZB+FlHnYQYpBcJWCywOlSZqB+tnjoAEwmYNTMQQseg4hhfSHEEkAYma8zhHhAh11LfrHBFFCEMTGe0ujaKuD9i4pIwfPFrczp0jusVEhZSIJSDCsOsc4b7LXeepKE7aLj8CwAM9HrfzuyxAEEURvveGU3F3gQNu27rX1u24IkYkJGQYIoq6t7XvZ9hl7omdtl2Pm7z3Ybe2UiCSBFRKRF3GpBlb6Xe06LjOuyE7z9f7/IjEFsIcEUUR4jiCjAVED2mutUaIOAzRcR1w+gx09yNmPEd0advPHJF+57odN0ZMlPxQL35EEx58hGDo/CxmMkdQUMRRC0AxaNvvHGHbdumDENrvEXHXZ9HvXkOdv/t61D5HFNtTcY7giBHHEeJ4iHNEN5816uP97GOvYUxisHNEHJlso7CnOSKSEYjsYU/gzBGi674k7n3uEf2s97qtALoMh6H6EWEYglGOuFXrctze38++5ojlhyI85TjA7hOLTUqBLasW4ccvPh3LRwMsHfHxxFR+EMh9l8MwHOIc0eGwSOa+j//hCXj7v30L6DCMU8ftfFgIKRGFTRCQgfsRvb6fQgiEcQyEYde5p9aKEbfqA99rxAeci7hyl/bzu7R1nl0/c0Tc5T0a+hyB+dtrZG3BMm2vueYanHLKKXj44YexalUSfXrFK16B+++/H9/97nfxhS98AZdddlkKXAWA8847Dxs2bMDHPvYxXHHFFfj0pz+NO++8M9Vm8+bNuOyyy/C2t70ttz/vfOc78a53vavt80999guoVNqZtpTA6n8CKk2m8FoBuHKb/bRtxcWTybDaAkAww7ZhlwWxn7Y+TaRlIgGbup9nJbRw+m/eg5+vewk2P/Ql/PSAtxa29Shw1h3vwL1Lz8Y9E2d0PK5HEx3XSCh6/Wm/eQ9+tuG1OPb+f8JN616Bur84v60EVu76Pyyavge3rb7EHnPjtitBuIcHlqnoYSyASPfh59sJvnA3w1sOi/C3v+Q4fbnAszYIvPdmhteM/gTH7rkK9x3yOjS8fCYdp4ApkHniHe/FXYufhmW7f4mb178CQbgLx9/7Efx049tw6l1/jRsOeAOELlYUS2D9o1ciogG+xc/BIRMS//yzbfhz7wvYcdQb8Kk7KG7bTfGqg2JsHpcIO6xDjABn3/kO7Krsh0fGjsbabVdBEobrDngTAGD9kz8Aj+to8hGMRDtwz6pn4fh7PoSguRNXr3+dvZ/G7r7l+zhmooVHV12Av7yJ4/0nRDjzjr/E+bvejF1kEa44Tr1Q//RrhnunCN5waIQ1VXUvALXIt7r017QdnX4AGx79Bu5adgHWP/lD3LzfK2w7L5rGyfe8Hz878G04/t4P49olL8Drf70Bz6U/xqXeD/Bx+nyceVgSFOp1jiAiwml3XYGbNr0Rhz78BTw4eQp2smU44qFP4doD3oLDHvwsto0fjsfHFItnIc0Ra7f/BCPNx3DL8uerttK8H69D0xtPtTU27Dli47YrEbES7luiIvkrdt+IxVN34jdrX5hqu/9j/40mH8VY7QE8Pn4EHh9L2PnmXV6651Ys33E9aDSNO1Y8G3vKa7FmxzWoNh/DHSufk2oLACfe/h5cv9+r0PAXg8gYfjRl78OK3TfikG3/hW0Tx+I3Ky7uOqe5xzVzxIpdN2DT49/GzetehqnSStvWfe/d+QQAFk/dhrXbrwGTTdyz7ALsHdk/aSuBZTt+huW7f45q6wm8lr0dNz5J8eXVX4P/5C9xWfONeNdJFdu2KKixbM8tOOSxr2PX2EH49epLICRy54gDH/0PTAcrsKR+F3aOH4rHxo+2bXc3gffewvHHB0dYN5L8xn0/i44727a9zBH77boGGx//Dn618vl4eOSwwrb9+AbZtsff9m4AwLUHvBkRS4NJ8+FHHHfvR1AKd+Enm/4CIGTO/YjVO6/F/k98DzvL63Hr2ks7ti2yfvyIbNux6Xuw/+PfwY3r24toeBQ46sFP4tHxY1CuP4wQAe5dejYAYDoE3nVzmiPxyi0xvnXHk/gQ/wesqhL8ZPPbc/uQ50cUWd4ccdqd70bdm8ANG/441bbTHJG1VNsO7z0AcAKYzMaitlse+XfsKa/F45MnYvOT3wYA/Gbphd3fz5v+GV+IzsaayRG8jnwJ1+//huK2fb73Wx79Gqa8Jbh7ImGQnnj3+3Hr6hfZubXfOaJb2wMf/Tqmg2V4ZPEp8Chw4t3/H3696gV4wl9XeNyi+eS0O9Vc4Y6j2cwRo7tvw5rtV+Ou5VtxyCNfwvX7v7Gw7TD3Gsfd+2FM+SsQUx93rHx2YVvz3q/b/iPE9T34g0eehQnswT97H8SIB/x380gcePxFqbZF1mmOOOKBT2LHyCas2/FTXL3xbam2tLkLx9z7UTw0cQp4XMNdy9MM0pm+y5EAtjz4BTw5ehC2jR+Vavcf91Fc97jW7iQS/3zYvdj06Nfxsw1/0vW47nv/jfsoXtD4CpYsX4OP3zOBN038FHdvfGnHOWLJ3l9j9c7rcMu6l4BTYO2u6zExfRd+sfr3e54jjr3r/aBhrXD+c9sOY72nooVT7ngvfnjAWzFWfwAbnvweblp3OaSjVTobP6I6dTf2f/y7ds3woimceM8H8dNNbwOlHJwCJ931t3iyugWyNYVfrXlR7nFn40f0i0ecdue7sbu8DrevfA5OuOdD+Mmm/wcQisXTv8GW7d+1a4l5l/f+4us40/sV3rj393HxkRsw5s/dHMEaT+Ko+/8FV298G372OMFX72N47voYzwxuwOKpO3HXuhcCUPu1A371ATyr9jZ83n8fXtx6Mw5bVsEz14vc46579NuIiI8mr2Ks/iBuX/V8AGrtWjp1O0oIcc/y8zHaeBi/XPGCvvyIvjAGpy2LGzj57r/DNQf8KWJWwhl3/zV+ue4yTJdWAGEdx9/1/+HS1ttwwkoPRyyWeGga+PtfcZxdugN/HH8WlZWH4PbVz7fHXTx1G9Y/+DXcEK7H6aV7cd3+b0DIRwrnCNcOefiLmJy+C9dueXvhHLH5sf9E3Z/Eg5On4ZCHv4g9oxvx+MRxqu0A/Ii8tsPaEwx7r1Gr1XDZpS966jJtjWULMUhHh7DIsm3y2nc7ztve9ja88Y2Jk7Jnzx6sXbsWF194Xscbus8Gb2EY4qqrrsK5554Lz+tR5FxEYJ/6CE496XjQH3wXz754a8fm7LH347AznolD153cd//Yp/4eW885A+yrn8QF550DjK4sbEtulyD317Hl/KQ/9Oo7gGAchx7b3sfFv3kSX7j7JjzrwrPxt7/8EfbbsB4XP30LPvPw9QhKyxHUgAvPOwcYWd69n9v/GYsP2wJ63+NYf/FWoLYD7IufwLMuPBvssx/GBeefB5QXJf267l6AMhx1/IUAgH/7P1UN+NkXb8WP67/Abb98DKecdAJO2NCZPQsA5A6gumQTVrdqYFd+H6gssc+E/HwnyO4HIMdWg+x9DFtO3wr2ta8Cu2JccO7TgLHVqWP9y2+uwX6rxnHIOWfjL2/6EbZeeAGCbe8H2UUgCcWzLz4fAPCtnTfh3t88iaeddjLu+fk1/Y0fY0/cAXbV97D25ONBb7pN3TdjYQ3sM/+MC859Gth/fA6nnXIK8OtHEcJDhQuMVka7jrtckxLskx/GuU87E+z7P8Sqw0+AnNgf7OtfwrMv3gr239/FpoOOhzzg7P6PPWQjt06DPP5rbHiavm4pwD75AWw9/1ygOj/C8/S6ewFCcNQJerzdFoE8WMfm89LPhl5zF+BVQB5vYvOW4+z9decf/5Ex0J/fC9R3Ys0ZpwLLDwG5tQay7VYcfHb7s2bbPowLzz07tygLuQOgP/0hFh10EDadNINxAoDcWwX9/o9w7nnnA+NrevvNQ0tAf/ZrQETY76STIVcfnf7+Tgp68x1AbQSbFq/DjU8+hIM3rce23bdANBm2bu3eV3J3APrD72Fy/41Yf1Zxe/rjX0KOrQZ9cDfEIadC7n+m/S6MBd57y/dwzhmn4pBVC2/NJb9ugV57LU446STI9acXtpvR+qWNbfsQIGJcvPV8wB/p2n7Yxr74b0CthWc/oziddZhGflUHve4aLFu9FpsumNk7Myt77BdgP7oG6wrmdfbf38Wag04A2X4nICIceaJq14wE3nVzOk32yKOPwXfv+DZKTGD5ovy1YjZjx/bpE+8HRsaxdiZr0ZCM/uAmyCWbIQ/bCnrt3QDzceDx3ftH5bfx1RtCnHzIfli7fTFWDfCa6E9+BVldhsOPTo7JPvdxrHzaGcDijQM7T+qcP/4l5OgqyKPUOdmXPoNTTz0NWF4sv1Nk7BPvB4DUOJrN+CEPLAK98XZsOPU0sKu+M9B73Y+xr3wecmw5UJ7AwWf0sPbcshvhE3dDPkJw5gGLsN9uBiEk/FbU09rVtT///V3IVQeC/PKW9nd2+kmwL30Cyw/dBLRqOOyUAY7Pq66BXH0I5MHpYz7wv3fhusdVCjWlFGeedjLYj36M1X0+r4d+cDdG7xjBiUcdik8/+CjWrVyCTeed23H8kAcWgd50J/Y3vvyvmyAPx9jv3N7Pzb78OWBq28x85UGYiMG2fQQXn3cWyGO/AP3VPVh38TMGd/xHfw72k+uSNaO2A+yLH8OzLtpqi1ixr3wei5ftBzT3YPP58z9Ps0+8H8uXLcMB520F+9zH8eyt5wC8BHL/1aA3/6rtPfrmfd/DmGQIpzxcdP7ZVgpgEOtXV5t6HOzL/4ZnX3QBlty1A1+97yacctyRONmPQB5oJH5+axpP3P0hlGstBDSCBMWmA9bj2Vu35B6WXn8/IAVkdSnIEwwH6T0N/cHNIPeozLUjDj0IZNcINpw5R88saoD92z/gGRecA5TGwD77TzjjrLOAiQ16P/qP2ORNYuOB6/DsE9bh5w/uwt//6mfgjIEJifVrV2F/x28i91Qwtf0/sawRYfmiCi7aeiEQjPbUFfrdn4A89AgufnoH//6ntwPlRTj2mK2g3/kR5IbjIA/s/V6Z8XPBeUMcPwvEumXzG1uwoO2KFSsAAI899hhWrkxAsMcffxzLly+3bVqtFnbu3ImJiYlUm5NPPtm22bZtW9vxn3jiCXucPAuCAEEQtH3ued5v/eBZqNbXvZccIAQUAiAUtNvvXvFD0C4VjAuN+6BEhVVoUAE6nSsoAzICc9tQFSZiOb8bKSk9w/FqCZccuxZ/dPJ6eJ6HpaMl7NqrQlqe53c+pzHmgSJS//c81RdCVN8JAfWD9HG8EhA3bb88RAjB4Xkeloyq6qolv8dncugz1f93KAAN3E+eSWkE2KmE1cG4Oh/3VZ9yrs3zPFU9WgvilwIfhBBIqKJopj/VEtffe/Z3fb+7QRmQsRKGZzw9jtioHmMxIGOMjigG4hRKkFIiYqWZzxVmTBEKyrgdN5RzABLUC3p75nNtXgBAJmM5DvPH1pz2qaScHXN+SgDmtb9vXgCTO0W5lzvuuFeCqa5sx2b2ml0jUGMm7zu/bN+F3N/2YpVF6v6WR3u/v0FVV+OmoB5v/11lHGhNA5ShrHX9PMaxZCTAxtGJ3sa0F6hro6zztZl7HjdBSyOpvnge8N3Xn44DV/TmRM656edHvVJP935G8w8PgLC+cN739ScDD1zXfT0dlplxlff+zoXpd6fw+gnUvOCXgfrOZO3MaR6DYvPSMtawMighHe/prPxOQnrzgebSGAeIVDeGEoD3+Dz9CgKE2LikDLrLG+w1cT/pkzFCcteCwZ0zSJ+z03rRzTQJJe+ezGj8eCUAApQzgLL5Gz/cB2SU+IbdLKiA0RgVn+GJvVOQlIPIEELSwezduAdVMC7nnfKDpDIu67L29Wt+GUDcNjbGK+l9qsdou6/agy0dLaEWqaKJVEpQyu39Khw/wUh6PnR9+F7N+vrzNL4kBygFpVDvors3GYT5eg9hjsn13tQL1P0C9Bhv9T4PDtv0GKZ+Se8Rnbmatd8fr1RFNCVRQ4BS4LeNlaHiJuVRu49du1gFtidGSuAh0mORVLB0tIRgRwhTuLoZo7hfXgloTQGMpY9j/HYANG4A3iz8936NQl0rI3oecNYnop7V0hEPO+sxPM+DJGqPbFLwW60mRlN7WEUBLqGpfBC/N18WAHDos4GpRzu/K+7eiEDNnTO4V78LuFuv1zdDlGr4tmHDBqxYsQJXXXWV/azVauFHP/qRBWSPOeYYeJ6XavPoo4/i1ltvtW1OOukk7N69Gz/72c9sm+uvvx67d++2bfbZb6ERoqKYcQsgPQzzmQK2gDpPqIu60M66pqpPbnXiSOWBFPRx/6VqESp7DH/zvMOxcZkCMJaM+NhRjzVbvLt+XnLuMMnTYHqSiLS8SJZ5Tplqr63KYrSgfmOE0jnr874Ztph7n3gJCDNC8swU32m/Nu75SmNLSDBKCq++7CnAifagL1ho5p5J2d4XSvX3TUAIeFzdmxpKiIUEL1Vnfl7mK2BNxupeMV/1QcSAiLqPs/kywlQfjZl/z2d/GU+NY0jRPtYB9SxFpO9vQTyTeep7KZJ31vwuz/LGjT2fvie9zE9FtvgA9V8XreiUcQViQ1e6bzOvCoQ1gFCMl9WYppRgUdnDf7ymmFGaMnP/ul0b9dQcGNYBr11LcsECtoC6j8Bwx7a5jwvlfT/1jcDvfWH+zm/Ga9H7OWzjvvIpikzEasx7VaCLRuGN9+8ERIziFWyAtlDGjzEzjwLJPevFeIB//f3DcMSq0cFfE+XptQtQ8/ds/Ieu58ysl53Wi262+ICBdMka97XvI2a3Rs3WqAdEPfrxAMB8kLiF1YvK2LZrGpIwLN7/aJy29ZLuv+2pP1wHPQt8CECN7UGPG5Y/9ywZTQpVSglAzOx5TVYDTIfQ76XsbRgyL+1bzcTmc2wBeq/oqXsbt5J90aAs+9zy9E9ZoPdhc7AW9GoiSvZhdq7O9439chX1MEZNlvrfE87WjB8W1rFiXP277LF2P5958CjB689ci9UTZcSg2F3vsJYzvR5k52R3fDSn5nZtNf6PXTOc9Um/R0uqHh7bXcfDu+p4wceuBQCEobrOVjNTfFYKSAkE0PehH79q/SnA732+cxt37M/3OvJbYvPKtJ2amsJdd91l/7733nvx85//HJOTk1i3bh1e//rX44orrsCmTZuwadMmXHHFFahUKnjRi5Tmy/j4OF760pfiTW96ExYvXozJyUm8+c1vxmGHHYZzzjkHAHDQQQfhggsuwMtf/nJ87GMfA6B0cS+66KLCImT77LfELEg55ImC+Q5o2+WVciexO74N/PB9wJanFzp4S0eDVEVLY0tGAjxci9Ra0qtzSLlyDMzEbxbkSAOmWQDH3VgBWFoGwoa6vkUazOG0TyfD10CmAYoBBdaEdaQWILMw5lyb53uIIg3aEmKV6LOyOxUtktR3H13LgqdZ49rZEhGIfvZTsoRISPilWaQzM71RMQud3QyEnUHF+bYsgGkc1PlcrM0zNCZlfn+YB7T2Fj9rQG+y9fVZIbsOoC06bPotsDkLp688ATzvk/39xoxZ6uVfp3lHCcUyzagnzICHPW5oegVtmaeeTdRInO+ninHNcJrN8+tmZo5eKM4upQD1u7cb2vnnGcQuAE6syVj1MRhRLJ0O9smr78V5k9FQMUEAwMUfBip9BHXmwqgTSCuaj/OM+WpdHMYamDuPD7nkR9s5ZwESX/ShtF81WzNjfdjAdS/9ECF6BrR4AMRNTFR8PPFECEk5vOf+E44bVH+I8QG6gLaDHp/Mz32+6yaTGiuqjsDMwJGJqoeHQ+hn3uMxsn2ayVhZCAElG7APHcLIgIx5aaKOsQygiKgBlNqze+fNXD/YzNUi3zf2PY6pZoQGfHhsjucK5qmxGjUxOjaJt190MI5eNwH8WqT7ShRL+JKjlgH3e/jgJUfj0P2WFR+Xeul9gz2fMz5aUylJwaEbpepazZrhvqfaD11c4fjATx/CV254yP6M6QzCuJUFbSUkgJJsAqBDmLM8RQDJ9nWfzdjmded/ww034KyzzrJ/Gw3ZP/qjP8KnP/1pvOUtb0G9XserX/1q7Ny5EyeccAL+53/+B6OjCfvmgx/8IDjneMELXoB6vY6zzz4bn/70p8GcSu6f//zn8brXvQ7nnXceAOAZz3gGPvrRj87RVe6zeTMDCAzb4eSBSicGuoMa7qZvuw5YzIBdsWQkwG2NCKSM3p2eLNOWMjWJmv60MW3TUXSOCC2pzrWootOm+o2qGjZdnAFto3r6PnQAfTzPRxSGiDTTtsge3a3AaDob0Nawb0QBO9NubBJnZqdU8xOtTLS379XMRsWwIQ2IHYcJMLAQjWUcHTO2Bu0I92PUy2wsCphdxrkuYqCaY2XZRzNl2trAxDwwE6KGeu/yzm1AW8ps4IN5hlXaY1/t+9vl3WM+0NyrmbZPUdB2Nlka3cyCtgtgY7sQzIK28zT/sUC9/0LkP3fDGvVHFAunwN564RZcfdeTkE88grCyAnjZ14bX51VHDu/YMzXmO6BtH5s5DcgpRtyA1xTKkwC2sX4A5Rmdk2WCnLNg2pYGrPtt2H/zvdmmvGsAJGWa/TlW9rADQ/CV3IBD3neABreGANrmnPeY/Sbx4z89C5d+8npsWTFa7N90sc3LR/GjukStXoeUAqSXY/C8PvU5fhfC2mYIKvEwwHYvE+jTgaAsaBs2VBB+oZhhi7t71oJgxBmbl+LWO4E6AvhzzbQlJNlDAnjpqRvU53HYvh834DiACw9bpcZvkdn3PBOIcJnSram5r9Xh7jdSe2Z13xdX2t8nBtXnOMwEfWQMCYKSrAN0fPC+rEv8mu915LfE5nXnf+aZZ0LK4kg2IQTvfOc78c53vrOwTalUwkc+8hF85CMfKWwzOTmJz33uc7Pp6j57Khplmlk6B0xbC9p2Y9o6E66nI+Rxs29geYkWeicEfbDfWLtchLOItTNt0wzF49ZUQe4vp87fCTTNNXOdbuTZq+hUUicly6agtB8/8DzE9RDnfOBH+hPDtE23PWXjYnzvtm2zZNrq5xk18p1LXrJMW1CO0YDj4eZSvKT1FlxcnsUmyjCKLNNW3w/RBVScb8umy5l/9zpGh2FeOb0ZL3IeTIpcR6YtT+QR4AQ/smm1rnVl2s4xM4EHqr8u6941A9oCOH3zUrzw+HWg7IH+ztGr9INxjKNGMh8+VcyCtkN0o2xgYJ+zCyBZF+aLnWU2eXELoDlBBqnZPcGoYu0X2OKqj1hISBFbbfbfKWN+Mid3mm/zflfbAfzfJ4Cl+QVkZmxZAHUuzGQ/LUQzYJO71s1LP/Sa2zMbW4HN42UPHAKSDBq01et9R3mEECADDkK670zG1i2u4HtvPENJgT147YzmxyUjAaqVKh7dsRdSxKCsh2MwP03AmInJDr7TXJnxW4cRDGK+9tt1oC9Pnov5QH3XwvLrhQYnXZCwALSlkBgJOMIW71oofijGS0m2q7G8vjKHwNGLlKGI2gNpZk9cXqRrP8wxjJZapzKAMmVYXGnfa3EItODlgLYSMfVBSHM4mW4uE3++MzZ+S2yB0rX22T4bgFmNsmEzbUsOaNtlIXCjlmYD2qr1DSwvHvEhoPVse1008jR+jV4YkMO0ZSlw9ZKjlwMr9gegZBvyftKziQxoG9Z6Ztr6vo9W2J6img3/mAqms9O0Nbq/jQJ5BO1ISwlQjr1NdV1PYhwlbxYOmGGsWtCWqZsdG3mEBeTcuZZNH46b6rP5BJ28StqhK0jxslHhjkxbx4HtJo9gA5JdQNu5dvocDbDc+2DA06iJyaqPv37OYcBDLeDhG3s/R4egS8ooT8Ctp5w8gu7vMDda+5zctM2FJEUnM+tB3MpnhotI9c2vdmTaln2GehijPAxm11PBmKcY9kCfTNsSsPtB9e9+2Je9WJ6m7WzkCno6Zzbgt4A2tjxwUuXnsU8mU6bXLuhMkvH/v707j5arqvOG/63h1Hin3Ew3EyEQZDAkkEQDCBgR0gECKD5ICx2EJ3YTEVobbX1Q3gVqt9C8graojegLCKufBmlBaIXYwQQUBBRIJICEQSBNyHyTO+bemvb7xz771Km659StunWmqvp+1sq6U6VqV9Wuc/b57d/+7bSGCPIQrmTaZmDZIPU6uRH8j8aAUfsdxo1Vb3Vka0/tTGNv3wAgktVtzDxm5cEE+u+8U4H+9ybUXseopfBu1LQtKZkRs35/1Lg5KJ99oDhmNydi2E2wTT2y9gQeJ2nJsfuiWAVto8nitfq4pbvUuL68T+vfx9rkOczzoG20mO1bfu4MRTCna+ykQxgFDIs43t65D1Oy+eK1qcgjF47JuvpRF0pzmEtMMNPWEXwFqXmpzDnXyyPE5AVEODr+Y5lLDqigTnYYEymPUIA+SKp2kGFV4zeiFWfKx6lpi3yx3pOR6VtTq03MS+hjqWLdG6OtKlNv7CO0pxIYHjEX9pevYyxa2v5EVD7PhFbHYS5iyqyyy7S1GQTUXUtXXTCF5Q6fRn92Y+mdU8YEbV3IXKiVUTNZsVnyatQ1q5D5FTHNvlcbtB0309br8gj64Mwue0n93fw+zl4CfOIn1T9G1TVtY8CIfiFqsRFZoKl+7WqmbYAu4oIg4kF2cyXGZ8NmebQQ8ngdS8sxgcVKsoQWRiIawUi2gJDIF+tFt5KSJbc1rByJpYHB3fJ7FfR1itVx3O0s03C0NNOwnvIITlObn3qxL0TFdqgxc5Wvi377HX0HEYULq5JUMNvq2GxsgFxDe6s1Xj1tpZbM9TJTOjuw98AAQhDVBW2NlQembLpaLf3fwJr/rv3/OUklqLhVixgwvXcWgW21mXWQMm275sqv5pJndmPjeafid8vvR3vcr/NyYmwWeiFXXCmpxNLyvBEKVXetbpVpO3m+/ph6WUSvE2hKatqWb5IWQ086jOVHTi35L1HkMYwENGTxwjv7i38QBeTUiiFXMm3N8Q4GbZ3AV5Cal1U5ADdE4jLoWM3J3nwQUydxmyVPlRzSnUIeYYxkazgQhqNycGU+yZSUR7CqaVuWNalftMaiYTx9zWk4bOoEN9syD+60VHFpkrlOqI1UMmHshqnfGQDgX//6eNxx6dLi3aqgbbSOk6pqx0i/TR3UWDHgHI7injUfxOS0HKRl8ha7xFbLvDQxZJrxLrg0sHRKeXmEnAuZC7XSyiYF7HYrN17zSkFbU50/jBO0xTiZtn7VtA1HKj+2E4HCqmva6vUKzW1qFGqQ62q7AxLACQqjPIJPQ9fyOvDlVD3JRKc8Dpomi/7u1MOw4pjpePaa05GMRTCSzaNQyLVueYSJ7CodawMGdsrvJzBuqsgyaOt2TVsHNyJzWvlGtX4xMlurpNc9DodCspaja5m2dn+PFOuBOkmNPcZTR3Ckp7sd7+7rhxYGtGg11zP6JJbRrgBNOtRCBSZNiSnO3XdZ0NZqkkptDhuUoNbqB4GPfE1+b040qnDt8TcnHooXr1/hUQPLRBNGTVu8+ohc5WLV1lgKGOmrLjhuLO0vOyYffQ7w6Yf1rN1B70u/lawIKWubfv1112UfxOJDugAAZx87AxEUcBAxxJDDwax5krCAXDgu76JSfd+JmmjterLFV5CaV6VlTE6KxmWJg2ou3s0XK2qgkxmq+WAWi4bxTOEYfCNzcfWDQ6sgtrH0LGxRZylamhFbFoCb0elQZpyqoTk6ODZoa/G6JONxZLOmdukB4BMOm4zTjppu/Pqkwyfj6+e+v86NyPTH/9N/WA9W1Huvt/mUI6bi+f/nDPl0svUEbfWTnXmApzI4Ah20tSmP4CctUUNN22zlzK9oXP5/c6bNhDNtfazPqQKObj12hUz50ttpckIk2mBZtkBx0xA3a/H6/dkJGr/LIwBjN1s0U8eOWJs8xoz0GX/66llH4/ZLlqIzpSGhhTGSzSPUsjVtJ5iBE0sXJ+CczgyqtKGkW8ofM2iZtoA3iQ8V26FPptZS9ziXwf858yiZaet0Jnt0nOCp8Z46HbQtmxC3U8eeBzO6OxEpZBCPhhCpqjxCWUCyUetWqrGfWxscApU3ZArrKx6DEtRKdcsAJ1C6D8s4fcuXerZAsTxCPgs88S/A1kdtgrZt8pxcbYKVVaZtKCQnZaN6aRA3ygpUoiaFhBg7qWgamyw7bDIA4NpVR+MTx/fgoIgjgjwODMlrob2Do/jO+q3Ihlzc7Na8CR+Dto7gK0jNSxXu92QjssHqBpVGrVJRXFKUG5nQQCeLKP4gjq7+P4SjMvAassi0tWp7WCvdMCyfKc6s12PWYuAI04xsJCbfo8xAsR0VgrapRAwhMf7FVTwawadPOrT+9ipW71E0UazJaRoILJzdidOOmjbxxzKXRyjJtNWDikHdmKg8aDs6IDfl8VN5eQS7wUNEn8GulGlrVVrAdiOycZYKVrtZlxuM4JdLj111eQRN1ulrtNIIgJwMuOQhoGOGe48RczEg3Ii8KElRTRtyFTJtwxF5fE52AQf3W94socmatqJQaNGgrWmTU1UCqBqmTRKx4pvOtsnyOO52TVsfAsXVUhP0XoyhKzEy2ap8H/RM246khkiogDwc/nwZZddsXpNwpLrgaq2qLo8w8T7b3ZGGhhxGMlVu/BYOl242BCAwkw61UMejQtb5IH84XJqdbTX+jGjuZ/VPlOp3uQxw4J1gJoyoxIyDB+TP6jM4JmibluPNqoK2Npm2iicrrSyUbJAGlJdHUP1MrfjsTGo45fBJmD19CgBgf/8A9gyM4v8+uw1v7R7ASKRN3kO9GwpaYaat4wL46SNySDRmv9mOo4+TAIb3Vn8iEEJeHKiDWfYgJjrQScVqeG7h6NgArdpN02qWrfyCIj8KxDsm1M4Sq75T+nMoVKw11NajP7Z9pl4qHkcU5izWcTIanWK3aZOqrWf6+8NXnlzfY6msCvOJTmUDiCDXtC0L9A/slLP2forqQVt1MWN3URM2BcXtZp1LJi3qzLRVAQg/sgbd3kTL6J/jfCZV1lLa42wFpyS73L3/4/4G6Hjc3cdoJGqywdegbYVMW1EofqaSk4CRA5Y3S8WiODCcRSGcQ6iaXdqbTcmu0jVczKkJwMM/AsxY5GybfKlpaxEoDkqmYihUfJ/8bJMKolWdaRsHCnm0ayFEkUdWOBwoUIkOdn02pL+nTr9m0Vh1gZU6giPhaBwacgjXUuagJPN4AjVtg0DVtM3n3FnuXh68Ku/LajIyKJ99s4hew/nJ7wCv/Ro46my/WzSWGuOrFXWj/dZ7f8TSQN/26o4lxkaMNp8FtRGpE4lMtTAy7tX1hXnlbNS4/vrgPHndldTk8aitvQPYA/T2DeAT//Z7bOsdxnnhAoZyYXSHQvYT0fW2lRuROSqgV/5EDoioQuEud/NoTC6Rr+Zkr9qSzxQHOtmDEzpZb/2nldBqybgMR+Vjml+PiB7Ytqvxab44zWfdm1XUUrI8QnmmrcXJMp1KIgKrzEaXBzxWAa6YKWjr5AnJyLQ1ZX1GTOURgrRhgVnEdGHR+xbw7G3A0jX+tklLFksaROP2QW+1lGe8jchC4bJg+gRr2qqgrbDqyy5Tma2ulUeosqatKovQiJm2XjhkmfxHkpFp62d5hAoZb+Z62YmuYuZPmekd8kIvigLCQZ2Ac1MNS25LtOmrV9wop2Jb09bDTNuJbOTkpmg8OJm21bZBH6OGCxnEwwV0tjncV4xAtk17jA183diIrIoM3jo2IkNEQ1cMCI/UkP2uZzbLx27Q8gjqPXNr41w1dgf0sWN5KboAnNfsqKD84C75c2DbOGIK2trVtFXlEapcFVvp82Zk2npcwipsWq0LWNS0lWOThbO78PaNeoC9kMNx82Zg554EDgwMIpOTn+0wBIbdXOhRXrs+iH2nwTDsTc0rqjYIc/lAEYnXUB5BP8AXspVrHFUhHo3UVq81osli7eYTmRHItWh7edZkbtS9WcVYqrS2b4WBejKegGYO2np1oWMVmFOZtuGos4NVdbIrmPqG2iHVagY5KCIx2b5CAXjp58ARfwUc9yl/26RqjmaG5Fe7IIFR03acyQkjS7XOTFsVePBjeazKWHO7PIIYp66zypxk0JaqYWQk+V1js0KmrTqXJrsqZtp+4NBJiKCAkNPLcRuByt4Cahv/pPWgrV2mcz1sJ9+8LI8QsKCXKjHm55J3Y9PMKsfx6vycH8VPLl6IqZ0Ol2caN2irT1w34EZkiMRwymEduGL5Yaj6PY+UZ9oGqP9Wy1hl5VJiijl4ZTX+rLWPeymakIk9xj4IATxfaWWZttlh66Ctlqqhpq0+GWEVZAf8K49gLp1n9Terc2Mhj3Akilgsgf6BQXzs+FkA9KBtNi8/sV2HON9WU+av66tWWgSDttS8VBapF5m22eHqyyMAcpBTMlj34GAWURnB5kzbCku9wlppRlE+494JSkvLwPeYjcjGvi5hLY4YzCcml8sjHP838qvVgNkI2jpdNy06tjyCGjwBwZ2xVP0jnwF2/xk45AR/2wPINoUjxdfObiM3lf2Vz1bOmle7rBobxNnUtFWDKtvad2Fg7knAvA9X9zycZJRmcDloa1nr10QFaxtxIzLynlGL2c8gUi2ZttY1bQGgPaEh3LKZthPcoEQdeztmOd8mP2ralk8ABGkjMiAY5REmmGmLXGb8c/lEjFceIaK5t9TY5Y3IEI2jXRM4uqe9ts9ko29EpjJh3VpNqILCgE1N2wBMRtpRmbbqdXGjfES9VEJLVg/aZoZsMm1rqWlrLkNQIWjr9IaY4zGSqSqXRyihvxbRWAIDQ0MYycrzXDhUwHBW4O7DbgJOv96FtpYdG4K6F0sD4StIzSuqyiN4kWlbZRmGcFifFRwuDdp6MdBRB9CSmrYVsgbG1LTNuLdTpiozoNqhXg/Lsg0xaLBaUujSa/iBz8ivahbXTEsWM22dZNRTypcGbTOD8vvABm1Nuwn3vwd0zPS3PYDsS/EOOVgD7JcPhrViYLfSwF0NWs2lPCwzbfUAQKULqJU3AF1zKrffDTE9+8iuH9Vbq9XItB0nC14NeDWPB77UmGrdlMitNtgFbc0X5IlOmdVjIx4NI4ICIpEWHIabA1C1Luf+2A+LE6lOsiuP4GZfq3bJu1/UvhB+ZgBG7CfwLalavPmMO0G4cTNtVbkAN8ojZIBtzwJv/Mb+dvVk2lolC4zbrnjZ2LgBg7ZqlZUbQX6g7HhXIWgbxAk8FRA1gpQB3H/AyLTVx+/ZYesyZ7G26ve5UZ9zu4mIeJt+n+mxf3OTmvAUFkFbuwll/Rwrg7bDRtA2BIHhTAEHY1OKz8fRtpaVR2jEY0PABPAIQeQQlWmb6HT3caKJ2mrnqoxJtQP9eEuInWK1iYuxOZlNjc+CR+UR1BL28qCt1QAqomF6OgwcKPu9W4Fvdb9WJ0O13MbpGfKwns1hHuBpieIS/yAuowKKg8/RfjlwSk/xtz1KqruY9Vawqa0UMQVtK32W1d+MWsOx4iDK3AfHy7T1k1HT1uYC5eM/knXBJqrq8gjqQoCZtlQFI1PDx9qf0QqBNnN2T6ID2POq7d08+tJOnBsuIBoNYOaS28ov5mo5Rk5/vzttisZLz/HjlbdxghHgMx40WJmKXq1Wq6TWTFugmB3oRo1S1Xft3qdItLoyBrVStWM3/hMw0g/M/6j17eoJ2qrHqCVjNhp3J7PYS+pax9XyCBUmqSIT6ONe0RKyP8f0azSvrldrEdXbaGTaDsv2WmXaAtUdz8rPB+VSk0vv0yvjlUewanMhB2gpxBIp5DMH0TskbxNBAYMZgUgtZRZraqtpIpQbkTmCQVtqXkZNWw/KIwDVP04sLduVz+rLNVxYXm/FajY3oskTnF2mrfni1O2NyICx7bBaThGN44jJMfz56pUYGMkCQgWWXb7YsRqIx1Iy+zXR5exjRWOmHVD1vhE1BW2DOCMPyLaGwsUNeDSPBzR2El3Aiz+TEzh2G7mFo8UBT6ULvfLN8oySEFn5vj1+I3DoKcC0o+XvgzhQUc/PbmlXew9QTylAozzCOPV61URS1OELa2puPQv9e+ywZh20FUKvaav3/XiHDK7Y+NHqJXh7w2YgHOBMS7eU1HgMyMVcRLMO2rqaaRvw8gjGajU/NyJTmbY1tMHItHUjaDtOgE3Va3a8pm2VZRdEDZuIjXmMWO2ZtlFTpq1d/c+gU+UL3LrGGW+SykioCcBxsFx5pq0fezCMJ5qQWbaqH2YG5WtZPr6tJWhrLvVm1afVNZ/XQVtjRYhVpq3Nqj/9HKvFE0iGc3h3/0HM7EygIxtFdhQuBm3N/T7Ae7E0kAAeIYgcEonVlgE74cfRT7jVbiiilnIU8vLCDvDmYGbUJDIHbfWNJuwyD81Fzd3aWRUYW2Oz0uuhb3aVjALTOhJwvaatIizqc2opvVaPw++fWoIrCsUAY0l5hACf/CIxmdUaTVT/mXBbchLw3ibgsa/bL8c1D9YrDdzL+6gacKvBydZHgZcfLF70B7GUhRF4dqumrX6/ViVFzPzagZca1+VPALOX+vf4aqOhcqoeqvpsJTqBUfvyCH/1/h5cfvKhwV014abyDUoCEbS1yaxyNdM2VjYZHLBMW01PKvC1PEJZOaJqqIxRN/ZhMOqP2mXaqvfUhY3I8qPjL0+vcyOyYhZfDZm2JQHJBjyeRfTjkV/lEYzNbQP42qmgvBrPVso+9YuWlFm2+Ywc62eG5DV2+Qa3NQVt9c+Z3Wd56pHAkWcBKY9XE5Zn2lZTHkFfARSKJtAdF9jZP4KrPnoEjpvdjgLC7gVtw1pxY2qrchVUswCMlIhcEomVZr64xarsQCVaUma3FnLFOjJenKyNdpoeKxytUNPWdMAFqhswTpSxXFtvW1uP/W3NdVMBbzJiAOvlKCpD2I2atplh+b266GiETFtAtvfg/uJyqiBQ/Tai2W/UYS79UWlwYZRHUJm2Zf0RkBe6QS6PcMx5wHEXu/8449VrNHYkbsEl4tSYjI1AyqgMF3XsGCfTFkBwApZeU9lbQrg7GVwLdcFbyAM//wwwvE//g4vjCsuSDAEK2sZScuLBz/GGEXSt4XWJxGRW6tDe4jJmx9ozzqZRRiauw+9jNF7M5q+kno3IIuZkgVpq2uoTD+Y9GBqJkWnr0rHInABjVXrCuI4IYFBLHavV+c2t8jT10JJ6pu2oDNpmh/Wgbdk1SEy/3q5m8zDzpuFWn+VkF7D8K95nRxvZ8BbJSnargAo52bciMXTFBXqHMkhqEaRiEQiEEHUt01Y/Fhay9iscqSYNeHQlqpIREHD5QFFr4E5LyRNMIVs8iXiSaWtVHiEmT3CWQVv9dVMn65wLWQuKscREP3kcsQK46D7r244JknmUadt9+NjfqWCz069LOFrMqjWCtvpSxVAomMuoFJVp6/WyoUoWfAI4bLkcgFntKgtUvxmWsVzTVCYhFLII2ubl74OUOaW0TQOW/Z37jzNeVobqx0HM3iCyUmmzD8BUHqFdHgcKFYIsdseiZhdLy8CQW3VHJ0ItPx/cDex9Hdj5J/l7VzNtbS6yg0Jl2voZTJrIOF4tlx7cBbRNd7Y94wWR3erLxvJ0/Thjd1ypN9NWTaTUUh5BrTyopRZukKhScIWcO6vDSsrBWATVVVJBEAPeqj60yAMLPwnMP93vFo0VTeiZtqagbWZobKZtcpL8Ws14MxzRx/UuZM3XI6LKFlokK9mdT1RpgmgcBw/KZKCEFsGUVAQFhBB1azNU87U6M20d0YKjRWoZVuUA3BCbQNBWZdoayzV8qmmrSjVYZUWaZ8mgDzrc3ojMvGy73Sbb1pgBLcu0dXPAs/rBYoDdTLXb6YG6CtACxddcZdoGfbZSSwLDe61fL79MPhxYtha49yJ98GBVK7nKzbCMTFvTpnnlgZzMoH4BE8BBuJeq2ZBlxTeBaQHM3iCyUmkJIlA8Pic6ZQAlOyQDuFaEzbGo2anzpqrt79ZkcC1U1uvgLvnz8H73HzPoG5FpSZkt7ueYYyIBrXibHCsd3O9Cpu14NW3dDtrqx5nssPWO7/UGbQH71Xd2/ydnCkg2YmAmEgVGs+6VRxivHIwKLgZxbB9N6pm2+eBuGKuygXMZuemwEPKzX74Judo7QV1bVaLG9UHbZG+i5RFCMtO2UxPACBANh3DMjHZMPeVwTDptvkttNe33wZq2juArSM0ragp2uanmTNukHHCV1LT1sjyCqZ0qEGh1UWnMkukzd/mMexsGqaBxNQPFcLh00yirGUenpbqtf+/WjqqR+Nj6tVpSL7Af8MO2lgSG9o1dmuS3ZJd8n0b6bMoj1PD5HfN/ywZ3mcHGXSroJKvan+Xmnep+O4icYmS6lCmvaasl5ed/dLBC0FYE80LdbZFocc+BwGTaxuTFrTrvHtSDtm7XtC3ki8GuwJVH0DOig5BpW8vnJJaWn7vhXvux20RFxgkiuzVGDodLgzKZQZugbR2BUyNoO1J9v1cBM/ngjTnmUfWsXSuPMN5GZB6tCp0Io6ZtgCcYtYRMPsqNlG4KbfXZb58BzDy+uvtVe74EaSItrMlVBFblESKajC2UK+jH8GgC1/7VHByWORonHzEFoT8WMK0jCbiVaauuVfPZxp3QCZiAfgKJHKAGV9Uue56oWrMttZQ8weSzxUGXX+URogmZCWR1MFUzzmpm382LK62GoC1QNggSlW/rJtVup3dUjaVkcDGiFQdK0bhcqhiErKRKtBQwtCdY5REAfWO0mKxVWM/gwWoSyJj91vtiId+69SrNWv35U/Ox27BKBW1VcCkU0jP+Bu3vq9DCEzuxtJ5pG6CgLSDPu0AxaOtmENW8QzmA4GXaulSzvxZGpm0Nr0usTa72yQ47H7QdL/NXjZvdeB/Ne0rYZQvWlWmrt92ujqdlm8ZZ+t8IVE1Ut7L+S65XLIJXRiJAgD77iio9UAjwJnMqGzg3Kl/Lztny91YJFv/r/wNO+vvq7ldtOhqkc/SYEghVlEdQZZiicUQLo7jkpTVIvPlruD7JYl6FKBr02BAwAeqJRA5TwVq3l3RYnRgqiel1wgq54hJyLw5mRtDW9FhqcwPLmrZh+ft8Vp6w81n3yyNUXUcrNvbk5MeJ1SghkXf2flVg37xUK5qUF5JBuMCtREvqQdsAlUcA5AAi0akHbeu4CLXajM/YxMYUvM9lWnuQsvCTwAc9qJtL5CW1WU+5Qk6eg8zZSPEOYLQf2PqozPqz+j9BXznhllhaHovzLtbKr0V50HbkgPzqZhBVnUtKJqADFLgxSn8FIdO2hvFdrA048D/ysxWzyXKvtz2wSRYwxgduBG1NE8ajA9a3EYWJ91kjyFJLeYR4MdO2USeqjcCkS8fjSLQ4NrSsaVtW+iJIzBuRBfVcpa71R/vl5+8TPwE+da/1bWPp6jOGjRV0ATomGxuRWZRHqLgRWVSu+Bnpk/93+/PeTBpHNL0msmCmrQMa8OhKVCVVesAqyOKkWrMtk5PkBUEh522mrRoYmF+P8WopGSds/UTg9kZk9WTa+pmhYrUkpR7q9TC/V6pGotvlPuqlpYK3EZmS7NI32ahj8JCeMvZ3KtvEPGAaOdCYFzBOOfFzwOylfreCyFnjZbOYxdrkMu3HbwSeu0NeJI2aMm/rWcrc6NqmAeuuKWZH+W1M0LZf/4OL4wo1KRu0uomKMZneYDVtY2ngwDY51nZ6SbcKENltZhTxINNWS1XItK0zey4SkwHMavu9lijWrm/UoK2mb1znWnmEePE1ssrmjY7Tp/xk3ogsqOcqlSAy3Ctfay0JdMyo/36jMVPpj4BQk8Z25RHsJpTDEfk67X9b/39hbz6vEb2cAxDc/tNAGvDoSlQlVYTcrp6cU1QNq1qCtgcPyAs4lQXgRa0gFSA2B/2MWkp29bn0E7YacLgVAK+1xITKBgBM9WR9DNraZT1MlLqINfddtfOpWzXTnKLeyyAGbdUxoZ7Bw/GrgfN+UPq78kzbUFgOIIO01JWI6heJFScxzdSFkZm5PMJIH7D5/wJ3nV38e6MGOZxgdW7zk6qVf/CAvhpKD966eQwPh8sutANWHsHLjXLtTCjTNg30b3d+EzKguHLPLtCuxrBufK7VpFB6sn3ZlXpLFGgJmYRQbftjpmNco9bxjyaLk2luJKZETdnIVoFh9ZhBWHFQTiXuBPlcpQKSQ3ucvUZV4/ogHZONSWO7oK3F2EQF3ONtQO9b8nfZYW/e07CmTwKhtVceOiSgue5EDvAqaKtUu0Q+2SUzEb3OtFWZx+aslvEGxOqErS4q3Fqar96ragPfEavyCD6dWOPtQPdhzt6nCnyaByDJLvk16Cc+1b+aNWib6AB6FpT+TmVSqP6bnlp/7VwiCp5IrDiJaSYK1pm2qiyCKAAH3in9eyvXtD35auD4S+R5IijBikhMBtfbppnKWbg8rhizaihAAQJ1Lnd7tVolEynJpTLvnK5nCxQ3LLXLwHMzaKukp8oA1ejA2OubegMx0VqDtuliwLOe0gx+iiaKGfZuXONoSWBwl/zeKmirXrMglj5TiTtBr1ccbwcGdzoctI0Dub0I1DE5rDJtLT5rYc36Glq9d+YJltEBuWmb25/XSMyUacuQY734ClLzSnTKgcfk+d48Xs3lEbLFwaUnQVt9cGcejKmlXrblEfQTdj4jA1BuBaGMjI4qX4eSC2efyyNcdF9p7VknGLWOTe+V2hU1aMt1ysUaINPWrr/PWmwdkBmPmuFWEzepycDB3tYNyBA1q3DU5sIoN/bzri4kFTVJmsvIFROFfOteyCS7ihORQRFVQdvpwH49wO7FRa15SWuQgl6aKtPkY0mmiQRh1Fg36ULQVrEtj+Bm0FYf66amAH/4MfD8XcBnHiu7SZ1BWy0lAzrV9sNYW7FUQ6PWrdRMQVs3JiiiCblHBWC/2dmRZwGHfcT5x65XNFEs/RXk9zbRAQzscDhoq9W2KZ8XonFTeYSydqkkq3JqnGE+No3268cKl9/TiCnTNsj9p0G06GiRWkI4AvzdRm8eK9EJHPqhKm/bVQwMpafKAWbHTNeaZjAGsqaliGqpl92FozoJ5Ebd24QMkCfF828HJh9R3e3Ny0D8nt13Izhp1EUzDb7Hy/AICtW/ghy0tRs8nHXzxO7XKI+gD2yTk/TyCBykEDUVddFUzioAG2sD9r4mv8+ZNvfJDALRbj07l8eIwFCZtlPme1d2ydhdW21sFaAAQcxixY/XVMBY1LDZa9s0+TXlYtkNu8ldIzDi4uc6oa+as1sKXU/GppYA+t+rfjKppDxCgJfQVxJNFK8j3JhE05KVyyMAwPKvOP+4TlCf/exwsM9VaiWpkytrjTJ8ATomR1UNaYva1dG49XFJlW5Sx42uQ2R2vBfXzuaatrweqhuDtkRO+PTD1d/WfFKJaMClv3S+PVbCEWDNf5cOwNX3dnVSjUxbm9lhJ009svrbBnlJoRPUibT8YmnSofJfkKWnyq8qMzhIVJvsLkInWltabURWyMms60SnzLBrxAsYIrIXHmezD7N4W3FZbGawmImfHQbQ3bg1IJtVJCZLV6WnFX/nyUWtOWgbICoQ4ueu9mqyuvvw6v+PF2MQu9fEzY3I1PFDrcSyUnd5hKQ8VtVSHiEzJPtv0JfQ21FlQMKaexvIqWzDggfXUk5SkyaZoWC/typZRB2znBCN6306QNeXUX3TPKvPufpbOaFPKLfrm7OlJgODuz3KtI0x09ZBDNoSeS0UKmawel3DqDxYpVWZaZvP+JttUc5c2L+Zdc4p/fn8Hwd/wNc2XX5t7/G3HVZUpq2qGewUNYmQz8rPUrIL2LUl+O8VEdWm4mYfZefReLvMWgPkkuPssPxeLSdu1CBHs4rG5XtTUgvV5Qv28sztIAUI1GqZzLC/7bj8idpun+gEjj4HmHuSO+2pxM1MWxWkMQdtVakVpd462eNdE5SLt8ngT9YmkNQIJrLZXU33b8q03fmSNysrnRLR5OtSS51jPxjZ9Q5uPmhcJwTomKwlZBDUapJPS9hk2urjDFWOaM4yYPvzekknjzJtQ+FgndsaFIO2RH5Qy2XMm4L50g79pGR1EQoUM21zo8Eqkq/qLAGNO1Acz/k/Bjpnl/7OLiM6SCbPB877QbCDtk7X6DM2IsvLzKBEFzC4B+iY4ezjEJG/rDbBBKyDJTE9oBGJyaCtunA3gra51q1pG0RqPKQl5XvpyfJRtQQ3gOURQiHgiDOAo872uyW1CYWAU7/kz2OrMb0b/aZtGnBgW3EvCkAeV6KmQJWwWDZdC/UZqPa4pOoeZ4YadyxulOAoVL5dPfef0wNt258H5n/Uncdxg0oyygwF+1w171S50aeTmw+6+VmeKKMvWWXaJou1k83Mq4DWrJc/P/NDPaPeo0zbIPedBsJXkcgPsbRchuf3cgF1UrI60AOlmbZBCtpq5pOTCNZJ1SlT3+d3CyYmFAJ6FvjdCmtq6ZTTkyXGRmSmTFs/MumJyF1GkK1MbnTsahRVCqltGjCwsxisNTbuKUy8JAs5T2WWamn53o30wf1M27LMqaCNZU671u8WNBYV9HQjeHny1UD/dmBoj/w5GpcbCqXNQdt6NyLTA5jVXpuEw3JyarRfX23QgCsH3A7aavpGZAf3y58PP82dx3FLNC4nB4L83k49EljxT87ep99JVVaMzcYsJme0cTYiA2Tij9Czp0f63T/fhDXZpiD3nQbCoC2RH5ysu1MPdcC2KzWgyhAEOWjbjDVtyR0dM2RN4NQUZ+9XBXJUTVu1RCvM8ghETSWiAXmLepb50bEZ/GoZc/sMoO/d4g7lqkxCo2amNSsjaJuU34/0uf/+aCm9PwSwpi3VTvUhN/pN5yz5L3tQbib0m2/KYJpZvYFTtTlxLRl4qW5geF/jHs/UxJmrmbajwO9vlT8HMRhYSTShJxm1WMgoiO+Tliyu6isPuKp+ViibDC5f0RMKyePU6IAHmbaaPF6xDJQjWuwTSBQQ7T3A7lf8bkWR3clJnQTymWAtzY8mihfAzZppS86LpYFP/tT5+9USwHCvDOaEI0BaDwqzpi1Rc4nYbERmVUJIZdq263W+h/bqdVP13dZZ0zZYjPIIKdMycZffHzUBHdRMWxrrrP/XfuM4FbR1k5YEeo6Vx5cxQdt6M21VTdsa+n16ijy2Wa02aCSuZdrqm7u9ucGd+3ebek9bLVsyGtDyCICeaGURtAXkBHLYdE1vVYYplpbZ8a6f31LAwV5eCzmEQVsiP5z8D8DCC/1uhXT2zfb1R7UEcPCAnmkboMGYliruys1MW/Kblgay24uDI7X7uNWmAETUuCJx+6DtmExbPYAT7yheuHfONpVHsNi8jPyjMqO1JBBTy9xdHltoSZlpK/L647VYYKQRzfmg/d9UsL9gkY3vtHi7DLyY1TsRNJGgbWqKzLTNDgczO9Fv5vPCx37oXzsmSptA9nUzMJ53gLLHVV/Kjlhn2gJyEtD8OSzkx5ZhiqVlySa3g7bxNmDf687vI9KiOFok8kOiQ/4LgtlL7f+mMm2DthFZSXmEBl2SRc1DXXiroK264DeywYmoKUSi1huRWa1GSXTp34RkQDB7UGalGRuRNWgNyGal3otYqrjBktuMTFs9y49jmcamgiV2m/s6Kd4OjA6W/s6pTNtaAnSqZnd2pJidSEXmvRSmv9/ftkxEq2baBjFYHdHr0WaHxgZt1d/Kk0WExUSOmlB2e9I41iYndNSqI6oLg7ZEZM+8EVmQyiOUbERG5DNVl7CQK10GZJWRR0SNKxKzybQdGbsaJRwGzvgGMGMh8M5TcgOh9NRioEXkGaQLEpUdGe/0LmNQSwGDu2UAH2B/aHQqkFLwKmhblmlbd9BWlQWpITzQNRd4b7OeadugGXV/9c/u7UEQ0V/LRl1VobIkWzVoG6TnHQrpm1cexJgVpupv5XvUlF+XAMVJSbcD0vE2WTrO6X1EWlSDHkGIyBPq5BDkjchY05b8FksBmWF5oaYGeMlJwNyT/G0XETkrEpOBkfIsWbt6jod9uPj/ABm07d8uv2embbC8/+P6aolwcbWE24zyCMy0bRrL1gJHrnT/cexq2pYvha5FcpL8WkuAsfswYNdLchzeOWfij+2nQ092/zFU+ZVGo85rQco49YKawAja89YS8pxhda7QyoK2BTVWKQvaGpm2Lj+3mJ5hG6SkrwbGoC0R2YvpGYRBK48QTZp24Ba80CF/RfVJBPPg6OL/ZL8kajbqPJgbLQ3sWdW0NVMXR+kpwN7X5Pf5bLDOq62uvQc46Sr5vVtZd+W0FMsjNJvjPuXN46ilx2b1ZtqmJsuvkRqDtvF2YPYHZKkEGuvULwGT5vndiokxMm1bLGQUxExboHi9YZWsZGTh6tTqkfLnoIK2bp9v1OOwbIojWuwTSEQ10dJy85SgXVxqyeJsot0uvkReUZMb+WxxYFvLRQ8RNQaVfZM9WBq0zQ7LgKwddZ5KTS6WR8hnvAsOUm0mz/fmccozbYMWIKDgssq0rXcjslS3/FrLuDocBi76GTchq+Toc/xuwcS1enmEoE2kaQlZF98qiF5eHkEFbcvLI6isb7cD8XH9cVjT1hG8qiQie7G0PDnkM8EakKkaokRBoMp1WNWOIqLmEYnKCczsMIDJxd+PDoyTSaUHQWLtciIUKG5cSMFz1NnA/NPdfxxm2tJEWW1EVm+5MDUp1Ta9tv/nVTkR8l6rZtqq7NCgld+LJuUmx1bvR/m1saqtXZ505Vl5BAZtncTRARHZU0HboJVH0BJyp1qg/uVgRPXS0vqGfdnWy0YgajVacuykYWaoeCFk5dBT5NdYuhi0zWc5yRNUoZA3myqp/lDIy8cMWoCAgstqI7J6M21DIWDNfwM9C+prGzWPoJYJcJsKNAZt0+tEB3Bwv/V1b3n2fV6VR7Cpaet2vd72Gfrj8LzmhBabNiGimsTa5AkrdzBgQduUzP7NZ8GNyMh3alA72sflzkTNzmqlx3hB2+MuBhZeCAztlhdVauNCBm1bW6ITGOnn5DPVzm4jsnr7kdWGitS6VPBSq3B+a0Zq0k6VGAiKeAfQ9651pm159n0hK48H5ZsTGuUR3M60TckNmb1YtdICGLQlInvqIvTg/mAFbdUJZ3RAr73FoC35yAjaDrTeEjKiVqPKoZhlBivvDh4OA+EYkOyW2XB3nikvsDjJ09oSnXo99EzwdimnYIu1yeOOMCUuMPhPTlNj2kqTks3qyLOAw0/zuxWl4u3Awd5iKZOSv7WVZdpmra9JvMq0BYCVN7j/GC2CR3Yisqcl5QDw4H4gGqCgbTQmswFGB8BMW/JdOCLrftnVmSKi5mGZaTtY3HSjEnPtx9woNyxsdSqLbeQAg21Um3i7DMrkRou/E/mxWXVE9VDHJasgYbNb/hWg6xC/W1Eq0SmvyS0zbTtKg7Z2+2x4VdOWHMUjOxHZC4XkwX24F4gEbMmUOjkx05aCINEpPyccBBE1t1hKljdQhJBLEmvNRMpnmGnb6iKaDIbY1SgksqMC/uYgjRDsR+Ss2R8ADjmRkwFBEW+XK32srjXi7UCmLGhbKdO2FbOnGxg/gURUWUxfbhG02ntGPS8OUikAEp3A8L7gfU6IyFnl5RHyGXlxVKk8gtlljxSzloJUdoj8kegADh7ghB/VJhyRx5GSIE2dG5ERleuYAZx5o9+tIEVN1tgFbUdMmxPabXbaNl1+TU12vn3kGkY6iKgyNRMXtM0JVNBWCL9bQiSDtkN7WR6BqNlp6dLyCGrjj2qDtrF05Qsvai3xdj3TliuGqEaJsuXQIs9jClEzS3TJr1aTM6rOtVLIWq/mibcBf/c4kOp2o4XkEgZtiaiy9FT5NXDlEdqB0X6wpi0FQrILyI0waEvU7LREaaZtZlDWtK6lPq2aDGVmPsU79Jq2DLZRjRKdMktbYaYtUXNLdMqvljVt28s2IsvZT+LwurnhMGhLRJW1TZNfg1b7xlzTluURyG9qIBW0jHQiclb5RmSZCdSzVceJaNK5dlFjUoE3jmOoVumpwNCe4s8iz4ljombWrpc2yI+O/VuqW+6tUSjIn7PDrbmBXJPiCIGIKlO1bwIXtNUzbUUB3IiMfKeCtkHLSCciZ6k670pmSC43rIXKsK0lO5eaU7ILGNzF+sZUu/RUWZZJKeS5YRRRM1Ollcy1a5X0NFlff3if/Dl7UNbgp6bAIzsRVaZq3lRbr88ryS6ZnVJgDS8KAFVnipm2RM0t2QWM9BV/Hh2o/fxoVWeOWlP7DKD3LZ47qHbpqcDQ7uLPLI9A1PzCEWDaMWN/H40B6SlyEhAAcgzaNhNO8RNRZXOWAYctB5KT/G5JqdQUYPhpOavI5WDkN5ZHIGoNiS5Zg1TJDNUetO1ZAGx/3slWUaNq7wHyGS5jpdqlpwLbfl/8meURiJrfZY/CdoVp5xyg9y9A37vAtmcYtG0iPLITUWWpbuCMr/vdirHSk4GhfQzaUjCkJsuvLI9A1NzUKg8lM1R7+aDFlwILL3SwUdSwJh3qdwuoUXXPA3rf1vd2COnjYWbaEjW1SskhM48DXv9vYOcW+fOx/8uTJpH7WB6BiBpTaorcgKGQ5Q7c5L+uOfIr68kRNbdEpyyPoDb7mMhGZOFw8OrEkz+6DgFOugpYcqnfLaFGM+lQIDcCDOyQP7M8AlFre99KYM+rwPQF8mdVuo0aHtPTiKgxpafKJYW7XgHyWb9bQ60u0QmceCUw+4N+t4SI3JTokhtgZgaBRIcetA1YzXdqLMyGoomIaED3YcDuPwMdM+VxiZm2RK2rvQf4mwfksWFoD9Axy+8WkUOYEkREjSmWkstUX7xPBnCJ/Lbwgtp3kSeixqIlZf3RoT3y59FBfu6JyB8zFgI7X5TfF/JAiJf2RC0t0SHHKV2HcBKnifDITkSNq2O2/Lrscn/bQURErSEUkllt/e/JnyeyERkRkRN6FgI7VNCWezwQETUjBm2JqHGpWrbcyIOIiLzSOQvo3y6/zwwwaEtE/ug5Ftj/FjDSz43IiIiaFKfjiKhxnfg5oPctmflERETkhc45wIFt8vvMEDcVIyJ/pLpl3cqdL+o1bbkxLxFRs2GmLRE1rilHAO9b4XcriIiolfQsBLa/AAgBHDwg66sTEflhxiLgf/4gv4/G/W0LERE5jkFbIiIiIqJqzVgEjPQB770gvya7/W4REbWqnoXAu3+U30cT/raFiIgcx6AtEREREVG1tASw6ELgye/KJcnJSX63iIhaVc+C4saIEZZHICJqNgzaEhERERHVYsEnZF3bcBSIxvxuDRG1qo5Zxe+5xwMRUdPhRmRERERERLWItwMfvw0o5P1uCRG1slBIZvsf3O93S4iIyAUM2hIRERER1Wra0X63gIgIOOvbwJ5X/W4FERG5gEFbIiIiIiIiokY0Zb78R0RETYc1bYmIiIiIiIiIiIgChEFbIiIiIiIiIiIiogBh0JaIiIiIiIiIiIgoQBi0JSIiIiIiIiIiIgoQBm2JiIiIiIiIiIiIAoRBWyIiIiIiIiIiIqIAYdCWiIiIiIiIiIiIKEAYtCUiIiIiIiIiIiIKEAZtiYiIiIiIiIiIiAKEQVsiIiIiIiIiIiKiAGmpoO0Pf/hDzJs3D4lEAkuWLMHvfvc7v5tEREREREREREREVKJlgrb33XcfvvCFL+BrX/saNm3ahFNOOQVnnnkmtm3b5nfTiIiIiIiIiIiIiAwtE7S95ZZbsGbNGnzmM5/B0Ucfje9+97uYM2cO/u3f/s3vphEREREREREREREZWiJom8lk8Pzzz2PFihUlv1+xYgV+//vf+9QqIiIiIiIiIiIiorGifjfAC3v37kU+n8f06dNLfj99+nTs3LnT8v+Mjo5idHTU+Lmvrw8A0Nvbi2w2615jaYxsNovh4WHs27cPmqb53RxqMOw/VA/2H6oH+w9NFPsO1YP9h+rB/kP1YP+herRS/xkYGAAACCEq3q4lgrZKKBQq+VkIMeZ3yg033ICvf/3rY34/b948V9pGRERERERERERErWFgYACdnZ22f2+JoO2UKVMQiUTGZNXu3r17TPatcs011+Dqq682fi4UCujt7cXkyZNtA73kjv7+fsyZMwf/8z//g46ODr+bQw2G/Yfqwf5D9WD/oYli36F6sP9QPdh/qB7sP1SPVuo/QggMDAxg5syZFW/XEkHbWCyGJUuWYP369fj4xz9u/H79+vU477zzLP9PPB5HPB4v+V1XV5ebzaRxdHR0NP0Hl9zD/kP1YP+herD/0ESx71A92H+oHuw/VA/2H6pHq/SfShm2SksEbQHg6quvxurVq7F06VKceOKJuP3227Ft2zasXbvW76YRERERERERERERGVomaHvhhRdi3759+MY3voEdO3ZgwYIFeOSRRzB37ly/m0ZERERERERERERkaJmgLQBcccUVuOKKK/xuBtUoHo/juuuuG1Ougqga7D9UD/Yfqgf7D00U+w7Vg/2H6sH+Q/Vg/6F6sP+MFRJCCL8bQURERERERERERERS2O8GEBEREREREREREVERg7ZEREREREREREREAcKgLREREREREREREVGAMGhLnvjtb3+Lc845BzNnzkQoFMIvfvGLkr/v2rULl156KWbOnIlUKoWVK1fi9ddfL7nNzp07sXr1avT09CCdTmPx4sX4z//8z5LbvPbaazjvvPMwZcoUdHR04EMf+hA2btzo9tMjlznRf9588018/OMfx9SpU9HR0YFPfvKT2LVrl/H3t99+G2vWrMG8efOQTCZx+OGH47rrrkMmk/HiKZKLvOg/yq9+9SssW7YMyWQSU6ZMwfnnn+/mUyOX3XDDDfjABz6A9vZ2TJs2DR/72MewdevWktsIIXD99ddj5syZSCaTWL58OV5++eWS24yOjuKqq67ClClTkE6nce655+Ldd98tuc3+/fuxevVqdHZ2orOzE6tXr8aBAwfcforkIi/7j/m2xx13HEKhEDZv3uzWUyMPeNl/OH5uLk71ndtvvx3Lly9HR0cHQqHQmHMSx87Nyav+o3Ds3Fyc6D+9vb246qqrcOSRRyKVSuGQQw7B3//936Ovr6/kflpl7MygLXliaGgIixYtwve///0xfxNC4GMf+xj+8pe/4KGHHsKmTZswd+5cnH766RgaGjJut3r1amzduhUPP/wwtmzZgvPPPx8XXnghNm3aZNzm7LPPRi6Xw4YNG/D888/juOOOw6pVq7Bz505Pnie5o97+MzQ0hBUrViAUCmHDhg146qmnkMlkcM4556BQKAAAXn31VRQKBfzoRz/Cyy+/jO985zu47bbb8NWvftXT50rO86L/AMDPf/5zrF69Gpdddhn+9Kc/4amnnsJFF13k2fMk5z3xxBP43Oc+h2eeeQbr169HLpfDihUrSs5NN910E2655RZ8//vfxx//+Ef09PTgjDPOwMDAgHGbL3zhC3jwwQdx77334sknn8Tg4CBWrVqFfD5v3Oaiiy7C5s2bsW7dOqxbtw6bN2/G6tWrPX2+5Cwv+4/y5S9/GTNnzvTk+ZG7vOw/HD83F6f6zvDwMFauXGk7FubYuTl51X8Ajp2bkRP957333sN7772Hb3/729iyZQvuuusurFu3DmvWrCl5rJYZOwsijwEQDz74oPHz1q1bBQDx0ksvGb/L5XKiu7tb/PjHPzZ+l06nxd13311yX93d3eInP/mJEEKIPXv2CADit7/9rfH3/v5+AUA89thjLj0b8tpE+s+vf/1rEQ6HRV9fn3Gb3t5eAUCsX7/e9rFuuukmMW/ePOefBPnGrf6TzWbFrFmzjOMRNafdu3cLAOKJJ54QQghRKBRET0+PuPHGG43bjIyMiM7OTnHbbbcJIYQ4cOCA0DRN3HvvvcZttm/fLsLhsFi3bp0QQohXXnlFABDPPPOMcZunn35aABCvvvqqF0+NPOBW/1EeeeQRcdRRR4mXX35ZABCbNm1y/0mRZ9zqPxw/N7+J9B2zjRs3CgBi//794z4Wx87Nx63+w7Fza6i3/yg/+9nPRCwWE9lsVgjRWmNnZtqS70ZHRwEAiUTC+F0kEkEsFsOTTz5p/O7kk0/Gfffdh97eXhQKBdx7770YHR3F8uXLAQCTJ0/G0UcfjbvvvhtDQ0PI5XL40Y9+hOnTp2PJkiWePifyTjX9Z3R0FKFQCPF43LhNIpFAOBwu6WPl+vr60N3d7VLLKQic6j8vvPACtm/fjnA4jOOPPx4zZszAmWeeOWapGDU2tSxLHRfeeust7Ny5EytWrDBuE4/H8eEPfxi///3vAQDPP/88stlsyW1mzpyJBQsWGLd5+umn0dnZiWXLlhm3OeGEE9DZ2WnchhqfW/0HkGVe/vZv/xb33HMPUqmUF0+HPOZW/+H4uflNpO/U81gcOzcXt/oPx86twan+09fXh46ODkSjUQCtNXZm0JZ8d9RRR2Hu3Lm45pprsH//fmQyGdx4443YuXMnduzYYdzuvvvuQy6Xw+TJkxGPx3H55ZfjwQcfxOGHHw4ACIVCWL9+PTZt2oT29nYkEgl85zvfwbp169DV1eXTsyO3VdN/TjjhBKTTaXzlK1/B8PAwhoaG8I//+I8oFAolfczszTffxK233oq1a9d6+XTIY071n7/85S8AgOuvvx7XXnstfvnLX2LSpEn48Ic/jN7eXt+eHzlHCIGrr74aJ598MhYsWAAAxtLh6dOnl9x2+vTpxt927tyJWCyGSZMmVbzNtGnTxjzmtGnTuDy5SbjZf4QQuPTSS7F27VosXbrU7adCPnCz/3D83Nwm2ncmgmPn5uNm/+HYufk51X/27duHb37zm7j88suN37XS2JlBW/Kdpmn4+c9/jtdeew3d3d1IpVJ4/PHHceaZZyISiRi3u/baa7F//3489thjeO6553D11VfjggsuwJYtWwDIg8IVV1yBadOm4Xe/+x3+8Ic/4LzzzsOqVatsA3PU+KrpP1OnTsX999+P//qv/0JbWxs6OzvR19eHxYsXl/Qx5b333sPKlStxwQUX4DOf+YzXT4k85FT/UbVtv/a1r+ETn/gElixZgjvvvBOhUAj333+/b8+PnHPllVfixRdfxH/8x3+M+VsoFCr5WQgx5nflym9jdftq7ocag5v959Zbb0V/fz+uueYa5xpMgeJm/+H4ubk53XfscOzcnNzsPxw7Nz8n+k9/fz/OPvtsHHPMMbjuuusq3kel+2lkDNpSICxZsgSbN2/GgQMHsGPHDqxbtw779u3DvHnzAMiZ2+9///u444478NGPfhSLFi3Cddddh6VLl+IHP/gBAGDDhg345S9/iXvvvRcf+tCHsHjxYvzwhz9EMpnET3/6Uz+fHrlsvP4DACtWrMCbb76J3bt3Y+/evbjnnnuwffv2ktsActD5kY98BCeeeCJuv/12r58K+cCJ/jNjxgwAwDHHHGP8n3g8jsMOOwzbtm3z9gmR46666io8/PDD2LhxI2bPnm38vqenBwDGzOjv3r3byCDo6elBJpPB/v37K95m165dYx53z549YzIRqPG43X82bNiAZ555BvF4HNFoFPPnzwcALF26FJ/+9Kdde17kDS/6D8fPzamevlMLjp2bk9v9h2Pn5uZE/xkYGMDKlSvR1taGBx98EJqmldxPq4ydGbSlQOns7MTUqVPx+uuv47nnnsN5550HQO4+CQDhcGmXjUQixiyd3W3C4XDJDu/UvOz6j9mUKVPQ1dWFDRs2YPfu3Tj33HONv23fvh3Lly/H4sWLceedd47pS9Tc6uk/S5YsQTwex9atW43bZrNZvP3225g7d65nz4GcJYTAlVdeiQceeAAbNmwYM8kzb9489PT0YP369cbvMpkMnnjiCZx00kkAZN/QNK3kNjt27MBLL71k3ObEE09EX18f/vCHPxi3efbZZ9HX12fchhqPV/3ne9/7Hv70pz9h8+bN2Lx5Mx555BEAsqzUP//zP7v9NMklXvUfjp+bjxN9p1ocOzcfr/oPx87Nyan+09/fjxUrViAWi+Hhhx8u2X8EaLGxs1c7nlFrGxgYEJs2bRKbNm0SAMQtt9wiNm3aJN555x0hhNwNcOPGjeLNN98Uv/jFL8TcuXPF+eefb/z/TCYj5s+fL0455RTx7LPPijfeeEN8+9vfFqFQSPzqV78SQsjdbydPnizOP/98sXnzZrF161bxpS99SWiaJjZv3uzL8yZn1Nt/hBDijjvuEE8//bR44403xD333CO6u7vF1Vdfbfx9+/btYv78+eK0004T7777rtixY4fxjxqbF/1HCCE+//nPi1mzZolf//rX4tVXXxVr1qwR06ZNE729vZ49V3LWZz/7WdHZ2Skef/zxkmPC8PCwcZsbb7xRdHZ2igceeEBs2bJFfOpTnxIzZswQ/f39xm3Wrl0rZs+eLR577DHxwgsviNNOO00sWrRI5HI54zYrV64UCxcuFE8//bR4+umnxbHHHitWrVrl6fMlZ3nZf8zeeustAUBs2rTJ7adILvKq/3D83Hyc6js7duwQmzZtEj/+8Y8FAPHb3/5WbNq0Sezbt08IwbFzs/Kq/wjBsXMzcqL/9Pf3i2XLloljjz1WvPHGGyX304pjZwZtyRMbN24UAMb8+/SnPy2EEOJf//VfxezZs4WmaeKQQw4R1157rRgdHS25j9dee02cf/75Ytq0aSKVSomFCxeKu+++u+Q2f/zjH8WKFStEd3e3aG9vFyeccIJ45JFHvHqa5BIn+s9XvvIVMX36dKFpmjjiiCPEzTffLAqFgvH3O++80/IxOLfV+LzoP0LIyaUvfvGLYtq0aaK9vV2cfvrp4qWXXvLqaZIL7I4Jd955p3GbQqEgrrvuOtHT0yPi8bg49dRTxZYtW0ru5+DBg+LKK68U3d3dIplMilWrVolt27aV3Gbfvn3i4osvFu3t7aK9vV1cfPHFYv/+/R48S3KLl/3HjEHb5uBl/+H4ubk41Xeuu+66ivfDsXNz8qr/CMGxczNyov/YXbsBEG+99ZZxu1YZO4eEEKKWzFwiIiIiIiIiIiIicg+LzhAREREREREREREFCIO2RERERERERERERAHCoC0RERERERERERFRgDBoS0RERERERERERBQgDNoSERERERERERERBQiDtkREREREREREREQBwqAtERERERERERERUYAwaEtEREREREREREQUIAzaEhEREREREREREQUIg7ZERERERCaXXnopQqEQQqEQNE3D9OnTccYZZ+COO+5AoVCo+n7uuusudHV1uddQIiIiImpaDNoSEREREZVZuXIlduzYgbfffhuPPvooPvKRj+Dzn/88Vq1ahVwu53fziIiIiKjJMWhLRERERFQmHo+jp6cHs2bNwuLFi/HVr34VDz30EB599FHcddddAIBbbrkFxx57LNLpNObMmYMrrrgCg4ODAIDHH38cl112Gfr6+oys3euvvx4AkMlk8OUvfxmzZs1COp3GsmXL8Pjjj/vzRImIiIgokBi0JSIiIiKqwmmnnYZFixbhgQceAACEw2F873vfw0svvYSf/vSn2LBhA7785S8DAE466SR897vfRUdHB3bs2IEdO3bgS1/6EgDgsssuw1NPPYV7770XL774Ii644AKsXLkSr7/+um/PjYiIiIiCJSSEEH43goiIiIgoKC699FIcOHAAv/jFL8b87a//+q/x4osv4pVXXhnzt/vvvx+f/exnsXfvXgCypu0XvvAFHDhwwLjNm2++iSOOOALvvvsuZs6cafz+9NNPxwc/+EF861vfcvz5EBEREVHjifrdACIiIiKiRiGEQCgUAgBs3LgR3/rWt/DKK6+gv78fuVwOIyMjGBoaQjqdtvz/L7zwAoQQeN/73lfy+9HRUUyePNn19hMRERFRY2DQloiIiIioSn/+858xb948vPPOOzjrrLOwdu1afPOb30R3dzeefPJJrFmzBtls1vb/FwoFRCIRPP/884hEIiV/a2trc7v5RERERNQgGLQlIiIiIqrChg0bsGXLFvzDP/wDnnvuOeRyOdx8880Ih+U2ET/72c9Kbh+LxZDP50t+d/zxxyOfz2P37t045ZRTPGs7ERERETUWBm2JiIiIiMqMjo5i586dyOfz2LVrF9atW4cbbrgBq1atwiWXXIItW7Ygl8vh1ltvxTnnnIOnnnoKt912W8l9HHrooRgcHMRvfvMbLFq0CKlUCu973/tw8cUX45JLLsHNN9+M448/Hnv37sWGDRtw7LHH4qyzzvLpGRMRERFRkIT9bgARERERUdCsW7cOM2bMwKGHHoqVK1di48aN+N73voeHHnoIkUgExx13HG655Rb8y7/8CxYsWIB///d/xw033FByHyeddBLWrl2LCy+8EFOnTsVNN90EALjzzjtxySWX4Itf/CKOPPJInHvuuXj22WcxZ84cP54qEREREQVQSAgh/G4EEREREREREREREUnMtCUiIiIiIiIiIiIKEAZtiYiIiIiIiIiIiAKEQVsiIiIiIiIiIiKiAGHQloiIiIiIiIiIiChAGLQlIiIiIiIiIiIiChAGbYmIiIiIiIiIiIgChEFbIiIiIiIiIiIiogBh0JaIiIiIiIiIiIgoQBi0JSIiIiIiIiIiIgoQBm2JiIiIiIiIiIiIAoRBWyIiIiIiIiIiIqIAYdCWiIiIiIiIiIiIKED+f+mV6SP1vk64AAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_long[\"date\"],\n", + " comparison_long[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_long[\"date\"],\n", + " comparison_long[\"Q_calibrated_3_m3s\"],\n", + " label=\"wflow calibrated_3\",\n", + " linewidth=0.8,\n", + " alpha=0.8\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 6000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"wflow calibrated_3 versus GRDC at Lobith\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "726db603-048f-4828-b4ba-f8219d559e5f", + "metadata": {}, + "outputs": [], + "source": [ + "def calculate_scores(data, obs_col, sim_col):\n", + " d = data[[obs_col, sim_col]].dropna().copy()\n", + "\n", + " obs = d[obs_col].astype(float)\n", + " sim = d[sim_col].astype(float)\n", + "\n", + " bias = (sim - obs).mean()\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + "\n", + " eps = 1.0\n", + " log_obs = np.log(obs.clip(lower=eps))\n", + " log_sim = np.log(sim.clip(lower=eps))\n", + "\n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) ** 2).sum()\n", + "\n", + " return {\n", + " \"bias_m3s\": round(bias, 1),\n", + " \"rmse_m3s\": round(rmse, 1),\n", + " \"log_nse\": round(log_nse, 3),\n", + " \"n_days\": len(d)\n", + " }\n", + "\n", + "\n", + "def make_score_table(data, model_columns, obs_col=\"Q_grdc_m3s\"):\n", + " rows = []\n", + "\n", + " for run_name, sim_col in model_columns.items():\n", + " scores = calculate_scores(data, obs_col, sim_col)\n", + " scores[\"run\"] = run_name\n", + " rows.append(scores)\n", + "\n", + " table = pd.DataFrame(rows)\n", + " table = table[[\"run\", \"bias_m3s\", \"rmse_m3s\", \"log_nse\", \"n_days\"]]\n", + "\n", + " return table" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "fc6df7f7-9dbb-4b28-a3fb-9e5c7f16a868", + "metadata": {}, + "outputs": [], + "source": [ + "def fit_quantile_mapping(obs_train, sim_train, n_quantiles=101):\n", + " obs_train = np.array(obs_train)\n", + " sim_train = np.array(sim_train)\n", + "\n", + " qs = np.linspace(0, 1, n_quantiles)\n", + "\n", + " sim_q = np.quantile(sim_train, qs)\n", + " obs_q = np.quantile(obs_train, qs)\n", + "\n", + " # Dubbele simulatiewaarden verwijderen\n", + " sim_q_unique, unique_index = np.unique(sim_q, return_index=True)\n", + " obs_q_unique = obs_q[unique_index]\n", + "\n", + " return sim_q_unique, obs_q_unique\n", + "\n", + "\n", + "def apply_quantile_mapping(sim_values, sim_q, obs_q):\n", + " sim_values = np.array(sim_values)\n", + "\n", + " corrected = np.interp(\n", + " sim_values,\n", + " sim_q,\n", + " obs_q,\n", + " left=obs_q[0],\n", + " right=obs_q[-1]\n", + " )\n", + "\n", + " return corrected" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "3aa76c70-1259-484e-a4c0-fd089dc6b78c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Kalibratieperiode:\n", + "1987-01-01 00:00:00 t/m 2000-12-31 00:00:00\n", + "Aantal dagen: 5114\n", + "\n", + "Validatieperiode:\n", + "2001-01-01 00:00:00 t/m 2019-12-30 00:00:00\n", + "Aantal dagen: 6938\n" + ] + } + ], + "source": [ + "cal_start = \"1987-01-01\"\n", + "cal_end = \"2000-12-31\"\n", + "\n", + "val_start = \"2001-01-01\"\n", + "val_end = \"2019-12-30\"\n", + "\n", + "calibration_data = comparison_long[\n", + " (comparison_long[\"date\"] >= cal_start) &\n", + " (comparison_long[\"date\"] <= cal_end)\n", + "].copy()\n", + "\n", + "validation_data = comparison_long[\n", + " (comparison_long[\"date\"] >= val_start) &\n", + " (comparison_long[\"date\"] <= val_end)\n", + "].copy()\n", + "\n", + "print(\"Kalibratieperiode:\")\n", + "print(calibration_data[\"date\"].min(), \"t/m\", calibration_data[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(calibration_data))\n", + "\n", + "print(\"\\nValidatieperiode:\")\n", + "print(validation_data[\"date\"].min(), \"t/m\", validation_data[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(validation_data))" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "27d51dda-743b-4d94-b3e5-c410ef1c1759", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bias-correctie gefit op 1987-2000\n" + ] + } + ], + "source": [ + "sim_q_cal, obs_q_cal = fit_quantile_mapping(\n", + " obs_train=calibration_data[\"Q_grdc_m3s\"],\n", + " sim_train=calibration_data[\"Q_calibrated_3_m3s\"],\n", + " n_quantiles=101\n", + ")\n", + "\n", + "print(\"Bias-correctie gefit op 1987-2000\")" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "5a6ec87b-2fd7-4769-90c1-38ac4f5eebec", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_calibrated_3_m3sQ_calibrated_3_bc_m3s
01987-01-014865.09125.7871095505.928477
11987-01-025756.010393.5537116326.978960
21987-01-036160.011656.8964847073.809847
31987-01-046973.012782.6552737908.372864
41987-01-057579.013590.3017588513.539789
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_calibrated_3_m3s Q_calibrated_3_bc_m3s\n", + "0 1987-01-01 4865.0 9125.787109 5505.928477\n", + "1 1987-01-02 5756.0 10393.553711 6326.978960\n", + "2 1987-01-03 6160.0 11656.896484 7073.809847\n", + "3 1987-01-04 6973.0 12782.655273 7908.372864\n", + "4 1987-01-05 7579.0 13590.301758 8513.539789" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_bc = comparison_long.copy()\n", + "\n", + "comparison_bc[\"Q_calibrated_3_bc_m3s\"] = apply_quantile_mapping(\n", + " sim_values=comparison_bc[\"Q_calibrated_3_m3s\"],\n", + " sim_q=sim_q_cal,\n", + " obs_q=obs_q_cal\n", + ")\n", + "\n", + "comparison_bc.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "9646f515-5eb7-4f1e-9a94-4eebfa136e8e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores kalibratieperiode, alle dagen:\n" + ] + }, + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0calibrated_3_raw787.51726.7-0.5065114
1calibrated_3_bc-0.1753.10.4855114
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 calibrated_3_raw 787.5 1726.7 -0.506 5114\n", + "1 calibrated_3_bc -0.1 753.1 0.485 5114" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores kalibratieperiode, GRDC < 1600:\n" + ] + }, + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0calibrated_3_raw285.8823.2-11.5471697
1calibrated_3_bc233.9453.1-3.0081697
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 calibrated_3_raw 285.8 823.2 -11.547 1697\n", + "1 calibrated_3_bc 233.9 453.1 -3.008 1697" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "calibration_bc = comparison_bc[\n", + " (comparison_bc[\"date\"] >= cal_start) &\n", + " (comparison_bc[\"date\"] <= cal_end)\n", + "].copy()\n", + "\n", + "model_columns = {\n", + " \"calibrated_3_raw\": \"Q_calibrated_3_m3s\",\n", + " \"calibrated_3_bc\": \"Q_calibrated_3_bc_m3s\"\n", + "}\n", + "\n", + "score_cal_all = make_score_table(\n", + " calibration_bc,\n", + " model_columns\n", + ")\n", + "\n", + "score_cal_low = make_score_table(\n", + " calibration_bc[calibration_bc[\"Q_grdc_m3s\"] < 1600],\n", + " model_columns\n", + ")\n", + "\n", + "print(\"Scores kalibratieperiode, alle dagen:\")\n", + "display(score_cal_all)\n", + "\n", + "print(\"Scores kalibratieperiode, GRDC < 1600:\")\n", + "display(score_cal_low)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "4e1cdc5b-8afe-4c5e-af9a-2c84037576b4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores validatieperiode, alle dagen:\n" + ] + }, + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0calibrated_3_raw692.71586.7-0.8806938
1calibrated_3_bc5.2706.70.4546938
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 calibrated_3_raw 692.7 1586.7 -0.880 6938\n", + "1 calibrated_3_bc 5.2 706.7 0.454 6938" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores validatieperiode, GRDC < 1600:\n" + ] + }, + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0calibrated_3_raw173.7784.4-9.5342267
1calibrated_3_bc183.4409.9-1.4022267
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 calibrated_3_raw 173.7 784.4 -9.534 2267\n", + "1 calibrated_3_bc 183.4 409.9 -1.402 2267" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "validation_bc = comparison_bc[\n", + " (comparison_bc[\"date\"] >= val_start) &\n", + " (comparison_bc[\"date\"] <= val_end)\n", + "].copy()\n", + "\n", + "score_val_all = make_score_table(\n", + " validation_bc,\n", + " model_columns\n", + ")\n", + "\n", + "score_val_low = make_score_table(\n", + " validation_bc[validation_bc[\"Q_grdc_m3s\"] < 1600],\n", + " model_columns\n", + ")\n", + "\n", + "print(\"Scores validatieperiode, alle dagen:\")\n", + "display(score_val_all)\n", + "\n", + "print(\"Scores validatieperiode, GRDC < 1600:\")\n", + "display(score_val_low)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "cdf03630-c132-4ae8-b7d2-4053274cd58c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC validatie dagen < 1600: 2267\n", + "GRDC validatie dagen < 1020: 315\n" + ] + }, + { + "data": { + "text/html": [ + "
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rundays_below_1600days_below_1020
0calibrated_3_raw22811142
1calibrated_3_bc2418510
\n", + "
" + ], + "text/plain": [ + " run days_below_1600 days_below_1020\n", + "0 calibrated_3_raw 2281 1142\n", + "1 calibrated_3_bc 2418 510" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "threshold_table = []\n", + "\n", + "for run_name, q_col in model_columns.items():\n", + " threshold_table.append({\n", + " \"run\": run_name,\n", + " \"days_below_1600\": (validation_bc[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (validation_bc[q_col] < 1020).sum()\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(threshold_table)\n", + "\n", + "print(\"GRDC validatie dagen < 1600:\", (validation_bc[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"GRDC validatie dagen < 1020:\", (validation_bc[\"Q_grdc_m3s\"] < 1020).sum())\n", + "\n", + "display(threshold_table)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "60eaefbd-f99f-4ded-9654-05a58b7721d1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runQ5Q10Q20medianmean
0GRDC1033.01179.01374.01879.02137.5
1calibrated_3_raw555.3725.91158.82259.62830.1
2calibrated_3_bc966.11109.11333.01886.42142.7
\n", + "
" + ], + "text/plain": [ + " run Q5 Q10 Q20 median mean\n", + "0 GRDC 1033.0 1179.0 1374.0 1879.0 2137.5\n", + "1 calibrated_3_raw 555.3 725.9 1158.8 2259.6 2830.1\n", + "2 calibrated_3_bc 966.1 1109.1 1333.0 1886.4 2142.7" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "q_cols = {\n", + " \"GRDC\": \"Q_grdc_m3s\",\n", + " \"calibrated_3_raw\": \"Q_calibrated_3_m3s\",\n", + " \"calibrated_3_bc\": \"Q_calibrated_3_bc_m3s\"\n", + "}\n", + "\n", + "rows = []\n", + "\n", + "for name, col in q_cols.items():\n", + " rows.append({\n", + " \"run\": name,\n", + " \"Q5\": validation_bc[col].quantile(0.05),\n", + " \"Q10\": validation_bc[col].quantile(0.10),\n", + " \"Q20\": validation_bc[col].quantile(0.20),\n", + " \"median\": validation_bc[col].quantile(0.50),\n", + " \"mean\": validation_bc[col].mean()\n", + " })\n", + "\n", + "quantile_table_val = pd.DataFrame(rows).round(1)\n", + "quantile_table_val" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "06cba306-505b-43b6-89db-69d1e24502c1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " validation_bc[\"date\"],\n", + " validation_bc[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "# plt.plot(\n", + "# validation_bc[\"date\"],\n", + "# validation_bc[\"Q_calibrated_3_m3s\"],\n", + "# label=\"calibrated_3 raw\",\n", + "# linewidth=0.7,\n", + "# alpha=0.7\n", + "# )\n", + "\n", + "plt.plot(\n", + " validation_bc[\"date\"],\n", + " validation_bc[\"Q_calibrated_3_bc_m3s\"],\n", + " label=\"calibrated_3 bias-corrected\",\n", + " linewidth=0.9\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 5000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Validation of bias-corrected calibrated_3 at Lobith, 2001–2019\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "59051200-8da1-4f9c-a188-5ecd9e784688", + "metadata": {}, + "outputs": [], + "source": [ + "output_file = results_dir / \"calibrated_3_bias_corrected_1987_2019_lobith.csv\"\n", + "\n", + "comparison_bc.to_csv(output_file, index=False)\n", + "\n", + "print(\"Opgeslagen als:\")\n", + "print(output_file)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/012_KalibratieTempEvapPrecip.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/012_KalibratieTempEvapPrecip.ipynb new file mode 100644 index 00000000..f8c9cd0c --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/012_KalibratieTempEvapPrecip.ipynb @@ -0,0 +1,4400 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 3, + "id": "455375bc-adf1-420f-bf2a-05f92c65734f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Project: /home/niels/BEP-Niels\n", + "Results: /home/niels/BEP-Niels/results\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import shutil\n", + "from pathlib import Path\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources\n", + "\n", + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"Results-figures\"\n", + "\n", + "temp_dir.mkdir(exist_ok=True)\n", + "results_dir.mkdir(exist_ok=True)\n", + "figures_dir.mkdir(exist_ok=True)\n", + "\n", + "print(\"Project:\", project_dir)\n", + "print(\"Results:\", results_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "2fd337dc-b4ea-4325-bdd6-54b9aaef066e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Base forcing bestaat: True\n", + "Sensitivity forcing map: /home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short\n" + ] + } + ], + "source": [ + "model_start = \"1986-01-01T00:00:00Z\"\n", + "model_end = \"1992-01-01T00:00:00Z\"\n", + "\n", + "output_start = \"1987-01-01\"\n", + "output_end = \"1991-12-31\"\n", + "\n", + "forcing_file_base = (\n", + " temp_dir\n", + " / \"forcing_basisrun_1987_1995\"\n", + " / \"work\"\n", + " / \"diagnostic\"\n", + " / \"script\"\n", + " / \"wflow_ERA5_Rhine_1986_1995.nc\"\n", + ")\n", + "\n", + "forcing_sensitivity_dir = temp_dir / \"forcing_sensitivity_short\"\n", + "forcing_sensitivity_dir.mkdir(exist_ok=True)\n", + "\n", + "print(\"Base forcing bestaat:\", forcing_file_base.exists())\n", + "print(\"Sensitivity forcing map:\", forcing_sensitivity_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "e68fb85f-f277-426e-bbe1-a355688302d8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Korte basisforcing aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_base.nc\n" + ] + } + ], + "source": [ + "short_base_forcing = forcing_sensitivity_dir / \"wflow_ERA5_Rhine_1986_1991_base.nc\"\n", + "\n", + "if short_base_forcing.exists():\n", + " print(\"Korte basisforcing bestaat al:\")\n", + " print(short_base_forcing)\n", + "\n", + "else:\n", + " ds = xr.open_dataset(forcing_file_base)\n", + "\n", + " ds_short = ds.sel(\n", + " time=slice(\"1986-01-01\", \"1991-12-31\")\n", + " )\n", + "\n", + " ds_short.to_netcdf(short_base_forcing)\n", + "\n", + " ds.close()\n", + " ds_short.close()\n", + "\n", + " print(\"Korte basisforcing aangemaakt:\")\n", + " print(short_base_forcing)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "44beac70-b2fe-40e2-88e6-108486adb48c", + "metadata": {}, + "outputs": [], + "source": [ + "def make_modified_forcing(\n", + " scenario_name,\n", + " pr_factor=1.0,\n", + " pet_factor=1.0,\n", + " tas_delta=0.0\n", + "):\n", + " output_file = forcing_sensitivity_dir / f\"wflow_ERA5_Rhine_1986_1991_{scenario_name}.nc\"\n", + "\n", + " if output_file.exists():\n", + " print(\"Bestaande aangepaste forcing gevonden:\")\n", + " print(output_file)\n", + " return output_file\n", + "\n", + " print(\"Nieuwe aangepaste forcing maken:\")\n", + " print(output_file)\n", + "\n", + " ds = xr.open_dataset(short_base_forcing)\n", + "\n", + " ds_new = ds.copy()\n", + "\n", + " ds_new[\"pr\"] = ds_new[\"pr\"] * pr_factor\n", + " ds_new[\"pet\"] = ds_new[\"pet\"] * pet_factor\n", + " ds_new[\"tas\"] = ds_new[\"tas\"] + tas_delta\n", + "\n", + " ds_new[\"pr\"].attrs = ds[\"pr\"].attrs\n", + " ds_new[\"pet\"].attrs = ds[\"pet\"].attrs\n", + " ds_new[\"tas\"].attrs = ds[\"tas\"].attrs\n", + "\n", + " ds_new.to_netcdf(output_file)\n", + "\n", + " ds.close()\n", + " ds_new.close()\n", + "\n", + " print(\"Opgeslagen als:\")\n", + " print(output_file)\n", + "\n", + " return output_file" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "87a79652-423b-4619-9dcb-e4f18c80637f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "dict_keys(['base', 'pr_minus10', 'pr_plus10', 'pet_minus15', 'pet_plus15', 'tas_plus1', 'tas_minus1'])\n" + ] + } + ], + "source": [ + "scenarios = {\n", + " \"base\": {\n", + " \"pr_factor\": 1.0,\n", + " \"pet_factor\": 1.0,\n", + " \"tas_delta\": 0.0\n", + " },\n", + " \"pr_minus10\": {\n", + " \"pr_factor\": 0.90,\n", + " \"pet_factor\": 1.0,\n", + " \"tas_delta\": 0.0\n", + " },\n", + " \"pr_plus10\": {\n", + " \"pr_factor\": 1.10,\n", + " \"pet_factor\": 1.0,\n", + " \"tas_delta\": 0.0\n", + " },\n", + " \"pet_minus15\": {\n", + " \"pr_factor\": 1.0,\n", + " \"pet_factor\": 0.85,\n", + " \"tas_delta\": 0.0\n", + " },\n", + " \"pet_plus15\": {\n", + " \"pr_factor\": 1.0,\n", + " \"pet_factor\": 1.15,\n", + " \"tas_delta\": 0.0\n", + " },\n", + " \"tas_plus1\": {\n", + " \"pr_factor\": 1.0,\n", + " \"pet_factor\": 1.0,\n", + " \"tas_delta\": 1.0\n", + " },\n", + " \"tas_minus1\": {\n", + " \"pr_factor\": 1.0,\n", + " \"pet_factor\": 1.0,\n", + " \"tas_delta\": -1.0\n", + " }\n", + "}\n", + "\n", + "print(scenarios.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "31d781e6-9e9b-4cc4-a8ac-7acf8a628ae1", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_last_column(tbl_file, factor):\n", + " tbl_file = Path(tbl_file)\n", + " text = tbl_file.read_text()\n", + " \n", + " new_lines = []\n", + " \n", + " for line in text.splitlines():\n", + " stripped = line.strip()\n", + " \n", + " if stripped == \"\" or stripped.startswith(\"#\"):\n", + " new_lines.append(line)\n", + " continue\n", + " \n", + " parts = line.split()\n", + " \n", + " try:\n", + " old_value = float(parts[-1])\n", + " new_value = old_value * factor\n", + " parts[-1] = str(new_value)\n", + " new_lines.append(\" \".join(parts))\n", + " except:\n", + " new_lines.append(line)\n", + " \n", + " tbl_file.write_text(\"\\n\".join(new_lines) + \"\\n\")\n", + "\n", + "\n", + "def apply_parameter_factors(cfg_dir, factors):\n", + " cfg_dir = Path(cfg_dir)\n", + " \n", + " for tbl_name, factor in factors.items():\n", + " files = list(cfg_dir.rglob(tbl_name))\n", + " \n", + " if len(files) == 0:\n", + " print(\"Niet gevonden:\", tbl_name)\n", + " continue\n", + " \n", + " for file in files:\n", + " print(\"Aanpassen:\", file.relative_to(cfg_dir), \"factor:\", factor)\n", + " multiply_tbl_last_column(file, factor)\n", + "\n", + "\n", + "def run_wflow_with_forcing(run_name, forcing_file, factors):\n", + " WflowForcing = sources[\"WflowForcing\"]\n", + " \n", + " forcing = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_file.parent),\n", + " shape=str(shape_file),\n", + " netcdfinput=forcing_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + " )\n", + " \n", + " cfg_dir_run = temp_dir / f\"run_{run_name}\"\n", + " \n", + " if cfg_dir_run.exists():\n", + " print(\"Oude runmap verwijderen:\", cfg_dir_run)\n", + " shutil.rmtree(cfg_dir_run)\n", + " \n", + " model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + " )\n", + " \n", + " cfg_file, cfg_dir = model.setup(cfg_dir=str(cfg_dir_run))\n", + " cfg_dir = Path(cfg_dir)\n", + " \n", + " # calibrated_3 parameters toepassen\n", + " apply_parameter_factors(cfg_dir, factors)\n", + " \n", + " model.initialize(cfg_file)\n", + " \n", + " q_values = []\n", + " times = []\n", + " \n", + " i = 0\n", + " \n", + " while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[float(lat_lobith_model)],\n", + " lon=[float(lon_lobith_model)]\n", + " )[0]\n", + " \n", + " q_values.append(float(q_lobith))\n", + " times.append(model.time_as_datetime)\n", + " \n", + " i += 1\n", + " \n", + " if i % 365 == 0:\n", + " print(\n", + " \"Stap:\", i,\n", + " \"Tijd:\", model.time_as_datetime,\n", + " \"Q:\", round(float(q_lobith), 1)\n", + " )\n", + " \n", + " model.finalize()\n", + " \n", + " output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(times, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + " })\n", + " \n", + " output[\"date\"] = output[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + " \n", + " output = output[\n", + " (output[\"date\"] >= output_start) &\n", + " (output[\"date\"] <= output_end)\n", + " ].copy()\n", + " \n", + " output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + " output.to_csv(output_file, index=False)\n", + " \n", + " print(\"Run klaar:\", run_name)\n", + " print(\"Opgeslagen als:\", output_file)\n", + " \n", + " return output" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "c6410cbe-1edc-4ef4-995d-f45fb927b12e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "Parameter set: /data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config bestaat: True\n", + "Lobith modelpunt: 51.849999998 6.0999999998\n" + ] + } + ], + "source": [ + "shape_file = project_dir / \"Rhine\" / \"Rhine.shp\"\n", + "\n", + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "lat_lobith_model = 51.849999998\n", + "lon_lobith_model = 6.0999999998\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"Parameter set:\", parameter_set.directory)\n", + "print(\"Config bestaat:\", parameter_set.config.exists())\n", + "print(\"Lobith modelpunt:\", lat_lobith_model, lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "896baa6f-0c60-4120-b266-5100f35fde16", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "{'EoverR.tbl': 0.75, 'RootingDepth.tbl': 0.9, 'N_River.tbl': 4.0}\n" + ] + } + ], + "source": [ + "factors_calibrated_3 = {\n", + " \"EoverR.tbl\": 0.75,\n", + " \"RootingDepth.tbl\": 0.90,\n", + " \"N_River.tbl\": 4.0\n", + "}\n", + "\n", + "print(factors_calibrated_3)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "3ce911e0-2c7a-44a8-9465-7d025b706873", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "scenarios True\n", + "make_modified_forcing True\n", + "run_wflow_with_forcing True\n", + "factors_calibrated_3 True\n", + "parameter_set True\n", + "shape_file True\n", + "lat_lobith_model True\n", + "lon_lobith_model True\n" + ] + } + ], + "source": [ + "nodig = [\n", + " \"scenarios\",\n", + " \"make_modified_forcing\",\n", + " \"run_wflow_with_forcing\",\n", + " \"factors_calibrated_3\",\n", + " \"parameter_set\",\n", + " \"shape_file\",\n", + " \"lat_lobith_model\",\n", + " \"lon_lobith_model\"\n", + "]\n", + "\n", + "for naam in nodig:\n", + " print(naam, naam in globals())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3cfadea6-25e4-416f-beda-e50b47834d0b", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb2cab6-128a-4b79-b773-925d7588eb42", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "8a0c5a4d-1f17-41f5-a8f6-c4894c97423c", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bestaande aangepaste forcing gevonden:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pet_minus15.nc\n", + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 8258.5\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3776.1\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 7038.5\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 7535.6\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 5170.5\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 5916.8\n", + "Run klaar: calibrated_3_pet_minus15_1987_1991\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_3_pet_minus15_1987_1991_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " date Q_pet_minus15_m3s\n", + "365 1987-01-01 9428.535156\n", + "366 1987-01-02 10691.747070\n", + "367 1987-01-03 11940.578125\n", + "368 1987-01-04 13043.630859\n", + "369 1987-01-05 13823.102539" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pet_minus15\"\n", + "\n", + "settings = scenarios[scenario_name]\n", + "\n", + "modified_forcing_file = make_modified_forcing(\n", + " scenario_name=scenario_name,\n", + " pr_factor=settings[\"pr_factor\"],\n", + " pet_factor=settings[\"pet_factor\"],\n", + " tas_delta=settings[\"tas_delta\"]\n", + ")\n", + "\n", + "run_name = f\"calibrated_3_{scenario_name}_1987_1991\"\n", + "run_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "if run_file.exists():\n", + " print(\"Bestaande output gevonden:\")\n", + " print(run_file)\n", + "\n", + " model_scenario = pd.read_csv(run_file)\n", + " model_scenario[\"date\"] = pd.to_datetime(model_scenario[\"date\"])\n", + "\n", + "else:\n", + " model_scenario = run_wflow_with_forcing(\n", + " run_name=run_name,\n", + " forcing_file=modified_forcing_file,\n", + " factors=factors_calibrated_3\n", + " )\n", + "\n", + "model_scenario = model_scenario.rename(\n", + " columns={\"Q_model_m3s\": f\"Q_{scenario_name}_m3s\"}\n", + ")\n", + "\n", + "model_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "b46b35c4-ec41-4579-aac1-f761d9a2ab90", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC bestand bestaat: True\n", + "/home/niels/BEP-Niels/Data Lobith/data grdc/6435060_Q_Day.Cmd.txt\n" + ] + } + ], + "source": [ + "grdc_file = project_dir / \"Data Lobith\" / \"data grdc\" / \"6435060_Q_Day.Cmd.txt\"\n", + "\n", + "print(\"GRDC bestand bestaat:\", grdc_file.exists())\n", + "print(grdc_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "874bb945-3b4c-4120-8b4d-5fdd8fd85114", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start GRDC: 1901-01-01 00:00:00\n", + "Einde GRDC: 2020-12-31 00:00:00\n", + "Aantal dagen: 43830\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " date hh:mm Q_m3s\n", + "0 1901-01-01 --:-- 2035.0\n", + "1 1901-01-02 --:-- 2270.0\n", + "2 1901-01-03 --:-- 2445.0\n", + "3 1901-01-04 --:-- 2325.0\n", + "4 1901-01-05 --:-- 2175.0" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_csv(\n", + " grdc_file,\n", + " sep=\";\",\n", + " comment=\"#\",\n", + " skipinitialspace=True,\n", + " na_values=-999.000,\n", + " encoding=\"latin1\"\n", + ")\n", + "\n", + "df.columns = df.columns.str.strip()\n", + "\n", + "df = df.rename(columns={\n", + " \"YYYY-MM-DD\": \"date\",\n", + " \"Value\": \"Q_m3s\"\n", + "})\n", + "\n", + "df[\"date\"] = pd.to_datetime(df[\"date\"])\n", + "df[\"Q_m3s\"] = pd.to_numeric(df[\"Q_m3s\"])\n", + "\n", + "df = df.dropna(subset=[\"Q_m3s\"])\n", + "\n", + "print(\"Start GRDC:\", df[\"date\"].min())\n", + "print(\"Einde GRDC:\", df[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(df))\n", + "\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "ffde5066-5e49-43f5-9a0c-be56f3cbcbb6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC selectie start: 1987-01-01 00:00:00\n", + "GRDC selectie einde: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3s
314111987-01-014865.0
314121987-01-025756.0
314131987-01-036160.0
314141987-01-046973.0
314151987-01-057579.0
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" + ], + "text/plain": [ + " date Q_grdc_m3s\n", + "31411 1987-01-01 4865.0\n", + "31412 1987-01-02 5756.0\n", + "31413 1987-01-03 6160.0\n", + "31414 1987-01-04 6973.0\n", + "31415 1987-01-05 7579.0" + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grdc = df[\n", + " (df[\"date\"] >= output_start) &\n", + " (df[\"date\"] <= output_end)\n", + "][[\"date\", \"Q_m3s\"]].copy()\n", + "\n", + "grdc = grdc.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "print(\"GRDC selectie start:\", grdc[\"date\"].min())\n", + "print(\"GRDC selectie einde:\", grdc[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(grdc))\n", + "\n", + "grdc.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "220aff2f-eb5a-4e60-a904-4ed9f4cf7e49", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_pet_minus15_m3s
01987-01-014865.09428.535156
11987-01-025756.010691.747070
21987-01-036160.011940.578125
31987-01-046973.013043.630859
41987-01-057579.013823.102539
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_pet_minus15_m3s\n", + "0 1987-01-01 4865.0 9428.535156\n", + "1 1987-01-02 5756.0 10691.747070\n", + "2 1987-01-03 6160.0 11940.578125\n", + "3 1987-01-04 6973.0 13043.630859\n", + "4 1987-01-05 7579.0 13823.102539" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pet_minus15\"\n", + "q_col = f\"Q_{scenario_name}_m3s\"\n", + "\n", + "comparison_scenario = pd.merge(\n", + " grdc,\n", + " model_scenario[[\"date\", q_col]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Start:\", comparison_scenario[\"date\"].min())\n", + "print(\"Einde:\", comparison_scenario[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison_scenario))\n", + "\n", + "comparison_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "ce00d4b5-cbac-40db-8883-a0e78b9b0eb1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_pet_minus15_m3s
01987-01-014865.09428.535156
11987-01-025756.010691.747070
21987-01-036160.011940.578125
31987-01-046973.013043.630859
41987-01-057579.013823.102539
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_pet_minus15_m3s\n", + "0 1987-01-01 4865.0 9428.535156\n", + "1 1987-01-02 5756.0 10691.747070\n", + "2 1987-01-03 6160.0 11940.578125\n", + "3 1987-01-04 6973.0 13043.630859\n", + "4 1987-01-05 7579.0 13823.102539" + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pet_minus15\"\n", + "q_col = f\"Q_{scenario_name}_m3s\"\n", + "\n", + "comparison_scenario = pd.merge(\n", + " grdc,\n", + " model_scenario[[\"date\", q_col]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Start:\", comparison_scenario[\"date\"].min())\n", + "print(\"Einde:\", comparison_scenario[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison_scenario))\n", + "\n", + "comparison_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "d6c58c4b-c15b-460c-82d9-b0f84f9cd3a4", + "metadata": {}, + "outputs": [], + "source": [ + "def calculate_scores(data, obs_col, sim_col):\n", + " d = data[[obs_col, sim_col]].dropna().copy()\n", + " \n", + " obs = d[obs_col].astype(float)\n", + " sim = d[sim_col].astype(float)\n", + " \n", + " bias = (sim - obs).mean()\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + " \n", + " eps = 1.0\n", + " log_obs = np.log(obs.clip(lower=eps))\n", + " log_sim = np.log(sim.clip(lower=eps))\n", + " \n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) ** 2).sum()\n", + " \n", + " return pd.Series({\n", + " \"bias_m3s\": round(bias, 1),\n", + " \"rmse_m3s\": round(rmse, 1),\n", + " \"log_nse\": round(log_nse, 3),\n", + " \"n_days\": len(d)\n", + " })" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "07fce48c-b185-4912-b49a-4e303bd4f27c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores hele periode:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 1007.200\n", + "rmse_m3s 1891.600\n", + "log_nse -0.515\n", + "n_days 1826.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores low-flow dagen, GRDC < 1600:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 541.500\n", + "rmse_m3s 1056.500\n", + "log_nse -11.779\n", + "n_days 669.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "score_all = calculate_scores(\n", + " comparison_scenario,\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "score_low = calculate_scores(\n", + " comparison_scenario[comparison_scenario[\"Q_grdc_m3s\"] < 1600],\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "print(\"Scores hele periode:\")\n", + "display(score_all)\n", + "\n", + "print(\"Scores low-flow dagen, GRDC < 1600:\")\n", + "display(score_low)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "3eb51420-59ff-4e41-a661-27e397c41d92", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesdays_below_1600days_below_1020
0GRDC66996
1pet_minus15495200
\n", + "
" + ], + "text/plain": [ + " series days_below_1600 days_below_1020\n", + "0 GRDC 669 96\n", + "1 pet_minus15 495 200" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "thresholds = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"days_below_1600\": (comparison_scenario[\"Q_grdc_m3s\"] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_scenario[\"Q_grdc_m3s\"] < 1020).sum()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"days_below_1600\": (comparison_scenario[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_scenario[q_col] < 1020).sum()\n", + " }\n", + "])\n", + "\n", + "thresholds" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "5976c61d-bb6b-4fd7-9014-ed235e6e8e66", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1pet_minus15776.2980.51360.92603.63230.5
\n", + "
" + ], + "text/plain": [ + " series Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 pet_minus15 776.2 980.5 1360.9 2603.6 3230.5" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "quantiles = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"Q5\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.05),\n", + " \"Q10\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.10),\n", + " \"Q20\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.20),\n", + " \"median\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.50),\n", + " \"mean\": comparison_scenario[\"Q_grdc_m3s\"].mean()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"Q5\": comparison_scenario[q_col].quantile(0.05),\n", + " \"Q10\": comparison_scenario[q_col].quantile(0.10),\n", + " \"Q20\": comparison_scenario[q_col].quantile(0.20),\n", + " \"median\": comparison_scenario[q_col].quantile(0.50),\n", + " \"mean\": comparison_scenario[q_col].mean()\n", + " }\n", + "])\n", + "\n", + "quantiles.round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "a2549bb7-db3a-4c43-b609-50321e4f97de", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_scenario[\"date\"],\n", + " comparison_scenario[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_scenario[\"date\"],\n", + " comparison_scenario[q_col],\n", + " label=scenario_name,\n", + " linewidth=0.9,\n", + " alpha=0.8\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(f\"Low-flow forcing sensitivity: {scenario_name}, 1987–1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "dcf98f6d-22c1-493f-b687-026dc8bd6d92", + "metadata": {}, + "outputs": [], + "source": [ + "scenarios[\"pet_minus5\"] = {\n", + " \"pr_factor\": 1.0,\n", + " \"pet_factor\": 0.95,\n", + " \"tas_delta\": 0.0\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "a42abbb7-6672-4557-a847-7b2cd9e6f36c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe aangepaste forcing maken:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pet_minus5.nc\n", + "Opgeslagen als:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pet_minus5.nc\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 8073.6\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3545.8\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 6816.3\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 6493.2\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4959.8\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 4480.1\n", + "Run klaar: calibrated_3_pet_minus5_1987_1991\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_3_pet_minus5_1987_1991_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_pet_minus5_m3s
3651987-01-019239.319336
3661987-01-0210504.690430
3671987-01-0311761.474609
3681987-01-0412877.437500
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" + ], + "text/plain": [ + " date Q_pet_minus5_m3s\n", + "365 1987-01-01 9239.319336\n", + "366 1987-01-02 10504.690430\n", + "367 1987-01-03 11761.474609\n", + "368 1987-01-04 12877.437500\n", + "369 1987-01-05 13673.427734" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pet_minus5\"\n", + "\n", + "settings = scenarios[scenario_name]\n", + "\n", + "modified_forcing_file = make_modified_forcing(\n", + " scenario_name=scenario_name,\n", + " pr_factor=settings[\"pr_factor\"],\n", + " pet_factor=settings[\"pet_factor\"],\n", + " tas_delta=settings[\"tas_delta\"]\n", + ")\n", + "\n", + "run_name = f\"calibrated_3_{scenario_name}_1987_1991\"\n", + "run_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "if run_file.exists():\n", + " print(\"Bestaande output gevonden:\")\n", + " print(run_file)\n", + "\n", + " model_scenario = pd.read_csv(run_file)\n", + " model_scenario[\"date\"] = pd.to_datetime(model_scenario[\"date\"])\n", + "\n", + "else:\n", + " model_scenario = run_wflow_with_forcing(\n", + " run_name=run_name,\n", + " forcing_file=modified_forcing_file,\n", + " factors=factors_calibrated_3\n", + " )\n", + "\n", + "model_scenario = model_scenario.rename(\n", + " columns={\"Q_model_m3s\": f\"Q_{scenario_name}_m3s\"}\n", + ")\n", + "\n", + "model_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "e0939dd0-fccd-4aeb-b20b-9430f4d62b20", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_pet_minus5_m3s
01987-01-014865.09239.319336
11987-01-025756.010504.690430
21987-01-036160.011761.474609
31987-01-046973.012877.437500
41987-01-057579.013673.427734
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_pet_minus5_m3s\n", + "0 1987-01-01 4865.0 9239.319336\n", + "1 1987-01-02 5756.0 10504.690430\n", + "2 1987-01-03 6160.0 11761.474609\n", + "3 1987-01-04 6973.0 12877.437500\n", + "4 1987-01-05 7579.0 13673.427734" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pet_minus5\"\n", + "q_col = f\"Q_{scenario_name}_m3s\"\n", + "\n", + "comparison_pet5 = pd.merge(\n", + " grdc,\n", + " model_scenario[[\"date\", q_col]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Start:\", comparison_pet5[\"date\"].min())\n", + "print(\"Einde:\", comparison_pet5[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison_pet5))\n", + "\n", + "comparison_pet5.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "2e68b29c-a8c4-4048-9b32-d125f3772503", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores hele periode:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 738.300\n", + "rmse_m3s 1704.100\n", + "log_nse -0.409\n", + "n_days 1826.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores low-flow dagen, GRDC < 1600:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 349.000\n", + "rmse_m3s 887.400\n", + "log_nse -10.568\n", + "n_days 669.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "score_all_pet5 = calculate_scores(\n", + " comparison_pet5,\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "score_low_pet5 = calculate_scores(\n", + " comparison_pet5[comparison_pet5[\"Q_grdc_m3s\"] < 1600],\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "print(\"Scores hele periode:\")\n", + "display(score_all_pet5)\n", + "\n", + "print(\"Scores low-flow dagen, GRDC < 1600:\")\n", + "display(score_low_pet5)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "b1f64dd1-3bc2-4aa3-bbc8-173eb3adb56f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesdays_below_1600days_below_1020
0GRDC66996
1pet_minus5610256
\n", + "
" + ], + "text/plain": [ + " series days_below_1600 days_below_1020\n", + "0 GRDC 669 96\n", + "1 pet_minus5 610 256" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "thresholds_pet5 = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"days_below_1600\": (comparison_pet5[\"Q_grdc_m3s\"] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_pet5[\"Q_grdc_m3s\"] < 1020).sum()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"days_below_1600\": (comparison_pet5[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_pet5[q_col] < 1020).sum()\n", + " }\n", + "])\n", + "\n", + "thresholds_pet5" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "2f4026f4-1242-4a55-a54f-955baa8486f8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1pet_minus5689.1869.81237.72302.72961.6
\n", + "
" + ], + "text/plain": [ + " series Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 pet_minus5 689.1 869.8 1237.7 2302.7 2961.6" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "quantiles_pet5 = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"Q5\": comparison_pet5[\"Q_grdc_m3s\"].quantile(0.05),\n", + " \"Q10\": comparison_pet5[\"Q_grdc_m3s\"].quantile(0.10),\n", + " \"Q20\": comparison_pet5[\"Q_grdc_m3s\"].quantile(0.20),\n", + " \"median\": comparison_pet5[\"Q_grdc_m3s\"].quantile(0.50),\n", + " \"mean\": comparison_pet5[\"Q_grdc_m3s\"].mean()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"Q5\": comparison_pet5[q_col].quantile(0.05),\n", + " \"Q10\": comparison_pet5[q_col].quantile(0.10),\n", + " \"Q20\": comparison_pet5[q_col].quantile(0.20),\n", + " \"median\": comparison_pet5[q_col].quantile(0.50),\n", + " \"mean\": comparison_pet5[q_col].mean()\n", + " }\n", + "])\n", + "\n", + "quantiles_pet5.round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "f3c54794-e579-4689-a3ac-79c08a43f14b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_pet5[\"date\"],\n", + " comparison_pet5[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_pet5[\"date\"],\n", + " comparison_pet5[q_col],\n", + " label=scenario_name,\n", + " linewidth=0.9,\n", + " alpha=0.8\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(f\"Low-flow forcing sensitivity: {scenario_name}, 1987–1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "c07ab24d-34ac-4672-8669-02643464d472", + "metadata": {}, + "outputs": [], + "source": [ + "scenarios[\"pet_minus2p5\"] = {\n", + " \"pr_factor\": 1.0,\n", + " \"pet_factor\": 0.975,\n", + " \"tas_delta\": 0.0\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "405bfc7f-dd46-4e3c-8149-f98a7d756d24", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe aangepaste forcing maken:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pet_minus2p5.nc\n", + "Opgeslagen als:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pet_minus2p5.nc\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 8021.4\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3466.9\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 6733.5\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 6085.2\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4871.6\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 4163.6\n", + "Run klaar: calibrated_3_pet_minus2p5_1987_1991\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_3_pet_minus2p5_1987_1991_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_pet_minus2p5_m3s
3651987-01-019186.019531
3661987-01-0210452.336914
3671987-01-0311711.936523
3681987-01-0412832.204102
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" + ], + "text/plain": [ + " date Q_pet_minus2p5_m3s\n", + "365 1987-01-01 9186.019531\n", + "366 1987-01-02 10452.336914\n", + "367 1987-01-03 11711.936523\n", + "368 1987-01-04 12832.204102\n", + "369 1987-01-05 13633.413086" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pet_minus2p5\"\n", + "\n", + "settings = scenarios[scenario_name]\n", + "\n", + "modified_forcing_file = make_modified_forcing(\n", + " scenario_name=scenario_name,\n", + " pr_factor=settings[\"pr_factor\"],\n", + " pet_factor=settings[\"pet_factor\"],\n", + " tas_delta=settings[\"tas_delta\"]\n", + ")\n", + "\n", + "run_name = f\"calibrated_3_{scenario_name}_1987_1991\"\n", + "run_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "if run_file.exists():\n", + " print(\"Bestaande output gevonden:\")\n", + " print(run_file)\n", + "\n", + " model_scenario = pd.read_csv(run_file)\n", + " model_scenario[\"date\"] = pd.to_datetime(model_scenario[\"date\"])\n", + "\n", + "else:\n", + " model_scenario = run_wflow_with_forcing(\n", + " run_name=run_name,\n", + " forcing_file=modified_forcing_file,\n", + " factors=factors_calibrated_3\n", + " )\n", + "\n", + "model_scenario = model_scenario.rename(\n", + " columns={\"Q_model_m3s\": f\"Q_{scenario_name}_m3s\"}\n", + ")\n", + "\n", + "model_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "0129239c-bffc-4604-89a8-7a7022d06fad", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_pet_minus2p5_m3s
01987-01-014865.09186.019531
11987-01-025756.010452.336914
21987-01-036160.011711.936523
31987-01-046973.012832.204102
41987-01-057579.013633.413086
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_pet_minus2p5_m3s\n", + "0 1987-01-01 4865.0 9186.019531\n", + "1 1987-01-02 5756.0 10452.336914\n", + "2 1987-01-03 6160.0 11711.936523\n", + "3 1987-01-04 6973.0 12832.204102\n", + "4 1987-01-05 7579.0 13633.413086" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pet_minus2p5\"\n", + "q_col = f\"Q_{scenario_name}_m3s\"\n", + "\n", + "# Zorg dat de kolom goed heet\n", + "if \"Q_model_m3s\" in model_scenario.columns:\n", + " model_scenario = model_scenario.rename(\n", + " columns={\"Q_model_m3s\": q_col}\n", + " )\n", + "\n", + "comparison_pet25 = pd.merge(\n", + " grdc,\n", + " model_scenario[[\"date\", q_col]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Start:\", comparison_pet25[\"date\"].min())\n", + "print(\"Einde:\", comparison_pet25[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison_pet25))\n", + "\n", + "comparison_pet25.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "f7003cf4-ea7c-403c-b82c-0cd1d7ecbf10", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores hele periode:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 672.900\n", + "rmse_m3s 1661.400\n", + "log_nse -0.398\n", + "n_days 1826.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores low-flow dagen, GRDC < 1600:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 304.000\n", + "rmse_m3s 850.700\n", + "log_nse -10.406\n", + "n_days 669.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "score_all_pet25 = calculate_scores(\n", + " comparison_pet25,\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "score_low_pet25 = calculate_scores(\n", + " comparison_pet25[comparison_pet25[\"Q_grdc_m3s\"] < 1600],\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "print(\"Scores hele periode:\")\n", + "display(score_all_pet25)\n", + "\n", + "print(\"Scores low-flow dagen, GRDC < 1600:\")\n", + "display(score_low_pet25)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "154c68b8-5121-4c02-b2ba-8e5558813d19", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesdays_below_1600days_below_1020
0GRDC66996
1pet_minus2p5634270
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" + ], + "text/plain": [ + " series days_below_1600 days_below_1020\n", + "0 GRDC 669 96\n", + "1 pet_minus2p5 634 270" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "thresholds_pet25 = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"days_below_1600\": (comparison_pet25[\"Q_grdc_m3s\"] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_pet25[\"Q_grdc_m3s\"] < 1020).sum()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"days_below_1600\": (comparison_pet25[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_pet25[q_col] < 1020).sum()\n", + " }\n", + "])\n", + "\n", + "thresholds_pet25" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "4974c3d0-df01-422c-af59-4a1842282fd9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1pet_minus2p5669.4843.91200.22228.12896.3
\n", + "
" + ], + "text/plain": [ + " series Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 pet_minus2p5 669.4 843.9 1200.2 2228.1 2896.3" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "quantiles_pet25 = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"Q5\": comparison_pet25[\"Q_grdc_m3s\"].quantile(0.05),\n", + " \"Q10\": comparison_pet25[\"Q_grdc_m3s\"].quantile(0.10),\n", + " \"Q20\": comparison_pet25[\"Q_grdc_m3s\"].quantile(0.20),\n", + " \"median\": comparison_pet25[\"Q_grdc_m3s\"].quantile(0.50),\n", + " \"mean\": comparison_pet25[\"Q_grdc_m3s\"].mean()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"Q5\": comparison_pet25[q_col].quantile(0.05),\n", + " \"Q10\": comparison_pet25[q_col].quantile(0.10),\n", + " \"Q20\": comparison_pet25[q_col].quantile(0.20),\n", + " \"median\": comparison_pet25[q_col].quantile(0.50),\n", + " \"mean\": comparison_pet25[q_col].mean()\n", + " }\n", + "])\n", + "\n", + "quantiles_pet25.round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "4ddc83f6-5433-4893-85e9-ccdcc90eae1e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_pet25[\"date\"],\n", + " comparison_pet25[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_pet25[\"date\"],\n", + " comparison_pet25[q_col],\n", + " label=scenario_name,\n", + " linewidth=0.9,\n", + " alpha=0.8\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(f\"Low-flow forcing sensitivity: {scenario_name}, 1987–1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "c6d66796-f199-4ec4-b339-75d1f3510ac3", + "metadata": {}, + "outputs": [], + "source": [ + "scenarios[\"pr_plus5_pet_plus5\"] = {\n", + " \"pr_factor\": 1.05,\n", + " \"pet_factor\": 1.05,\n", + " \"tas_delta\": 0.0\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "1a789352-2e05-46a8-a8b6-527342bd777c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe aangepaste forcing maken:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pr_plus5_pet_plus5.nc\n", + "Opgeslagen als:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pr_plus5_pet_plus5.nc\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 8631.0\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3557.9\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 6900.2\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 6018.6\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 5112.0\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 4439.0\n", + "Run klaar: calibrated_3_pr_plus5_pet_plus5_1987_1991\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_3_pr_plus5_pet_plus5_1987_1991_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_pr_plus5_pet_plus5_m3s
3651987-01-019871.352539
3661987-01-0211200.466797
3671987-01-0312506.764648
3681987-01-0413648.157227
3691987-01-0514435.337891
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" + ], + "text/plain": [ + " date Q_pr_plus5_pet_plus5_m3s\n", + "365 1987-01-01 9871.352539\n", + "366 1987-01-02 11200.466797\n", + "367 1987-01-03 12506.764648\n", + "368 1987-01-04 13648.157227\n", + "369 1987-01-05 14435.337891" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pr_plus5_pet_plus5\"\n", + "\n", + "settings = scenarios[scenario_name]\n", + "\n", + "modified_forcing_file = make_modified_forcing(\n", + " scenario_name=scenario_name,\n", + " pr_factor=settings[\"pr_factor\"],\n", + " pet_factor=settings[\"pet_factor\"],\n", + " tas_delta=settings[\"tas_delta\"]\n", + ")\n", + "\n", + "run_name = f\"calibrated_3_{scenario_name}_1987_1991\"\n", + "run_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "if run_file.exists():\n", + " print(\"Bestaande output gevonden:\")\n", + " print(run_file)\n", + "\n", + " model_scenario = pd.read_csv(run_file)\n", + " model_scenario[\"date\"] = pd.to_datetime(model_scenario[\"date\"])\n", + "\n", + "else:\n", + " model_scenario = run_wflow_with_forcing(\n", + " run_name=run_name,\n", + " forcing_file=modified_forcing_file,\n", + " factors=factors_calibrated_3\n", + " )\n", + "\n", + "model_scenario = model_scenario.rename(\n", + " columns={\"Q_model_m3s\": f\"Q_{scenario_name}_m3s\"}\n", + ")\n", + "\n", + "model_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "23276c5c-a7fe-412c-a1a0-6e6176943654", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scenario: pr_plus5_pet_plus5\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_pr_plus5_pet_plus5_m3s
01987-01-014865.09871.352539
11987-01-025756.011200.466797
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_pr_plus5_pet_plus5_m3s\n", + "0 1987-01-01 4865.0 9871.352539\n", + "1 1987-01-02 5756.0 11200.466797\n", + "2 1987-01-03 6160.0 12506.764648\n", + "3 1987-01-04 6973.0 13648.157227\n", + "4 1987-01-05 7579.0 14435.337891" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pr_plus5_pet_plus5\"\n", + "q_col = f\"Q_{scenario_name}_m3s\"\n", + "\n", + "# Zorg dat de modelkolom goed heet\n", + "if \"Q_model_m3s\" in model_scenario.columns:\n", + " model_scenario = model_scenario.rename(\n", + " columns={\"Q_model_m3s\": q_col}\n", + " )\n", + "\n", + "comparison_scenario = pd.merge(\n", + " grdc,\n", + " model_scenario[[\"date\", q_col]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Scenario:\", scenario_name)\n", + "print(\"Start:\", comparison_scenario[\"date\"].min())\n", + "print(\"Einde:\", comparison_scenario[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison_scenario))\n", + "\n", + "comparison_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "4848d3f5-dfda-4cbb-942e-788b5587581a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores hele periode:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 755.200\n", + "rmse_m3s 1771.800\n", + "log_nse -0.444\n", + "n_days 1826.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores low-flow dagen, GRDC < 1600:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 329.90\n", + "rmse_m3s 877.30\n", + "log_nse -10.63\n", + "n_days 669.00\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def calculate_scores(data, obs_col, sim_col):\n", + " d = data[[obs_col, sim_col]].dropna().copy()\n", + " \n", + " obs = d[obs_col].astype(float)\n", + " sim = d[sim_col].astype(float)\n", + " \n", + " bias = (sim - obs).mean()\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + " \n", + " eps = 1.0\n", + " log_obs = np.log(obs.clip(lower=eps))\n", + " log_sim = np.log(sim.clip(lower=eps))\n", + " \n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) ** 2).sum()\n", + " \n", + " return pd.Series({\n", + " \"bias_m3s\": round(bias, 1),\n", + " \"rmse_m3s\": round(rmse, 1),\n", + " \"log_nse\": round(log_nse, 3),\n", + " \"n_days\": len(d)\n", + " })\n", + "\n", + "\n", + "score_all = calculate_scores(\n", + " comparison_scenario,\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "score_low = calculate_scores(\n", + " comparison_scenario[comparison_scenario[\"Q_grdc_m3s\"] < 1600],\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "print(\"Scores hele periode:\")\n", + "display(score_all)\n", + "\n", + "print(\"Scores low-flow dagen, GRDC < 1600:\")\n", + "display(score_low)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "5b7edf92-1ae9-4e02-a1bc-7e43698383c5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesdays_below_1600days_below_1020
0GRDC66996
1pr_plus5_pet_plus5622259
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" + ], + "text/plain": [ + " series days_below_1600 days_below_1020\n", + "0 GRDC 669 96\n", + "1 pr_plus5_pet_plus5 622 259" + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "thresholds = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"days_below_1600\": (comparison_scenario[\"Q_grdc_m3s\"] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_scenario[\"Q_grdc_m3s\"] < 1020).sum()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"days_below_1600\": (comparison_scenario[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_scenario[q_col] < 1020).sum()\n", + " }\n", + "])\n", + "\n", + "thresholds" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "0cbdaef0-d667-49fe-ac57-717e34e61d1d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1pr_plus5_pet_plus5675.2855.51208.72276.62978.5
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" + ], + "text/plain": [ + " series Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 pr_plus5_pet_plus5 675.2 855.5 1208.7 2276.6 2978.5" + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "quantiles = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"Q5\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.05),\n", + " \"Q10\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.10),\n", + " \"Q20\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.20),\n", + " \"median\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.50),\n", + " \"mean\": comparison_scenario[\"Q_grdc_m3s\"].mean()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"Q5\": comparison_scenario[q_col].quantile(0.05),\n", + " \"Q10\": comparison_scenario[q_col].quantile(0.10),\n", + " \"Q20\": comparison_scenario[q_col].quantile(0.20),\n", + " \"median\": comparison_scenario[q_col].quantile(0.50),\n", + " \"mean\": comparison_scenario[q_col].mean()\n", + " }\n", + "])\n", + "\n", + "quantiles.round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "e18bf2cb-96af-46be-a8d4-f487985af6d7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_scenario[\"date\"],\n", + " comparison_scenario[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_scenario[\"date\"],\n", + " comparison_scenario[q_col],\n", + " label=scenario_name,\n", + " linewidth=0.9,\n", + " alpha=0.8\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(f\"Low-flow forcing sensitivity: {scenario_name}, 1987–1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "b4aa682f-8301-4691-9399-93488f891b50", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'pr_factor': 1.0, 'pet_factor': 1.0, 'tas_delta': -1.0}" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenarios[\"tas_minus1\"] = {\n", + " \"pr_factor\": 1.0,\n", + " \"pet_factor\": 1.0,\n", + " \"tas_delta\": -1.0\n", + "}\n", + "\n", + "scenario_name = \"tas_minus1\"\n", + "settings = scenarios[scenario_name]\n", + "\n", + "settings" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "dea3ab78-f896-49f2-9141-f3dd7350300a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe aangepaste forcing maken:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_tas_minus1.nc\n", + "Opgeslagen als:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_tas_minus1.nc\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_tas_minus1.nc\n", + "Bestaat: True\n" + ] + } + ], + "source": [ + "modified_forcing_file = make_modified_forcing(\n", + " scenario_name=scenario_name,\n", + " pr_factor=settings[\"pr_factor\"],\n", + " pet_factor=settings[\"pet_factor\"],\n", + " tas_delta=settings[\"tas_delta\"]\n", + ")\n", + "\n", + "print(modified_forcing_file)\n", + "print(\"Bestaat:\", modified_forcing_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "2c15abc8-89f4-4fef-9c4c-dad6e9bda58e", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 7962.2\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3375.2\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 6642.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 5663.7\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4775.6\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 3900.9\n", + "Run klaar: calibrated_3_tas_minus1_1987_1991\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_3_tas_minus1_1987_1991_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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3691987-01-0513590.301758
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" + ], + "text/plain": [ + " date Q_tas_minus1_m3s\n", + "365 1987-01-01 9125.787109\n", + "366 1987-01-02 10393.553711\n", + "367 1987-01-03 11656.896484\n", + "368 1987-01-04 12782.655273\n", + "369 1987-01-05 13590.301758" + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "run_name = f\"calibrated_3_{scenario_name}_1987_1991\"\n", + "run_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "if run_file.exists():\n", + " print(\"Bestaande output gevonden:\")\n", + " print(run_file)\n", + "\n", + " model_scenario = pd.read_csv(run_file)\n", + " model_scenario[\"date\"] = pd.to_datetime(model_scenario[\"date\"])\n", + "\n", + "else:\n", + " model_scenario = run_wflow_with_forcing(\n", + " run_name=run_name,\n", + " forcing_file=modified_forcing_file,\n", + " factors=factors_calibrated_3\n", + " )\n", + "\n", + "q_col = f\"Q_{scenario_name}_m3s\"\n", + "\n", + "model_scenario = model_scenario.rename(\n", + " columns={\"Q_model_m3s\": q_col}\n", + ")\n", + "\n", + "model_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "8c126131-ba3f-4f24-8bcd-0cca8f1a0b0a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scenario: tas_minus1\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_tas_minus1_m3s
01987-01-014865.09125.787109
11987-01-025756.010393.553711
21987-01-036160.011656.896484
31987-01-046973.012782.655273
41987-01-057579.013590.301758
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_tas_minus1_m3s\n", + "0 1987-01-01 4865.0 9125.787109\n", + "1 1987-01-02 5756.0 10393.553711\n", + "2 1987-01-03 6160.0 11656.896484\n", + "3 1987-01-04 6973.0 12782.655273\n", + "4 1987-01-05 7579.0 13590.301758" + ] + }, + "execution_count": 55, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_scenario = pd.merge(\n", + " grdc,\n", + " model_scenario[[\"date\", q_col]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Scenario:\", scenario_name)\n", + "print(\"Start:\", comparison_scenario[\"date\"].min())\n", + "print(\"Einde:\", comparison_scenario[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison_scenario))\n", + "\n", + "comparison_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "7da324b7-c1bf-477e-a5f3-107dcbf13abf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores hele periode:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 608.300\n", + "rmse_m3s 1620.700\n", + "log_nse -0.391\n", + "n_days 1826.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores low-flow dagen, GRDC < 1600:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 260.100\n", + "rmse_m3s 815.600\n", + "log_nse -10.283\n", + "n_days 669.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "score_all = calculate_scores(\n", + " comparison_scenario,\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "score_low = calculate_scores(\n", + " comparison_scenario[comparison_scenario[\"Q_grdc_m3s\"] < 1600],\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "print(\"Scores hele periode:\")\n", + "display(score_all)\n", + "\n", + "print(\"Scores low-flow dagen, GRDC < 1600:\")\n", + "display(score_low)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "fe370a2a-ac10-47a7-841e-8f6a9ee7c333", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesdays_below_1600days_below_1020
0GRDC66996
1tas_minus1660286
\n", + "
" + ], + "text/plain": [ + " series days_below_1600 days_below_1020\n", + "0 GRDC 669 96\n", + "1 tas_minus1 660 286" + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "thresholds = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"days_below_1600\": (comparison_scenario[\"Q_grdc_m3s\"] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_scenario[\"Q_grdc_m3s\"] < 1020).sum()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"days_below_1600\": (comparison_scenario[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_scenario[q_col] < 1020).sum()\n", + " }\n", + "])\n", + "\n", + "thresholds" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "d9b097a9-b17a-4549-a506-306eb4ccd0d1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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seriesQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1tas_minus1649.4811.61162.02167.72831.7
\n", + "
" + ], + "text/plain": [ + " series Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 tas_minus1 649.4 811.6 1162.0 2167.7 2831.7" + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "quantiles = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"Q5\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.05),\n", + " \"Q10\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.10),\n", + " \"Q20\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.20),\n", + " \"median\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.50),\n", + " \"mean\": comparison_scenario[\"Q_grdc_m3s\"].mean()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"Q5\": comparison_scenario[q_col].quantile(0.05),\n", + " \"Q10\": comparison_scenario[q_col].quantile(0.10),\n", + " \"Q20\": comparison_scenario[q_col].quantile(0.20),\n", + " \"median\": comparison_scenario[q_col].quantile(0.50),\n", + " \"mean\": comparison_scenario[q_col].mean()\n", + " }\n", + "])\n", + "\n", + "quantiles.round(1)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "6088cc9a-f9f5-4978-90c3-e3be6a518347", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_scenario[\"date\"],\n", + " comparison_scenario[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_scenario[\"date\"],\n", + " comparison_scenario[q_col],\n", + " label=scenario_name,\n", + " linewidth=0.9,\n", + " alpha=0.8\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(f\"Temperature sensitivity: {scenario_name}, 1987–1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "ffc22a08-efa6-4b53-9c6e-eafa051dc52f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Geen bestaande calibrated_3 basisrun gevonden. Run wordt nu gedraaid.\n", + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 7962.2\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3375.2\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 6642.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 5663.7\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4775.6\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 3900.9\n", + "Run klaar: calibrated_3_base_1987_1991\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_3_base_1987_1991_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_calibrated_3_m3s
3651987-01-019125.787109
3661987-01-0210393.553711
3671987-01-0311656.896484
3681987-01-0412782.655273
3691987-01-0513590.301758
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" + ], + "text/plain": [ + " date Q_calibrated_3_m3s\n", + "365 1987-01-01 9125.787109\n", + "366 1987-01-02 10393.553711\n", + "367 1987-01-03 11656.896484\n", + "368 1987-01-04 12782.655273\n", + "369 1987-01-05 13590.301758" + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "base_run_name = \"calibrated_3_base_1987_1991\"\n", + "base_run_file = results_dir / f\"{base_run_name}_lobith_daily.csv\"\n", + "\n", + "if base_run_file.exists():\n", + " print(\"Bestaande calibrated_3 basisrun gevonden:\")\n", + " print(base_run_file)\n", + " \n", + " model_base = pd.read_csv(base_run_file)\n", + " model_base[\"date\"] = pd.to_datetime(model_base[\"date\"])\n", + "\n", + "else:\n", + " print(\"Geen bestaande calibrated_3 basisrun gevonden. Run wordt nu gedraaid.\")\n", + " \n", + " model_base = run_wflow_with_forcing(\n", + " run_name=base_run_name,\n", + " forcing_file=short_base_forcing,\n", + " factors=factors_calibrated_3\n", + " )\n", + "\n", + "model_base = model_base.rename(\n", + " columns={\"Q_model_m3s\": \"Q_calibrated_3_m3s\"}\n", + ")\n", + "\n", + "model_base.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "fc64a1b4-6bc8-42e2-a512-8910af47c4bb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_calibrated_3_m3s
01987-01-014865.09125.787109
11987-01-025756.010393.553711
21987-01-036160.011656.896484
31987-01-046973.012782.655273
41987-01-057579.013590.301758
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_calibrated_3_m3s\n", + "0 1987-01-01 4865.0 9125.787109\n", + "1 1987-01-02 5756.0 10393.553711\n", + "2 1987-01-03 6160.0 11656.896484\n", + "3 1987-01-04 6973.0 12782.655273\n", + "4 1987-01-05 7579.0 13590.301758" + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calibrated_3 = pd.merge(\n", + " grdc,\n", + " model_base[[\"date\", \"Q_calibrated_3_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Start:\", comparison_calibrated_3[\"date\"].min())\n", + "print(\"Einde:\", comparison_calibrated_3[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison_calibrated_3))\n", + "\n", + "comparison_calibrated_3.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "4cc69d64-aac5-48fe-866c-4058faa9b221", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max absoluut verschil: 0.0\n", + "Gemiddeld verschil: 0.0\n", + "Aantal dagen met verschil: 0\n" + ] + } + ], + "source": [ + "# Alleen uitvoeren als je ook Q_calibrated_3_m3s beschikbaar hebt\n", + "\n", + "diff = comparison_scenario[q_col] - comparison_calibrated_3[\"Q_calibrated_3_m3s\"]\n", + "\n", + "print(\"Max absoluut verschil:\", diff.abs().max())\n", + "print(\"Gemiddeld verschil:\", diff.mean())\n", + "print(\"Aantal dagen met verschil:\", (diff.abs() > 0.0001).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "b293d2af-72cb-48d9-b40b-d3df2de5afbb", + "metadata": {}, + "outputs": [], + "source": [ + "def make_seasonal_pet_forcing(\n", + " scenario_name,\n", + " pet_factor=0.95,\n", + " months=[4, 5, 6, 7, 8, 9]\n", + "):\n", + " output_file = forcing_sensitivity_dir / f\"wflow_ERA5_Rhine_1986_1991_{scenario_name}.nc\"\n", + "\n", + " if output_file.exists():\n", + " print(\"Bestaande aangepaste forcing gevonden:\")\n", + " print(output_file)\n", + " return output_file\n", + "\n", + " print(\"Nieuwe seizoensforcing maken:\")\n", + " print(output_file)\n", + "\n", + " ds = xr.open_dataset(short_base_forcing)\n", + " ds_new = ds.copy()\n", + "\n", + " month_mask = ds_new[\"time\"].dt.month.isin(months)\n", + "\n", + " ds_new[\"pet\"] = ds_new[\"pet\"].where(\n", + " ~month_mask,\n", + " ds_new[\"pet\"] * pet_factor\n", + " )\n", + "\n", + " ds_new[\"pet\"].attrs = ds[\"pet\"].attrs\n", + "\n", + " ds_new.to_netcdf(output_file)\n", + "\n", + " ds.close()\n", + " ds_new.close()\n", + "\n", + " print(\"Opgeslagen als:\")\n", + " print(output_file)\n", + "\n", + " return output_file" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "b3eebff5-b190-41de-a6c3-a4ffa2ce4b76", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe seizoensforcing maken:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pet_summer_minus5.nc\n", + "Opgeslagen als:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_sensitivity_short/wflow_ERA5_Rhine_1986_1991_pet_summer_minus5.nc\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aanpassen: intbl/EoverR.tbl factor: 0.75\n", + "Aanpassen: intbl/RootingDepth.tbl factor: 0.9\n", + "Aanpassen: intbl/N_River.tbl factor: 4.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 7981.4\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 3421.7\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 6766.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 6345.2\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 4882.0\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 4279.3\n", + "Run klaar: calibrated_3_pet_summer_minus5_1987_1991\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/calibrated_3_pet_summer_minus5_1987_1991_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_pet_summer_minus5_m3s
3651987-01-019144.715820
3661987-01-0210410.934570
3671987-01-0311671.589844
3681987-01-0412794.039062
3691987-01-0513598.396484
\n", + "
" + ], + "text/plain": [ + " date Q_pet_summer_minus5_m3s\n", + "365 1987-01-01 9144.715820\n", + "366 1987-01-02 10410.934570\n", + "367 1987-01-03 11671.589844\n", + "368 1987-01-04 12794.039062\n", + "369 1987-01-05 13598.396484" + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "scenario_name = \"pet_summer_minus5\"\n", + "\n", + "modified_forcing_file = make_seasonal_pet_forcing(\n", + " scenario_name=scenario_name,\n", + " pet_factor=0.95,\n", + " months=[4, 5, 6, 7, 8, 9]\n", + ")\n", + "\n", + "run_name = f\"calibrated_3_{scenario_name}_1987_1991\"\n", + "run_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "if run_file.exists():\n", + " print(\"Bestaande output gevonden:\")\n", + " print(run_file)\n", + "\n", + " model_scenario = pd.read_csv(run_file)\n", + " model_scenario[\"date\"] = pd.to_datetime(model_scenario[\"date\"])\n", + "\n", + "else:\n", + " model_scenario = run_wflow_with_forcing(\n", + " run_name=run_name,\n", + " forcing_file=modified_forcing_file,\n", + " factors=factors_calibrated_3\n", + " )\n", + "\n", + "q_col = f\"Q_{scenario_name}_m3s\"\n", + "\n", + "model_scenario = model_scenario.rename(\n", + " columns={\"Q_model_m3s\": q_col}\n", + ")\n", + "\n", + "model_scenario.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "d41edacd-192b-420c-a88b-1ecba87ce3af", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores hele periode:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 703.600\n", + "rmse_m3s 1676.600\n", + "log_nse -0.397\n", + "n_days 1826.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Scores low-flow dagen, GRDC < 1600:\n" + ] + }, + { + "data": { + "text/plain": [ + "bias_m3s 332.900\n", + "rmse_m3s 872.000\n", + "log_nse -10.438\n", + "n_days 669.000\n", + "dtype: float64" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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seriesdays_below_1600days_below_1020
0GRDC66996
1pet_summer_minus5620267
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" + ], + "text/plain": [ + " series days_below_1600 days_below_1020\n", + "0 GRDC 669 96\n", + "1 pet_summer_minus5 620 267" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "
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seriesQ5Q10Q20medianmean
0GRDC1015.01131.01318.01836.52223.3
1pet_summer_minus5679.7860.41215.72286.32927.0
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" + ], + "text/plain": [ + " series Q5 Q10 Q20 median mean\n", + "0 GRDC 1015.0 1131.0 1318.0 1836.5 2223.3\n", + "1 pet_summer_minus5 679.7 860.4 1215.7 2286.3 2927.0" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "comparison_scenario = pd.merge(\n", + " grdc,\n", + " model_scenario[[\"date\", q_col]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "score_all = calculate_scores(\n", + " comparison_scenario,\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "score_low = calculate_scores(\n", + " comparison_scenario[comparison_scenario[\"Q_grdc_m3s\"] < 1600],\n", + " \"Q_grdc_m3s\",\n", + " q_col\n", + ")\n", + "\n", + "print(\"Scores hele periode:\")\n", + "display(score_all)\n", + "\n", + "print(\"Scores low-flow dagen, GRDC < 1600:\")\n", + "display(score_low)\n", + "\n", + "thresholds = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"days_below_1600\": (comparison_scenario[\"Q_grdc_m3s\"] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_scenario[\"Q_grdc_m3s\"] < 1020).sum()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"days_below_1600\": (comparison_scenario[q_col] < 1600).sum(),\n", + " \"days_below_1020\": (comparison_scenario[q_col] < 1020).sum()\n", + " }\n", + "])\n", + "\n", + "display(thresholds)\n", + "\n", + "quantiles = pd.DataFrame([\n", + " {\n", + " \"series\": \"GRDC\",\n", + " \"Q5\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.05),\n", + " \"Q10\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.10),\n", + " \"Q20\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.20),\n", + " \"median\": comparison_scenario[\"Q_grdc_m3s\"].quantile(0.50),\n", + " \"mean\": comparison_scenario[\"Q_grdc_m3s\"].mean()\n", + " },\n", + " {\n", + " \"series\": scenario_name,\n", + " \"Q5\": comparison_scenario[q_col].quantile(0.05),\n", + " \"Q10\": comparison_scenario[q_col].quantile(0.10),\n", + " \"Q20\": comparison_scenario[q_col].quantile(0.20),\n", + " \"median\": comparison_scenario[q_col].quantile(0.50),\n", + " \"mean\": comparison_scenario[q_col].mean()\n", + " }\n", + "])\n", + "\n", + "display(quantiles.round(1))" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "c812466f-b986-4672-b1ed-4b859124fda0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_scenario[\"date\"],\n", + " comparison_scenario[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_scenario[\"date\"],\n", + " comparison_scenario[q_col],\n", + " label=scenario_name,\n", + " linewidth=0.9,\n", + " alpha=0.8\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(f\"Seasonal PET sensitivity: {scenario_name}, 1987–1991\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "851b109d-83d5-4583-9748-bde7a31bd352", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/013_Kalibratievervolgen.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/013_Kalibratievervolgen.ipynb new file mode 100644 index 00000000..1c908daf --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/013_Kalibratievervolgen.ipynb @@ -0,0 +1,1971 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "5e598562-c42d-47ce-be57-7c78f364abc2", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/esmvalcore/experimental/_warnings.py:13: UserWarning: \n", + " Thank you for trying out the new ESMValCore API.\n", + " Note that this API is experimental and may be subject to change.\n", + " More info: https://github.com/ESMValGroup/ESMValCore/issues/498\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Project: /home/niels/BEP-Niels\n", + "Results: /home/niels/BEP-Niels/results\n" + ] + } + ], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import shutil\n", + "from pathlib import Path\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources\n", + "\n", + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"Results-figures\"\n", + "\n", + "temp_dir.mkdir(exist_ok=True)\n", + "results_dir.mkdir(exist_ok=True)\n", + "figures_dir.mkdir(exist_ok=True)\n", + "\n", + "print(\"Project:\", project_dir)\n", + "print(\"Results:\", results_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "4fd4a26b-0523-4760-9391-64a5f22ae40d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing bestaat: True\n", + "GRDC bestaat: True\n", + "Shapefile bestaat: True\n", + "\n", + "Forcing file:\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_2004_2010_with_correct_dem/work/diagnostic/script/wflow_ERA5_Rhine_2004_2011.nc\n" + ] + } + ], + "source": [ + "forcing_file = Path(\n", + " \"/home/niels/BEP-Niels/Troepnotebooks/\"\n", + " \"wflow_forcing_ERA5_2004_2010_with_correct_dem/\"\n", + " \"work/diagnostic/script/\"\n", + " \"wflow_ERA5_Rhine_2004_2011.nc\"\n", + ")\n", + "\n", + "grdc_file = project_dir / \"Data Lobith\" / \"data grdc\" / \"6435060_Q_Day.Cmd.txt\"\n", + "shape_file = project_dir / \"Rhine\" / \"Rhine.shp\"\n", + "\n", + "print(\"Forcing bestaat:\", forcing_file.exists())\n", + "print(\"GRDC bestaat:\", grdc_file.exists())\n", + "print(\"Shapefile bestaat:\", shape_file.exists())\n", + "\n", + "print(\"\\nForcing file:\")\n", + "print(forcing_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "bfd64643-fbaa-42cd-8560-4953bc738f97", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Size: 1GB\n", + "Dimensions: (time: 2922, lat: 169, lon: 187, bnds: 2)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 23kB 2004-01-01T12:00:00 ... 2011-12-31T...\n", + " * lat (lat) float64 1kB 52.05 52.02 51.98 51.94 ... 45.97 45.93 45.89\n", + " * lon (lon) float64 1kB 5.227 5.264 5.3 5.337 ... 11.97 12.01 12.05\n", + " height float64 8B ...\n", + "Dimensions without coordinates: bnds\n", + "Data variables:\n", + " pr (time, lat, lon) float32 369MB ...\n", + " time_bnds (time, bnds) datetime64[ns] 47kB ...\n", + " lat_bnds (lat, bnds) float64 3kB ...\n", + " lon_bnds (lon, bnds) float64 3kB ...\n", + " tas (time, lat, lon) float32 369MB ...\n", + " pet (time, lat, lon) float32 369MB ...\n", + "Attributes:\n", + " Conventions: CF-1.7\n", + " software: Created with ESMValTool v2.11.1\n", + " caption: Forcings for the wflow hydrological model.\n", + "\n", + "Variabelen:\n", + "['pr', 'time_bnds', 'lat_bnds', 'lon_bnds', 'tas', 'pet']\n", + "\n", + "Start forcing: 2004-01-01 12:00:00\n", + "Einde forcing: 2011-12-31 12:00:00\n" + ] + } + ], + "source": [ + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(ds)\n", + "print(\"\\nVariabelen:\")\n", + "print(list(ds.data_vars))\n", + "\n", + "print(\"\\nStart forcing:\", pd.to_datetime(ds.time.values[0]))\n", + "print(\"Einde forcing:\", pd.to_datetime(ds.time.values[-1]))\n", + "\n", + "ds.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "ea05103b-23c8-4afa-b073-bed03c187172", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Analyseperiode: 2005-01-01 tot 2010-12-31\n", + "Lobith modelpunt: 51.85 6.1\n", + "Low-flow grens: 1020 m3/s\n" + ] + } + ], + "source": [ + "start_analysis = \"2005-01-01\"\n", + "end_analysis = \"2010-12-31\"\n", + "\n", + "lat_lobith_model = 51.85\n", + "lon_lobith_model = 6.10\n", + "\n", + "low_flow_limit = 1020\n", + "\n", + "print(\"Analyseperiode:\", start_analysis, \"tot\", end_analysis)\n", + "print(\"Lobith modelpunt:\", lat_lobith_model, lon_lobith_model)\n", + "print(\"Low-flow grens:\", low_flow_limit, \"m3/s\")" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "27192918-034f-470d-b8fa-463bc1269169", + 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dateQ_obs_m3s
379872005-01-012145.0
379882005-01-022049.0
379892005-01-032005.0
379902005-01-042003.0
379912005-01-052040.0
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" + ], + "text/plain": [ + " date Q_obs_m3s\n", + "37987 2005-01-01 2145.0\n", + "37988 2005-01-02 2049.0\n", + "37989 2005-01-03 2005.0\n", + "37990 2005-01-04 2003.0\n", + "37991 2005-01-05 2040.0" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "dates = pd.to_datetime(grdc_raw.iloc[:, 0], errors=\"coerce\")\n", + "\n", + "q_values = (\n", + " grdc_raw.iloc[:, 2]\n", + " .astype(str)\n", + " .str.replace(\",\", \".\", regex=False)\n", + ")\n", + "\n", + "q_values = pd.to_numeric(q_values, errors=\"coerce\")\n", + "\n", + "observed = pd.DataFrame({\n", + " \"date\": dates,\n", + " \"Q_obs_m3s\": q_values\n", + "})\n", + "\n", + "observed[\"date\"] = observed[\"date\"].dt.normalize()\n", + "\n", + "observed = observed.dropna()\n", + "observed = observed[observed[\"Q_obs_m3s\"] > 0]\n", + "observed = observed[observed[\"Q_obs_m3s\"] < 20000]\n", + "\n", + "observed_selection = observed[\n", + " (observed[\"date\"] >= start_analysis) &\n", + " (observed[\"date\"] <= end_analysis)\n", + "].copy()\n", + "\n", + "observed_selection.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "c9f6f436-19d9-4678-acea-e772554c25ec", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 2191\n", + "Start: 2005-01-01 00:00:00\n", + "Einde: 2010-12-31 00:00:00\n", + "Gemiddelde Q: 2088.0406207211317\n", + "Minimum Q: 845.0\n", + "Aantal dagen onder 1020: 36\n" + ] + } + ], + "source": [ + "print(\"Aantal dagen:\", len(observed_selection))\n", + "print(\"Start:\", observed_selection[\"date\"].min())\n", + "print(\"Einde:\", observed_selection[\"date\"].max())\n", + "print(\"Gemiddelde Q:\", observed_selection[\"Q_obs_m3s\"].mean())\n", + "print(\"Minimum Q:\", observed_selection[\"Q_obs_m3s\"].min())\n", + "print(\"Aantal dagen onder 1020:\", (observed_selection[\"Q_obs_m3s\"] < low_flow_limit).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "58151bc0-a780-46ab-a758-f0a5670fad93", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 5))\n", + "\n", + "plt.plot(\n", + " observed_selection[\"date\"],\n", + " observed_selection[\"Q_obs_m3s\"],\n", + " linewidth=0.8,\n", + " label=\"GRDC Lobith\"\n", + ")\n", + "\n", + "plt.axhline(\n", + " low_flow_limit,\n", + " linestyle=\"--\",\n", + " label=\"1020 m3/s\"\n", + ")\n", + "\n", + "plt.xlabel(\"Datum\")\n", + "plt.ylabel(\"Afvoer [m3/s]\")\n", + "plt.title(\"GRDC-afvoer bij Lobith, 2005-2010\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1386e26a-e8bc-4606-99af-70edb9688d9f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "\n", + "Config bestaat:\n", + "True\n", + "\n", + "Forcing directory:\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_2004_2010_with_correct_dem/work/diagnostic/script\n" + ] + } + ], + "source": [ + "forcing_dir = forcing_file.parent\n", + "\n", + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing(\n", + " start_time=\"2004-01-01T00:00:00Z\",\n", + " end_time=\"2011-01-01T00:00:00Z\",\n", + " directory=forcing_dir,\n", + " shape=shape_file,\n", + " netcdfinput=forcing_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"Parameter set:\")\n", + "print(parameter_set.directory)\n", + "\n", + "print(\"\\nConfig bestaat:\")\n", + "print(parameter_set.config.exists())\n", + "\n", + "print(\"\\nForcing directory:\")\n", + "print(forcing_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "9a73e511-e320-4942-b1aa-6197324c7319", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config file:\n", + "/home/niels/BEP-Niels/notebooks/wflow_20260601_123411/wflow_ewatercycle.ini\n", + "\n", + "Runmap:\n", + "/home/niels/BEP-Niels/notebooks/wflow_20260601_123411\n", + "\n", + "Intbl map bestaat:\n", + "True\n" + ] + } + ], + "source": [ + "model_check = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file_check, cfg_dir_check = model_check.setup()\n", + "\n", + "cfg_dir_check = Path(cfg_dir_check)\n", + "intbl_dir = cfg_dir_check / \"intbl\"\n", + "\n", + "print(\"Config file:\")\n", + "print(cfg_file_check)\n", + "\n", + "print(\"\\nRunmap:\")\n", + "print(cfg_dir_check)\n", + "\n", + "print(\"\\nIntbl map bestaat:\")\n", + "print(intbl_dir.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "73b8ef71-fa92-4303-9e5c-6d5b528ac807", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal tbl-bestanden: 22\n", + "CanopyGapFraction.tbl\n", + "Cfmax.tbl\n", + "EoverR.tbl\n", + "FirstZoneCapacity.tbl\n", + "FirstZoneKsatVer.tbl\n", + "FirstZoneMinCapacity.tbl\n", + "InfiltCapPath.tbl\n", + "InfiltCapSoil.tbl\n", + "M.tbl\n", + "MaxCanopyStorage.tbl\n", + "MaxLeakage.tbl\n", + "N.tbl\n", + "N_Floodplain.tbl\n", + "N_River.tbl\n", + "PathFrac.tbl\n", + "RootingDepth.tbl\n", + "TT.tbl\n", + "TTI.tbl\n", + "WHC.tbl\n", + "cf_soil.tbl\n", + "thetaR.tbl\n", + "thetaS.tbl\n" + ] + } + ], + "source": [ + "tbl_files = sorted(intbl_dir.glob(\"*.tbl\"))\n", + "\n", + "print(\"Aantal tbl-bestanden:\", len(tbl_files))\n", + "\n", + "for file in tbl_files:\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "831d8794-0eb4-483a-b724-5f409179b851", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "M.tbl bestaat: True\n", + "FirstZoneKsatVer.tbl bestaat: True\n", + "N_River.tbl bestaat: True\n", + "N.tbl bestaat: True\n", + "FirstZoneCapacity.tbl bestaat: True\n", + "FirstZoneMinCapacity.tbl bestaat: True\n", + "RootingDepth.tbl bestaat: True\n" + ] + } + ], + "source": [ + "relevant_tbls = [\n", + " \"M.tbl\",\n", + " \"FirstZoneKsatVer.tbl\",\n", + " \"N_River.tbl\",\n", + " \"N.tbl\",\n", + " \"FirstZoneCapacity.tbl\",\n", + " \"FirstZoneMinCapacity.tbl\",\n", + " \"RootingDepth.tbl\"\n", + "]\n", + "\n", + "for tbl in relevant_tbls:\n", + " path = intbl_dir / tbl\n", + " print(tbl, \"bestaat:\", path.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "69053c7c-5344-406e-bc61-df7d4fdfbd91", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- M.tbl ---\n", + "<,7]\t1\t1 1504\n", + "<,7]\t2\t1 193\n", + "<,7]\t3\t1 12880\n", + "<,7]\t4\t1 183\n", + "<,7]\t5\t1 176\n", + "<,7]\t6\t1 183\n", + "<,7]\t7\t1 133\n", + "<,7]\t8\t1 1450\n", + "<,7]\t9\t1 183\n", + "<,7]\t10\t1 190\n", + "\n", + "--- FirstZoneKsatVer.tbl ---\n", + "<,7]\t1 1 8000\n", + "<,7]\t2 1 100\n", + "<,7]\t3 1 100\n", + "<,7]\t4 1 1000\n", + "<,7]\t5 1 1000\n", + "<,7]\t6 1 1000\n", + "<,7]\t7 1 1500\n", + "<,7]\t8 1 100\n", + "<,7]\t9 1 1000\n", + "<,7]\t10 1 1000\n" + ] + } + ], + "source": [ + "for tbl in [\"M.tbl\", \"FirstZoneKsatVer.tbl\"]:\n", + " print(\"\\n---\", tbl, \"---\")\n", + " \n", + " path = intbl_dir / tbl\n", + " \n", + " with open(path, \"r\") as f:\n", + " lines = f.readlines()\n", + " \n", + " for line in lines[:10]:\n", + " print(line.strip())" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "6dbca1ca-8c20-43ae-a615-8174ba306e47", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Check-model afgesloten\n" + ] + } + ], + "source": [ + "try:\n", + " model_check.finalize()\n", + "except:\n", + " pass\n", + "\n", + "print(\"Check-model afgesloten\")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "7b1e6a1a-332a-426e-b4d0-7677c366e880", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_values(tbl_file, factor):\n", + " tbl_file = Path(tbl_file)\n", + " \n", + " new_lines = []\n", + " \n", + " with open(tbl_file, \"r\") as f:\n", + " lines = f.readlines()\n", + " \n", + " for line in lines:\n", + " stripped = line.strip()\n", + " \n", + " if stripped == \"\" or stripped.startswith(\"#\"):\n", + " new_lines.append(line)\n", + " continue\n", + " \n", + " parts = stripped.split()\n", + " \n", + " try:\n", + " old_value = float(parts[-1])\n", + " new_value = old_value * factor\n", + " parts[-1] = str(new_value)\n", + " new_lines.append(\"\\t\".join(parts) + \"\\n\")\n", + " except:\n", + " new_lines.append(line)\n", + " \n", + " with open(tbl_file, \"w\") as f:\n", + " f.writelines(new_lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "99794098-09fe-4604-bc04-702da65facd5", + "metadata": {}, + "outputs": [], + "source": [ + "def run_wflow_test(tbl_name=None, factor=1.0, output_name=\"Q_sim_m3s\", progress_every=100):\n", + " model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + " )\n", + " \n", + " cfg_file, cfg_dir = model.setup()\n", + " cfg_dir = Path(cfg_dir)\n", + " \n", + " print(\"Runmap:\", cfg_dir)\n", + " \n", + " if tbl_name is not None:\n", + " tbl_file = cfg_dir / \"intbl\" / tbl_name\n", + " \n", + " if not tbl_file.exists():\n", + " raise FileNotFoundError(f\"Niet gevonden: {tbl_file}\")\n", + " \n", + " multiply_tbl_values(tbl_file, factor)\n", + " print(tbl_name, \"vermenigvuldigd met\", factor)\n", + " \n", + " model.initialize(cfg_file)\n", + " \n", + " dates = []\n", + " q_values = []\n", + " \n", + " step = 0\n", + " \n", + " # Dit is de totale modelperiode die we nu gebruiken\n", + " run_start = pd.to_datetime(\"2004-01-01\")\n", + " run_end = pd.to_datetime(\"2011-01-01\")\n", + " total_steps = (run_end - run_start).days\n", + " \n", + " while model.time < model.end_time:\n", + " model.update()\n", + " step = step + 1\n", + " \n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + " \n", + " if step == 1 or step % progress_every == 0:\n", + " percentage = 100 * step / total_steps\n", + " current_date = str(model.time_as_datetime)[:10]\n", + " \n", + " print(\n", + " f\"\\rVoortgang: {step}/{total_steps} dagen \"\n", + " f\"({percentage:.1f}%) - datum: {current_date}\",\n", + " end=\"\",\n", + " flush=True\n", + " )\n", + " \n", + " print(\"\\nModelrun klaar\")\n", + " \n", + " try:\n", + " model.finalize()\n", + " except:\n", + " pass\n", + " \n", + " output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates).tz_localize(None).normalize(),\n", + " output_name: q_values\n", + " })\n", + " \n", + " output = output[\n", + " (output[\"date\"] >= start_analysis) &\n", + " (output[\"date\"] <= end_analysis)\n", + " ].copy()\n", + " \n", + " output.to_csv(results_dir / f\"{output_name}.csv\", index=False)\n", + " \n", + " return output" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "07ebae75-4571-4fb2-ad1c-abf1599818fa", + "metadata": {}, + "outputs": [], + "source": [ + "def calculate_scores(comparison, sim_col):\n", + " obs = comparison[\"Q_obs_m3s\"]\n", + " sim = comparison[sim_col]\n", + " \n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + " bias = sim.mean() - obs.mean()\n", + " \n", + " log_obs = np.log(obs + 1)\n", + " log_sim = np.log(sim + 1)\n", + " \n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) ** 2).sum()\n", + " \n", + " obs_low_days = (obs < low_flow_limit).sum()\n", + " sim_low_days = (sim < low_flow_limit).sum()\n", + " \n", + " q10_obs = obs.quantile(0.10)\n", + " q10_sim = sim.quantile(0.10)\n", + " \n", + " q17_obs = obs.quantile(0.17)\n", + " q17_sim = sim.quantile(0.17)\n", + " \n", + " scores = {\n", + " \"RMSE\": rmse,\n", + " \"Bias\": bias,\n", + " \"log_NSE\": log_nse,\n", + " \"obs_days_under_1020\": obs_low_days,\n", + " \"sim_days_under_1020\": sim_low_days,\n", + " \"difference_days_under_1020\": sim_low_days - obs_low_days,\n", + " \"Q10_obs\": q10_obs,\n", + " \"Q10_sim\": q10_sim,\n", + " \"Q10_difference\": q10_sim - q10_obs,\n", + " \"Q17_obs\": q17_obs,\n", + " \"Q17_sim\": q17_sim,\n", + " \"Q17_difference\": q17_sim - q17_obs,\n", + " }\n", + " \n", + " return pd.DataFrame([scores])" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "a079af20-178c-44fa-82e0-459bfcda28cf", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap: /home/niels/BEP-Niels/notebooks/wflow_20260601_123659\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " RMSE Bias log_NSE obs_days_under_1020 \\\n", + "0 1856.116719 874.316401 -2.297847 36 \n", + "\n", + " sim_days_under_1020 difference_days_under_1020 Q10_obs Q10_sim \\\n", + "0 397 361 1262.0 670.093872 \n", + "\n", + " Q10_difference Q17_obs Q17_sim Q17_difference run \n", + "0 -591.906128 1397.0 966.937585 -430.062415 baseline " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "baseline = run_wflow_test(\n", + " tbl_name=None,\n", + " factor=1.0,\n", + " output_name=\"Q_baseline_m3s\"\n", + ")\n", + "\n", + "comparison_baseline = pd.merge(\n", + " observed_selection,\n", + " baseline,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_baseline = calculate_scores(\n", + " comparison_baseline,\n", + " sim_col=\"Q_baseline_m3s\"\n", + ")\n", + "\n", + "scores_baseline[\"run\"] = \"baseline\"\n", + "\n", + "scores_baseline" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "fa6e253b-8f0c-4e29-959f-31286b9fea15", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap: /home/niels/BEP-Niels/notebooks/wflow_20260601_124838\n", + "M.tbl vermenigvuldigd met 0.75\n", + "Voortgang: 2500/2557 dagen (97.8%) - datum: 2010-11-04\n", + "Modelrun klaar\n" + ] + } + ], + "source": [ + "m_075 = run_wflow_test(\n", + " tbl_name=\"M.tbl\",\n", + " factor=0.75,\n", + " output_name=\"Q_M_0p75_m3s\",\n", + " progress_every=100\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "ddffe1ed-1c6f-4f5e-b915-98243b70a59a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " RMSE Bias log_NSE obs_days_under_1020 \\\n", + "0 1856.116719 874.316401 -2.297847 36 \n", + "\n", + " sim_days_under_1020 difference_days_under_1020 Q10_obs Q10_sim \\\n", + "0 397 361 1262.0 670.093872 \n", + "\n", + " Q10_difference Q17_obs Q17_sim Q17_difference run \n", + "0 -591.906128 1397.0 966.937585 -430.062415 baseline " + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_baseline = pd.merge(\n", + " observed_selection,\n", + " baseline,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_baseline = calculate_scores(\n", + " comparison_baseline,\n", + " sim_col=\"Q_baseline_m3s\"\n", + ")\n", + "\n", + "scores_baseline[\"run\"] = \"baseline\"\n", + "\n", + "scores_baseline" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "708e208c-ce71-4294-9233-50a956aa0b92", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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RMSEBiaslog_NSEobs_days_under_1020sim_days_under_1020difference_days_under_1020Q10_obsQ10_simQ10_differenceQ17_obsQ17_simQ17_differencerun
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" + ], + "text/plain": [ + " RMSE Bias log_NSE obs_days_under_1020 \\\n", + "0 1856.226213 873.313284 -2.303756 36 \n", + "\n", + " sim_days_under_1020 difference_days_under_1020 Q10_obs Q10_sim \\\n", + "0 398 362 1262.0 667.71936 \n", + "\n", + " Q10_difference Q17_obs Q17_sim Q17_difference run \n", + "0 -594.28064 1397.0 966.355585 -430.644415 M x 0.25 " + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "m_025 = run_wflow_test(\n", + " tbl_name=\"M.tbl\",\n", + " factor=0.25,\n", + " output_name=\"Q_M_0p25_m3s\",\n", + " progress_every=100\n", + ")\n", + "\n", + "comparison_m_025, scores_m_025 = evaluate_run(\n", + " sim_data=m_025,\n", + " sim_col=\"Q_M_0p25_m3s\",\n", + " run_name=\"M x 0.25\"\n", + ")\n", + "\n", + "scores_m_025" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "fc67a1ae-8e92-4305-beb7-bfbc8265fe5d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap: /home/niels/BEP-Niels/notebooks/wflow_20260601_131248\n", + "M.tbl vermenigvuldigd met 2.0\n", + "Voortgang: 2500/2557 dagen (97.8%) - datum: 2010-11-04\n", + "Modelrun klaar\n" + ] + }, + { + "data": { + "text/html": [ + "
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RMSEBiaslog_NSEobs_days_under_1020sim_days_under_1020difference_days_under_1020Q10_obsQ10_simQ10_differenceQ17_obsQ17_simQ17_differencerun
01856.583231874.736081-2.297103363973611262.0670.228516-591.7714841397.0967.129614-429.870386M x 2.00
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" + ], + "text/plain": [ + " RMSE Bias log_NSE obs_days_under_1020 \\\n", + "0 1856.583231 874.736081 -2.297103 36 \n", + "\n", + " sim_days_under_1020 difference_days_under_1020 Q10_obs Q10_sim \\\n", + "0 397 361 1262.0 670.228516 \n", + "\n", + " Q10_difference Q17_obs Q17_sim Q17_difference run \n", + "0 -591.771484 1397.0 967.129614 -429.870386 M x 2.00 " + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "m_200 = run_wflow_test(\n", + " tbl_name=\"M.tbl\",\n", + " factor=2.00,\n", + " output_name=\"Q_M_2p00_m3s\",\n", + " progress_every=100\n", + ")\n", + "\n", + "comparison_m_200, scores_m_200 = evaluate_run(\n", + " sim_data=m_200,\n", + " sim_col=\"Q_M_2p00_m3s\",\n", + " run_name=\"M x 2.00\"\n", + ")\n", + "\n", + "scores_m_200" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "cbd58323-dc15-4de7-9aa1-cf761a8c84a7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runRMSEBiaslog_NSEobs_days_under_1020sim_days_under_1020difference_days_under_1020Q10_obsQ10_simQ10_differenceQ17_obsQ17_simQ17_difference
0baseline1856.116719874.316401-2.297847363973611262.0670.093872-591.9061281397.0966.937585-430.062415
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2M x 0.251856.226213873.313284-2.303756363983621262.0667.719360-594.2806401397.0966.355585-430.644415
3M x 2.001856.583231874.736081-2.297103363973611262.0670.228516-591.7714841397.0967.129614-429.870386
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" + ], + "text/plain": [ + " run RMSE Bias log_NSE obs_days_under_1020 \\\n", + "0 baseline 1856.116719 874.316401 -2.297847 36 \n", + "1 M x 0.75 1857.270020 874.815699 -2.300570 36 \n", + "2 M x 0.25 1856.226213 873.313284 -2.303756 36 \n", + "3 M x 2.00 1856.583231 874.736081 -2.297103 36 \n", + "\n", + " sim_days_under_1020 difference_days_under_1020 Q10_obs Q10_sim \\\n", + "0 397 361 1262.0 670.093872 \n", + "1 397 361 1262.0 669.155701 \n", + "2 398 362 1262.0 667.719360 \n", + "3 397 361 1262.0 670.228516 \n", + "\n", + " Q10_difference Q17_obs Q17_sim Q17_difference \n", + "0 -591.906128 1397.0 966.937585 -430.062415 \n", + "1 -592.844299 1397.0 966.864685 -430.135315 \n", + "2 -594.280640 1397.0 966.355585 -430.644415 \n", + "3 -591.771484 1397.0 967.129614 -429.870386 " + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_m = pd.concat(\n", + " [\n", + " scores_baseline,\n", + " scores_m_075,\n", + " scores_m_025,\n", + " scores_m_200\n", + " ],\n", + " ignore_index=True\n", + ")\n", + "\n", + "score_table_m = score_table_m[\n", + " [\n", + " \"run\",\n", + " \"RMSE\",\n", + " \"Bias\",\n", + " \"log_NSE\",\n", + " \"obs_days_under_1020\",\n", + " \"sim_days_under_1020\",\n", + " \"difference_days_under_1020\",\n", + " \"Q10_obs\",\n", + " \"Q10_sim\",\n", + " \"Q10_difference\",\n", + " \"Q17_obs\",\n", + " \"Q17_sim\",\n", + " \"Q17_difference\"\n", + " ]\n", + "]\n", + "\n", + "score_table_m" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3979cf5a-ed67-496b-bd89-f5a6eef6a3a6", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/06_kalibratie en validatie.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/06_kalibratie en validatie.ipynb new file mode 100644 index 00000000..7efc7f6a --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/06_kalibratie en validatie.ipynb @@ -0,0 +1,8026 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 3, + "id": "01de9fcd-68df-4c5e-8e32-2978a7bd494d", + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import xarray as xr" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "74bbee42-2cfe-414f-9906-40e8fb93d6c6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Modelbestand bestaat: True\n", + "Meetbestand bestaat: True\n" + ] + } + ], + "source": [ + "model_file = Path(\"/home/niels/BEP-Niels/model_output_lobith_2005_2010_daily.xlsx\")\n", + "obs_file = Path(\"/home/niels/BEP-Niels/Data Lobith/Lobith_daggemiddelden.xlsx\")\n", + "\n", + "print(\"Modelbestand bestaat:\", model_file.exists())\n", + "print(\"Meetbestand bestaat:\", obs_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a50a197b-c17b-4446-b44f-15072f3ce0f7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Modeldata:\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
02005-01-014478.155762
12005-01-024328.943359
22005-01-034163.805176
32005-01-043979.241455
42005-01-053801.807129
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" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 2005-01-01 4478.155762\n", + "1 2005-01-02 4328.943359\n", + "2 2005-01-03 4163.805176\n", + "3 2005-01-04 3979.241455\n", + "4 2005-01-05 3801.807129" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Meetdata:\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_mean_m3s
01950-01-011425.0
11950-01-021360.0
21950-01-031330.0
31950-01-041320.0
41950-01-051330.0
\n", + "
" + ], + "text/plain": [ + " date Q_mean_m3s\n", + "0 1950-01-01 1425.0\n", + "1 1950-01-02 1360.0\n", + "2 1950-01-03 1330.0\n", + "3 1950-01-04 1320.0\n", + "4 1950-01-05 1330.0" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "model_daily = pd.read_excel(model_file)\n", + "observed_daily = pd.read_excel(obs_file)\n", + "\n", + "print(\"Modeldata:\")\n", + "display(model_daily.head())\n", + "\n", + "print(\"Meetdata:\")\n", + "display(observed_daily.head())" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d0c97582-cd88-4d6f-90ab-933c28353a21", + "metadata": {}, + "outputs": [], + "source": [ + "model_daily[\"date\"] = pd.to_datetime(model_daily[\"date\"])\n", + "\n", + "observed_daily[\"date\"] = pd.to_datetime(observed_daily[\"date\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "cc5d785f-3085-4cba-9073-6c469a3318be", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " date Q_model_m3s\n", + "0 2005-01-01 4478.155762\n", + "1 2005-01-02 4328.943359\n", + "2 2005-01-03 4163.805176\n", + "3 2005-01-04 3979.241455\n", + "4 2005-01-05 3801.807129\n", + " date Q_mean_m3s\n", + "0 1950-01-01 1425.0\n", + "1 1950-01-02 1360.0\n", + "2 1950-01-03 1330.0\n", + "3 1950-01-04 1320.0\n", + "4 1950-01-05 1330.0\n" + ] + } + ], + "source": [ + "print(model_daily.head())\n", + "print(observed_daily.head())" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "a01bb86f-d8df-4f34-bc40-b3653941a3c1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Modelperiode:\n", + "2005-01-01 00:00:00 tot 2010-12-31 00:00:00\n", + "Aantal modeldagen: 2191\n", + "\n", + "Meetperiode:\n", + "2005-01-01 00:00:00 tot 2010-12-31 00:00:00\n", + "Aantal meetdagen: 2191\n" + ] + } + ], + "source": [ + "model_selection = model_daily[\n", + " (model_daily[\"date\"] >= \"2005-01-01\") &\n", + " (model_daily[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "observed_selection = observed_daily[\n", + " (observed_daily[\"date\"] >= \"2005-01-01\") &\n", + " (observed_daily[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Modelperiode:\")\n", + "print(model_selection[\"date\"].min(), \"tot\", model_selection[\"date\"].max())\n", + "print(\"Aantal modeldagen:\", len(model_selection))\n", + "\n", + "print(\"\\nMeetperiode:\")\n", + "print(observed_selection[\"date\"].min(), \"tot\", observed_selection[\"date\"].max())\n", + "print(\"Aantal meetdagen:\", len(observed_selection))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "586519d2-e64f-4d10-bb82-e45cf396beed", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal overlappende dagen: 2191\n", + "Eerste datum: 2005-01-01 00:00:00\n", + "Laatste datum: 2010-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_mean_m3sQ_model_m3s
02005-01-012198.0416674478.155762
12005-01-022084.2083334328.943359
22005-01-032039.4166674163.805176
32005-01-042041.0000003979.241455
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" + ], + "text/plain": [ + " date Q_mean_m3s Q_model_m3s\n", + "0 2005-01-01 2198.041667 4478.155762\n", + "1 2005-01-02 2084.208333 4328.943359\n", + "2 2005-01-03 2039.416667 4163.805176\n", + "3 2005-01-04 2041.000000 3979.241455\n", + "4 2005-01-05 2085.541667 3801.807129" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison = pd.merge(\n", + " observed_selection,\n", + " model_selection,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal overlappende dagen:\", len(comparison))\n", + "print(\"Eerste datum:\", comparison[\"date\"].min())\n", + "print(\"Laatste datum:\", comparison[\"date\"].max())\n", + "\n", + "comparison.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "637b98c8-d79c-4a89-81cb-5be7c0c9717d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Index(['date', 'Q_mean_m3s', 'Q_model_m3s'], dtype='object')" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison.columns" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "565cd455-cb95-436c-b9dc-8ff5f3cf2568", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Q_mean_m3sQ_model_m3s
count2191.0000002191.000000
mean2174.9542642972.710344
std852.7859332192.088069
min886.833333118.181686
25%1616.6041671302.506775
50%1959.1250002525.165527
75%2536.1458334046.083374
max6136.25000012805.438477
\n", + "
" + ], + "text/plain": [ + " Q_mean_m3s Q_model_m3s\n", + "count 2191.000000 2191.000000\n", + "mean 2174.954264 2972.710344\n", + "std 852.785933 2192.088069\n", + "min 886.833333 118.181686\n", + "25% 1616.604167 1302.506775\n", + "50% 1959.125000 2525.165527\n", + "75% 2536.145833 4046.083374\n", + "max 6136.250000 12805.438477" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "obs_col = \"Q_mean_m3s\"\n", + "sim_col = \"Q_model_m3s\"\n", + "\n", + "comparison[[obs_col, sim_col]].describe()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "03b8cf4f-0ee2-49bd-a942-bc3cf535de75", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[obs_col],\n", + " label=\"Gemeten Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[sim_col],\n", + " label=\"Wflow model Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Afvoer [m³/s]\")\n", + "plt.title(\"Gemeten en gemodelleerde afvoer bij Lobith, 2005–2010\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "4523a43c-70f4-4cd0-86ef-7adba49bf2e3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Kalibratieperiode:\n", + "2005-01-01 00:00:00 tot 2007-12-31 00:00:00\n", + "Aantal dagen: 1095\n", + "\n", + "Validatieperiode:\n", + "2008-01-01 00:00:00 tot 2010-12-31 00:00:00\n", + "Aantal dagen: 1096\n" + ] + } + ], + "source": [ + "calibration_data = comparison[\n", + " (comparison[\"date\"] >= \"2005-01-01\") &\n", + " (comparison[\"date\"] <= \"2007-12-31\")\n", + "].copy()\n", + "\n", + "validation_data = comparison[\n", + " (comparison[\"date\"] >= \"2008-01-01\") &\n", + " (comparison[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Kalibratieperiode:\")\n", + "print(calibration_data[\"date\"].min(), \"tot\", calibration_data[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(calibration_data))\n", + "\n", + "print(\"\\nValidatieperiode:\")\n", + "print(validation_data[\"date\"].min(), \"tot\", validation_data[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(validation_data))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "3fd53744-6b24-4125-aebc-6b7eec81c7f9", + "metadata": {}, + "outputs": [], + "source": [ + "def performance_scores(data, sim_col, obs_col=\"Q_mean_m3s\", low_flow_limit=2000):\n", + " obs = data[obs_col]\n", + " sim = data[sim_col]\n", + " \n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + " bias = sim.mean() - obs.mean()\n", + " correlation = obs.corr(sim)\n", + " \n", + " nse = 1 - ((sim - obs) ** 2).sum() / ((obs - obs.mean()) ** 2).sum()\n", + " \n", + " obs_low_days = (obs < low_flow_limit).sum()\n", + " sim_low_days = (sim < low_flow_limit).sum()\n", + " low_day_error = sim_low_days - obs_low_days\n", + " \n", + " low_data = data[obs < low_flow_limit]\n", + " \n", + " if len(low_data) > 0:\n", + " low_rmse = np.sqrt(((low_data[sim_col] - low_data[obs_col]) ** 2).mean())\n", + " low_bias = low_data[sim_col].mean() - low_data[obs_col].mean()\n", + " else:\n", + " low_rmse = np.nan\n", + " low_bias = np.nan\n", + " \n", + " return {\n", + " \"RMSE\": rmse,\n", + " \"Bias\": bias,\n", + " \"Correlation\": correlation,\n", + " \"NSE\": nse,\n", + " \"Observed low-flow days\": obs_low_days,\n", + " \"Simulated low-flow days\": sim_low_days,\n", + " \"Low-flow day error\": low_day_error,\n", + " \"Low-flow RMSE\": low_rmse,\n", + " \"Low-flow bias\": low_bias,\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "08cb6e3c-3c19-424f-bb75-1ecab2c9fb69", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Origineel model - kalibratieperiode\n", + "RMSE : 1778.593110701667\n", + "Bias : 747.3061955467929\n", + "Correlation : 0.8149188388591564\n", + "NSE : -2.676382416311135\n", + "Observed low-flow days : 570\n", + "Simulated low-flow days : 460\n", + "Low-flow day error : -110\n", + "Low-flow RMSE : 965.9587169224415\n", + "Low-flow bias : 42.92257866218074\n", + "\n", + "Origineel model - validatieperiode\n", + "RMSE : 1803.0583100017668\n", + "Bias : 848.1599351367809\n", + "Correlation : 0.76578056104963\n", + "NSE : -4.486731319588138\n", + "Observed low-flow days : 585\n", + "Simulated low-flow days : 420\n", + "Low-flow day error : -165\n", + "Low-flow RMSE : 1089.4910225571532\n", + "Low-flow bias : 214.9467227077214\n" + ] + } + ], + "source": [ + "scores_calibration_original = performance_scores(\n", + " calibration_data,\n", + " sim_col=sim_col,\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "scores_validation_original = performance_scores(\n", + " validation_data,\n", + " sim_col=sim_col,\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "print(\"Origineel model - kalibratieperiode\")\n", + "for key, value in scores_calibration_original.items():\n", + " print(key, \":\", value)\n", + "\n", + "print(\"\\nOrigineel model - validatieperiode\")\n", + "for key, value in scores_validation_original.items():\n", + " print(key, \":\", value)" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "a0f3d9f0-5cd1-4d61-8ea8-c9cd402d983e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
\n", + "
" + ], + "text/plain": [ + " periode model RMSE Bias Correlation NSE \\\n", + "0 kalibratie origineel 1778.593111 747.306196 0.814919 -2.676382 \n", + "1 validatie origineel 1803.058310 848.159935 0.765781 -4.486731 \n", + "\n", + " Observed low-flow days Simulated low-flow days Low-flow day error \\\n", + "0 570 460 -110 \n", + "1 585 420 -165 \n", + "\n", + " Low-flow RMSE Low-flow bias \n", + "0 965.958717 42.922579 \n", + "1 1089.491023 214.946723 " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + "])\n", + "\n", + "score_table" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "b8558452-9fdf-4247-a751-9a3771906d83", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[obs_col],\n", + " label=\"Gemeten Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[sim_col],\n", + " label=\"Wflow model Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Afvoer [m³/s]\")\n", + "plt.title(\"Ingezoomde vergelijking lage afvoeren bij Lobith, 2005–2010\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "7fbd4c52-7f2e-44d1-a770-0188ca915cbe", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/esmvalcore/experimental/_warnings.py:13: UserWarning: \n", + " Thank you for trying out the new ESMValCore API.\n", + " Note that this API is experimental and may be subject to change.\n", + " More info: https://github.com/ESMValGroup/ESMValCore/issues/498\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set directory:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "\n", + "Config:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n", + "Config bestaat: True\n" + ] + } + ], + "source": [ + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "\n", + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(\"Parameter set directory:\")\n", + "print(parameter_set.directory)\n", + "\n", + "print(\"\\nConfig:\")\n", + "print(parameter_set.config)\n", + "print(\"Config bestaat:\", parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "f14ad0b9-c0c2-4923-9fc3-1f0eee2a19d9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps\n", + "Bestaat: True\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC/staticmaps\n", + "Bestaat: False\n" + ] + } + ], + "source": [ + "possible_staticmaps_dirs = [\n", + " Path(parameter_set.directory) / \"staticmaps\",\n", + " Path(parameter_set.directory) / \"wflow_sbm_NC\" / \"staticmaps\",\n", + "]\n", + "\n", + "for folder in possible_staticmaps_dirs:\n", + " print(folder)\n", + " print(\"Bestaat:\", folder.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "8594f6ab-10b8-4936-bc39-c746bc7927d5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gebruikte staticmaps map:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps\n", + "Bestaat: True\n" + ] + } + ], + "source": [ + "staticmaps_dir = Path(parameter_set.directory) / \"staticmaps\"\n", + "\n", + "if not staticmaps_dir.exists():\n", + " staticmaps_dir = Path(parameter_set.directory) / \"wflow_sbm_NC\" / \"staticmaps\"\n", + "\n", + "print(\"Gebruikte staticmaps map:\")\n", + "print(staticmaps_dir)\n", + "print(\"Bestaat:\", staticmaps_dir.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "cce7558c-b751-4b22-a0ab-8bccf04e4664", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal map-bestanden: 31\n", + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n" + ] + } + ], + "source": [ + "map_files = list(staticmaps_dir.glob(\"*.map\"))\n", + "\n", + "print(\"Aantal map-bestanden:\", len(map_files))\n", + "\n", + "for file in map_files:\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "d485e125-a72f-41ed-9392-2e5c3d6fb64a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n" + ] + } + ], + "source": [ + "keywords = [\n", + " \"ksat\",\n", + " \"soil\",\n", + " \"root\",\n", + " \"theta\",\n", + " \"m\",\n", + " \"river\",\n", + " \"n_\",\n", + " \"mann\",\n", + " \"infilt\",\n", + " \"storage\",\n", + " \"first\",\n", + " \"second\"\n", + "]\n", + "\n", + "for file in map_files:\n", + " name = file.name.lower()\n", + " \n", + " for key in keywords:\n", + " if key in name:\n", + " print(file.name)\n", + " break" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "cef511cd-f474-466b-a2af-5961faa07172", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gebruikte staticmaps map:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps\n", + "Bestaat: True\n" + ] + } + ], + "source": [ + "staticmaps_dir = Path(\"/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps\")\n", + "\n", + "print(\"Gebruikte staticmaps map:\")\n", + "print(staticmaps_dir)\n", + "print(\"Bestaat:\", staticmaps_dir.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "d29ad00a-5e50-43e3-892b-1f106d5f947f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal map-bestanden: 31\n", + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n" + ] + } + ], + "source": [ + "map_files = sorted(list(staticmaps_dir.glob(\"*.map\")))\n", + "\n", + "print(\"Aantal map-bestanden:\", len(map_files))\n", + "\n", + "for file in map_files:\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "b9e4caf7-3a06-4bda-9a9d-65631e3ff60a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mogelijk relevante parameterkaarten:\n", + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n" + ] + } + ], + "source": [ + "keywords = [\n", + " \"ksat\",\n", + " \"soil\",\n", + " \"root\",\n", + " \"theta\",\n", + " \"m\",\n", + " \"river\",\n", + " \"n_\",\n", + " \"mann\",\n", + " \"infilt\",\n", + " \"storage\",\n", + " \"first\",\n", + " \"second\",\n", + " \"path\",\n", + " \"slope\"\n", + "]\n", + "\n", + "relevant_maps = []\n", + "\n", + "for file in map_files:\n", + " name = file.name.lower()\n", + " \n", + " for key in keywords:\n", + " if key in name:\n", + " relevant_maps.append(file.name)\n", + " break\n", + "\n", + "print(\"Mogelijk relevante parameterkaarten:\")\n", + "for name in relevant_maps:\n", + " print(name)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "30f57c12-8914-4fd9-a4aa-4a6fc1e115e5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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0ChannelDepth.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
1DCL.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
2RiverWidth.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
3cc.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
4cutout.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
5dem.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
6gauges.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
7tt.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
8ttt.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
9wflow_bankfulldepth.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
10wflow_catchment.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
11wflow_dem.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
12wflow_dem10.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
13wflow_dem25.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
14wflow_dem33.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
15wflow_dem66.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
16wflow_dem75.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
17wflow_dem90.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
18wflow_demmax.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
19wflow_demmin.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
20wflow_gauges.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
21wflow_landuse.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
22wflow_ldd.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
23wflow_outlet.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
24wflow_river.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
25wflow_riverburnin.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
26wflow_riverdem.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
27wflow_riverlength_fact.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
28wflow_soil.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
29wflow_streamorder.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
30wflow_subcatch.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
\n", + "
" + ], + "text/plain": [ + " filename \\\n", + "0 ChannelDepth.map \n", + "1 DCL.map \n", + "2 RiverWidth.map \n", + "3 cc.map \n", + "4 cutout.map \n", + "5 dem.map \n", + "6 gauges.map \n", + "7 tt.map \n", + "8 ttt.map \n", + "9 wflow_bankfulldepth.map \n", + "10 wflow_catchment.map \n", + "11 wflow_dem.map \n", + "12 wflow_dem10.map \n", + "13 wflow_dem25.map \n", + "14 wflow_dem33.map \n", + "15 wflow_dem66.map \n", + "16 wflow_dem75.map \n", + "17 wflow_dem90.map \n", + "18 wflow_demmax.map \n", + "19 wflow_demmin.map \n", + "20 wflow_gauges.map \n", + "21 wflow_landuse.map \n", + "22 wflow_ldd.map \n", + "23 wflow_outlet.map \n", + "24 wflow_river.map \n", + "25 wflow_riverburnin.map \n", + "26 wflow_riverdem.map \n", + "27 wflow_riverlength_fact.map \n", + "28 wflow_soil.map \n", + "29 wflow_streamorder.map \n", + "30 wflow_subcatch.map \n", + "\n", + " path \n", + "0 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "1 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "2 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "3 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "4 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "5 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "6 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "7 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "8 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "9 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "10 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "11 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "12 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "13 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "14 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "15 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "16 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "17 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "18 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "19 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "20 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "21 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "22 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "23 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "24 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "25 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "26 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "27 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "28 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "29 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "30 /data/shared/parameter-sets/wflow_rhine_sbm_nc... " + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "maps_table = pd.DataFrame({\n", + " \"filename\": [file.name for file in map_files],\n", + " \"path\": [str(file) for file in map_files]\n", + "})\n", + "\n", + "maps_table" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "ac0e1854-041e-4fe0-b671-77740469342a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- Zoekterm: ksat ---\n", + "\n", + "--- Zoekterm: soil ---\n", + "wflow_soil.map\n", + "\n", + "--- Zoekterm: thick ---\n", + "\n", + "--- Zoekterm: root ---\n", + "\n", + "--- Zoekterm: theta ---\n", + "\n", + "--- Zoekterm: infilt ---\n", + "\n", + "--- Zoekterm: n ---\n", + "ChannelDepth.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_demmin.map\n", + "wflow_landuse.map\n", + "wflow_riverburnin.map\n", + "wflow_riverlength_fact.map\n", + "\n", + "--- Zoekterm: m ---\n", + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n", + "\n", + "--- Zoekterm: river ---\n", + "RiverWidth.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "\n", + "--- Zoekterm: mann ---\n" + ] + } + ], + "source": [ + "search_words = [\n", + " \"ksat\",\n", + " \"soil\",\n", + " \"thick\",\n", + " \"root\",\n", + " \"theta\",\n", + " \"infilt\",\n", + " \"n\",\n", + " \"m\",\n", + " \"river\",\n", + " \"mann\"\n", + "]\n", + "\n", + "for word in search_words:\n", + " print(\"\\n--- Zoekterm:\", word, \"---\")\n", + " \n", + " for file in map_files:\n", + " if word.lower() in file.name.lower():\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "a0e679bb-4c0e-4a07-8e9e-fcc66bbefca4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n" + ] + } + ], + "source": [ + "for file in map_files:\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "5e2d8661-9e62-4751-84d1-f0000a914b04", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Staticmaps dir:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps\n", + "\n", + "Eerste 10 bestanden:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/ChannelDepth.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/DCL.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/RiverWidth.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/cc.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/cutout.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/dem.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/gauges.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/tt.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/ttt.map\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_bankfulldepth.map\n" + ] + } + ], + "source": [ + "print(\"Staticmaps dir:\")\n", + "print(staticmaps_dir)\n", + "\n", + "print(\"\\nEerste 10 bestanden:\")\n", + "for file in map_files[:10]:\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "4a76da83-55ec-47dd-80e2-9faee7c13b30", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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filenamepath
0ChannelDepth.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
1DCL.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
2RiverWidth.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
3cc.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
4cutout.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
5dem.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
6gauges.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
7tt.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
8ttt.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
9wflow_bankfulldepth.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
10wflow_catchment.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
11wflow_dem.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
12wflow_dem10.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
13wflow_dem25.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
14wflow_dem33.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
15wflow_dem66.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
16wflow_dem75.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
17wflow_dem90.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
18wflow_demmax.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
19wflow_demmin.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
20wflow_gauges.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
21wflow_landuse.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
22wflow_ldd.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
23wflow_outlet.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
24wflow_river.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
25wflow_riverburnin.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
26wflow_riverdem.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
27wflow_riverlength_fact.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
28wflow_soil.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
29wflow_streamorder.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
30wflow_subcatch.map/data/shared/parameter-sets/wflow_rhine_sbm_nc...
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" + ], + "text/plain": [ + " filename \\\n", + "0 ChannelDepth.map \n", + "1 DCL.map \n", + "2 RiverWidth.map \n", + "3 cc.map \n", + "4 cutout.map \n", + "5 dem.map \n", + "6 gauges.map \n", + "7 tt.map \n", + "8 ttt.map \n", + "9 wflow_bankfulldepth.map \n", + "10 wflow_catchment.map \n", + "11 wflow_dem.map \n", + "12 wflow_dem10.map \n", + "13 wflow_dem25.map \n", + "14 wflow_dem33.map \n", + "15 wflow_dem66.map \n", + "16 wflow_dem75.map \n", + "17 wflow_dem90.map \n", + "18 wflow_demmax.map \n", + "19 wflow_demmin.map \n", + "20 wflow_gauges.map \n", + "21 wflow_landuse.map \n", + "22 wflow_ldd.map \n", + "23 wflow_outlet.map \n", + "24 wflow_river.map \n", + "25 wflow_riverburnin.map \n", + "26 wflow_riverdem.map \n", + "27 wflow_riverlength_fact.map \n", + "28 wflow_soil.map \n", + "29 wflow_streamorder.map \n", + "30 wflow_subcatch.map \n", + "\n", + " path \n", + "0 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "1 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "2 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "3 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "4 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "5 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "6 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "7 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "8 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "9 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "10 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "11 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "12 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "13 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "14 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "15 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "16 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "17 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "18 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "19 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "20 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "21 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "22 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "23 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "24 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "25 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "26 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "27 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "28 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "29 /data/shared/parameter-sets/wflow_rhine_sbm_nc... \n", + "30 /data/shared/parameter-sets/wflow_rhine_sbm_nc... " + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "maps_table = pd.DataFrame({\n", + " \"filename\": [file.name for file in map_files],\n", + " \"path\": [str(file) for file in map_files]\n", + "})\n", + "\n", + "maps_table" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "4d9ae6e2-bf79-4472-af18-a048ca2a4e3c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- Zoekterm: ksat ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: soil ---\n", + "wflow_soil.map\n", + "\n", + "--- Zoekterm: theta ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: root ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: infilt ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: m ---\n", + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n", + "\n", + "--- Zoekterm: storage ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: sat ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: por ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: gw ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: sub ---\n", + "wflow_subcatch.map\n", + "\n", + "--- Zoekterm: water ---\n", + "Geen bestanden gevonden\n" + ] + } + ], + "source": [ + "search_words = [\n", + " \"ksat\",\n", + " \"soil\",\n", + " \"theta\",\n", + " \"root\",\n", + " \"infilt\",\n", + " \"m\",\n", + " \"storage\",\n", + " \"sat\",\n", + " \"por\",\n", + " \"gw\",\n", + " \"sub\",\n", + " \"water\"\n", + "]\n", + "\n", + "for word in search_words:\n", + " print(\"\\n--- Zoekterm:\", word, \"---\")\n", + " \n", + " found = False\n", + " \n", + " for file in map_files:\n", + " if word.lower() in file.name.lower():\n", + " print(file.name)\n", + " found = True\n", + " \n", + " if not found:\n", + " print(\"Geen bestanden gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "5ef69837-2904-42a9-a517-9ba3a36b6271", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- Ksat ---\n", + "Niet gevonden\n", + "\n", + "--- Soil ---\n", + "Niet gevonden\n", + "\n", + "--- Root ---\n", + "# RootingDepth=monthlyclim/ROOT,monthyclim,100,1\n", + "#RootingDepth=monthlyclim/ROOT,monthlyclim,75,1\n", + "\n", + "--- theta ---\n", + "Niet gevonden\n", + "\n", + "--- Infilt ---\n", + "Niet gevonden\n", + "\n", + "--- M ---\n", + "# Define the forcings needed for the model here\n", + "# the filename is either the name of the pcraster map-stack or the name of the \n", + "[inputmapstacks]\n", + "Precipitation = /inmaps/P\n", + "EvapoTranspiration = /inmaps/PET\n", + "Temperature = /inmaps/TEMP\n", + "Inflow = /inmaps/IF \n", + "[modelparameters]\n", + "# Format:\n", + "# name=stack,type,default\n", + "# example:\n", + "# RootingDepth=monthlyclim/ROOT,monthyclim,100,1\n", + "# - name - Name of the parameter (internal variable)\n", + "# - stack - Name of the mapstack (representation on disk or in mem) relative to case\n", + "# - type - Type of parameter (default = static)\n", + "# - default - Default value if map/tbl is not present\n", + "# - staticmap: Read at startup from map \n", + "# - statictbl: Read at startup from tbl\n", + "# - timeseries: read map for each timestep\n", + "# - monthlyclim: read a map corresponding to the current month (12 maps in total)\n", + "# - dailyclim: read a map corresponding to the current day of the year\n", + "# - hourlyclim: read a map corresponding to the current hour of the day (24 in total) (not implemented yet)\n", + "#RootingDepth=monthlyclim/ROOT,monthlyclim,75,1\n", + "# either a runinfo file or a start and end-time are required\n", + "#runinfo=runinfo.xml\n", + "starttime=1991-02-01 00:00:00\n", + "endtime=1991-03-01 00:00:00\n", + "# required, base timestep of the model\n", + "timestepsecs = 86400\n", + "#start model with cold state\n", + "# Model parameters and settings\n", + "[model]\n", + "modeltype= sbm\n", + "# Alpha for wiver-width estimation 5 for mountain stream 60 for the river rhine\n", + "ModelSnow=0\n", + "InterpolationMethod=inv\n", + "WIMaxScale=0.8\n", + "# Maximum upstream distance to update the flow in metres\n", + "UpdMaxDist=300000.0\n", + "#DynamicVegetation=1\n", + "[misc]\n", + "#mapSaveInterval=365\n", + "[framework]\n", + "# outputformat for the *dynamic* mapstacks (not the states and summary maps)\n", + "# 2: numpy\n", + "# 3: matlab\n", + "# netcdfoutput requires also outputformat = 1 (default) and additionally the name of the file\n", + "netcdfoutput = outmaps.nc\n", + "#netcdfstaticoutput = outsum.nc\n", + "netcdfinput= inmaps.nc\n", + "#netcdfstaticinput = staticmaps.nc\n", + "#netcdf_format=NETCDF3_CLASSIC\n", + "sizeinmetres = 0\n", + "[outputmaps]\n", + "#self.SnowMelt=sno\n", + "self.InwaterMM=iwm\n", + "[summary]\n", + "self.MaxLeakage=MaxLeakage.map\n", + "[summary_sum]\n", + "self.Precipitation=Sumprecip.map\n", + "[summary_max]\n", + "self.Precipitation=maxprecip.map\n", + "[summary_min]\n", + "#self.Temperature=mintemp.map\n", + "[summary_avg]\n", + "self.Precipitation=avgprecip.map\n", + "samplemap=staticmaps/wflow_landuse.map\n", + "samplemap=staticmaps/wflow_gauges.map\n", + "samplemap=staticmaps/wflow_gauges.map\n", + "# Save and sample these at gauge locations\n", + "\n", + "--- N ---\n", + "# Define the forcings needed for the model here\n", + "# the filename is either the name of the pcraster map-stack or the name of the \n", + "# variable in the netcdf input file\n", + "[inputmapstacks]\n", + "Precipitation = /inmaps/P\n", + "EvapoTranspiration = /inmaps/PET\n", + "Temperature = /inmaps/TEMP\n", + "# this is optional inflow (positive) or outflow (negative) of the kin-wave reservoir\n", + "Inflow = /inmaps/IF \n", + "# name=stack,type,default\n", + "# RootingDepth=monthlyclim/ROOT,monthyclim,100,1\n", + "# - name - Name of the parameter (internal variable)\n", + "# - stack - Name of the mapstack (representation on disk or in mem) relative to case\n", + "# - default - Default value if map/tbl is not present\n", + "# - monthlyclim: read a map corresponding to the current month (12 maps in total)\n", + "# - dailyclim: read a map corresponding to the current day of the year\n", + "# - hourlyclim: read a map corresponding to the current hour of the day (24 in total) (not implemented yet)\n", + "#RootingDepth=monthlyclim/ROOT,monthlyclim,75,1\n", + "[run]\n", + "# either a runinfo file or a start and end-time are required\n", + "#runinfo=runinfo.xml\n", + "endtime=1991-03-01 00:00:00\n", + "reinit=1\n", + "# Model parameters and settings\n", + "AnnualDischarge=2290\n", + "# Alpha for wiver-width estimation 5 for mountain stream 60 for the river rhine\n", + "ModelSnow=0\n", + "ScalarInput=0\n", + "InterpolationMethod=inv\n", + "# Maximum upstream distance to update the flow in metres\n", + "#SubCatchFlowOnly = 1\n", + "#DynamicVegetation=1\n", + "#mapSaveInterval=365\n", + "# outputformat for the *dynamic* mapstacks (not the states and summary maps)\n", + "# 2: numpy\n", + "# netcdfoutput requires also outputformat = 1 (default) and additionally the name of the file\n", + "netcdfoutput = outmaps.nc\n", + "#netcdfstatesoutput = states.nc\n", + "#netcdfstaticoutput = outsum.nc\n", + "netcdfinput= inmaps.nc\n", + "#netcdfstatesinput = instates.nc\n", + "#netcdfstaticinput = staticmaps.nc\n", + "netcdfwritebuffer=10\n", + "netcdf_least_significant_digit=2\n", + "#netcdf_format=NETCDF3_CLASSIC\n", + "# if set to zero the cell-size is given in lat/long (the default)\n", + "sizeinmetres = 0\n", + "self.Inflow=iflow\n", + "self.RiverRunoff=run\n", + "#self.Inwater=inw\n", + "#self.SnowMelt=sno\n", + "#self.FirstZoneFlux=fzf\n", + "self.InwaterMM=iwm\n", + "self.PotenEvap=PET\n", + "self.Precipitation=P\n", + "# Save and average these per LU type\n", + "self.Precipitation=Sumprecip.map\n", + "self.Precipitation=maxprecip.map\n", + "[summary_min]\n", + "#self.Temperature=mintemp.map\n", + "self.Precipitation=avgprecip.map\n", + "samplemap=staticmaps/wflow_landuse.map\n", + "self.Transfer=tra_lu.csv\n", + "self.RiverRunoff=run.tss\n", + "# Save and sample these at gauge locations\n", + "\n", + "--- ChannelDepth ---\n", + "Niet gevonden\n", + "\n", + "--- RiverWidth ---\n", + "Niet gevonden\n", + "\n", + "--- bankfull ---\n", + "Niet gevonden\n", + "\n", + "--- staticmaps ---\n", + "#netcdfstaticinput = staticmaps.nc\n", + "samplemap=staticmaps/wflow_landuse.map\n", + "samplemap=staticmaps/wflow_gauges.map\n", + "samplemap=staticmaps/wflow_gauges.map\n" + ] + } + ], + "source": [ + "config_file = Path(parameter_set.config)\n", + "\n", + "with open(config_file, \"r\") as f:\n", + " config_text = f.read()\n", + "\n", + "search_terms = [\n", + " \"Ksat\",\n", + " \"Soil\",\n", + " \"Root\",\n", + " \"theta\",\n", + " \"Infilt\",\n", + " \"M\",\n", + " \"N\",\n", + " \"ChannelDepth\",\n", + " \"RiverWidth\",\n", + " \"bankfull\",\n", + " \"staticmaps\"\n", + "]\n", + "\n", + "for term in search_terms:\n", + " print(\"\\n---\", term, \"---\")\n", + " \n", + " found = False\n", + " \n", + " for line in config_text.splitlines():\n", + " if term.lower() in line.lower():\n", + " print(line)\n", + " found = True\n", + " \n", + " if not found:\n", + " print(\"Niet gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "e679d87a-99ec-497c-982a-29655e3aa824", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- Zoekterm: ksat ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: soil ---\n", + "wflow_soil.map\n", + "\n", + "--- Zoekterm: theta ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: root ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: infilt ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: m ---\n", + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n", + "\n", + "--- Zoekterm: storage ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: sat ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: por ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: gw ---\n", + "Geen bestanden gevonden\n", + "\n", + "--- Zoekterm: sub ---\n", + "wflow_subcatch.map\n", + "\n", + "--- Zoekterm: water ---\n", + "Geen bestanden gevonden\n" + ] + } + ], + "source": [ + "search_words = [\n", + " \"ksat\",\n", + " \"soil\",\n", + " \"theta\",\n", + " \"root\",\n", + " \"infilt\",\n", + " \"m\",\n", + " \"storage\",\n", + " \"sat\",\n", + " \"por\",\n", + " \"gw\",\n", + " \"sub\",\n", + " \"water\"\n", + "]\n", + "\n", + "for word in search_words:\n", + " print(\"\\n--- Zoekterm:\", word, \"---\")\n", + " \n", + " found = False\n", + " \n", + " for file in map_files:\n", + " if word.lower() in file.name.lower():\n", + " print(file.name)\n", + " found = True\n", + " \n", + " if not found:\n", + " print(\"Geen bestanden gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "8ae64b23-a48e-4be4-933c-6f77077dc3cd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n", + "Config bestaat: True\n", + "\n", + "--- ksat ---\n", + "Niet gevonden\n", + "\n", + "--- soil ---\n", + "Niet gevonden\n", + "\n", + "--- root ---\n", + "# RootingDepth=monthlyclim/ROOT,monthyclim,100,1\n", + "#RootingDepth=monthlyclim/ROOT,monthlyclim,75,1\n", + "\n", + "--- theta ---\n", + "Niet gevonden\n", + "\n", + "--- infilt ---\n", + "Niet gevonden\n", + "\n", + "--- storage ---\n", + "Niet gevonden\n", + "\n", + "--- sat ---\n", + "Niet gevonden\n", + "\n", + "--- por ---\n", + "Niet gevonden\n", + "\n", + "--- gw ---\n", + "Niet gevonden\n", + "\n", + "--- sub ---\n", + "#SubCatchFlowOnly = 1\n", + "#self.SubCellFrac=scf\n", + "\n", + "--- river ---\n", + "# Alpha for wiver-width estimation 5 for mountain stream 60 for the river rhine\n", + "self.RiverRunoff=run\n", + "self.RiverRunoff=run.tss\n", + "\n", + "--- channel ---\n", + "Niet gevonden\n", + "\n", + "--- width ---\n", + "# Alpha for wiver-width estimation 5 for mountain stream 60 for the river rhine\n", + "\n", + "--- depth ---\n", + "# RootingDepth=monthlyclim/ROOT,monthyclim,100,1\n", + "#RootingDepth=monthlyclim/ROOT,monthlyclim,75,1\n", + "\n", + "--- bankfull ---\n", + "Niet gevonden\n", + "\n", + "--- landuse ---\n", + "samplemap=staticmaps/wflow_landuse.map\n", + "\n", + "--- table ---\n", + "Niet gevonden\n", + "\n", + "--- tbl ---\n", + "# - default - Default value if map/tbl is not present\n", + "# - statictbl: Read at startup from tbl\n", + "\n", + "--- staticmaps ---\n", + "#netcdfstaticinput = staticmaps.nc\n", + "samplemap=staticmaps/wflow_landuse.map\n", + "samplemap=staticmaps/wflow_gauges.map\n", + "samplemap=staticmaps/wflow_gauges.map\n" + ] + } + ], + "source": [ + "config_file = Path(parameter_set.config)\n", + "\n", + "print(config_file)\n", + "print(\"Config bestaat:\", config_file.exists())\n", + "\n", + "with open(config_file, \"r\") as f:\n", + " config_text = f.read()\n", + "\n", + "search_terms = [\n", + " \"ksat\",\n", + " \"soil\",\n", + " \"root\",\n", + " \"theta\",\n", + " \"infilt\",\n", + " \"storage\",\n", + " \"sat\",\n", + " \"por\",\n", + " \"gw\",\n", + " \"sub\",\n", + " \"river\",\n", + " \"channel\",\n", + " \"width\",\n", + " \"depth\",\n", + " \"bankfull\",\n", + " \"landuse\",\n", + " \"table\",\n", + " \"tbl\",\n", + " \"staticmaps\"\n", + "]\n", + "\n", + "for term in search_terms:\n", + " print(\"\\n---\", term, \"---\")\n", + " \n", + " found = False\n", + " \n", + " for line in config_text.splitlines():\n", + " if term.lower() in line.lower():\n", + " print(line)\n", + " found = True\n", + " \n", + " if not found:\n", + " print(\"Niet gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "3e3500cd-288a-4a61-b094-41fc8996b65f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set directory:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "inmaps.nc\n", + "instates.nc\n", + "intbl\n", + "intss\n", + "staticmaps\n", + "staticmaps.nc\n", + "wflow_sbm_NC.ini\n", + "wflow_sbm_NC2.ini\n" + ] + } + ], + "source": [ + "param_dir = Path(parameter_set.directory)\n", + "\n", + "print(\"Parameter set directory:\")\n", + "print(param_dir)\n", + "\n", + "for item in sorted(param_dir.iterdir()):\n", + " print(item.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "f1220a3c-34d6-48f8-9872-b4da830dc182", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/inmaps.nc\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/instates.nc\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/CanopyGapFraction.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/Cfmax.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/EoverR.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/FirstZoneCapacity.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/FirstZoneKsatVer.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/FirstZoneMinCapacity.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/InfiltCapPath.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/InfiltCapSoil.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/M.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/MaxCanopyStorage.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/MaxLeakage.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/N.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/N_Floodplain.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/N_Floodplain.txt\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/N_River.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/PathFrac.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/RootingDepth.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/TT.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/TTI.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/WHC.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/cf_soil.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/thetaR.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/thetaS.tbl\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps.nc\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC.ini\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/wflow_sbm_NC2.ini\n" + ] + } + ], + "source": [ + "for item in sorted(param_dir.rglob(\"*\")):\n", + " if item.is_file():\n", + " if item.suffix.lower() in [\".tbl\", \".csv\", \".txt\", \".ini\", \".toml\", \".nc\"]:\n", + " print(item)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "af8ebf35-7c04-48c0-b7c6-2bf8dedaae4e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "intbl map:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl\n", + "Bestaat: True\n" + ] + } + ], + "source": [ + "intbl_dir = Path(parameter_set.directory) / \"intbl\"\n", + "\n", + "print(\"intbl map:\")\n", + "print(intbl_dir)\n", + "print(\"Bestaat:\", intbl_dir.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "b735947e-16b2-4994-9eb5-d213bb1902ef", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal tbl-bestanden: 22\n", + "CanopyGapFraction.tbl\n", + "Cfmax.tbl\n", + "EoverR.tbl\n", + "FirstZoneCapacity.tbl\n", + "FirstZoneKsatVer.tbl\n", + "FirstZoneMinCapacity.tbl\n", + "InfiltCapPath.tbl\n", + "InfiltCapSoil.tbl\n", + "M.tbl\n", + "MaxCanopyStorage.tbl\n", + "MaxLeakage.tbl\n", + "N.tbl\n", + "N_Floodplain.tbl\n", + "N_River.tbl\n", + "PathFrac.tbl\n", + "RootingDepth.tbl\n", + "TT.tbl\n", + "TTI.tbl\n", + "WHC.tbl\n", + "cf_soil.tbl\n", + "thetaR.tbl\n", + "thetaS.tbl\n" + ] + } + ], + "source": [ + "tbl_files = sorted(list(intbl_dir.glob(\"*.tbl\")))\n", + "\n", + "print(\"Aantal tbl-bestanden:\", len(tbl_files))\n", + "\n", + "for file in tbl_files:\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "e0ab0988-cb6b-418c-9114-fef0b9c76787", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- M.tbl ---\n", + "Bestaat: True\n", + "<,7]\t1\t1 1504\n", + "<,7]\t2\t1 193\n", + "<,7]\t3\t1 12880\n", + "<,7]\t4\t1 183\n", + "<,7]\t5\t1 176\n", + "<,7]\t6\t1 183\n", + "<,7]\t7\t1 133\n", + "<,7]\t8\t1 1450\n", + "<,7]\t9\t1 183\n", + "<,7]\t10\t1 190\n", + "<,7]\t11\t1 1100\n", + "<,7]\t12\t1 17\n", + "<,7]\t13\t1 128\n", + "<,7]\t14\t1 17\n", + "\n", + "--- FirstZoneCapacity.tbl ---\n", + "Bestaat: True\n", + "1\t1\t1\t400\n", + "2\t1\t1\t7100\n", + "3\t1\t1\t7100\n", + "4\t1\t1\t7100\n", + "5\t1\t1\t7100\n", + "6\t1\t1\t7100\n", + "1\t2\t1\t3200\n", + "2\t2\t1\t10000\n", + "3\t2\t1\t10000\n", + "4\t2\t1\t10000\n", + "5\t2\t1\t10000\n", + "6\t2\t1\t10000\n", + "1\t3\t1\t400\n", + "2\t3\t1\t1000\n", + "3\t3\t1\t1000\n", + "4\t3\t1\t1000\n", + "5\t3\t1\t1000\n", + "6\t3\t1\t1000\n", + "1\t4\t1\t800\n", + "2\t4\t1\t14200\n", + "\n", + "--- FirstZoneKsatVer.tbl ---\n", + "Bestaat: True\n", + "<,7]\t1 1 8000\n", + "<,7]\t2 1 100\n", + "<,7]\t3 1 100\n", + "<,7]\t4 1 1000\n", + "<,7]\t5 1 1000\n", + "<,7]\t6 1 1000\n", + "<,7]\t7 1 1500\n", + "<,7]\t8 1 100\n", + "<,7]\t9 1 1000\n", + "<,7]\t10 1 1000\n", + "<,7]\t11 1 750\n", + "<,7]\t12 1 4000\n", + "<,7]\t13 1 1500\n", + "<,7]\t14 1 8000\n", + "\n", + "--- InfiltCapSoil.tbl ---\n", + "Bestaat: True\n", + "1 <,14]\t1 5000\n", + "2 <,14]\t1 5000\n", + "3 <,14]\t1 5000\n", + "4 <,14]\t1 5000\n", + "5 <,14]\t1 5000\n", + "6 <,14]\t1 5000\n", + "\n", + "--- RootingDepth.tbl ---\n", + "Bestaat: True\n", + "1\t1 \t1 2\n", + "2\t1\t1 84\n", + "3\t1\t1 245\n", + "4\t1\t1 140\n", + "5\t1\t1 84\n", + "6\t1\t1 2\n", + "1\t2\t1 2\n", + "2\t2\t1 84\n", + "3\t2\t1 245\n", + "4\t2\t1 140\n", + "5\t2\t1 84\n", + "6\t2\t1 2\n", + "1\t3\t1 2\n", + "2\t3\t1 48\n", + "3\t3\t1 140\n", + "4\t3\t1 80\n", + "5\t3\t1 48\n", + "6\t3\t1 2\n", + "1\t4\t1 2\n", + "2\t4\t1 120\n", + "\n", + "--- thetaS.tbl ---\n", + "Bestaat: True\n", + "1\t<,14]\t1 0.6\n", + "2\t<,14]\t1 0.6\n", + "3\t<,14]\t1 0.6\n", + "4\t<,14]\t1 0.6\n", + "5\t<,14]\t1 0.6\n", + "6\t<,14]\t1 0.6\n", + "\n", + "--- thetaR.tbl ---\n", + "Bestaat: True\n", + "1 <,14]\t1 0.01\n", + "2 <,14]\t1 0.01\n", + "3 <,14]\t1 0.01\n", + "4 <,14]\t1 0.01\n", + "5 <,14]\t1 0.01\n", + "6 <,14]\t1 0.01\n", + "\n", + "--- N_River.tbl ---\n", + "Bestaat: True\n", + "<,7]\t1\t1 0.054\n", + "<,7]\t2\t1 0.036\n", + "<,7]\t3\t1 0.027\n", + "<,7]\t4\t1 0.18\n", + "<,7]\t5\t1 0.18\n", + "<,7]\t6\t1 0.18\n", + "<,7]\t7\t1 0.045\n", + "<,7]\t8\t1 0.036\n", + "<,7]\t9\t1 0.18\n", + "<,7]\t10\t1 0.18\n", + "<,7]\t11\t1 0.0675\n", + "<,7]\t12\t1 0.0405\n", + "<,7]\t13\t1 0.036\n", + "<,7]\t14\t1 0.054\n", + "\n", + "--- N_Floodplain.tbl ---\n", + "Bestaat: True\n", + "<,7]\t<,20]\t1 0.1\n", + "\n", + "--- MaxLeakage.tbl ---\n", + "Bestaat: True\n", + "<,10]\t<,14]\t1 0.0\n" + ] + } + ], + "source": [ + "important_tbls = [\n", + " \"M.tbl\",\n", + " \"FirstZoneCapacity.tbl\",\n", + " \"FirstZoneKsatVer.tbl\",\n", + " \"InfiltCapSoil.tbl\",\n", + " \"RootingDepth.tbl\",\n", + " \"thetaS.tbl\",\n", + " \"thetaR.tbl\",\n", + " \"N_River.tbl\",\n", + " \"N_Floodplain.tbl\",\n", + " \"MaxLeakage.tbl\",\n", + "]\n", + "\n", + "for tbl_name in important_tbls:\n", + " tbl_path = intbl_dir / tbl_name\n", + " \n", + " print(\"\\n---\", tbl_name, \"---\")\n", + " print(\"Bestaat:\", tbl_path.exists())\n", + " \n", + " if tbl_path.exists():\n", + " with open(tbl_path, \"r\") as f:\n", + " lines = f.readlines()\n", + " \n", + " for line in lines[:20]:\n", + " print(line.strip())" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "64bd3421-cdf7-40aa-ad8a-ff0201084b69", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " 0 1 2 3\n", + "0 <,7] 1 1 1504\n", + "1 <,7] 2 1 193\n", + "2 <,7] 3 1 12880\n", + "3 <,7] 4 1 183\n", + "4 <,7] 5 1 176\n", + "5 <,7] 6 1 183\n", + "6 <,7] 7 1 133\n", + "7 <,7] 8 1 1450\n", + "8 <,7] 9 1 183\n", + "9 <,7] 10 1 190\n", + "10 <,7] 11 1 1100\n", + "11 <,7] 12 1 17\n", + "12 <,7] 13 1 128\n", + "13 <,7] 14 1 17" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tbl_path = intbl_dir / \"M.tbl\"\n", + "\n", + "M_table = pd.read_csv(\n", + " tbl_path,\n", + " sep=r\"\\s+\",\n", + " header=None,\n", + " comment=\"#\"\n", + ")\n", + "\n", + "M_table" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "780b7501-10b9-428c-bb1c-eed73ad10d27", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_values(input_file, output_file, factor):\n", + " input_file = Path(input_file)\n", + " output_file = Path(output_file)\n", + " \n", + " new_lines = []\n", + " \n", + " with open(input_file, \"r\") as f:\n", + " lines = f.readlines()\n", + " \n", + " for line in lines:\n", + " stripped = line.strip()\n", + " \n", + " if stripped == \"\" or stripped.startswith(\"#\"):\n", + " new_lines.append(line)\n", + " continue\n", + " \n", + " parts = stripped.split()\n", + " \n", + " try:\n", + " value = float(parts[-1])\n", + " parts[-1] = str(value * factor)\n", + " new_line = \"\\t\".join(parts) + \"\\n\"\n", + " new_lines.append(new_line)\n", + " except:\n", + " new_lines.append(line)\n", + " \n", + " with open(output_file, \"w\") as f:\n", + " f.writelines(new_lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "6088c07b-fdcb-49e7-a376-ce4dda7718a5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Origineel:\n", + "<,7]\t1\t1 0.054\n", + "<,7]\t2\t1 0.036\n", + "<,7]\t3\t1 0.027\n", + "<,7]\t4\t1 0.18\n", + "<,7]\t5\t1 0.18\n", + "\n", + "Aangepast:\n", + "<,7]\t1\t1\t0.0648\n", + "<,7]\t2\t1\t0.043199999999999995\n", + "<,7]\t3\t1\t0.0324\n", + "<,7]\t4\t1\t0.216\n", + "<,7]\t5\t1\t0.216\n" + ] + } + ], + "source": [ + "test_dir = Path(\"/home/niels/BEP-Niels/test_tbl_scaling\")\n", + "test_dir.mkdir(exist_ok=True)\n", + "\n", + "original_tbl = intbl_dir / \"N_River.tbl\"\n", + "test_tbl = test_dir / \"N_River_factor_1p2.tbl\"\n", + "\n", + "multiply_tbl_values(\n", + " input_file=original_tbl,\n", + " output_file=test_tbl,\n", + " factor=1.2\n", + ")\n", + "\n", + "print(\"Origineel:\")\n", + "with open(original_tbl, \"r\") as f:\n", + " for line in f.readlines()[:5]:\n", + " print(line.strip())\n", + "\n", + "print(\"\\nAangepast:\")\n", + "with open(test_tbl, \"r\") as f:\n", + " for line in f.readlines()[:5]:\n", + " print(line.strip())" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "dde1a4a9-aecd-4d5f-9843-3105d192bc1a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing directory bestaat: True\n", + "Forcing bestand bestaat: True\n", + "/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_2004_2010_with_correct_dem/work/diagnostic/script/wflow_ERA5_Rhine_2004_2011.nc\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "from ewatercycle.forcing import sources\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing_dir = Path(\n", + " \"/home/niels/BEP-Niels/Troepnotebooks/\"\n", + " \"wflow_forcing_ERA5_2004_2010_with_correct_dem/\"\n", + " \"work/diagnostic/script\"\n", + ")\n", + "\n", + "forcing_file = forcing_dir / \"wflow_ERA5_Rhine_2004_2011.nc\"\n", + "\n", + "print(\"Forcing directory bestaat:\", forcing_dir.exists())\n", + "print(\"Forcing bestand bestaat:\", forcing_file.exists())\n", + "print(forcing_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "e37323ce-abca-4e26-9ab6-5a00dd4bdb60", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "start_time='2004-01-01T00:00:00Z' end_time='2011-01-01T00:00:00Z' directory=PosixPath('/home/niels/BEP-Niels/Troepnotebooks/wflow_forcing_ERA5_2004_2010_with_correct_dem/work/diagnostic/script') shape=PosixPath('/home/niels/BEP-Niels/Rhine/Rhine.shp') filenames={} netcdfinput='wflow_ERA5_Rhine_2004_2011.nc' Precipitation='/pr' EvapoTranspiration='/pet' Temperature='/tas' Inflow=None\n" + ] + } + ], + "source": [ + "forcing = WflowForcing(\n", + " start_time=\"2004-01-01T00:00:00Z\",\n", + " end_time=\"2011-01-01T00:00:00Z\",\n", + " directory=forcing_dir,\n", + " shape=Path(\"/home/niels/BEP-Niels/Rhine/Rhine.shp\"),\n", + " netcdfinput=\"wflow_ERA5_Rhine_2004_2011.nc\",\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(forcing)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "5dee4bf9-a05f-43bd-bc8f-432ad4e6e3cd", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cfg_file: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_115825/wflow_ewatercycle.ini\n", + "cfg_dir: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_115825\n", + "Run intbl map:\n", + "/home/niels/BEP-Niels/Data Lobith/wflow_20260515_115825/intbl\n", + "Bestaat: True\n", + "CanopyGapFraction.tbl\n", + "Cfmax.tbl\n", + "EoverR.tbl\n", + "FirstZoneCapacity.tbl\n", + "FirstZoneKsatVer.tbl\n", + "FirstZoneMinCapacity.tbl\n", + "InfiltCapPath.tbl\n", + "InfiltCapSoil.tbl\n", + "M.tbl\n", + "MaxCanopyStorage.tbl\n", + "MaxLeakage.tbl\n", + "N.tbl\n", + "N_Floodplain.tbl\n", + "N_River.tbl\n", + "PathFrac.tbl\n", + "RootingDepth.tbl\n", + "TT.tbl\n", + "TTI.tbl\n", + "WHC.tbl\n", + "cf_soil.tbl\n", + "thetaR.tbl\n", + "thetaS.tbl\n" + ] + } + ], + "source": [ + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "\n", + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "\n", + "print(\"cfg_file:\", cfg_file)\n", + "print(\"cfg_dir:\", cfg_dir)\n", + "\n", + "run_intbl_dir = Path(cfg_dir) / \"intbl\"\n", + "\n", + "print(\"Run intbl map:\")\n", + "print(run_intbl_dir)\n", + "print(\"Bestaat:\", run_intbl_dir.exists())\n", + "\n", + "if run_intbl_dir.exists():\n", + " for file in sorted(run_intbl_dir.glob(\"*.tbl\")):\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "dd3fb27a-a84e-453a-bc6e-a064c0d57b1d", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_values(input_file, output_file, factor):\n", + " input_file = Path(input_file)\n", + " output_file = Path(output_file)\n", + " \n", + " new_lines = []\n", + " \n", + " with open(input_file, \"r\") as f:\n", + " lines = f.readlines()\n", + " \n", + " for line in lines:\n", + " stripped = line.strip()\n", + " \n", + " if stripped == \"\" or stripped.startswith(\"#\"):\n", + " new_lines.append(line)\n", + " continue\n", + " \n", + " parts = stripped.split()\n", + " \n", + " try:\n", + " value = float(parts[-1])\n", + " parts[-1] = str(value * factor)\n", + " new_line = \"\\t\".join(parts) + \"\\n\"\n", + " new_lines.append(new_line)\n", + " except:\n", + " new_lines.append(line)\n", + " \n", + " with open(output_file, \"w\") as f:\n", + " f.writelines(new_lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "06d07bdb-d565-4a51-9402-e2c1efd696ee", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Origineel:\n", + "<,7]\t1\t1 0.054\n", + "<,7]\t2\t1 0.036\n", + "<,7]\t3\t1 0.027\n", + "<,7]\t4\t1 0.18\n", + "<,7]\t5\t1 0.18\n", + "\n", + "Aangepast:\n", + "<,7]\t1\t1\t0.0648\n", + "<,7]\t2\t1\t0.043199999999999995\n", + "<,7]\t3\t1\t0.0324\n", + "<,7]\t4\t1\t0.216\n", + "<,7]\t5\t1\t0.216\n" + ] + } + ], + "source": [ + "test_dir = Path(\"/home/niels/BEP-Niels/test_tbl_scaling\")\n", + "test_dir.mkdir(exist_ok=True)\n", + "\n", + "original_tbl = run_intbl_dir / \"N_River.tbl\"\n", + "test_tbl = test_dir / \"N_River_factor_1p2.tbl\"\n", + "\n", + "multiply_tbl_values(\n", + " input_file=original_tbl,\n", + " output_file=test_tbl,\n", + " factor=1.2\n", + ")\n", + "\n", + "print(\"Origineel:\")\n", + "with open(original_tbl, \"r\") as f:\n", + " for line in f.readlines()[:5]:\n", + " print(line.strip())\n", + "\n", + "print(\"\\nAangepast:\")\n", + "with open(test_tbl, \"r\") as f:\n", + " for line in f.readlines()[:5]:\n", + " print(line.strip())" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "cedfaec6-f471-4deb-88f1-9d92fa011233", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap:\n", + "/home/niels/BEP-Niels/Data Lobith/wflow_20260515_120522\n", + "N_River bestaat: True\n", + "N_River.tbl aangepast met factor 1.2\n", + "Model gestart met N_River × 1.2\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "\n", + "run_intbl_dir = Path(cfg_dir) / \"intbl\"\n", + "\n", + "print(\"Nieuwe runmap:\")\n", + "print(cfg_dir)\n", + "\n", + "nriver_tbl = run_intbl_dir / \"N_River.tbl\"\n", + "\n", + "print(\"N_River bestaat:\", nriver_tbl.exists())\n", + "\n", + "multiply_tbl_values(\n", + " input_file=nriver_tbl,\n", + " output_file=nriver_tbl,\n", + " factor=1.2\n", + ")\n", + "\n", + "print(\"N_River.tbl aangepast met factor 1.2\")\n", + "\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Model gestart met N_River × 1.2\")" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "c5b6e79d-5809-4e28-a1b3-ebfa0e8810a8", + "metadata": {}, + "outputs": [], + "source": [ + "lat_lobith_model = 51.90\n", + "lon_lobith_model = 5.72" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "5e26629e-9a88-4fc4-9b3c-64d7ca4898d0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal modelstappen: 2558\n", + "Eerste datum: 2004-01-01 00:00:00\n", + "Laatste datum: 2011-01-01 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_Nriver_1p2_m3s
02004-01-010.000470
12004-01-020.000328
22004-01-030.000230
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" + ], + "text/plain": [ + " date Q_model_Nriver_1p2_m3s\n", + "0 2004-01-01 0.000470\n", + "1 2004-01-02 0.000328\n", + "2 2004-01-03 0.000230\n", + "3 2004-01-04 0.000996\n", + "4 2004-01-05 0.001099" + ] + }, + "execution_count": 59, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Q_model_test = []\n", + "time_model_test = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " Q_model_test.append(float(q_lobith))\n", + " time_model_test.append(model.time_as_datetime)\n", + "\n", + "model_test = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model_test),\n", + " \"Q_model_Nriver_1p2_m3s\": Q_model_test\n", + "})\n", + "\n", + "print(\"Aantal modelstappen:\", len(model_test))\n", + "print(\"Eerste datum:\", model_test[\"date\"].min())\n", + "print(\"Laatste datum:\", model_test[\"date\"].max())\n", + "\n", + "model_test.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "2db5625b-e056-41e9-aee6-a0c71ba2fe55", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal validatiedagen: 2191\n", + "Eerste datum: 2005-01-01 00:00:00\n", + "Laatste datum: 2010-12-31 00:00:00\n" + ] + } + ], + "source": [ + "model_test_validation = model_test[\n", + " (model_test[\"date\"] >= \"2005-01-01\") &\n", + " (model_test[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Aantal validatiedagen:\", len(model_test_validation))\n", + "print(\"Eerste datum:\", model_test_validation[\"date\"].min())\n", + "print(\"Laatste datum:\", model_test_validation[\"date\"].max())" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "4492c659-7f80-431f-9a57-8b6c817d681c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal overlappende dagen: 2191\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_mean_m3sQ_model_m3sQ_model_Nriver_1p2_m3s
02005-01-012198.0416674478.1557624542.470215
12005-01-022084.2083334328.9433594395.039062
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42005-01-052085.5416673801.8071293921.366699
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" + ], + "text/plain": [ + " date Q_mean_m3s Q_model_m3s Q_model_Nriver_1p2_m3s\n", + "0 2005-01-01 2198.041667 4478.155762 4542.470215\n", + "1 2005-01-02 2084.208333 4328.943359 4395.039062\n", + "2 2005-01-03 2039.416667 4163.805176 4244.033203\n", + "3 2005-01-04 2041.000000 3979.241455 4082.385986\n", + "4 2005-01-05 2085.541667 3801.807129 3921.366699" + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_test = pd.merge(\n", + " comparison,\n", + " model_test_validation,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal overlappende dagen:\", len(comparison_test))\n", + "comparison_test.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "fa4c36c0-a786-48e1-9a1f-af47c5906bd6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "N_River × 1.2 - kalibratieperiode\n", + "RMSE : 1724.322972756135\n", + "Bias : 749.8746600611203\n", + "Correlation : 0.8145662524862027\n", + "NSE : -2.4554506688551188\n", + "Observed low-flow days : 570\n", + "Simulated low-flow days : 448\n", + "Low-flow day error : -122\n", + "Low-flow RMSE : 960.8619884963878\n", + "Low-flow bias : 74.83654535304731\n", + "\n", + "N_River × 1.2 - validatieperiode\n", + "RMSE : 1758.5752366405147\n", + "Bias : 843.6735815340585\n", + "Correlation : 0.7671197940935731\n", + "NSE : -4.219345624853071\n", + "Observed low-flow days : 585\n", + "Simulated low-flow days : 412\n", + "Low-flow day error : -173\n", + "Low-flow RMSE : 1062.999177491068\n", + "Low-flow bias : 239.94204929275747\n" + ] + } + ], + "source": [ + "scores_Nriver_1p2_calibration = performance_scores(\n", + " comparison_test[\n", + " (comparison_test[\"date\"] >= \"2005-01-01\") &\n", + " (comparison_test[\"date\"] <= \"2007-12-31\")\n", + " ],\n", + " sim_col=\"Q_model_Nriver_1p2_m3s\",\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "scores_Nriver_1p2_validation = performance_scores(\n", + " comparison_test[\n", + " (comparison_test[\"date\"] >= \"2008-01-01\") &\n", + " (comparison_test[\"date\"] <= \"2010-12-31\")\n", + " ],\n", + " sim_col=\"Q_model_Nriver_1p2_m3s\",\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "print(\"N_River × 1.2 - kalibratieperiode\")\n", + "for key, value in scores_Nriver_1p2_calibration.items():\n", + " print(key, \":\", value)\n", + "\n", + "print(\"\\nN_River × 1.2 - validatieperiode\")\n", + "for key, value in scores_Nriver_1p2_validation.items():\n", + " print(key, \":\", value)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "a1ff2345-42f1-4759-92de-bf7ca2a566cd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieN_River x 1.21724.322973749.8746600.814566-2.455451570448-122960.86198874.836545
3validatieN_River x 1.21758.575237843.6735820.767120-4.219346585412-1731062.999177239.942049
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" + ], + "text/plain": [ + " periode model RMSE Bias Correlation NSE \\\n", + "0 kalibratie origineel 1778.593111 747.306196 0.814919 -2.676382 \n", + "1 validatie origineel 1803.058310 848.159935 0.765781 -4.486731 \n", + "2 kalibratie N_River x 1.2 1724.322973 749.874660 0.814566 -2.455451 \n", + "3 validatie N_River x 1.2 1758.575237 843.673582 0.767120 -4.219346 \n", + "\n", + " Observed low-flow days Simulated low-flow days Low-flow day error \\\n", + "0 570 460 -110 \n", + "1 585 420 -165 \n", + "2 570 448 -122 \n", + "3 585 412 -173 \n", + "\n", + " Low-flow RMSE Low-flow bias \n", + "0 965.958717 42.922579 \n", + "1 1089.491023 214.946723 \n", + "2 960.861988 74.836545 \n", + "3 1062.999177 239.942049 " + ] + }, + "execution_count": 63, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_extra = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + " {\"periode\": \"kalibratie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_validation},\n", + "])\n", + "\n", + "score_table_extra" + ] + }, + { + "cell_type": "markdown", + "id": "aed1891f-787e-4b6c-8583-72f1e111928c", + "metadata": {}, + "source": [ + "FIRSTZONE CAPACITY TEST" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "236f5134-7ea9-415f-a382-f32aa0b61180", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap:\n", + "/home/niels/BEP-Niels/Data Lobith/wflow_20260515_122740\n", + "FirstZoneCapacity bestaat: True\n", + "FirstZoneCapacity.tbl aangepast met factor 0.75\n", + "Model gestart met FirstZoneCapacity × 0.75\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "\n", + "run_intbl_dir = Path(cfg_dir) / \"intbl\"\n", + "\n", + "print(\"Nieuwe runmap:\")\n", + "print(cfg_dir)\n", + "\n", + "fzc_tbl = run_intbl_dir / \"FirstZoneCapacity.tbl\"\n", + "\n", + "print(\"FirstZoneCapacity bestaat:\", fzc_tbl.exists())\n", + "\n", + "multiply_tbl_values(\n", + " input_file=fzc_tbl,\n", + " output_file=fzc_tbl,\n", + " factor=0.75\n", + ")\n", + "\n", + "print(\"FirstZoneCapacity.tbl aangepast met factor 0.75\")\n", + "\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Model gestart met FirstZoneCapacity × 0.75\")" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "6a3bb2a8-2d5d-4434-acdb-97a7d6ad67b8", + "metadata": {}, + "outputs": [], + "source": [ + "lat_lobith_model = 51.90\n", + "lon_lobith_model = 5.72" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "2bed5c6a-624b-4669-a5c9-abe2a2b40b5c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal modelstappen: 2558\n", + "Eerste datum: 2004-01-01 00:00:00\n", + "Laatste datum: 2011-01-01 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_FZC_0p75_m3s
02004-01-010.000528
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" + ], + "text/plain": [ + " date Q_model_FZC_0p75_m3s\n", + "0 2004-01-01 0.000528\n", + "1 2004-01-02 0.000370\n", + "2 2004-01-03 0.000261\n", + "3 2004-01-04 0.001124\n", + "4 2004-01-05 0.001245" + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Q_model_test = []\n", + "time_model_test = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " Q_model_test.append(float(q_lobith))\n", + " time_model_test.append(model.time_as_datetime)\n", + "\n", + "model_test_fzc_075 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model_test),\n", + " \"Q_model_FZC_0p75_m3s\": Q_model_test\n", + "})\n", + "\n", + "print(\"Aantal modelstappen:\", len(model_test_fzc_075))\n", + "print(\"Eerste datum:\", model_test_fzc_075[\"date\"].min())\n", + "print(\"Laatste datum:\", model_test_fzc_075[\"date\"].max())\n", + "\n", + "model_test_fzc_075.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "79b72762-235f-403f-870f-5e1670bc38c4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal validatiedagen: 2191\n", + "Eerste datum: 2005-01-01 00:00:00\n", + "Laatste datum: 2010-12-31 00:00:00\n" + ] + } + ], + "source": [ + "model_test_fzc_075_validation = model_test_fzc_075[\n", + " (model_test_fzc_075[\"date\"] >= \"2005-01-01\") &\n", + " (model_test_fzc_075[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Aantal validatiedagen:\", len(model_test_fzc_075_validation))\n", + "print(\"Eerste datum:\", model_test_fzc_075_validation[\"date\"].min())\n", + "print(\"Laatste datum:\", model_test_fzc_075_validation[\"date\"].max())" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "03bfcde8-9760-4696-bd55-4ef4042556e7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal overlappende dagen: 2191\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_mean_m3sQ_model_m3sQ_model_FZC_0p75_m3s
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42005-01-052085.5416673801.8071293801.807129
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" + ], + "text/plain": [ + " date Q_mean_m3s Q_model_m3s Q_model_FZC_0p75_m3s\n", + "0 2005-01-01 2198.041667 4478.155762 4478.155762\n", + "1 2005-01-02 2084.208333 4328.943359 4328.943359\n", + "2 2005-01-03 2039.416667 4163.805176 4163.805176\n", + "3 2005-01-04 2041.000000 3979.241455 3979.241455\n", + "4 2005-01-05 2085.541667 3801.807129 3801.807129" + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_fzc_075 = pd.merge(\n", + " comparison,\n", + " model_test_fzc_075_validation,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal overlappende dagen:\", len(comparison_fzc_075))\n", + "\n", + "comparison_fzc_075.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "f7517376-cc61-4583-9a7b-b62efd7c5a58", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "FirstZoneCapacity × 0.75 - kalibratieperiode\n", + "RMSE : 1778.593110701667\n", + "Bias : 747.3061955467929\n", + "Correlation : 0.8149188388591564\n", + "NSE : -2.676382416311135\n", + "Observed low-flow days : 570\n", + "Simulated low-flow days : 460\n", + "Low-flow day error : -110\n", + "Low-flow RMSE : 965.9587169224415\n", + "Low-flow bias : 42.92257866218074\n", + "\n", + "FirstZoneCapacity × 0.75 - validatieperiode\n", + "RMSE : 1803.0583100017668\n", + "Bias : 848.1599351367809\n", + "Correlation : 0.76578056104963\n", + "NSE : -4.486731319588138\n", + "Observed low-flow days : 585\n", + "Simulated low-flow days : 420\n", + "Low-flow day error : -165\n", + "Low-flow RMSE : 1089.4910225571532\n", + "Low-flow bias : 214.9467227077214\n" + ] + } + ], + "source": [ + "scores_fzc_075_calibration = performance_scores(\n", + " comparison_fzc_075[\n", + " (comparison_fzc_075[\"date\"] >= \"2005-01-01\") &\n", + " (comparison_fzc_075[\"date\"] <= \"2007-12-31\")\n", + " ],\n", + " sim_col=\"Q_model_FZC_0p75_m3s\",\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "scores_fzc_075_validation = performance_scores(\n", + " comparison_fzc_075[\n", + " (comparison_fzc_075[\"date\"] >= \"2008-01-01\") &\n", + " (comparison_fzc_075[\"date\"] <= \"2010-12-31\")\n", + " ],\n", + " sim_col=\"Q_model_FZC_0p75_m3s\",\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "print(\"FirstZoneCapacity × 0.75 - kalibratieperiode\")\n", + "for key, value in scores_fzc_075_calibration.items():\n", + " print(key, \":\", value)\n", + "\n", + "print(\"\\nFirstZoneCapacity × 0.75 - validatieperiode\")\n", + "for key, value in scores_fzc_075_validation.items():\n", + " print(key, \":\", value)" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "2dc50e1a-df29-473f-a168-a0a57453a2e4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieN_River x 1.21724.322973749.8746600.814566-2.455451570448-122960.86198874.836545
3validatieN_River x 1.21758.575237843.6735820.767120-4.219346585412-1731062.999177239.942049
4kalibratieFirstZoneCapacity x 0.751778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
5validatieFirstZoneCapacity x 0.751803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
\n", + "
" + ], + "text/plain": [ + " periode model RMSE Bias Correlation \\\n", + "0 kalibratie origineel 1778.593111 747.306196 0.814919 \n", + "1 validatie origineel 1803.058310 848.159935 0.765781 \n", + "2 kalibratie N_River x 1.2 1724.322973 749.874660 0.814566 \n", + "3 validatie N_River x 1.2 1758.575237 843.673582 0.767120 \n", + "4 kalibratie FirstZoneCapacity x 0.75 1778.593111 747.306196 0.814919 \n", + "5 validatie FirstZoneCapacity x 0.75 1803.058310 848.159935 0.765781 \n", + "\n", + " NSE Observed low-flow days Simulated low-flow days \\\n", + "0 -2.676382 570 460 \n", + "1 -4.486731 585 420 \n", + "2 -2.455451 570 448 \n", + "3 -4.219346 585 412 \n", + "4 -2.676382 570 460 \n", + "5 -4.486731 585 420 \n", + "\n", + " Low-flow day error Low-flow RMSE Low-flow bias \n", + "0 -110 965.958717 42.922579 \n", + "1 -165 1089.491023 214.946723 \n", + "2 -122 960.861988 74.836545 \n", + "3 -173 1062.999177 239.942049 \n", + "4 -110 965.958717 42.922579 \n", + "5 -165 1089.491023 214.946723 " + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_fzc_075 = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + " {\"periode\": \"kalibratie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_validation},\n", + " {\"periode\": \"kalibratie\", \"model\": \"FirstZoneCapacity x 0.75\", **scores_fzc_075_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"FirstZoneCapacity x 0.75\", **scores_fzc_075_validation},\n", + "])\n", + "\n", + "score_table_fzc_075" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "1b192624-8a94-40db-bbfa-f3af9329ef2a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximaal verschil: 4.547473508864641e-13\n", + "Gemiddeld verschil: 6.100095326174115e-14\n" + ] + } + ], + "source": [ + "diff_fzc = (\n", + " comparison_fzc_075[\"Q_model_FZC_0p75_m3s\"] \n", + " - comparison_fzc_075[\"Q_model_m3s\"]\n", + ")\n", + "\n", + "print(\"Maximaal verschil:\", diff_fzc.abs().max())\n", + "print(\"Gemiddeld verschil:\", diff_fzc.abs().mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "94a6171a-db1c-480b-8ffa-73f372a56a3a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config file:\n", + "/home/niels/BEP-Niels/Data Lobith/wflow_20260515_122740/wflow_ewatercycle.ini\n", + "Bestaat: True\n", + "[inputmapstacks]\n", + "Precipitation = /pr\n", + "EvapoTranspiration = /pet\n", + "Temperature = /tas\n", + "Inflow = /inmaps/IF\n", + "\n", + "[modelparameters]\n", + "\n", + "[run]\n", + "starttime = 2004-01-01 00:00:00\n", + "endtime = 2011-01-01 00:00:00\n", + "timestepsecs = 86400\n", + "reinit = 1\n", + "\n", + "[model]\n", + "modeltype = sbm\n", + "AnnualDischarge = 2290\n", + "Alpha = 120\n", + "ModelSnow = 0\n", + "ScalarInput = 0\n", + "InterpolationMethod = inv\n", + "WIMaxScale = 0.8\n", + "Tslice = 1\n", + "UpdMaxDist = 300000.0\n", + "origTopogLateral = 1\n", + "\n", + "[misc]\n", + "\n", + "[framework]\n", + "netcdfoutput = outmaps.nc\n", + "netcdfinput = wflow_ERA5_Rhine_2004_2011.nc\n", + "\n" + ] + } + ], + "source": [ + "cfg_file_path = Path(cfg_file)\n", + "\n", + "print(\"Config file:\")\n", + "print(cfg_file_path)\n", + "print(\"Bestaat:\", cfg_file_path.exists())\n", + "\n", + "with open(cfg_file_path, \"r\") as f:\n", + " cfg_text = f.read()\n", + "\n", + "print(cfg_text[:500])" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "97e70bae-4d43-4bca-af22-d3ffa0df429d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- FirstZoneCapacity ---\n", + "Niet gevonden\n", + "\n", + "--- staticmaps.nc ---\n", + "Niet gevonden\n", + "\n", + "--- intbl ---\n", + "Niet gevonden\n", + "\n", + "--- tbl ---\n", + "Niet gevonden\n", + "\n", + "--- N_River ---\n", + "Niet gevonden\n", + "\n", + "--- M ---\n", + "[inputmapstacks]\n", + "Temperature = /tas\n", + "Inflow = /inmaps/IF\n", + "[modelparameters]\n", + "starttime = 2004-01-01 00:00:00\n", + "endtime = 2011-01-01 00:00:00\n", + "timestepsecs = 86400\n", + "[model]\n", + "modeltype = sbm\n", + "ModelSnow = 0\n", + "InterpolationMethod = inv\n", + "WIMaxScale = 0.8\n", + "UpdMaxDist = 300000.0\n", + "[misc]\n", + "[framework]\n", + "netcdfoutput = outmaps.nc\n", + "sizeinmetres = 0\n", + "[outputmaps]\n", + "self.InwaterMM = iwm\n", + "[summary]\n", + "self.MaxLeakage = MaxLeakage.map\n", + "[summary_sum]\n", + "self.Precipitation = Sumprecip.map\n", + "[summary_max]\n", + "self.Precipitation = maxprecip.map\n", + "[summary_min]\n", + "[summary_avg]\n", + "self.Precipitation = avgprecip.map\n", + "samplemap = staticmaps/wflow_landuse.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "RiverRunoff = 2, m/s\n" + ] + } + ], + "source": [ + "for term in [\"FirstZoneCapacity\", \"staticmaps.nc\", \"intbl\", \"tbl\", \"N_River\", \"M\"]:\n", + " print(\"\\n---\", term, \"---\")\n", + " \n", + " found = False\n", + " \n", + " for line in cfg_text.splitlines():\n", + " if term.lower() in line.lower():\n", + " print(line)\n", + " found = True\n", + " \n", + " if not found:\n", + " print(\"Niet gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "2ef01f2a-8398-4eb5-a244-46674489b9f0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- FirstZoneCapacity ---\n", + "Niet gevonden\n", + "\n", + "--- staticmaps.nc ---\n", + "Niet gevonden\n", + "\n", + "--- staticmaps ---\n", + "samplemap = staticmaps/wflow_landuse.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "\n", + "--- intbl ---\n", + "Niet gevonden\n", + "\n", + "--- tbl ---\n", + "Niet gevonden\n", + "\n", + "--- N_River ---\n", + "Niet gevonden\n", + "\n", + "--- M ---\n", + "[inputmapstacks]\n", + "Temperature = /tas\n", + "Inflow = /inmaps/IF\n", + "[modelparameters]\n", + "starttime = 2004-01-01 00:00:00\n", + "endtime = 2011-01-01 00:00:00\n", + "timestepsecs = 86400\n", + "[model]\n", + "modeltype = sbm\n", + "ModelSnow = 0\n", + "InterpolationMethod = inv\n", + "WIMaxScale = 0.8\n", + "UpdMaxDist = 300000.0\n", + "[misc]\n", + "[framework]\n", + "netcdfoutput = outmaps.nc\n", + "sizeinmetres = 0\n", + "[outputmaps]\n", + "self.InwaterMM = iwm\n", + "[summary]\n", + "self.MaxLeakage = MaxLeakage.map\n", + "[summary_sum]\n", + "self.Precipitation = Sumprecip.map\n", + "[summary_max]\n", + "self.Precipitation = maxprecip.map\n", + "[summary_min]\n", + "[summary_avg]\n", + "self.Precipitation = avgprecip.map\n", + "samplemap = staticmaps/wflow_landuse.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "RiverRunoff = 2, m/s\n" + ] + } + ], + "source": [ + "for term in [\"FirstZoneCapacity\", \"staticmaps.nc\", \"staticmaps\", \"intbl\", \"tbl\", \"N_River\", \"M\"]:\n", + " print(\"\\n---\", term, \"---\")\n", + " \n", + " found = False\n", + " \n", + " for line in cfg_text.splitlines():\n", + " if term.lower() in line.lower():\n", + " print(line)\n", + " found = True\n", + " \n", + " if not found:\n", + " print(\"Niet gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "23cd44c8-699c-4a1f-b82c-a490e6adf5bd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/niels/BEP-Niels/Data Lobith/wflow_20260515_122740/staticmaps.nc\n", + "Bestaat: True\n" + ] + } + ], + "source": [ + "staticmaps_nc = Path(cfg_dir) / \"staticmaps.nc\"\n", + "\n", + "print(staticmaps_nc)\n", + "print(\"Bestaat:\", staticmaps_nc.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "5b2bd915-dc33-4dd4-b7fc-63834a6d51c7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Data variables:\n", + " crs |S1 1B ...\n", + " wflow_bankfulldepth.map (time, lat, lon) float32 126kB ...\n", + " wflow_catchment.map (time, lat, lon) float32 126kB ...\n", + " wflow_dem.map (time, lat, lon) float32 126kB ...\n", + " wflow_dem10.map (time, lat, lon) float32 126kB ...\n", + " wflow_dem25.map (time, lat, lon) float32 126kB ...\n", + " wflow_dem33.map (time, lat, lon) float32 126kB ...\n", + " wflow_dem66.map (time, lat, lon) float32 126kB ...\n", + " wflow_dem75.map (time, lat, lon) float32 126kB ...\n", + " wflow_dem90.map (time, lat, lon) float32 126kB ...\n", + " wflow_demmax.map (time, lat, lon) float32 126kB ...\n", + " wflow_demmin.map (time, lat, lon) float32 126kB ...\n", + " wflow_gauges.map (time, lat, lon) float32 126kB ...\n", + " wflow_landuse.map (time, lat, lon) float32 126kB ...\n", + " wflow_ldd.map (time, lat, lon) float32 126kB ...\n", + " wflow_outlet.map (time, lat, lon) float32 126kB ...\n", + " wflow_river.map (time, lat, lon) float32 126kB ...\n", + " wflow_riverburnin.map (time, lat, lon) float32 126kB ...\n", + " wflow_riverdem.map (time, lat, lon) float32 126kB ...\n", + " wflow_riverlength_fact.map (time, lat, lon) float32 126kB ...\n", + " wflow_soil.map (time, lat, lon) float32 126kB ...\n", + " wflow_streamorder.map (time, lat, lon) float32 126kB ...\n", + " wflow_subcatch.map (time, lat, lon) float32 126kB ...\n" + ] + } + ], + "source": [ + "static_ds = xr.open_dataset(staticmaps_nc)\n", + "\n", + "print(static_ds.data_vars)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "3d7ae147-79d4-4a5e-b6d9-04c2b4f529b7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n" + ] + } + ], + "source": [ + "for var in static_ds.data_vars:\n", + " name = var.lower()\n", + " \n", + " if (\n", + " \"first\" in name \n", + " or \"zone\" in name \n", + " or \"capacity\" in name\n", + " or name == \"m\"\n", + " or \"ksat\" in name\n", + " or \"soil\" in name\n", + " or \"theta\" in name\n", + " or \"root\" in name\n", + " or \"river\" in name\n", + " or name == \"n\"\n", + " ):\n", + " print(var)" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "0b8c730b-7fed-4dde-a965-23fb1609633a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap:\n", + "/home/niels/BEP-Niels/Data Lobith/wflow_20260515_124455\n", + "M.tbl bestaat: True\n", + "M.tbl aangepast met factor 0.75\n", + "Model gestart met M × 0.75\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "\n", + "run_intbl_dir = Path(cfg_dir) / \"intbl\"\n", + "\n", + "print(\"Nieuwe runmap:\")\n", + "print(cfg_dir)\n", + "\n", + "m_tbl = run_intbl_dir / \"M.tbl\"\n", + "\n", + "print(\"M.tbl bestaat:\", m_tbl.exists())\n", + "\n", + "multiply_tbl_values(\n", + " input_file=m_tbl,\n", + " output_file=m_tbl,\n", + " factor=0.75\n", + ")\n", + "\n", + "print(\"M.tbl aangepast met factor 0.75\")\n", + "\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Model gestart met M × 0.75\")" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "id": "8e707648-3892-4bfa-b453-e110471e1204", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal modelstappen: 2558\n", + "Eerste datum: 2004-01-01 00:00:00\n", + "Laatste datum: 2011-01-01 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_M_0p75_m3s
02004-01-010.000527
12004-01-020.000368
22004-01-030.000259
32004-01-040.001119
42004-01-050.001239
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" + ], + "text/plain": [ + " date Q_model_M_0p75_m3s\n", + "0 2004-01-01 0.000527\n", + "1 2004-01-02 0.000368\n", + "2 2004-01-03 0.000259\n", + "3 2004-01-04 0.001119\n", + "4 2004-01-05 0.001239" + ] + }, + "execution_count": 80, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lat_lobith_model = 51.90\n", + "lon_lobith_model = 5.72\n", + "\n", + "Q_model_test = []\n", + "time_model_test = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " Q_model_test.append(float(q_lobith))\n", + " time_model_test.append(model.time_as_datetime)\n", + "\n", + "model_test_m_075 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model_test),\n", + " \"Q_model_M_0p75_m3s\": Q_model_test\n", + "})\n", + "\n", + "print(\"Aantal modelstappen:\", len(model_test_m_075))\n", + "print(\"Eerste datum:\", model_test_m_075[\"date\"].min())\n", + "print(\"Laatste datum:\", model_test_m_075[\"date\"].max())\n", + "\n", + "model_test_m_075.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "1614da3d-086a-4b34-9740-87e26d724ddc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal validatiedagen: 2191\n", + "Eerste datum: 2005-01-01 00:00:00\n", + "Laatste datum: 2010-12-31 00:00:00\n" + ] + } + ], + "source": [ + "model_test_m_075_validation = model_test_m_075[\n", + " (model_test_m_075[\"date\"] >= \"2005-01-01\") &\n", + " (model_test_m_075[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Aantal validatiedagen:\", len(model_test_m_075_validation))\n", + "print(\"Eerste datum:\", model_test_m_075_validation[\"date\"].min())\n", + "print(\"Laatste datum:\", model_test_m_075_validation[\"date\"].max())" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "788d506d-68a5-4912-8dd7-3e584b5cc41f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal overlappende dagen: 2191\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_mean_m3sQ_model_m3sQ_model_M_0p75_m3s
02005-01-012198.0416674478.1557624486.384277
12005-01-022084.2083334328.9433594336.431641
22005-01-032039.4166674163.8051764170.479980
32005-01-042041.0000003979.2414553985.131348
42005-01-052085.5416673801.8071293807.044922
\n", + "
" + ], + "text/plain": [ + " date Q_mean_m3s Q_model_m3s Q_model_M_0p75_m3s\n", + "0 2005-01-01 2198.041667 4478.155762 4486.384277\n", + "1 2005-01-02 2084.208333 4328.943359 4336.431641\n", + "2 2005-01-03 2039.416667 4163.805176 4170.479980\n", + "3 2005-01-04 2041.000000 3979.241455 3985.131348\n", + "4 2005-01-05 2085.541667 3801.807129 3807.044922" + ] + }, + "execution_count": 82, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_m_075 = pd.merge(\n", + " comparison,\n", + " model_test_m_075_validation,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal overlappende dagen:\", len(comparison_m_075))\n", + "\n", + "comparison_m_075.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "id": "e64e9598-3fcd-4ef5-add1-3eb797eaa889", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "M × 0.75 - kalibratieperiode\n", + "RMSE : 1779.6608080725446\n", + "Bias : 747.796944365944\n", + "Correlation : 0.8147759290970245\n", + "NSE : -2.680797638649846\n", + "Observed low-flow days : 570\n", + "Simulated low-flow days : 460\n", + "Low-flow day error : -110\n", + "Low-flow RMSE : 966.9406224511216\n", + "Low-flow bias : 43.2591737758346\n", + "\n", + "M × 0.75 - validatieperiode\n", + "RMSE : 1804.2379126978683\n", + "Bias : 848.6690376170359\n", + "Correlation : 0.7658093594533631\n", + "NSE : -4.493912762519056\n", + "Observed low-flow days : 585\n", + "Simulated low-flow days : 420\n", + "Low-flow day error : -165\n", + "Low-flow RMSE : 1089.238276018211\n", + "Low-flow bias : 214.43669358821353\n" + ] + } + ], + "source": [ + "scores_m_075_calibration = performance_scores(\n", + " comparison_m_075[\n", + " (comparison_m_075[\"date\"] >= \"2005-01-01\") &\n", + " (comparison_m_075[\"date\"] <= \"2007-12-31\")\n", + " ],\n", + " sim_col=\"Q_model_M_0p75_m3s\",\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "scores_m_075_validation = performance_scores(\n", + " comparison_m_075[\n", + " (comparison_m_075[\"date\"] >= \"2008-01-01\") &\n", + " (comparison_m_075[\"date\"] <= \"2010-12-31\")\n", + " ],\n", + " sim_col=\"Q_model_M_0p75_m3s\",\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "print(\"M × 0.75 - kalibratieperiode\")\n", + "for key, value in scores_m_075_calibration.items():\n", + " print(key, \":\", value)\n", + "\n", + "print(\"\\nM × 0.75 - validatieperiode\")\n", + "for key, value in scores_m_075_validation.items():\n", + " print(key, \":\", value)" + ] + }, + { + "cell_type": "code", + "execution_count": 84, + "id": "63a8b9a1-c69c-46c2-ae84-0fc09e9faaaf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieN_River x 1.21724.322973749.8746600.814566-2.455451570448-122960.86198874.836545
3validatieN_River x 1.21758.575237843.6735820.767120-4.219346585412-1731062.999177239.942049
4kalibratieFirstZoneCapacity x 0.751778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
5validatieFirstZoneCapacity x 0.751803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
6kalibratieM x 0.751779.660808747.7969440.814776-2.680798570460-110966.94062243.259174
7validatieM x 0.751804.237913848.6690380.765809-4.493913585420-1651089.238276214.436694
\n", + "
" + ], + "text/plain": [ + " periode model RMSE Bias Correlation \\\n", + "0 kalibratie origineel 1778.593111 747.306196 0.814919 \n", + "1 validatie origineel 1803.058310 848.159935 0.765781 \n", + "2 kalibratie N_River x 1.2 1724.322973 749.874660 0.814566 \n", + "3 validatie N_River x 1.2 1758.575237 843.673582 0.767120 \n", + "4 kalibratie FirstZoneCapacity x 0.75 1778.593111 747.306196 0.814919 \n", + "5 validatie FirstZoneCapacity x 0.75 1803.058310 848.159935 0.765781 \n", + "6 kalibratie M x 0.75 1779.660808 747.796944 0.814776 \n", + "7 validatie M x 0.75 1804.237913 848.669038 0.765809 \n", + "\n", + " NSE Observed low-flow days Simulated low-flow days \\\n", + "0 -2.676382 570 460 \n", + "1 -4.486731 585 420 \n", + "2 -2.455451 570 448 \n", + "3 -4.219346 585 412 \n", + "4 -2.676382 570 460 \n", + "5 -4.486731 585 420 \n", + "6 -2.680798 570 460 \n", + "7 -4.493913 585 420 \n", + "\n", + " Low-flow day error Low-flow RMSE Low-flow bias \n", + "0 -110 965.958717 42.922579 \n", + "1 -165 1089.491023 214.946723 \n", + "2 -122 960.861988 74.836545 \n", + "3 -173 1062.999177 239.942049 \n", + "4 -110 965.958717 42.922579 \n", + "5 -165 1089.491023 214.946723 \n", + "6 -110 966.940622 43.259174 \n", + "7 -165 1089.238276 214.436694 " + ] + }, + "execution_count": 84, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_m_075 = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + " {\"periode\": \"kalibratie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_validation},\n", + " {\"periode\": \"kalibratie\", \"model\": \"FirstZoneCapacity x 0.75\", **scores_fzc_075_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"FirstZoneCapacity x 0.75\", **scores_fzc_075_validation},\n", + " {\"periode\": \"kalibratie\", \"model\": \"M x 0.75\", **scores_m_075_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"M x 0.75\", **scores_m_075_validation},\n", + "])\n", + "\n", + "score_table_m_075" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "id": "5c5b9847-1a9f-4d2c-9466-f864e5725040", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximaal verschil: 90.57177734375\n", + "Gemiddeld verschil: 1.7751297874572578\n" + ] + } + ], + "source": [ + "diff_m = (\n", + " comparison_m_075[\"Q_model_M_0p75_m3s\"] \n", + " - comparison_m_075[\"Q_model_m3s\"]\n", + ")\n", + "\n", + "print(\"Maximaal verschil:\", diff_m.abs().max())\n", + "print(\"Gemiddeld verschil:\", diff_m.abs().mean())" + ] + }, + { + "cell_type": "markdown", + "id": "d6e3d938-bb0c-4c60-a5c7-0df435b2e481", + "metadata": {}, + "source": [ + "## Kalibratietest 4: RootingDepth × 1.25\n", + "\n", + "In deze test wordt `RootingDepth.tbl` vermenigvuldigd met 1.25. Een grotere worteldiepte kan leiden tot meer evapotranspiratie en daardoor lagere afvoeren tijdens droge perioden. Dit is relevant omdat het originele model te weinig laagwaterdagen simuleert." + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "id": "c6669bd4-6f30-4d1d-932b-edbee97f794c", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap:\n", + "/home/niels/BEP-Niels/Data Lobith/wflow_20260515_125821\n", + "RootingDepth.tbl bestaat: True\n", + "RootingDepth.tbl aangepast met factor 1.25\n", + "Model gestart met RootingDepth × 1.25\n" + ] + } + ], + "source": [ + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup()\n", + "\n", + "run_intbl_dir = Path(cfg_dir) / \"intbl\"\n", + "\n", + "print(\"Nieuwe runmap:\")\n", + "print(cfg_dir)\n", + "\n", + "root_tbl = run_intbl_dir / \"RootingDepth.tbl\"\n", + "\n", + "print(\"RootingDepth.tbl bestaat:\", root_tbl.exists())\n", + "\n", + "multiply_tbl_values(\n", + " input_file=root_tbl,\n", + " output_file=root_tbl,\n", + " factor=1.25\n", + ")\n", + "\n", + "print(\"RootingDepth.tbl aangepast met factor 1.25\")\n", + "\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Model gestart met RootingDepth × 1.25\")" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "e0a5a128-2351-4f7e-8b47-760acab7caa6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal modelstappen: 2558\n", + "Eerste datum: 2004-01-01 00:00:00\n", + "Laatste datum: 2011-01-01 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_Root_1p25_m3s
02004-01-010.000528
12004-01-020.000370
22004-01-030.000261
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42004-01-050.001245
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" + ], + "text/plain": [ + " date Q_model_Root_1p25_m3s\n", + "0 2004-01-01 0.000528\n", + "1 2004-01-02 0.000370\n", + "2 2004-01-03 0.000261\n", + "3 2004-01-04 0.001124\n", + "4 2004-01-05 0.001245" + ] + }, + "execution_count": 87, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lat_lobith_model = 51.90\n", + "lon_lobith_model = 5.72\n", + "\n", + "Q_model_test = []\n", + "time_model_test = []\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + " \n", + " Q_model_test.append(float(q_lobith))\n", + " time_model_test.append(model.time_as_datetime)\n", + "\n", + "model_test_root_125 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model_test),\n", + " \"Q_model_Root_1p25_m3s\": Q_model_test\n", + "})\n", + "\n", + "print(\"Aantal modelstappen:\", len(model_test_root_125))\n", + "print(\"Eerste datum:\", model_test_root_125[\"date\"].min())\n", + "print(\"Laatste datum:\", model_test_root_125[\"date\"].max())\n", + "\n", + "model_test_root_125.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "4f83fa35-744a-4ccc-a5d3-cdcf405a7d29", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal validatiedagen: 2191\n", + "Eerste datum: 2005-01-01 00:00:00\n", + "Laatste datum: 2010-12-31 00:00:00\n" + ] + } + ], + "source": [ + "model_test_root_125_validation = model_test_root_125[\n", + " (model_test_root_125[\"date\"] >= \"2005-01-01\") &\n", + " (model_test_root_125[\"date\"] <= \"2010-12-31\")\n", + "].copy()\n", + "\n", + "print(\"Aantal validatiedagen:\", len(model_test_root_125_validation))\n", + "print(\"Eerste datum:\", model_test_root_125_validation[\"date\"].min())\n", + "print(\"Laatste datum:\", model_test_root_125_validation[\"date\"].max())" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "9ba813e1-3b01-4e2a-9c00-fb5a1b42c081", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal overlappende dagen: 2191\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_mean_m3sQ_model_m3sQ_model_Root_1p25_m3s
02005-01-012198.0416674478.1557624461.372070
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42005-01-052085.5416673801.8071293787.931641
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" + ], + "text/plain": [ + " date Q_mean_m3s Q_model_m3s Q_model_Root_1p25_m3s\n", + "0 2005-01-01 2198.041667 4478.155762 4461.372070\n", + "1 2005-01-02 2084.208333 4328.943359 4313.791016\n", + "2 2005-01-03 2039.416667 4163.805176 4149.695801\n", + "3 2005-01-04 2041.000000 3979.241455 3965.640869\n", + "4 2005-01-05 2085.541667 3801.807129 3787.931641" + ] + }, + "execution_count": 89, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_root_125 = pd.merge(\n", + " comparison,\n", + " model_test_root_125_validation,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal overlappende dagen:\", len(comparison_root_125))\n", + "\n", + "comparison_root_125.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "872de516-fd81-424e-9db1-e79397a548b9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "RootingDepth × 1.25 - kalibratieperiode\n", + "RMSE : 1766.8606265550093\n", + "Bias : 733.5654302634784\n", + "Correlation : 0.8158200973160513\n", + "NSE : -2.628039898306021\n", + "Observed low-flow days : 570\n", + "Simulated low-flow days : 461\n", + "Low-flow day error : -109\n", + "Low-flow RMSE : 958.6263310265604\n", + "Low-flow bias : 33.37166433947823\n", + "\n", + "RootingDepth × 1.25 - validatieperiode\n", + "RMSE : 1794.2288242584352\n", + "Bias : 841.0892943500603\n", + "Correlation : 0.7667357134781785\n", + "NSE : -4.433126398112263\n", + "Observed low-flow days : 585\n", + "Simulated low-flow days : 420\n", + "Low-flow day error : -165\n", + "Low-flow RMSE : 1086.8657220196021\n", + "Low-flow bias : 210.70173520688672\n" + ] + } + ], + "source": [ + "scores_root_125_calibration = performance_scores(\n", + " comparison_root_125[\n", + " (comparison_root_125[\"date\"] >= \"2005-01-01\") &\n", + " (comparison_root_125[\"date\"] <= \"2007-12-31\")\n", + " ],\n", + " sim_col=\"Q_model_Root_1p25_m3s\",\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "scores_root_125_validation = performance_scores(\n", + " comparison_root_125[\n", + " (comparison_root_125[\"date\"] >= \"2008-01-01\") &\n", + " (comparison_root_125[\"date\"] <= \"2010-12-31\")\n", + " ],\n", + " sim_col=\"Q_model_Root_1p25_m3s\",\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + ")\n", + "\n", + "print(\"RootingDepth × 1.25 - kalibratieperiode\")\n", + "for key, value in scores_root_125_calibration.items():\n", + " print(key, \":\", value)\n", + "\n", + "print(\"\\nRootingDepth × 1.25 - validatieperiode\")\n", + "for key, value in scores_root_125_validation.items():\n", + " print(key, \":\", value)" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "58241ebf-2b10-421d-bc6d-67aa589993cf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieN_River x 1.21724.322973749.8746600.814566-2.455451570448-122960.86198874.836545
3validatieN_River x 1.21758.575237843.6735820.767120-4.219346585412-1731062.999177239.942049
4kalibratieFirstZoneCapacity x 0.751778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
5validatieFirstZoneCapacity x 0.751803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
6kalibratieM x 0.751779.660808747.7969440.814776-2.680798570460-110966.94062243.259174
7validatieM x 0.751804.237913848.6690380.765809-4.493913585420-1651089.238276214.436694
8kalibratieRootingDepth x 1.251766.860627733.5654300.815820-2.628040570461-109958.62633133.371664
9validatieRootingDepth x 1.251794.228824841.0892940.766736-4.433126585420-1651086.865722210.701735
\n", + "
" + ], + "text/plain": [ + " periode model RMSE Bias Correlation \\\n", + "0 kalibratie origineel 1778.593111 747.306196 0.814919 \n", + "1 validatie origineel 1803.058310 848.159935 0.765781 \n", + "2 kalibratie N_River x 1.2 1724.322973 749.874660 0.814566 \n", + "3 validatie N_River x 1.2 1758.575237 843.673582 0.767120 \n", + "4 kalibratie FirstZoneCapacity x 0.75 1778.593111 747.306196 0.814919 \n", + "5 validatie FirstZoneCapacity x 0.75 1803.058310 848.159935 0.765781 \n", + "6 kalibratie M x 0.75 1779.660808 747.796944 0.814776 \n", + "7 validatie M x 0.75 1804.237913 848.669038 0.765809 \n", + "8 kalibratie RootingDepth x 1.25 1766.860627 733.565430 0.815820 \n", + "9 validatie RootingDepth x 1.25 1794.228824 841.089294 0.766736 \n", + "\n", + " NSE Observed low-flow days Simulated low-flow days \\\n", + "0 -2.676382 570 460 \n", + "1 -4.486731 585 420 \n", + "2 -2.455451 570 448 \n", + "3 -4.219346 585 412 \n", + "4 -2.676382 570 460 \n", + "5 -4.486731 585 420 \n", + "6 -2.680798 570 460 \n", + "7 -4.493913 585 420 \n", + "8 -2.628040 570 461 \n", + "9 -4.433126 585 420 \n", + "\n", + " Low-flow day error Low-flow RMSE Low-flow bias \n", + "0 -110 965.958717 42.922579 \n", + "1 -165 1089.491023 214.946723 \n", + "2 -122 960.861988 74.836545 \n", + "3 -173 1062.999177 239.942049 \n", + "4 -110 965.958717 42.922579 \n", + "5 -165 1089.491023 214.946723 \n", + "6 -110 966.940622 43.259174 \n", + "7 -165 1089.238276 214.436694 \n", + "8 -109 958.626331 33.371664 \n", + "9 -165 1086.865722 210.701735 " + ] + }, + "execution_count": 91, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_root_125 = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + " {\"periode\": \"kalibratie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_validation},\n", + " {\"periode\": \"kalibratie\", \"model\": \"FirstZoneCapacity x 0.75\", **scores_fzc_075_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"FirstZoneCapacity x 0.75\", **scores_fzc_075_validation},\n", + " {\"periode\": \"kalibratie\", \"model\": \"M x 0.75\", **scores_m_075_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"M x 0.75\", **scores_m_075_validation},\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.25\", **scores_root_125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.25\", **scores_root_125_validation},\n", + "])\n", + "\n", + "score_table_root_125" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "f3dd0d25-231c-40c6-a22a-a402a3b0b217", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximaal verschil: 409.502197265625\n", + "Gemiddeld verschil: 10.404180870595889\n" + ] + } + ], + "source": [ + "diff_root = (\n", + " comparison_root_125[\"Q_model_Root_1p25_m3s\"] \n", + " - comparison_root_125[\"Q_model_m3s\"]\n", + ")\n", + "\n", + "print(\"Maximaal verschil:\", diff_root.abs().max())\n", + "print(\"Gemiddeld verschil:\", diff_root.abs().mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "0da4f369-a60e-4243-a464-0b154874d969", + "metadata": {}, + "outputs": [], + "source": [ + "def run_tbl_factor_test(tbl_name, factor, output_col):\n", + " try:\n", + " model.finalize()\n", + " except:\n", + " pass\n", + "\n", + " model_new = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + " )\n", + "\n", + " cfg_file_new, cfg_dir_new = model_new.setup()\n", + "\n", + " run_intbl_dir = Path(cfg_dir_new) / \"intbl\"\n", + " tbl_path = run_intbl_dir / tbl_name\n", + "\n", + " print(\"Nieuwe runmap:\", cfg_dir_new)\n", + " print(tbl_name, \"bestaat:\", tbl_path.exists())\n", + "\n", + " multiply_tbl_values(\n", + " input_file=tbl_path,\n", + " output_file=tbl_path,\n", + " factor=factor\n", + " )\n", + "\n", + " print(tbl_name, \"aangepast met factor\", factor)\n", + "\n", + " model_new.initialize(cfg_file_new)\n", + "\n", + " Q_model_test = []\n", + " time_model_test = []\n", + "\n", + " while model_new.time < model_new.end_time:\n", + " model_new.update()\n", + "\n", + " q_lobith = model_new.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + "\n", + " Q_model_test.append(float(q_lobith))\n", + " time_model_test.append(model_new.time_as_datetime)\n", + "\n", + " model_test = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model_test),\n", + " output_col: Q_model_test\n", + " })\n", + "\n", + " model_test_validation = model_test[\n", + " (model_test[\"date\"] >= \"2005-01-01\") &\n", + " (model_test[\"date\"] <= \"2010-12-31\")\n", + " ].copy()\n", + "\n", + " comparison_new = pd.merge(\n", + " comparison,\n", + " model_test_validation,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + " )\n", + "\n", + " calib_part = comparison_new[\n", + " (comparison_new[\"date\"] >= \"2005-01-01\") &\n", + " (comparison_new[\"date\"] <= \"2007-12-31\")\n", + " ]\n", + "\n", + " valid_part = comparison_new[\n", + " (comparison_new[\"date\"] >= \"2008-01-01\") &\n", + " (comparison_new[\"date\"] <= \"2010-12-31\")\n", + " ]\n", + "\n", + " scores_calib = performance_scores(\n", + " calib_part,\n", + " sim_col=output_col,\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + " )\n", + "\n", + " scores_valid = performance_scores(\n", + " valid_part,\n", + " sim_col=output_col,\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + " )\n", + "\n", + " return comparison_new, scores_calib, scores_valid" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "c3f4d4ae-216d-4454-9226-b337be785286", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_132433\n", + "RootingDepth.tbl bestaat: True\n", + "RootingDepth.tbl aangepast met factor 1.5\n" + ] + } + ], + "source": [ + "comparison_root_150, scores_root_150_calibration, scores_root_150_validation = run_tbl_factor_test(\n", + " tbl_name=\"RootingDepth.tbl\",\n", + " factor=1.50,\n", + " output_col=\"Q_model_Root_1p50_m3s\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "id": "96bcfeff-9bc6-430f-a43d-76fcd32b9da7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieN_River x 1.21724.322973749.8746600.814566-2.455451570448-122960.86198874.836545
3validatieN_River x 1.21758.575237843.6735820.767120-4.219346585412-1731062.999177239.942049
4kalibratieM x 0.751779.660808747.7969440.814776-2.680798570460-110966.94062243.259174
5validatieM x 0.751804.237913848.6690380.765809-4.493913585420-1651089.238276214.436694
6kalibratieRootingDepth x 1.251766.860627733.5654300.815820-2.628040570461-109958.62633133.371664
7validatieRootingDepth x 1.251794.228824841.0892940.766736-4.433126585420-1651086.865722210.701735
8kalibratieRootingDepth x 1.501763.082346728.6237880.816122-2.612540570464-106956.40342228.997682
9validatieRootingDepth x 1.501791.513102838.1101570.766886-4.416692585420-1651086.072878208.633176
\n", + "
" + ], + "text/plain": [ + " periode model RMSE Bias Correlation \\\n", + "0 kalibratie origineel 1778.593111 747.306196 0.814919 \n", + "1 validatie origineel 1803.058310 848.159935 0.765781 \n", + "2 kalibratie N_River x 1.2 1724.322973 749.874660 0.814566 \n", + "3 validatie N_River x 1.2 1758.575237 843.673582 0.767120 \n", + "4 kalibratie M x 0.75 1779.660808 747.796944 0.814776 \n", + "5 validatie M x 0.75 1804.237913 848.669038 0.765809 \n", + "6 kalibratie RootingDepth x 1.25 1766.860627 733.565430 0.815820 \n", + "7 validatie RootingDepth x 1.25 1794.228824 841.089294 0.766736 \n", + "8 kalibratie RootingDepth x 1.50 1763.082346 728.623788 0.816122 \n", + "9 validatie RootingDepth x 1.50 1791.513102 838.110157 0.766886 \n", + "\n", + " NSE Observed low-flow days Simulated low-flow days \\\n", + "0 -2.676382 570 460 \n", + "1 -4.486731 585 420 \n", + "2 -2.455451 570 448 \n", + "3 -4.219346 585 412 \n", + "4 -2.680798 570 460 \n", + "5 -4.493913 585 420 \n", + "6 -2.628040 570 461 \n", + "7 -4.433126 585 420 \n", + "8 -2.612540 570 464 \n", + "9 -4.416692 585 420 \n", + "\n", + " Low-flow day error Low-flow RMSE Low-flow bias \n", + "0 -110 965.958717 42.922579 \n", + "1 -165 1089.491023 214.946723 \n", + "2 -122 960.861988 74.836545 \n", + "3 -173 1062.999177 239.942049 \n", + "4 -110 966.940622 43.259174 \n", + "5 -165 1089.238276 214.436694 \n", + "6 -109 958.626331 33.371664 \n", + "7 -165 1086.865722 210.701735 \n", + "8 -106 956.403422 28.997682 \n", + "9 -165 1086.072878 208.633176 " + ] + }, + "execution_count": 96, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_root_150 = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"M x 0.75\", **scores_m_075_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"M x 0.75\", **scores_m_075_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.25\", **scores_root_125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.25\", **scores_root_125_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50\", **scores_root_150_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50\", **scores_root_150_validation},\n", + "])\n", + "\n", + "score_table_root_150" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "e11389e9-00ae-42f2-9767-312ef452c79f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_root_150[\"date\"],\n", + " comparison_root_150[obs_col],\n", + " label=\"Gemeten Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_root_150[\"date\"],\n", + " comparison_root_150[sim_col],\n", + " label=\"Wflow origineel\",\n", + " linewidth=0.7,\n", + " alpha=0.7\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_root_150[\"date\"],\n", + " comparison_root_150[\"Q_model_Root_1p50_m3s\"],\n", + " label=\"Wflow RootingDepth × 1.50\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Afvoer [m³/s]\")\n", + "plt.title(\"Effect van RootingDepth × 1.50 op lage afvoeren bij Lobith\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "dfb61404-d8f5-4449-a821-926751600d54", + "metadata": {}, + "source": [ + "## Kalibratietest 5: EoverR * 1,25 ##" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "e47dc0eb-83fa-4550-9bb4-4acb3927235c", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_135446\n", + "EoverR.tbl bestaat: True\n", + "EoverR.tbl aangepast met factor 1.25\n" + ] + } + ], + "source": [ + "comparison_eoverr_125, scores_eoverr_125_calibration, scores_eoverr_125_validation = run_tbl_factor_test(\n", + " tbl_name=\"EoverR.tbl\",\n", + " factor=1.25,\n", + " output_col=\"Q_model_EoverR_1p25_m3s\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "id": "973efc5e-fcd4-41ec-8308-423ed581ecd7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieN_River x 1.21724.322973749.8746600.814566-2.455451570448-122960.86198874.836545
3validatieN_River x 1.21758.575237843.6735820.767120-4.219346585412-1731062.999177239.942049
4kalibratieM x 0.751779.660808747.7969440.814776-2.680798570460-110966.94062243.259174
5validatieM x 0.751804.237913848.6690380.765809-4.493913585420-1651089.238276214.436694
6kalibratieRootingDepth x 1.251766.860627733.5654300.815820-2.628040570461-109958.62633133.371664
7validatieRootingDepth x 1.251794.228824841.0892940.766736-4.433126585420-1651086.865722210.701735
8kalibratieRootingDepth x 1.501763.082346728.6237880.816122-2.612540570464-106956.40342228.997682
9validatieRootingDepth x 1.501791.513102838.1101570.766886-4.416692585420-1651086.072878208.633176
10kalibratieEoverR x 1.251770.306094731.5594970.814089-2.642203570462-108964.03365731.521717
11validatieEoverR x 1.251795.429569832.4039180.765376-4.440401585422-1631086.185939201.472233
\n", + "
" + ], + "text/plain": [ + " periode model RMSE Bias Correlation \\\n", + "0 kalibratie origineel 1778.593111 747.306196 0.814919 \n", + "1 validatie origineel 1803.058310 848.159935 0.765781 \n", + "2 kalibratie N_River x 1.2 1724.322973 749.874660 0.814566 \n", + "3 validatie N_River x 1.2 1758.575237 843.673582 0.767120 \n", + "4 kalibratie M x 0.75 1779.660808 747.796944 0.814776 \n", + "5 validatie M x 0.75 1804.237913 848.669038 0.765809 \n", + "6 kalibratie RootingDepth x 1.25 1766.860627 733.565430 0.815820 \n", + "7 validatie RootingDepth x 1.25 1794.228824 841.089294 0.766736 \n", + "8 kalibratie RootingDepth x 1.50 1763.082346 728.623788 0.816122 \n", + "9 validatie RootingDepth x 1.50 1791.513102 838.110157 0.766886 \n", + "10 kalibratie EoverR x 1.25 1770.306094 731.559497 0.814089 \n", + "11 validatie EoverR x 1.25 1795.429569 832.403918 0.765376 \n", + "\n", + " NSE Observed low-flow days Simulated low-flow days \\\n", + "0 -2.676382 570 460 \n", + "1 -4.486731 585 420 \n", + "2 -2.455451 570 448 \n", + "3 -4.219346 585 412 \n", + "4 -2.680798 570 460 \n", + "5 -4.493913 585 420 \n", + "6 -2.628040 570 461 \n", + "7 -4.433126 585 420 \n", + "8 -2.612540 570 464 \n", + "9 -4.416692 585 420 \n", + "10 -2.642203 570 462 \n", + "11 -4.440401 585 422 \n", + "\n", + " Low-flow day error Low-flow RMSE Low-flow bias \n", + "0 -110 965.958717 42.922579 \n", + "1 -165 1089.491023 214.946723 \n", + "2 -122 960.861988 74.836545 \n", + "3 -173 1062.999177 239.942049 \n", + "4 -110 966.940622 43.259174 \n", + "5 -165 1089.238276 214.436694 \n", + "6 -109 958.626331 33.371664 \n", + "7 -165 1086.865722 210.701735 \n", + "8 -106 956.403422 28.997682 \n", + "9 -165 1086.072878 208.633176 \n", + "10 -108 964.033657 31.521717 \n", + "11 -163 1086.185939 201.472233 " + ] + }, + "execution_count": 103, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_eoverr_125 = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"N_River x 1.2\", **scores_Nriver_1p2_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"M x 0.75\", **scores_m_075_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"M x 0.75\", **scores_m_075_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.25\", **scores_root_125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.25\", **scores_root_125_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50\", **scores_root_150_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50\", **scores_root_150_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"EoverR x 1.25\", **scores_eoverr_125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"EoverR x 1.25\", **scores_eoverr_125_validation},\n", + "])\n", + "\n", + "score_table_eoverr_125" + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "id": "62224086-f13d-4c61-ad14-516441e5eceb", + "metadata": {}, + "outputs": [], + "source": [ + "def run_multiple_tbl_factor_test(tbl_factors, output_col):\n", + " try:\n", + " model.finalize()\n", + " except:\n", + " pass\n", + "\n", + " model_new = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + " )\n", + "\n", + " cfg_file_new, cfg_dir_new = model_new.setup()\n", + "\n", + " run_intbl_dir = Path(cfg_dir_new) / \"intbl\"\n", + "\n", + " print(\"Nieuwe runmap:\", cfg_dir_new)\n", + "\n", + " for tbl_name, factor in tbl_factors.items():\n", + " tbl_path = run_intbl_dir / tbl_name\n", + "\n", + " print(tbl_name, \"bestaat:\", tbl_path.exists())\n", + " print(tbl_name, \"factor:\", factor)\n", + "\n", + " multiply_tbl_values(\n", + " input_file=tbl_path,\n", + " output_file=tbl_path,\n", + " factor=factor\n", + " )\n", + "\n", + " model_new.initialize(cfg_file_new)\n", + "\n", + " Q_model_test = []\n", + " time_model_test = []\n", + "\n", + " while model_new.time < model_new.end_time:\n", + " model_new.update()\n", + "\n", + " q_lobith = model_new.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith_model],\n", + " lon=[lon_lobith_model]\n", + " )[0]\n", + "\n", + " Q_model_test.append(float(q_lobith))\n", + " time_model_test.append(model_new.time_as_datetime)\n", + "\n", + " model_test = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model_test),\n", + " output_col: Q_model_test\n", + " })\n", + "\n", + " model_test_validation = model_test[\n", + " (model_test[\"date\"] >= \"2005-01-01\") &\n", + " (model_test[\"date\"] <= \"2010-12-31\")\n", + " ].copy()\n", + "\n", + " comparison_new = pd.merge(\n", + " comparison,\n", + " model_test_validation,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + " )\n", + "\n", + " calib_part = comparison_new[\n", + " (comparison_new[\"date\"] >= \"2005-01-01\") &\n", + " (comparison_new[\"date\"] <= \"2007-12-31\")\n", + " ]\n", + "\n", + " valid_part = comparison_new[\n", + " (comparison_new[\"date\"] >= \"2008-01-01\") &\n", + " (comparison_new[\"date\"] <= \"2010-12-31\")\n", + " ]\n", + "\n", + " scores_calib = performance_scores(\n", + " calib_part,\n", + " sim_col=output_col,\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + " )\n", + "\n", + " scores_valid = performance_scores(\n", + " valid_part,\n", + " sim_col=output_col,\n", + " obs_col=obs_col,\n", + " low_flow_limit=2000\n", + " )\n", + "\n", + " return comparison_new, scores_calib, scores_valid" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "id": "b71bc093-d8f7-49dd-9695-799d377bc453", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_140638\n", + "RootingDepth.tbl bestaat: True\n", + "RootingDepth.tbl factor: 1.5\n", + "EoverR.tbl bestaat: True\n", + "EoverR.tbl factor: 1.25\n" + ] + } + ], + "source": [ + "comparison_root150_eoverr125, scores_root150_eoverr125_calibration, scores_root150_eoverr125_validation = run_multiple_tbl_factor_test(\n", + " tbl_factors={\n", + " \"RootingDepth.tbl\": 1.50,\n", + " \"EoverR.tbl\": 1.25,\n", + " },\n", + " output_col=\"Q_model_Root1p50_EoverR1p25_m3s\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "id": 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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieRootingDepth x 1.501763.082346728.6237880.816122-2.612540570464-106956.40342228.997682
3validatieRootingDepth x 1.501791.513102838.1101570.766886-4.416692585420-1651086.072878208.633176
4kalibratieEoverR x 1.251770.306094731.5594970.814089-2.642203570462-108964.03365731.521717
5validatieEoverR x 1.251795.429569832.4039180.765376-4.440401585422-1631086.185939201.472233
6kalibratieRootingDepth x 1.50 + EoverR x 1.251754.299677712.3036230.815361-2.576638570468-102954.08196617.166033
7validatieRootingDepth x 1.50 + EoverR x 1.251783.653987822.1884340.766499-4.369272585424-1611082.755034195.144325
\n", + "
" + ], + "text/plain": [ + " periode model RMSE Bias \\\n", + "0 kalibratie origineel 1778.593111 747.306196 \n", + "1 validatie origineel 1803.058310 848.159935 \n", + "2 kalibratie RootingDepth x 1.50 1763.082346 728.623788 \n", + "3 validatie RootingDepth x 1.50 1791.513102 838.110157 \n", + "4 kalibratie EoverR x 1.25 1770.306094 731.559497 \n", + "5 validatie EoverR x 1.25 1795.429569 832.403918 \n", + "6 kalibratie RootingDepth x 1.50 + EoverR x 1.25 1754.299677 712.303623 \n", + "7 validatie RootingDepth x 1.50 + EoverR x 1.25 1783.653987 822.188434 \n", + "\n", + " Correlation NSE Observed low-flow days Simulated low-flow days \\\n", + "0 0.814919 -2.676382 570 460 \n", + "1 0.765781 -4.486731 585 420 \n", + "2 0.816122 -2.612540 570 464 \n", + "3 0.766886 -4.416692 585 420 \n", + "4 0.814089 -2.642203 570 462 \n", + "5 0.765376 -4.440401 585 422 \n", + "6 0.815361 -2.576638 570 468 \n", + "7 0.766499 -4.369272 585 424 \n", + "\n", + " Low-flow day error Low-flow RMSE Low-flow bias \n", + "0 -110 965.958717 42.922579 \n", + "1 -165 1089.491023 214.946723 \n", + "2 -106 956.403422 28.997682 \n", + "3 -165 1086.072878 208.633176 \n", + "4 -108 964.033657 31.521717 \n", + "5 -163 1086.185939 201.472233 \n", + "6 -102 954.081966 17.166033 \n", + "7 -161 1082.755034 195.144325 " + ] + }, + "execution_count": 106, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_combined = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50\", **scores_root_150_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50\", **scores_root_150_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"EoverR x 1.25\", **scores_eoverr_125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"EoverR x 1.25\", **scores_eoverr_125_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.25\", **scores_root150_eoverr125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.25\", **scores_root150_eoverr125_validation},\n", + "])\n", + "\n", + "score_table_combined" + ] + }, + { + "cell_type": "code", + "execution_count": 107, + "id": "2c43ef4a-32b8-49f9-b9d7-bfb73e5957b9", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_root150_eoverr125[\"date\"],\n", + " comparison_root150_eoverr125[obs_col],\n", + " label=\"Gemeten Lobith\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_root150_eoverr125[\"date\"],\n", + " comparison_root150_eoverr125[sim_col],\n", + " label=\"Wflow origineel\",\n", + " linewidth=0.7,\n", + " alpha=0.7\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_root150_eoverr125[\"date\"],\n", + " comparison_root150_eoverr125[\"Q_model_Root1p50_EoverR1p25_m3s\"],\n", + " label=\"RootingDepth × 1.50 + EoverR × 1.25\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.ylim(0, 3000)\n", + "\n", + "plt.xlabel(\"Tijd\")\n", + "plt.ylabel(\"Afvoer [m³/s]\")\n", + "plt.title(\"Gecombineerde kalibratie gericht op lage afvoeren bij Lobith\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "7f05fb9d-ea04-4aae-a20f-b1db7246928b", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_141846\n", + "RootingDepth.tbl bestaat: True\n", + "RootingDepth.tbl factor: 1.5\n", + "EoverR.tbl bestaat: True\n", + "EoverR.tbl factor: 1.5\n" + ] + } + ], + "source": [ + "comparison_root150_eoverr150, scores_root150_eoverr150_calibration, scores_root150_eoverr150_validation = run_multiple_tbl_factor_test(\n", + " tbl_factors={\n", + " \"RootingDepth.tbl\": 1.50,\n", + " \"EoverR.tbl\": 1.50,\n", + " },\n", + " output_col=\"Q_model_Root1p50_EoverR1p50_m3s\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "id": "2c89a4fa-aa79-4dc8-9a11-eabadcab530f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_142919\n", + "RootingDepth.tbl bestaat: True\n", + "RootingDepth.tbl factor: 2.0\n", + "EoverR.tbl bestaat: True\n", + "EoverR.tbl factor: 1.25\n" + ] + } + ], + "source": [ + "comparison_root200_eoverr125, scores_root200_eoverr125_calibration, scores_root200_eoverr125_validation = run_multiple_tbl_factor_test(\n", + " tbl_factors={\n", + " \"RootingDepth.tbl\": 2.00,\n", + " \"EoverR.tbl\": 1.25,\n", + " },\n", + " output_col=\"Q_model_Root2p00_EoverR1p25_m3s\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 110, + "id": "928bf4d4-982b-46b5-b5da-ad204d083683", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieRootingDepth x 1.50 + EoverR x 1.251754.299677712.3036230.815361-2.576638570468-102954.08196617.166033
3validatieRootingDepth x 1.50 + EoverR x 1.251783.653987822.1884340.766499-4.369272585424-1611082.755034195.144325
4kalibratieRootingDepth x 1.50 + EoverR x 1.501747.108941698.2030080.814639-2.547378570469-101952.4730756.959015
5validatieRootingDepth x 1.50 + EoverR x 1.501777.344813808.5269680.766164-4.331354585426-1591080.306493183.341999
6kalibratieRootingDepth x 2.00 + EoverR x 1.251752.012908708.4535470.815435-2.567320570470-100953.41377313.594943
7validatieRootingDepth x 2.00 + EoverR x 1.251781.545437818.8477100.766580-4.356584585424-1611082.151865192.304853
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" + ], + "text/plain": [ + " periode model RMSE Bias \\\n", + "0 kalibratie origineel 1778.593111 747.306196 \n", + "1 validatie origineel 1803.058310 848.159935 \n", + "2 kalibratie RootingDepth x 1.50 + EoverR x 1.25 1754.299677 712.303623 \n", + "3 validatie RootingDepth x 1.50 + EoverR x 1.25 1783.653987 822.188434 \n", + "4 kalibratie RootingDepth x 1.50 + EoverR x 1.50 1747.108941 698.203008 \n", + "5 validatie RootingDepth x 1.50 + EoverR x 1.50 1777.344813 808.526968 \n", + "6 kalibratie RootingDepth x 2.00 + EoverR x 1.25 1752.012908 708.453547 \n", + "7 validatie RootingDepth x 2.00 + EoverR x 1.25 1781.545437 818.847710 \n", + "\n", + " Correlation NSE Observed low-flow days Simulated low-flow days \\\n", + "0 0.814919 -2.676382 570 460 \n", + "1 0.765781 -4.486731 585 420 \n", + "2 0.815361 -2.576638 570 468 \n", + "3 0.766499 -4.369272 585 424 \n", + "4 0.814639 -2.547378 570 469 \n", + "5 0.766164 -4.331354 585 426 \n", + "6 0.815435 -2.567320 570 470 \n", + "7 0.766580 -4.356584 585 424 \n", + "\n", + " Low-flow day error Low-flow RMSE Low-flow bias \n", + "0 -110 965.958717 42.922579 \n", + "1 -165 1089.491023 214.946723 \n", + "2 -102 954.081966 17.166033 \n", + "3 -161 1082.755034 195.144325 \n", + "4 -101 952.473075 6.959015 \n", + "5 -159 1080.306493 183.341999 \n", + "6 -100 953.413773 13.594943 \n", + "7 -161 1082.151865 192.304853 " + ] + }, + "execution_count": 110, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_next = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.25\", **scores_root150_eoverr125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.25\", **scores_root150_eoverr125_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.50\", **scores_root150_eoverr150_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.50\", **scores_root150_eoverr150_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 2.00 + EoverR x 1.25\", **scores_root200_eoverr125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 2.00 + EoverR x 1.25\", **scores_root200_eoverr125_validation},\n", + "])\n", + "\n", + "score_table_next" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "id": "a09d6106-ac3f-461d-a299-4624b687dcfb", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_144058\n", + "RootingDepth.tbl bestaat: True\n", + "RootingDepth.tbl factor: 1.5\n", + "EoverR.tbl bestaat: True\n", + "EoverR.tbl factor: 1.75\n" + ] + } + ], + "source": [ + "comparison_root150_eoverr175, scores_root150_eoverr175_calibration, scores_root150_eoverr175_validation = run_multiple_tbl_factor_test(\n", + " tbl_factors={\n", + " \"RootingDepth.tbl\": 1.50,\n", + " \"EoverR.tbl\": 1.75,\n", + " },\n", + " output_col=\"Q_model_Root1p50_EoverR1p75_m3s\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "id": "994b5df3-0ece-402d-829e-eff967d8292f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe runmap: /home/niels/BEP-Niels/Data Lobith/wflow_20260515_145028\n", + "RootingDepth.tbl bestaat: True\n", + "RootingDepth.tbl factor: 1.5\n", + "EoverR.tbl bestaat: True\n", + "EoverR.tbl factor: 2.0\n" + ] + } + ], + "source": [ + "comparison_root150_eoverr200, scores_root150_eoverr200_calibration, scores_root150_eoverr200_validation = run_multiple_tbl_factor_test(\n", + " tbl_factors={\n", + " \"RootingDepth.tbl\": 1.50,\n", + " \"EoverR.tbl\": 2.00,\n", + " },\n", + " output_col=\"Q_model_Root1p50_EoverR2p00_m3s\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 113, + "id": "623b9f24-ab79-4a4d-89a4-47f31e79d8b2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodemodelRMSEBiasCorrelationNSEObserved low-flow daysSimulated low-flow daysLow-flow day errorLow-flow RMSELow-flow bias
0kalibratieorigineel1778.593111747.3061960.814919-2.676382570460-110965.95871742.922579
1validatieorigineel1803.058310848.1599350.765781-4.486731585420-1651089.491023214.946723
2kalibratieRootingDepth x 1.50 + EoverR x 1.251754.299677712.3036230.815361-2.576638570468-102954.08196617.166033
3validatieRootingDepth x 1.50 + EoverR x 1.251783.653987822.1884340.766499-4.369272585424-1611082.755034195.144325
4kalibratieRootingDepth x 1.50 + EoverR x 1.501747.108941698.2030080.814639-2.547378570469-101952.4730756.959015
5validatieRootingDepth x 1.50 + EoverR x 1.501777.344813808.5269680.766164-4.331354585426-1591080.306493183.341999
6kalibratieRootingDepth x 1.50 + EoverR x 1.751741.129152685.9597160.813974-2.523136570472-98951.316855-1.863344
7validatieRootingDepth x 1.50 + EoverR x 1.751772.166647796.6710370.765874-4.300334585429-1561078.465018172.940795
8kalibratieRootingDepth x 1.50 + EoverR x 2.001736.106568675.2702540.813371-2.502839570475-95950.500093-9.552732
9validatieRootingDepth x 1.50 + EoverR x 2.001767.868634786.3174030.765617-4.274656585434-1511077.074444163.725290
\n", + "
" + ], + "text/plain": [ + " periode model RMSE Bias \\\n", + "0 kalibratie origineel 1778.593111 747.306196 \n", + "1 validatie origineel 1803.058310 848.159935 \n", + "2 kalibratie RootingDepth x 1.50 + EoverR x 1.25 1754.299677 712.303623 \n", + "3 validatie RootingDepth x 1.50 + EoverR x 1.25 1783.653987 822.188434 \n", + "4 kalibratie RootingDepth x 1.50 + EoverR x 1.50 1747.108941 698.203008 \n", + "5 validatie RootingDepth x 1.50 + EoverR x 1.50 1777.344813 808.526968 \n", + "6 kalibratie RootingDepth x 1.50 + EoverR x 1.75 1741.129152 685.959716 \n", + "7 validatie RootingDepth x 1.50 + EoverR x 1.75 1772.166647 796.671037 \n", + "8 kalibratie RootingDepth x 1.50 + EoverR x 2.00 1736.106568 675.270254 \n", + "9 validatie RootingDepth x 1.50 + EoverR x 2.00 1767.868634 786.317403 \n", + "\n", + " Correlation NSE Observed low-flow days Simulated low-flow days \\\n", + "0 0.814919 -2.676382 570 460 \n", + "1 0.765781 -4.486731 585 420 \n", + "2 0.815361 -2.576638 570 468 \n", + "3 0.766499 -4.369272 585 424 \n", + "4 0.814639 -2.547378 570 469 \n", + "5 0.766164 -4.331354 585 426 \n", + "6 0.813974 -2.523136 570 472 \n", + "7 0.765874 -4.300334 585 429 \n", + "8 0.813371 -2.502839 570 475 \n", + "9 0.765617 -4.274656 585 434 \n", + "\n", + " Low-flow day error Low-flow RMSE Low-flow bias \n", + "0 -110 965.958717 42.922579 \n", + "1 -165 1089.491023 214.946723 \n", + "2 -102 954.081966 17.166033 \n", + "3 -161 1082.755034 195.144325 \n", + "4 -101 952.473075 6.959015 \n", + "5 -159 1080.306493 183.341999 \n", + "6 -98 951.316855 -1.863344 \n", + "7 -156 1078.465018 172.940795 \n", + "8 -95 950.500093 -9.552732 \n", + "9 -151 1077.074444 163.725290 " + ] + }, + "execution_count": 113, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_table_eoverr_range = pd.DataFrame([\n", + " {\"periode\": \"kalibratie\", \"model\": \"origineel\", **scores_calibration_original},\n", + " {\"periode\": \"validatie\", \"model\": \"origineel\", **scores_validation_original},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.25\", **scores_root150_eoverr125_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.25\", **scores_root150_eoverr125_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.50\", **scores_root150_eoverr150_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.50\", **scores_root150_eoverr150_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.75\", **scores_root150_eoverr175_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50 + EoverR x 1.75\", **scores_root150_eoverr175_validation},\n", + "\n", + " {\"periode\": \"kalibratie\", \"model\": \"RootingDepth x 1.50 + EoverR x 2.00\", **scores_root150_eoverr200_calibration},\n", + " {\"periode\": \"validatie\", \"model\": \"RootingDepth x 1.50 + EoverR x 2.00\", **scores_root150_eoverr200_validation},\n", + "])\n", + "\n", + "score_table_eoverr_range" + ] + }, + { + "cell_type": "code", + "execution_count": 114, + "id": "f0583b86-7ee6-4fe4-902c-8ba86e424c61", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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threshold_m3sobserved_daysoriginal_model_dayscalibrated_model_daysoriginal_errorcalibrated_error
0100012173182161170
1125071243257172186
21500176310327134151
317503283723874459
42000585420434-165-151
52250728475489-253-239
62500828522532-306-296
\n", + "
" + ], + "text/plain": [ + " threshold_m3s observed_days original_model_days calibrated_model_days \\\n", + "0 1000 12 173 182 \n", + "1 1250 71 243 257 \n", + "2 1500 176 310 327 \n", + "3 1750 328 372 387 \n", + "4 2000 585 420 434 \n", + "5 2250 728 475 489 \n", + "6 2500 828 522 532 \n", + "\n", + " original_error calibrated_error \n", + "0 161 170 \n", + "1 172 186 \n", + "2 134 151 \n", + "3 44 59 \n", + "4 -165 -151 \n", + "5 -253 -239 \n", + "6 -306 -296 " + ] + }, + "execution_count": 114, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "thresholds = [1000, 1250, 1500, 1750, 2000, 2250, 2500]\n", + "\n", + "rows = []\n", + "\n", + "for threshold in thresholds:\n", + " obs_days = (validation_data[obs_col] < threshold).sum()\n", + " sim_original_days = (validation_data[sim_col] < threshold).sum()\n", + " \n", + " sim_calibrated_days = (\n", + " comparison_root150_eoverr200[\n", + " (comparison_root150_eoverr200[\"date\"] >= \"2008-01-01\") &\n", + " (comparison_root150_eoverr200[\"date\"] <= \"2010-12-31\")\n", + " ][\"Q_model_Root1p50_EoverR2p00_m3s\"] < threshold\n", + " ).sum()\n", + " \n", + " rows.append({\n", + " \"threshold_m3s\": threshold,\n", + " \"observed_days\": obs_days,\n", + " \"original_model_days\": sim_original_days,\n", + " \"calibrated_model_days\": sim_calibrated_days,\n", + " \"original_error\": sim_original_days - obs_days,\n", + " \"calibrated_error\": sim_calibrated_days - obs_days,\n", + " })\n", + "\n", + "threshold_table = pd.DataFrame(rows)\n", + "threshold_table" + ] + }, + { + "cell_type": "code", + "execution_count": 116, + "id": "9158f5e9-e89e-4bb3-aea3-a860c52f4ec7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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pIjY2VuTn5wshyvazzz77TNnmtddeU+1jtmOMiIgQp0+fVi4rLCwU8fHxYtKkSS6foztycnJEy5YtRf369UVubq5yuXxsZmZm2t1m4MCBolmzZsrfTZs2FampqXbbnT9/XgAQL730knLZG2+8Id544w2xceNGsXHjRvHUU0+JqKgo0aJFC9Xj++q5WLt48aLd+5NM3h+/+OILu+teeuklAUCcP3++4k+GiIhCCjNtiYiIqlDnzp1hMBiUf6+//joA4Pjx4zhy5AjuueceAJZMQPnf4MGDkZmZiaNHj6ruy7Z7eMuWLQHAbpl1y5Ytcfr0aeXvtWvXonr16hg2bJjqcTp06IDExES7JbiOrF27Fm3atEGHDh1U95GamupwGa9cJ1BWp04d1K5dWzUuXz5OWloa2rRpg1atWqkul+swytLT03H58mWMGzdONR5JknDLLbdg9+7ddmUbXnzxRYwfPx6vvPIK3n77bWi16unX/v37MXz4cCQkJECn08FgMOC+++6D2Wx2WibAlTFjxqiW8jZs2BDdu3fHli1b7La1XYLv7v7xv//9DyaTCffdd59qu4iICPTu3dvhfmT7WPJ45P3eevzWioqK8MMPP2DkyJGIioqyOz6Kiorw888/O309rr/+eiQnJysZrps2bULbtm1x77334uTJkzhx4gSKi4uxfft2t7Jbbe3cuROFhYV2y+/r16+Pfv36qTJM+/fvjx07dqCwsBCnT5/G8ePHcdddd6FDhw5K1u/mzZvRoEEDNG3aFIAlO976OZvNZuX+/vzzT4wZM0bJUDQYDEqzNOvSDM7cf//9SE9PV72/fPbZZ7jxxhvRpk0bAGX/T7bPr0uXLmjZsqXy/CpyfLhTAsKa7b7SvXt3NGzY0OG+XRl+/PFHAPavxR133IHo6Gi7bOLWrVujffv2qsvGjBmDnJwc7Nu3r8Lj6NChAxo0aKD8HRERgWbNmrl8r3NHUVERRo0ahdOnT+Prr79GTEyM3TbOSgXYXl5eSQHr6x5//HE8/vjjSElJQUpKCl544QV8/vnnOHLkiFJvFrCsZLHetxwdE5X1XDzh7vMmIiIqD4O2REREXlazZk1ERkY6/PK8fPly7N69G2vWrFFdLne0njlzpiqoazAYMHnyZABQLUEGgPj4eNXfcu1cR5dbL8f866+/cPXqVYSFhdk9VlZWlt3jOPLXX3/h119/tbt9tWrVIISwu4+EhAS7+wgPD1cttffl41y6dAl16tSxu9z2Mvn/6fbbb7cb06uvvgohhN1y3qVLl6JevXq466677O7/zJkz6NmzJ/7v//4Pb7/9NrZt24bdu3crdVpdjduZxMREh5ddunRJdVlUVJSq7qL8HN3ZP+TX4sYbb7Tb7ssvv7T7v3H0WJcuXYJer7f7f7Md/6VLl2AymbBw4UK7xxo8eDAA++PDVv/+/ZWA2ubNm5GSkoK2bduiTp062Lx5sxJIrUjQVn5dHZVDSUpKUr3uAwYMUALEmzZtQs2aNdGxY0cMGDBACSr/8MMPqnE88MADqucs1wPOy8tDz549sWvXLrzwwgvYunUrdu/erZR1cGf/ueeeexAeHq6UYPn999+xe/duVZ1Pd59fRY4PT0rIAO7v25VF3mdr1aqlulyj0Tgch7PxyvdVURV9r3OluLgYI0eOxPbt27FmzRp07drV4eM6Gvvly5dVnz8JCQlOtwPsP6tsjRw5EtHR0aoTMtdff73dvmUwGBzWQ/bmc3GXq/vUaDSoXr26x/dLREShSe96EyIiIvKETqdDv379sHHjRmRmZqqCEnIm56lTp1S3qVmzJgBgzpw5GDVqlMP7bd68uVfGV7NmTSQkJGDDhg0Or7fOVC3vPiIjI502vpGfz7WqqsdJSEhQAk7WsrKyHD7ewoULnXY5tw30btiwAXfeeSd69uyJH374AQ0bNlSuW716NfLz8/Htt9+qLs/IyKjoU3E4bvky20CPo4wvd/cP+bVYuXKlauzOOHqshIQEmEwmXLp0STU22/HXqFEDOp0OY8eOxSOPPOLw/hs1alTu4/fv3x+ffPIJfvnlF+zatUup8dqvXz9s2rQJp0+fRkxMTIW618tjl2vmWjt//rxqP+3atStiYmKwefNmnDp1Cv3794dGo0H//v3x+uuvY/fu3Thz5owqaDtv3jxVfWX5/+DHH3/E+fPnsXXrViW7FoBH9V1r1KiBW2+9FZ9//jleeOEFfPbZZ4iIiFBlmVs/P7k5m6PnV5Hjw9OsQ2f7dpMmTTy6n4qS99mLFy+qArdCCGRlZeHGG2+0G5st+TJHgVdfKi4uxogRI7BlyxZ89913yskBa23btgUA/Pbbb6qVCSaTCUeOHFHtN23btsUXX3wBk8mkqmv722+/AYCSyV0eIYRqdcJ///tfu7rBgCVgXZnPxV3XX389IiMjledo7bfffkOTJk0QERHh8f0SEVFoYtCWiIioEsyZMwfr16/HP/7xD6xcuVJp5uNM8+bN0bRpUxw4cAAvvfRSpY5t6NChWLFiBcxms13mkS1nmVtDhw7FSy+9hISEBJfBsmtRVY/Tu3dvLFiwAL///rvqy/uKFStU2/Xo0QPVq1fH77//7rBJmSMNGzbEtm3bMGDAACVwKy97lwNW1gEHIYRqOXBFfPHFF5g+fbpy/6dPn0Z6ejruu+8+l7d1d/9ITU2FXq/HiRMnPF7iLuvbty/mz5+PZcuWYerUqcrly5cvV20XFRWFvn37Yv/+/WjXrp2SVe4JOTj69NNPQ6vVolevXgAsma+zZs3C6dOn0atXL5fHqiPdunVDZGQkli5dijvuuEO5/Ny5c/jxxx9x++23K5cZDAb06tULmzZtwtmzZ/HKK68AAHr27Am9Xo+5c+cqQVxZcnIykpOT7R7X0f4DAB9++KFH47///vvx1VdfYd26dVi6dClGjhypygbs168fAEvWuHVQcvfu3Th8+DCeeuopABU7Pjy1bNky1f6Wnp6O06dP46GHHqqUx7PVv39/zJ8/H0uXLsXjjz+uXP7NN98gPz/fLjh46NAhHDhwQFUiYfny5ahWrZqqsZgt+f/0WjNn3SVnpf7444/49ttvkZqa6nC7rl27om7duli0aBHuvPNO5fKVK1ciLy9PddJx5MiR+Oijj/DNN9+otl28eDGSkpJcfv6sXLkSBQUFqhMAcqC1qp+Lu/R6PYYNG4Zvv/0W8+fPV06wnDlzBlu2bFHtM0RERK4waEtERFQJevTogX//+9+YMmUKOnXqhIkTJ6J169bQarXIzMzEN998AwCq5eIffvghBg0ahNTUVIwfPx716tXD5cuXcfjwYezbtw9ff/21V8Z21113YdmyZRg8eDAee+wxdOnSBQaDAefOncOWLVtw6623YuTIkQAsX5BXrFiBL7/8Eo0bN0ZERATatm2LadOm4ZtvvkGvXr3w+OOPo127dpAkCWfOnMHGjRsxY8YMl1/I3VGVj/Ppp59i0KBBeP7551GnTh0sX74cR44cAQAl0ysmJgYLFy7EuHHjcPnyZdx+++2oXbs2Ll68iAMHDuDixYt4//337e6/bt26SEtLQ2pqqhKwa9OmDVJSUhAWFoa7774bs2fPRlFREd5//31cuXLlmp7PhQsXMHLkSEyYMAHZ2dl49tlnERERgTlz5ri8rbv7R3JyMp5//nk89dRT+PPPP3HLLbegRo0a+Ouvv/DLL78gOjoazz33XLmPNXDgQPTq1QuzZ89Gfn4+brjhBuzYsQNLliyx2/btt9/GzTffjJ49e+Lhhx9GcnIycnNzcfz4cfz3v/9Vao06U7t2bbRp0wYbN25E3759ERUVBcAStL18+TIuX76MN954w+Xr40j16tXx9NNP48knn8R9992Hu+++G5cuXcJzzz2HiIgIPPvss6rt+/fvjxkzZiiPDwCRkZHo3r07Nm7ciHbt2qF27douH7d79+6oUaMG/vGPf+DZZ5+FwWDAsmXLcODAAY/GP3DgQFx33XWYPHkysrKyVKURAMtJpYkTJ2LhwoXQarUYNGgQTp06haeffhr169dXAlEVPT48sWfPHjz00EO44447cPbsWTz11FOoV6+eUkbGG7KysrBy5Uq7y5OTk5GSkoLU1FQ88cQTyMnJQY8ePfDrr7/i2WefRceOHTF27FjVbZKSkjB8+HDMmzcPdevWxdKlS7Fp0ya8+uqryj7oiBycfPvttzFu3DgYDAY0b97crZUQtmMG7Fd32Lr99tuxfv16PPXUU0hISFCVJIiNjVVOZul0OsyfPx9jx47FpEmTcPfdd+PYsWOYPXs2UlJScMsttyi3GzRoEFJSUvDwww8jJycHTZo0wRdffIENGzZg6dKl0Ol0ACwnlcaMGYO77roLTZo0gUajQVpaGt566y20bt3a44B8ZTwXAFi/fj3y8/ORm5sLwFJKRN5PBg8erPx/Pvfcc7jxxhsxdOhQ/POf/0RRURGeeeYZ1KxZUznuiYiI3OLDJmhERERBLyMjQ9x///2iUaNGIjw8XERERIgmTZqI++67T/zwww922x84cECMHj1a1K5dWxgMBpGYmCj69esnPvjgA2UbZ13g5W7sFy9eVF0+btw4ER0drbrMaDSKBQsWiPbt24uIiAgRExMjWrRoISZNmiSOHTumbHfq1CkxcOBAUa1aNQFA1ZE9Ly9PzJ07VzRv3lyEhYWJuLg40bZtW/H444+LrKwsZTsA4pFHHrF7ru52c6+qxzl48KAYMGCAiIiIEPHx8eLBBx8UixcvFgDEgQMHVNumpaWJIUOGiPj4eGEwGES9evXEkCFDxNdff61s4+j/4+rVq6JHjx4iPj5e+f/773//q/w/1KtXT8yaNUusX79eABBbtmxRbjtu3DjV6+/ouW3ZskUAEEuWLBFTp04VtWrVEuHh4aJnz55iz549qts62i9k7u4fQgixevVq0bdvXxEbGyvCw8NFw4YNxe233y42b97s1mNdvXpVPPDAA6J69eoiKipKpKSkiCNHjjjszn7y5EnxwAMPiHr16gmDwSBq1aolunfvLl544QWH923r8ccfFwDEiy++qLq8adOmAoD49ddf7R4PgHjttddUl8vH4MmTJ1WXf/zxx6Jdu3bKfnrrrbeKQ4cO2Y3jwIEDAoBo2rSp6nK5m/306dPdej5CCJGeni66desmoqKiRK1atcRDDz0k9u3bJwCIzz77zG7Mtu8bsieffFIAEPXr1xdms9nuerPZLF599VXRrFkzYTAYRM2aNcW9994rzp49a7dtRY+P8sjj37hxoxg7dqyoXr26iIyMFIMHD7bbJ50dK+PHj3f5OA0bNhQAHP6Tj7XCwkLxxBNPiIYNGwqDwSDq1q0rHn74YXHlyhW7+xoyZIhYuXKlaN26tQgLCxPJycnijTfeUG0n72fW/19CCDFnzhyRlJQktFqt6v1Avl9bvXv3Fr1791ZdVrNmTXHTTTe5fN7OnjMAu/sUQojly5cr+3piYqKYOnWqyM3NtdsuNzdXTJ06VSQmJoqwsDDRrl078cUXX6i2uXz5shg5cqRITk4WkZGRIiwsTDRt2lTMnj1bXL161eXYq+q5lLdv2L4X7NmzR/Tv319ERUWJ2NhYMWLECHH8+HGPnwsREYU2jRBCeD0STERERBQEJk6ciC+++AKXLl2q0JJ8IvIP8fHxeOCBB7BgwQJfD6XK/P7772jdujXWrl2LIUOG+Ho4RERE5CGWRyAiIiIC8PzzzyMpKQmNGzdGXl4e1q5di48//hhz585lwJYoQP36669Yt24drly5gm7duvl6OFVqy5Yt6NatGwO2REREAYqZtkREREQAXn75ZSxatAjnzp2DyWRC06ZN8dBDD+Gxxx7zuMM9EfmHvn374siRI7j33nsxf/58HstEREQUMBi0JSIiIiIiIiIiIvIjWl8PgIiIiIiIiIiIiIjKMGhLRERERERERERE5EcYtCUiIiIiIiIiIiLyI3pfDyCYSJKE8+fPo1q1amxyQERERERERERERCpCCOTm5iIpKQlarfN8WgZtvej8+fOoX7++r4dBREREREREREREfuzs2bO47rrrnF7PoK0XVatWDYDlRY+NjfXxaCqX0WjExo0bMXDgQBgMBl8Ph8ineDwQleHxQKTGY4JIjccEURkeD0RqoXJM5OTkoH79+koc0RkGbb1ILokQGxsbEkHbqKgoxMbGBvWBROQOHg9EZXg8EKnxmCBS4zFBVIbHA5FaqB0TrkqrshEZERERERERERERkR9h0JaIiIiIiIiIiIjIjzBoS0RERERERERERORHWNO2ikmShJKSEl8P45oZjUbo9XoUFRXBbDb7ejhEXmUwGKDT6Xw9DCIiIiIiIiIKUQzaVqGSkhKcPHkSkiT5eijXTAiBxMREnD171mXhZKJAVL16dSQmJnL/JiIiIiIiIqIqx6BtFRFCIDMzEzqdDvXr14dWG9iVKSRJQl5eHmJiYgL+uRBZE0KgoKAAFy5cAADUrVvXxyMiIiIiIiIiolDDoG0VMZlMKCgoQFJSEqKionw9nGsml3mIiIhg0JaCTmRkJADgwoULqF27NkslEBEREREREVGVYrStish1X8PCwnw8EiJyh3xyxWg0+ngkRERERERERBRqGLStYqyPSRQYeKwSERERERERka8waEtERERERERERETkRxi0JapCixYtQvXq1cvdZt68eejQoUO525w6dQoajQYZGRleGxsREREREREREfkHBm3JpaysLDz22GNo0qQJIiIiUKdOHfTq1QuffvopCgoKfD08t4Kc3rJ161ZoNBpcvXq10h5j5syZ+OGHH5S/x48fjxEjRlTa4xERERERERERkX/R+3oA5N/+/PNP9OjRA9WrV8dLL72Etm3bwmQy4ciRI/joo4/QuHFjBhS9LCYmBjExMb4eBhERERERERER+QgzbalckydPhl6vx549ezB69Gi0bNkSbdu2xW233YavvvoKw4YNU7bNzs7GxIkTUbt2bcTGxqJfv344cOCAcr2cEfvpp5+iQYMGiImJwcMPPwyz2Yz58+cjMTERtWvXxosvvqgaQ3n3u2jRIjz33HM4cOAANBoNNBoNFi1a5NF4lixZguTkZMTFxeGuu+5Cbm5uhV+vK1eu4L777kONGjUQFRWFQYMG4dixY3bbrV69Gs2aNUNERARSUlJw9uxZu3HJvy9evBjfffed8vy2bt2qbPvnn3+ib9++iIqKQvv27bFz584Kj52IiIiIiIiIiPwDg7bk1KVLl7Bx40Y88sgjiI6OdriNRqMBAAghMGTIEGRlZWHdunXYu3cvOnXqhP79++Py5cvK9idOnMD69euxYcMGfPHFF/j0008xZMgQnDt3DmlpaXj11Vcxd+5c/Pzzz27d75133okZM2agdevWyMzMRGZmJu68806PxrN69WqsXbsWa9euRVpaGl555ZUKv2bjx4/Hnj17sGbNGuzcuRNCCAwePBhGo1HZpqCgAC+++CIWL16MHTt2ICcnB3fddZfD+5s5cyZGjx6NW265RXl+3bt3V65/6qmnMHPmTGRkZKBZs2a4++67YTKZKjx+IiIiIiIiIiLyPZZH8CEhBPKKqz7AFhOuV4Kt5Tl+/DiEEGjevLnq8po1a6KoqAiAJRN3/vz52LJlC3777TdcuHAB4eHhAIAFCxZg9erVWLlyJSZOnAgAkCQJn376KapVq4ZWrVqhb9++OHr0KNatWwetVovmzZvj1VdfxdatW3HTTTe5db8xMTHQ6/VITExUxvjjjz+6PZ5FixahWrVqAICxY8fihx9+sMv2dcexY8ewZs0a7NixQwmsLlu2DPXr18fq1atxxx13AACMRiPeffdddO3aFQCwePFitGzZEr/88gu6dOmius+YmBhERkaiuLhY9fxkM2fOxJAhQwAAzz33HFq3bo3jx4+jRYsWHo+fiIiIiIiIiIj8A4O2PpRXbELbeRur/HF/mzcQ1SIMbm9vG+D95ZdfYDKZMGbMGBQXFwMA9u7di7y8PCQkJKi2LSwsxIkTJ5S/k5OTlQApANSpUwc6nQ5arVZ12YULFzy6X1sVHU/dunWVx/bU4cOHodfrlWAsACQkJKB58+Y4fPiwcpler8cNN9yg/N2iRQtUr14dhw8ftgvautKuXTvV2AHgwoULDNoSEREREREREQUwBm19KCZcj9/mDfTJ47qjSZMm0Gg0OHLkiOryxo0bQ5IkREREKJdJkoS6deuq6q3KqlevrvxuMKiDxRqNxuFlkiR5dL+2rmU88mN7Sgjh9HLbwLejTGd3sp9tWY9fvn1Fx09ERERERERERP6BQVsf0mg0HmW8VrWEhASkpKTg3XffxZQpU5zWtQWATp06ISsrC3q9HsnJyV4bgzv3GxYWBrPZXCXjKU+rVq1gMpmwa9cupTzCpUuX8Mcff6Bly5bKdiaTCXv27FGyao8ePYqrV686zY519PyIiIiIiIiIiCh4sREZleu9996DyWTCDTfcgC+//BKHDx/G0aNHsXTpUhw7dgw6nQ4AMGDAAHTr1g0jRozA//73P5w6dQrp6emYO3cu9uzZU+HHd+d+k5OTcfLkSWRkZODvv/9GcXFxpY1H9ttvvyEjI0P1r2nTprj11lsxYcIEbN++HQcOHMC9996LevXq4dZbb1VuazAYMGXKFOzatQv79u3D/fffj5tuuslpaYTk5GT8+uuvOHr0KP7++29VUzMiIiLygbyKlVIiIiIiInIXg7ZUruuvvx779+/HgAEDMGfOHLRv3x433HAD/v3vf+PRRx/F888/D8CSNbxu3Tr06tULDzzwAJo1a4a77roLp06dQp06dSr8+O7c72233YZbbrkFffv2Ra1atfDFF19U2nhkvXr1QseOHVX/AOCzzz5D586dMXToUHTr1g1CCKxbt05VxiAqKgpPPPEExowZg27duiEyMhIrVqxw+lgTJkxA8+bNccMNN6BWrVrYsWPHNY+fiIiIKshYCCxoClw44npbIiIiIqIK0ghnhTjJYzk5OYiLi0N2djZiY2NV1xUVFeHkyZNo1KiRqhZsoJIkCTk5OYiNjVU1ESMKFp4cs0ajEevWrcPgwYPt6iQThRoeDxT08i8BrzUGhr0DdB7ncnMeE0RqPCaIyvB4IFILlWOivPihNUbbiIiIiIjcZSq0/PzroG/HQURERERBjUFbIiIiIiJ3GUuDtoVXfToMIiIiIgpuDNoSEREREbnLWGD5aS727TiIiIiIKKgxaEtERERE5C5jkeWnqcS34yAiIiKioMagLRERERGRu5hpS0RERERVgEFbIiIiIiJ3mZhpS0RERESVj0FbIiIiIiJ3MdOWiIiIyH2ZB4D8v309ioDEoC0RERERkbuUmrYM2hIRERG59GEv4Ovxvh5FQGLQloiIiIjIXcYCQKMDzEZfj4SIiIgoMMgrlcgjDNpSpcjKykJKSgqio6NRvXp1AIBGo8Hq1at9Oi5PzZs3Dx06dLim+7B+3qdOnYJGo0FGRgYAYOvWrdBoNLh69eo1PUZlW7RokfL/SEREFNJMRUBkdZZHICIiInKXVu/rEQQkBm3JqQ8++ADVqlWDyWRSLsvLy4PBYEDv3r1V227btg0ajQZ//PEHAODNN99EZmYmMjIylMsIqF+/PjIzM9GmTRtfD4WIiIgqwlgIRFRnIzIiIiIid2kNvh5BQGLQlpzq27cv8vLysGfPHuWybdu2ITExEbt370ZBQVl6+9atW5GUlIRmzZoBAE6cOIHOnTujadOmqF27dpWP3V/pdDokJiZCr6/4WSaz2QxJkrw4qjIlJfwCSkREVC5jARARx0xbIiIiInfpmGlbEQzaklPNmzdHUlIStm7dqly2detW3Hrrrbj++uvxyy+/qC7v27cvACA5ORnffPMNPv/8c2g0GowfP97h/f/222/o168fIiMjkZCQgIkTJyIvL0+5TqvV4u+/LR0Gr1y5Aq1WizvuuEO5/csvv4xu3bo5HX9mZiaGDBmCyMhINGrUCMuXL0dycjLeeustZZvs7GxMnDgRtWvXRmxsLPr164cDBw44vc+TJ0+iSZMmePjhhyFJEnbv3o2UlBTUrFkTcXFx6N27N/bt2+f09rblEWQ7duxA+/btERERga5du+K3335TrpNLE6xduxatWrVCeHg4Tp8+jZKSEsyePRv16tVDdHQ0unbtqvq/AoD09HT06tULkZGRqF+/PqZOnYr8/Hzl+uTkZLzwwgsYP3484uLiMGHCBOUxGzRogKioKIwcORKXLl1y+pyIiIhCirHIErRlpi0RERGRe1geoUIYtKVy9enTB1u2bFH+3rJlC/r06YNevXph27ZtACzZmTt37lSCtrt378Ytt9yC0aNHIzMzE2+//bbd/RYUFOCWW25BjRo1sHv3bnz99dfYvHkzHn30UQBAmzZtkJCQgLS0NADATz/9hISEBPz000/KfWzdutWuTIO1++67D+fPn8fWrVvxzTff4D//+Q8uXLigXC+EwJAhQ5CVlYV169Zh79696NSpE/r374/Lly/b3d/BgwfRo0cP3HHHHXj//feh1WqRm5uLcePGYdu2bfj555/RtGlTDB48GLm5uZ68zJg1axYWLFiA3bt3o3bt2hg+fDiMxrIGJwUFBXj55Zfx8ccf49ChQ6hduzbuv/9+7NixAytWrMCvv/6KO+64A7fccguOHTsGwBL4Tk1NxahRo/Drr7/iyy+/xPbt25XXWPbaa6+hTZs22Lt3L55++mns2rULDzzwACZPnoyMjAz07dsXL7zwgkfPh4iIKGiZS4Dwasy0JSIiInJFCMtPlkeoEIa6fUkIoNiz4J5XhFcDNBq3Nu3Tpw8ef/xxmEwmFBYWYv/+/ejVqxeMRqOSsfrzzz+jsLBQCdrWqlUL4eHhiIyMRGJiosP7XbZsGQoLC/H5558jOjoaAPDuu+9i2LBhePXVV1GnTh306tULW7duxW233YatW7di3LhxWLx4MX7//Xc0a9YM6enpePzxxx3e/5EjR7B582bs3r0bN9xwAwDg448/RtOmTZVttmzZgt9++w0XLlxAeHg4AGDBggVYvXo1Vq5ciYkTJyrb7ty5E0OHDsWcOXMwc+ZM5fJ+/fqpHvfDDz9EjRo1kJaWhqFDh7r1GgPAs88+i5SUFADA4sWLcd1112HVqlUYPXo0AMBoNOK9995D+/btAVjKT3zxxRc4d+4ckpKSAAAzZ87Ehg0b8Nlnn+Gll17Ca6+9hjFjxmDatGkAgKZNm+Kdd95B79698f777yMiIkJ5DtbP6ZlnnkFqair++c9/AoDyWm/YsMHt50NERBS0zCVAWAxgKrbM5dycUxERERGFHHPpyiStzrfjCFAM2vpScS7wSv2qf9x/ngUiYt3atG/fvsjPz8fu3btx5coVNGvWDLVr10bv3r0xbtw45OfnY+vWrWjQoAEaN27s9hAOHz6M9u3bKwFbAOjRowckScLRo0dRp04d9OnTB//5z38AAGlpafjXv/6FkydPIi0tDdnZ2SgsLESPHj0c3v/Ro0eh1+vRqVMn5bImTZqgRo0ayt979+5FXl4eEhISVLctLCzEiRMnlL/PnDmDAQMG4IUXXrALEl+4cAHPPPMMfvzxR/z1118wm80oKCjAmTNn3H4tAKjKPMTHx6N58+Y4fPiwcllYWBjatWun/L1v3z4IIZQawrLi4mLl+ezduxfHjx/HsmXLlOuFEJAkCSdPnkTLli0BQAlqyw4fPoyRI0fajY9BWyIiIgCSyRK0hbD8rmPmCBEREZFDJaXlGTlfqhAGbX0pvJolgOqLx3VTkyZNcN1112HLli24cuWKUo4gMTERDRs2xI4dO7Blyxa7jFNXhBDQOMlMkS/v06cPHnvsMRw/fhwHDx5Ez549ceLECaSlpeHq1avo3LkzqlVz/FyEnIJfzuWSJKFu3bp2dWABoHr16srvtWrVQlJSElasWIEHH3wQsbFlAe/x48fj4sWLeOutt9CwYUOEh4ejW7duXmnoZf36REZGqv6WJAk6nQ579+6FTqc+YxUTE6NsM2nSJEydOtXuvhs0aKD8bh04B5y/dkRERITSTNvost/5JYSIiIjIMWNpA3sNM20rgkFbX9Jo3M549aW+ffti69atuHLlCmbNmqVc3qNHD2zcuBE///wz7r//fo/us1WrVli8eDHy8/OVoOGOHTug1WqV7FG5ru0LL7yA9u3bIzY2Fr1798bLL7+sCiA70qJFC5hMJuzfvx+dO3cGABw/fhxXr15VtunUqROysrKg1+uRnJzs9L4iIyOxdu1aDB48GKmpqdi4caMSLN62bRvee+89DB48GABw9uxZpXmaJ37++WclkHrlyhX88ccfaNGihdPtO3bsCLPZjAsXLqBnz54Ot+nUqRMOHTqEJk2aeDSWVq1a4eeff7YbHxEREQEwG4FwywlSmIrLArhEREREpFZSGrSVTL4dR4BiIzJyqW/fvti+fTsyMjJUgdLu3bvj448/RlFRkVLP1l333HMPIiIiMG7cOBw8eBBbtmzBlClTMHbsWNSpUweAJdO0V69eWLp0Kfr06QMAaNeuHUpKSvDDDz8olznSokULDBgwABMnTsQvv/yC/fv3Y+LEiaqM1QEDBqBbt24YMWIE/ve//+HUqVNIT0/H3LlzsWfPHtX9RUdH4/vvv4der8egQYOQl5cHwJKJvGTJEhw+fBi7du3CPffcg8jISI9eCwB4/vnn8cMPP+DgwYMYP348atasiREjRjjdvlmzZrjnnntw33334dtvv8XJkyexe/duvPrqq1i3bh0A4IknnsDOnTvxyCOPICMjA8eOHcOaNWswZcqUcscydepUbNiwAfPnz8cff/yBd999l6URiIiIZGZjaXkElNVpIyIiIiJ7xtLyCJwzVQiDtuRS3759UVhYiCZNmigBVcCSaZubm4vrr78e9et7Vps3KioK//vf/3D58mXceOONuP3229G/f3+8++67do9tNpuVAK1Go1EyS2+++eZyH+Pzzz9XGpqNHDkSEyZMQLVq1ZQGXBqNBuvWrUOvXr3wwAMPoFmzZrjrrrtw6tQp1fOUxcTEYP369RBCYPDgwcjPz8enn36KK1euoGPHjhg7diymTp2K2rVre/RaAMArr7yCxx57DJ07d0ZmZibWrFmDsLCwcm/z2Wef4b777sOMGTPQvHlzDB8+HLt27VL+L9q1a4e0tDQcO3YMPXv2RMeOHfH000+jbt265d7vTTfdhI8//hgLFy5Ehw4dsHHjRsydO9fj50RERBSUJCOgjwA0WkumLRERERE5Ziy0/GTQtkI0ggUsvSYnJwdxcXHIzs5W1T0FgKKiIpw8eRKNGjVSgoaBTJIk5OTkIDY2FlptYMT+z507h/r162Pz5s3o37+/r4dDfs6TY9ZoNGLdunUYPHgwDAbWNqTQxuOBgt7i4UC7O4HvZwD/2AbUbFru5jwmiNR4TBCV4fFAQe/kT8DiYUByT2D8Wpebh8oxUV780Bpr2lLQ+vHHH5GXl4e2bdsiMzMTs2fPRnJyMnr16uXroREREVGgMhstzcd0BtZnIyIiIiqPkCw/zUbfjiNA+TRF8qeffsKwYcOQlJQEjUaD1atXK9cZjUY88cQTaNu2LaKjo5GUlIT77rsP58+fV91HcXExpkyZgpo1ayI6OhrDhw/HuXPnVNtcuXIFY8eORVxcHOLi4jB27FhVQyoAOHPmDIYNG4bo6GjUrFkTU6dORUkJ07cDmdFoxJNPPonWrVtj5MiRqFWrFrZu3RrUZ2uIiIiokkmlQVutjkFbIiIiovIoQVuWlKoInwZt8/Pz0b59e7s6pgBQUFCAffv24emnn8a+ffvw7bff4o8//sDw4cNV202bNg2rVq3CihUrsH37duTl5WHo0KEwm83KNmPGjEFGRgY2bNiADRs2ICMjA2PHjlWuN5vNGDJkCPLz87F9+3asWLEC33zzDWbMmFF5T54qXWpqKg4ePIiCggL89ddfWLVqFRo2bOjrYREREVEgM5cAWgOg1TNoS0RERFQeiZm218Kn5REGDRqEQYMGObwuLi4OmzZtUl22cOFCdOnSBWfOnEGDBg2QnZ2NTz75BEuWLMGAAQMAAEuXLlXqlqampuLw4cPYsGEDfv75Z3Tt2hUA8NFHH6Fbt244evQomjdvjo0bN+L333/H2bNnkZSUBAB4/fXXMX78eLz44ovl1pcgIiIiohBiNpVm2uoByex6eyIiIqJQpWTaciV7RQRGB6lS2dnZ0Gg0qF69OgBg7969MBqNGDhwoLJNUlIS2rRpg/T0dADAzp07ERcXpwRsAeCmm25CXFycaps2bdooAVvAkqVZXFyMvXv3VsEzIyIiIqKAYC6xCtoy05aIiIjIKTloa2J5hIoImEZkRUVF+Oc//4kxY8Yoma9ZWVkICwtDjRo1VNvWqVMHWVlZyja1a9e2u7/atWurtqlTp47q+ho1aiAsLEzZxpHi4mIUF5fteDk5OQAstVSNRnXqt9FohBACkiRBktPDA5gQQvkZDM+HyJYkSRBCwGg0QqfTlbutfLzbHvdEoYjHAwU7vdkIs9BAp9HBXFIE4WJf5zFBpMZjgqgMjwcKdhpTCfQAhLkEJjf281A5Jtx9fgERtDUajbjrrrsgSRLee+89l9sLIaDRaJS/rX+/lm1svfzyy3juuefsLt+4cSOioqJUl+n1eiQmJiIvLy+oGpzl5ub6eghElaKkpASFhYX46aefYDK5l0llW9KFKJTxeKBglZKfgz279qJTYREO/JyOvw9lu3U7HhNEajwmiMrweKBgVffqHtwIDUoK87Bh3Tq3bxfsx0RBQYFb2/l90NZoNGL06NE4efIkfvzxR1V92cTERJSUlODKlSuqbNsLFy6ge/fuyjZ//fWX3f1evHhRya5NTEzErl27VNdfuXIFRqPRLgPX2pw5czB9+nTl75ycHNSvXx8DBw60q4NbVFSEs2fPIiYmBhERER68Av5JCIHc3FxUq1at3MA2UaAqKipCZGQkevXq5fKYNRqN2LRpE1JSUmAwGKpohET+iccDBTv9HzPR/eae0P33K3S9oTPE9f3K3Z7HBJEajwmiMjweKNhpjpiBsxEI0woMHjzY5fahckzIK/Vd8eugrRywPXbsGLZs2YKEhATV9Z07d4bBYMCmTZswevRoAEBmZiYOHjyI+fPnAwC6deuG7Oxs/PLLL+jSpQsAYNeuXcjOzlYCu926dcOLL76IzMxM1K1bF4AlWzY8PBydO3d2Or7w8HCEh4fbXW4wGOx2LrPZDI1GA61WC602oEoJOySXRJCfE1Gw0Wq10Gg0Do9nZzzZlijY8XigoCUZoQ+PAnQG6LUA+BlBVCE8JojK8HigoKXVALowQDJ6tI8H+zHh7nPzadA2Ly8Px48fV/4+efIkMjIyEB8fj6SkJNx+++3Yt28f1q5dC7PZrNSXjY+PR1hYGOLi4vDggw9ixowZSEhIQHx8PGbOnIm2bdtiwIABAICWLVvilltuwYQJE/Dhhx8CACZOnIihQ4eiefPmAICBAweiVatWGDt2LF577TVcvnwZM2fOxIQJE+wyZomIiIgohJmNgNYAaHVsREZERERUHslsaeBqKvL1SAKST1Mk9+zZg44dO6Jjx44AgOnTp6Njx4545plncO7cOaxZswbnzp1Dhw4dULduXeVfenq6ch9vvvkmRowYgdGjR6NHjx6IiorCf//7X1XjoGXLlqFt27YYOHAgBg4ciHbt2mHJkiXK9TqdDt9//z0iIiLQo0cPjB49GiNGjMCCBQuq7sXwU+PHj8eIESN8PQyvS05OxltvveXrYVS5AwcO4O6770b9+vURGRmJli1b4u2337bb7rfffkPv3r0RGRmJevXq4fnnn1eaz8nS0tLQuXNnREREoHHjxvjggw/s7uebb75Bq1atEB4ejlatWmHVqlVef05nzpzBHXfcgZSUFKSkpGDbtm2q60+fPo3w8HC3lx8QERGVy2y0fPnQ6hm0JSIiIiqPEKWZtpwzVYRPM2379OljFwiyVt51soiICCxcuBALFy50uk18fDyWLl1a7v00aNAAa9eudfl4RNZKSkoQFhbm8e2MRs+WBnjL3r17UatWLSxduhT169dHeno6Jk6cCJ1Oh0cffRSApbZKSkoK+vbti927d+OPP/7A+PHjER0djRkzZgCwZMUPHjwYEyZMwNKlS7Fjxw5MnjwZtWrVwm233QYA2LlzJ+68807861//wsiRI7Fq1SqMHj0a27dvR9euXb32nBo0aIDHHnsMM2bMwMGDB/G///0PPXv2VK7/7rvv0KdPH2bNExGRd5hLyoK25uDubExERER0TYRkmTcJsyWAy55IHmExUromb775Jtq2bYvo6GjUr18fkydPRl5ennL9pUuXcPfdd+O6665DVFQU2rZtiy+++EJ1H7m5ubjnnnsQHR2NunXr4s0330SfPn0wbdo0AMDChQvRtm1bZfvVq1dDo9Hg3//+t3JZamoq5syZAwA4ceIEbr31VtSpUwcxMTG48cYbsXnzZmXbPn364PTp03j88ceh0WhUjdTS09PRq1cvREZGon79+pg6dSry8/OV65OTk/HCCy9g/PjxiIuLw4QJEwAAH330EerXr4+oqCiMHDkSb7zxBqpXr67cbt68eejQoQM+/fRTNG7cGOHh4RBCIDs7GxMnTkTt2rURGxuLfv364cCBA3a3W7JkCZKTkxEXF4e77roLubm5yjYrV65E27ZtERkZiYSEBAwYMEA1ZmsPPPAA3nnnHfTu3RuNGzfGvffei/vvvx/ffvutss2yZctQVFSERYsWoU2bNhg1ahSefPJJvPHGG8qJlA8++AANGjTAW2+9hZYtW+Khhx7CAw88oMpOf+utt5CSkoI5c+agRYsWmDNnDvr3719uhvOiRYtQvXp1rF27Fs2bN0dUVBRuv/125OfnY/HixUhOTkaNGjUwZcoUmM1m5XY333wzdu3ahffffx8jR45U3ed3332H4cOHAwC2bt2KLl26IDo6GtWrV0ePHj1w+vRpp+MhIiJSkcwARGl5BH3p30RERETkkBy0lX8njzBoS9dEq9XinXfewcGDB7F48WL8+OOPmD17tnJ9UVEROnfujLVr1+LgwYOYOHEixo4di127dinbTJ8+HTt27MCaNWuwadMmbNu2Dfv27VOu79OnDw4dOoS///4bgGVZfs2aNZGWlgYAMJlMSE9PR+/evQFYaiUPHjwYmzdvxv79+5Gamophw4bhzJkzAIBvv/0W1113HZ5//nlkZmYiMzMTgKUkQGpqKkaNGoVff/0VX375JbZv365koMpee+01tGnTBnv37sXTTz+NHTt24B//+Acee+wxZGRkICUlBS+++KLda3X8+HF89dVX+Oabb5CRkQEAGDJkCLKysrBu3Trs3bsXnTp1Qv/+/XH58mXldidOnMDq1auxdu1arF27FmlpaXjllVcAWBrv3X333XjggQdw+PBhbN26FaNGjXIrS12WnZ2N+Ph45e+dO3eid+/eqiZ7qampOH/+PE6dOqVsM3DgQNX9pKamYs+ePTAajeVuY13exJGCggK88847WLFiBTZs2KA8p3Xr1mHdunVYsmQJ/vOf/2DlypUALPuYrKioCP/617+Uv69evYpt27Zh+PDhMJlMGDFiBHr37o1ff/0VO3fuxMSJE1VBeyIionLJmbW6MNa0JSIiInJFmC3zJoAnuyvAp+URCEh5I83h5R/ddwOSa0bj1N/5mPD5HofbbJpuCVKm/XERL6z93e76hglR+HjcjQCAz3eewpKdp5XbeMtjjz0GrdYS+2/UqBH+9a9/4eGHH8Z7770HAKhXrx5mzpypbD9lyhRs2LABX3/9Nbp27Yrc3FwsXrwYy5cvR//+/QEAn332GZKSkpTbtGnTBgkJCUhLS8Ntt92GrVu3YsaMGXjzzTcBALt370ZRURFuvvlmAED79u3Rvn175fYvvPACVq1ahTVr1uDRRx9FfHw8dDodqlWrhsTERGW71157DWPGjFEyfJs2bapkpb7//vuIiIgAAPTr10/1nObOnYtBgwYplzVr1gzp6el25TZKSkqwZMkS1KpVCwDw448/4rfffsOFCxeUAOmCBQuwevVqrFy5EhMnTgQASJKERYsWoVq1agCAsWPH4ocffsCLL76IzMxMmEwmjBo1Cg0bNgQAVVayKzt37sRXX32F77//XrksKysLycnJqu3q1KmjXNeoUSNkZWUpl1lvYzKZ8Pfff6Nu3bpOt5EbCjpjNBrx/vvv4/rrrwcA3H777ViyZAn++usvxMTEoFWrVujbty+2bNmCO++8Exs2bMDrr78OIQTy8vJUmbzr1q1D27ZtUb9+fVy+fBnZ2dkYOnSoct8tW7Z0+7UiIiKCucTyU6e3ZNsyaEtERETknCrTlkFbTzHTlq7Jli1bkJKSgnr16qFatWq47777cOnSJWV5vtlsxosvvoh27dohISEBMTEx2Lhxo5L1+ueff8JoNKJLly7KfcbFxaF58+bK3xqNBr169cLWrVtx9epVHDp0CP/4xz9gNpuV7NJOnTohJiYGAJCfn4/Zs2ejVatWqF69OmJiYnDkyBHlMZ3Zu3cvFi1ahJiYGOVfamoqJEnCyZMnle1uuOEG1e2OHj2qGj8Au78BoGHDhkrAVn68vLw85XWR/508eRInTpxQtktOTlYCtgBQt25dXLhwAYAlQN2/f3+0bdsWd9xxBz766CNcuXKl3OcpO3ToEG699VY888wzSElJUV1nm30qZ+5aX17RbVxltkZFRSlBVcAS6E1OTlb+f+XL5NdgxIgR2LZtG7Zv346MjAz06dNH2c66NEJ8fDzGjx+vZF6//fbbSpY1ERGRW+QgrS6MjciIiIiIXBGS5UQ3wHlTBTDT1sdcZb4m14x2uU3vZrXQ28U293VLxn3dkj0dXrnOnDmDoUOH4h//+Af+9a9/IT4+Htu3b8eDDz6oLJF//fXX8eabb+Ktt95Sat9OmzYNJSWWTBVHgT7ry2V9+vTBf/7zH2zbtg3t27dH9erV0atXL6SlpWHr1q2qQN2sWbPwv//9DwsWLECTJk0QGRmJ22+/XXlMZyRJwqRJkzB16lS76xo0aKD8Hh0dbTdWV+N3dDtJklC3bl1s3brVblvreri2Dcs0Gg0kyVILRqfTYdOmTUhPT8fGjRuxcOFCPPXUU9i1axcaNWrk+IkC+P3339GvXz9MmDABc+fOVV2XmJholw0rB0jlzFln2+j1eiQkJJS7jW32rS1Hz7e818AZo9GIDRs2KLWOAUsW99SpU7FhwwZ8+eWXmDt3LjZt2oSbbrqp3PsiIiICUJZpy5q2RERERK5JLI9wLZhpSxWWkZEBk8mE119/HTfddBOaNWuG8+fPq7bZtm0bbr31Vtx7771o3749GjdujGPHjinXX3/99TAYDPjll1+Uy3JyclTbAGV1bVeuXKkEaHv37o3Nmzer6tnKjzl+/HiMHDkSbdu2RWJiolKLVRYWFqZqZAUAnTp1wqFDh9CkSRO7f2FhYU5fhxYtWqjGDwB79jguaWH7eFlZWdDr9XaPV7NmTZe3l2k0GvTo0QPPPfcc9u/fj7CwMKxatcrp9ocOHULfvn0xbtw4h7V3u3Xrhp9++kkV5N64cSOSkpKUsgndunXDpk2bVLfbuHEjbrjhBiXA6myb7t27u/3crsWWLVtQvXp1dOjQQXV5x44dMWfOHKSnp6NNmzZYvnx5lYyHiIiCgJwhotWxpi0RERGRK9blERi09RiDtuRSdnY2MjIyVP/OnDmDRo0awWQyYeHChfjzzz+xZMkSfPDBB6rbNmnSRMkEPXz4MCZNmqTKvqxWrRrGjRuHWbNmYcuWLTh06BAeeOABaLVaVfaqXNd22bJlStC2T58+WL16NQoLC5V6tvJjfvvtt8jIyMCBAwcwZswYu6zM5ORk/PTTT/i///s/pcHZE088gZ07d+KRRx5BRkYGjh07hjVr1mDKlCnlvj5TpkzBunXr8MYbb+DYsWP48MMPsX79epdlAAYMGIBu3bphxIgR+N///odTp04hPT0dc+fOdSvoCwC7du3CSy+9hD179uDMmTP49ttvcfHiRae1WuWAbUpKCqZPn46srCxkZWXh4sWLyjZjxoxBeHg4xo8fj4MHD2LVqlV46aWXMH36dOU5/eMf/8Dp06cxffp0HD58GJ9++ik++eQTVa3fxx57DBs3bsSrr76KI0eO4NVXX8XmzZuVmsGVbc2aNUppBAA4efIk5syZg507d+L06dPYuHEj/vjjD9a1JSIi90kmQKMDNBqWRyAiIiJyRYiyTFvWtPUYg7bk0tatW9GxY0fVv2effRZt27bF66+/jldffRVt2rTBsmXL8PLLL6tu+/TTT6NTp05ITU1Fnz59kJiYiBEjRqi2eeONN9CtWzcMHToUAwYMQI8ePdCyZUul8RdgySaVs2l79uwJAGjXrh3i4uLQsWNHxMbGKtu++eabqFGjBrp3745hw4YhNTUVnTp1Uj3m888/j1OnTuH6669X6sy2a9cOaWlpOHbsGHr27ImOHTvi6aefRt26dct9fXr06IEPPvgAb7zxBtq3b48NGzbg8ccfV43fEY1Gg3Xr1qFXr1544IEH0KxZM9x11104deqUyxICstjYWPz0008YPHgwmjVrhrlz5+L111/HoEGDHG7/9ddf4+LFi1i2bBnq1q2r/LvxxhuVbeLi4rBp0yacO3cON9xwAyZPnozp06dj+vTpyjaNGjXCunXrsHXrVnTo0AH/+te/8M477+C2225TtunevTtWrFiBzz77DO3atcOiRYvw5ZdfomvXrm49t2u1Zs0a3HrrrcrfUVFROHLkCG677TY0a9YMEydOxKOPPopJkyZVyXiIiCgISGZLsBZg0JaIiIjIFVWmLedNntIIR8U3qUJycnIQFxeH7OxsVRARAIqKinDy5Ek0atTIZTAvEEiShJycHMTGxkKr9W7sPz8/H/Xq1cPrr7+OBx980Kv3XVUmTJiAI0eOYNu2bb4eSkjat28f+vXrh4sXL9rVw3WXJ8es0WjEunXrMHjw4Ao/HlGw4PFAQe3iH8B/egNPZQKrHgbiGwO9Z5V7Ex4TRGo8JojK8HigoLfz38CZn4HDa4BpB4Hq9cvdPFSOifLih9bYiIx8bv/+/Thy5Ai6dOmC7OxsPP/88wCgypL0dwsWLEBKSgqio6Oxfv16LF68GO+9956vhxWy5LIdwfwm75azu4GkjoCOb/VERF4hrDNtWdOWiIiIqFxCssyZNDqWR6gAfpMnv7BgwQIcPXoUYWFh6Ny5M7Zt2+ZRMy5f++WXXzB//nzk5uaicePGeOedd/DQQw/5elghq0uXLujSpYuvh+F7nwwAhr0DdB7n65EQEQUHyQRoSlcYsTwCERERUfmEZJk7aXVsRFYBDNqSz3Xs2BF79+719TCuyVdffeXrIRA5VpLn6xEQEQUP1rQlIiIicp9kLg3a6hm0rQA2IiMiCmYsW05E5D2S2ZIpAjBoS0REROSKkCylETQsK1URDNoSEQUj5Swmg7YUwr6fAZzY4utRUDCRTDY1bZkxQkREROSUEGXlEVjT1mMsj1DFBLPeiAKCJEm+HsK1MRVZfvI9h0KV2QTs/hgozgWu7+vr0VCwEDaZtqZi346HiIiIyJ+patoy09ZTDNpWEYPBAI1Gg4sXL6JWrVrQaDS+HtI1kSQJJSUlKCoqglbLhG0KHkIIlJSU4OLFi9BqtQgLC/P1kCpGCSQwaEshKutXy886rX07DgouksmyvA9geQQiIiIiV4QZ0GhKyyMEeGKUDzBoW0V0Oh2uu+46nDt3DqdOnfL1cK6ZEAKFhYWIjIwM+AA0kSNRUVFo0KBB4J6UMBZafgp+MFKIKs61/OTydfImNiIjIiIicp+QLFm2Wj3LI1QAg7ZVKCYmBk2bNoXRaPT1UK6Z0WjETz/9hF69esFgMPh6OERepdPpoNfrA/uEhFwegUt3KVTJwTRz4H/mkh+xa0TGLx9ERERETrE8wjVh0LaK6XQ66HQ6Xw/jmul0OphMJkRERDBoS+SP5KCtscC34yDyFTnL3Fzi23FQcBFmm0Zk/PJBRERE5JRktgra8mS3pwJ03S8REZXLKAdtC307DiJfUTJtGbQlL5JMli8eAMsjEBEREbkiJEs9Ww1PdlcEg7ZERMHIVBqsZdCWQpV8Jp/lEcibWNOWiIiIyH1KeQTWtK0IBm2JiIKRiZm2FOKYaUuVQTLZ1LRl0JaIiIjIKSFYHuEaMGhLRBSMWB6BQh2DtlQZhGSVaavllw8iIiKi8ggzoNGUlkfgvMlTDNoSEQUjNiKjUKc0ImN5BPIiyWT50gEw05aIiIjIFSFZsmzZwLVCGLQlIgpGctBW/kkUaphpS5VBMpeVR9DoWJuNiIiIqDxKTVvOmyqCQVsiomAkl0XgEhQKVfK+LzHTlrxIVdOWy/yIiIiIyiWZyxqRcd7kMQZtiYiCkbwknEtQKFQpmbYM2pIXCXNZTVuNrqwMBxERERHZE5JlzsSathXCoC0RUTASZkAXxqAthS6WR6DKIJmtatryywcRERFRuVge4ZowaEtEFIwkM6ALZ0CBQhcbkVFlsC2PwC8fRERERM4JURa0ZUKRxxi0JSIKRsIM6JlpSyGMmbZUGSSb8gh8jyUiIiJyTpTWtGV5hAph0JaIKBhJUmmmLQMKFKIkM6A1MGhL3sVGZERERETuExKglRuR8buppxi0JSIKRsy0pVAnmQBDJMsjkHexERkRERGR+1Q1bTlv8hSDtkREwUhIpY3ImAVGIUoylwZtmWlLXsRGZERERETuk8xWNW05b/IUg7ZERMFIaUTGTFsKUYJBW6oEkpmNyIiIiIjcJSTLCW/2AqgQBm2JiIKRMAN6Bm0phEkmQM/yCORl1jVt+eWDiIiIqHxKeQQ9T3ZXAIO2RETBSGLQlkIcyyNQZbCuactlfkRERETls65py++mHmPQlogoGLGmLYU6uRGZiUFb8iLJVFbTlo3IiIiIiMonB201OkDivMlTDNoSEQUjZtpSqJPMgD6CxwB5lyQx05aIiIjIXUICtMy0rSgGbYmIgpEwl2ba8oORQhTrOlNlkEyWLx5AaaYtg7ZERERETlmXR+C8yWMM2hIRBSMhMWBFoU0yWU5ccHJI3mRX05bvsUREREROSeayRmRcoeQxBm2JiIKRVJppC8HaQRSarMsjCOHr0VCwsK5py/IIREREROUTkmXupOHJ7opg0JaIKBjJ5REAfjhSaJJMlmxzgM2iyHskq0xbNiIjIiIiKp9SHkHPeVMFMGhLRBSMJKksYMWgLYUiuRkfwGOAvEcyWzJsAWbaEhEREbmiBG21nJNXAIO2RETBiJm2FOpUxwADa+Qlwipoy0ZkREREFEpOpwNXz3p2Gzloq+HJ7opg0JaIKBgxy5BCnXV5BB4D5C12NW25bxEREVGI+GwQ8OW9nt1GSJY5k1bPeVMFMGhLRBSMhBnQyQErntGkECSZLI3I5N+JvEEyldW0ZXkEIiIiCjWmIs+2FxKg0VjmTVyh5DEGbYmIgpGQAD3LI1AIU2Wbc4JIXmLbiAwCEMKnQyIiIiLyW5K5rBGZxEZknmLQlogoGCmBBQ2DthSaJOtscx4D5CW2jcjky4iIiIjInlLT1kkjMiGASyeqflwBgkFbIqJgJCRLFhhrB1GoEmZAZyj7nbxn/1LgyPe+HoVv2DYiky8jIiIiCmbmin6nFAA0lu+ljuZMR9cDCztdy8iCmt7XAyAiokogZ4MxaEuhSq49qmGzKK/77hHLz3nZvh2HL9g2IpMvQ7jPhkRERERU6YpK532eloUSorQ8gpM5+aVjVttprm2MQYiZtkREwUhY1w5iwIpCkBy01eq5fJ28x7qmLcsjEBERUagoumr5aSr07HZyIzKNkwau+X9bfho9vN8QwaAtEVEwUjJtmWVIIUqSrIK2PAbISySWRyAiIqIQVHil9OdVD28orJKJygnaluRfy+iCFoO2RETBSJhZ05ZCm2TiiQvyPuEo05adkImIiCjImYosPz3NiBVyTVut4xPdBZdK75dBW0cYtCUiCkZCsqppyywwCkFKiRAnS7GIKkIyWfYrgJm2REREFDokE2CIAiSjZyeshYtMW2OB5WdJgXfGGWQYtCUiCkaSxJq2FNrYjI8qA2vaEhERUSiSg7YAYC52/3aqmrYO5uSm0vsyMmjrCIO2RETBSCmPwKXhFKKEVP5ZfaKKkMtuAGUZt3yPJSIiomAnmYGw0qCtyYOgLYQlaKvVW+bntuSyCyV51zzEYMSgLRFRMJLMlrpBzDKkkFW6FMvZWX2iihBSWaatnDXC8ghEREQU7CQzEBZj+d2ToK2QYKlp6yLTluURHGLQlogoGLERGYU6JdOWQTXyIslUVssWYM1kIiIiCg2SCdCHA9B4WB6hNNNWo3U8Z1IanDFo6wiDtkREwUhVz5MBBQpBqqYHPHFBXiK/t8o0OsdL/YiIiIiCiWSyzKv14RUoj1DOnNxUDERUZ3kEJxi0JSIKRkqmrZMzmkTBTlmKxaAteZF1TVuAmbZEREQUGuRmrJ4Gba3LIzha/WYqAqLiWR7BCQZtiYiCkSRZZdoyYEUhSJVpy6AaeYkwl9W0BdjskYiIiEKDPAfSeRq0tZ6TO2pEVgxE1gCM+d4baxBh0JaIKBjJ9TzZJIdClZBKO9VqGVQj75HM6pq2fI8lIiKiUCCvNtJHeFjTVipr3mo7JxfCkmkbXg0wc77uiE+Dtj/99BOGDRuGpKQkaDQarF69WnW9EALz5s1DUlISIiMj0adPHxw6dEi1TXFxMaZMmYKaNWsiOjoaw4cPx7lz51TbXLlyBWPHjkVcXBzi4uIwduxYXL16VbXNmTNnMGzYMERHR6NmzZqYOnUqSkpKKuNpExFVPmEua8LELEMKRUojMmbakhfJ9dxkfI8lIiKiUCA3Y9WHlTUPc4tw3hzYbLRcHxYDSEZvjjZo+DRom5+fj/bt2+Pdd991eP38+fPxxhtv4N1338Xu3buRmJiIlJQU5ObmKttMmzYNq1atwooVK7B9+3bk5eVh6NChMJvLdoYxY8YgIyMDGzZswIYNG5CRkYGxY8cq15vNZgwZMgT5+fnYvn07VqxYgW+++QYzZsyovCdPRFSZrBuRsUkOhSIl05YlQsiL2IiMiIiIQpHSiCwCMHmQ4CgElJq2tnNyOfgbHlsawCVbetebVJ5BgwZh0KBBDq8TQuCtt97CU089hVGjRgEAFi9ejDp16mD58uWYNGkSsrOz8cknn2DJkiUYMGAAAGDp0qWoX78+Nm/ejNTUVBw+fBgbNmzAzz//jK5duwIAPvroI3Tr1g1Hjx5F8+bNsXHjRvz+++84e/YskpKSAACvv/46xo8fjxdffBGxsbFV8GoQEXmR3IhMw6XhFKKYaUuVgY3IiIiIKBTJjch0HmbaCmFVHsFmziTXxg2PYdDWCZ8Gbctz8uRJZGVlYeDAgcpl4eHh6N27N9LT0zFp0iTs3bsXRqNRtU1SUhLatGmD9PR0pKamYufOnYiLi1MCtgBw0003IS4uDunp6WjevDl27tyJNm3aKAFbAEhNTUVxcTH27t2Lvn37OhxjcXExiovLannk5OQAAIxGI4zG4N7h5OcX7M+TyB3+eDzoJTPMkoBWo4VkLIHwo7FRcPOX40EvBMxmqfQYKOYx4EWG0p++/j/2Bb0wwyQBKH3ueo0OZmNRufuXvxwTRP6CxwRRGR4PFCi0phJoNFpAFwappMDtubVeSDCbJUAAOskEk/XtivKghwaSLgIoyYNkFUsL9mPC3efnt0HbrKwsAECdOnVUl9epUwenT59WtgkLC0ONGjXstpFvn5WVhdq1a9vdf+3atVXb2D5OjRo1EBYWpmzjyMsvv4znnnvO7vKNGzciKirK1VMMCps2bfL1EIj8hj8dDwML8rH751/Q/O/LyPw1A6fP13B9IyIv8vXxMKAgD/t2/YIWl67g3IH9OHOumk/HE0xuLf25bt06n47DF4YYi/HTtu3Ii/gTANC/sAgHdqbj74NXXd7W18cEkb/hMUFUhscD+bvr/zqIGgV/wWDOx//t34MzZ6Ldut3AokLs3rkTgMCNhQXYaDV/jC7KRB+NASdOnka4MRsHrK4L9mOioKDAre38Nmgr02g0qr+FEHaX2bLdxtH2FdnG1pw5czB9+nTl75ycHNSvXx8DBw4M+pIKRqMRmzZtQkpKCgwGg+sbEAUxfzwe9MdmoXuPm6Hd/jNqNmmJ1p0H+3pIFCL85XjQn3gS3bp1h3b7TtRo0QptOvIY8ArJDOy3/Dp40CDLcrcQovtVg159+gHxjQEA+tPPoWuXGyEa9XZ6G385Joj8BY8JojI8HihQaNOPQXPBCBTnIOH65mhzg3tza/2xWeje/WZAA+j+70MMHmx1u78OQXcyCk2atYTm6inUGzw4ZI4JeaW+K34btE1MTARgyYKtW7eucvmFCxeUrNjExESUlJTgypUrqmzbCxcuoHv37so2f/31l939X7x4UXU/u3btUl1/5coVGI1Guwxca+Hh4QgPD7e73GAwBPXOZS2UniuRK351PAgBvSEM0BkAjQY6fxkXhQzfHw8Cer0B0Bmg1QiAx4B3GMtqZBu0APQh9rpKJhjCwsv2J60eei3c2r98f0wQ+RceE0RleDyQ/xOAPgyQIgGY3P9+KQT0Bn1pTVuTzX5uBvQR0BnCAWGG1uq6YD8m3H1u2koeR4U1atQIiYmJqpTokpISpKWlKQHZzp07w2AwqLbJzMzEwYMHlW26deuG7Oxs/PLLL8o2u3btQnZ2tmqbgwcPIjMzU9lm48aNCA8PR+fOnSv1eRIRVQphtjRh0mgtvxOFGjYiqxzWTSLMHnQODgZCWN5PtVY5D1odIEm+GxMRERFRVZCbserDPWtEBlE2J7f9XmoqsgSCdQY2InPCp5m2eXl5OH78uPL3yZMnkZGRgfj4eDRo0ADTpk3DSy+9hKZNm6Jp06Z46aWXEBUVhTFjxgAA4uLi8OCDD2LGjBlISEhAfHw8Zs6cibZt22LAgAEAgJYtW+KWW27BhAkT8OGHHwIAJk6ciKFDh6J58+YAgIEDB6JVq1YYO3YsXnvtNVy+fBkzZ87EhAkTgr7MAREFKcls+VBlwIpClZAniFrLJJO8w3pCHWonhERpcFajK7usNGuEiIiIKKgJs2XeowsHTB6cuBcSAE3piW6buaO5BNCFWf4xaOuQT4O2e/bsQd++fZW/5fqw48aNw6JFizB79mwUFhZi8uTJuHLlCrp27YqNGzeiWrWyZiJvvvkm9Ho9Ro8ejcLCQvTv3x+LFi2CTlc2oV62bBmmTp2KgQMHAgCGDx+Od999V7lep9Ph+++/x+TJk9GjRw9ERkZizJgxWLBgQWW/BERElUNIlg9VLQMKFKKEZKm3yhMX3iVZTahD7XWVn69tpm2oBa+JiIgo9EimsjmQJ98vhXA+J5dMgNZQeh2Dto74NGjbp08fCCGcXq/RaDBv3jzMmzfP6TYRERFYuHAhFi5c6HSb+Ph4LF26tNyxNGjQAGvXrnU5ZiKigCBn2moYUKAQpSqPwBMXXmNdEiHkgral+5HWKtPWUdYIERERUbCRg7YajYcBVlFWts92Tm42Ajo9yyOUw28bkRER0TWQl6+w3iKFKmbaVg6zsbRWthR6wXD5BJjWpjwCT4wRERFRsJNK6/oLLWD2JNPWqjyC7ZyJ5RFc8ttGZEREdA2UgBUDChSq5Jq2LBHiVUKyTKyB0HtvkfcjjW2mLU+MERERUZCTV3LqPFzFJmDViEyylEtQ7pPlEVxh0JaIKBgJqaw8AgNWFIrk8gjMhPQu69c11N5b5OCsdU3bUHwdiIiIKPRIJqtG1x4EWOVkIvmkt/UKOLPRUhqB5RGcYnkEIqJgpNTzZL1FClFCsKZtZVC9riH23uKspi1PChAREVGwUxqRaTwMsFrNHYHSeZPc0MxouVwXxkxbJ5hpS0QUjKybMDGgQKFIqZ/FoK1XhfIJIaflEULsdSAiIqLQI9e01Rk8m/tY17QF1PNyOdNWy0xbZ5hpS0QUbOQ6QcoSZgYUKARZn7jgMeA91sHwUDshJMyl+5RVzgPLbxAREVEokMsjaLQelkcQZb1WAPW8XK5pq9MzaOsEM22JiIKNKK27GKrZcESA1TJ+1hz1rtKJt0Ybeq+rZFJn2QJ8jyUiIqLQIMyWeZCnWbHW/RAAm0zbktKatiyP4AyDtkREwcY6aKvRMguMQpPc9IBBNe8K5QxmSVI3IQNKM20l34yHiIiIqKrINW11Bg9P3JeuApUzba3nTSyP4BKDtkREwUb5INSEZmCFCLAJLoZYRmhlCvWatlpHmbbcv4iIiCjIyUFbT+fWwqYRGcsjeIRBWyKiYGNXHoEBBQpBSqYtT1x4lVKXLERr2joM2obY60BEREShR25EpvUwwCrPyR2WRzBaArZaA8sjOMGgLRFRsFGCtho2yaEQxpq2lULOltCE4OvqqKYt32OJiIgoFEgmSzNWnacBVnlOrgWgUc+bJGNppm0YM22dYNCWiCjYiNK6QcrScNZbpBBk3fQg1IKLlSmkyyOY7WvahuLrQERERKFHybQ1eDb3ERIAjeV322QKuaYtyyM4xaAtEVGwUZVHCMEO70S2Jy6YCek98sQ7FDOYJQflEdiIjIiIiEKB0ojMgwCr9ZwcsE8osm5EJhnLticFg7ZERMHGOmjLpbsUiuya8YVYcLFSidANhgtHmbY8MUZEREQhwLqmrbvlEZSgbWmmre0KOKU8gqH0b86pbDFoS0QUbOwakYVYYIVIdQywEZlXqcpOhNjrKpnKMkVk3L+IiIgoFMi1/bUGwOxucFXOnLUqj2B90t860xbgnMoBBm2JiIINl4ZTqFMdAyG4jL8yyR2AQ/GEkKOatlzNQERERKFAmK0akbk5t7Yrj2Azf5RMloCtVlv2N6kwaEtEFGxsyyOEWmCFiNnmlUcIq6BtiE2sJZN9TVvuX0RERBQKhFSaaetJeQR5Tu6kPIK5xFIjVz4pzhPhdhi0JSIKNnaNyPjhRyHGeoLImrbeJZdHCMUsfiE5ybRlIzIiIiIKcspqKw8akcFBIzJh04hMayibX/F7qx0GbYmIgo1tPc9QC6wQ2QVteQx4TcjXtHWUacuTAkRERBTkRGkzWo/KI1g1Bwbs502SCdCFWQVtOaeyxaAtEVGwsQ5Y2S5BIQoFdo3IeAx4jwAQosFwyczyCERERBSalNVWFalpax20tW1Epi87Kc45ux0GbYmIgo2QAGhCt1kQEdiIrNIoE3Zt6L2ujmrashEZERERhQIhn7jXuV8ewVVNW0kuj6C13HeozS3dwKAtEVGwkYMqAOstUmiybcbHoJr3yEvjQjGDWTLZ17TliTEiIiIKCRUojyAnUliXR7Cel5tNlvsDQnMVlxsYtCUiCjbWQVsGFCgUCasJYigGFyuT3IQiFIPhThuRhdjrQERERKHnmsojWDUik6wbkZWUza0YtHWIQVsiomBjF7RlwIpCjF1NW04AvUaVaRtir6tkKntvlfHEGBEREYUC+TumTu/d8giqTFt+b7XFoC0RUbCRgyoAs8AoNAnWtK00cqZtKAYrJTPLIxAREVFoEpKlyoFWbwm2Kivbyr2R5Yd1QpFdeYSw0utCsF+CGxi0Jf/1f/uAnExfj4Io8MhBFSA0s+GIVJm2DKp5lbI0LgSD4WxERkRERKFKWW1VmhnrzvxaOKhp66gRGcBMWycYtCX/9VFfYNUkX4+CKPCwpi2FOrvyCJwAeo/cOVgfesFKwUxboqCWeQDI+s3XoyAi8k9KeQQ5aOvG/NphTVvrTFujpdyCfF2ozS3doHe9CZEP6cN9PQKiwGMdtGUWGIUi6/pZzDb3Lvn9xbYmWSiQzJbnbY3vsUTB48Nelp/zsn07DiIif6SstioNI0pGABGubwPY1LS1CdqqMm05p7LFTFvyTwWXLT+rJfp2HESBSFUeQcsPPwo9dkHbEAsuVibrCbt1999QIJntyyMw05aIiIhCgZCgrLYC3GxG5qA8gvXJblUjshBMCHADg7bkny6ftPy0zWghItdU5RG4zIRCkbApEcIJoNcIURoMD8FmEQ5r2vLEGBEREYUCYVMewYOats5K95mtgrahuIrLDQzakn8yFVp+luT5dhxEAUmoyyPww49CDUuEVB7rTNtQe10d1rQNwdeBKFiFVfP1CIiI/JddIzI3Mm0dlkdgIzJPMGhL/klOtS9m0JbIY3aNyEJsCTORvHwLYH0sb5Mn7KF4Qkgy2a8AYnkEouAREWv5qXQ7JyIihXLiXmv56Ul5BGerQM0mq/IIIVh6yw0M2pJ/kt8AmGlL5DmWR6BQJ4T6GAi14GJlUtW0DbH3Fkmyz7RlJjdR8AiLsfwsuurTYRAR+SVV3xQ359e2mba2J7slY9ncinN2hxi0Jf8kp9oX5/p2HESByDpgpQnBupMUWH58Ecg+5937tMs25zHgPQKWJhQhmGEqmSzZJda4moEoeMhBBWOhb8dBROSPVEkRBjeDtqXzRpn1SX8hAHMJG5G5wKAt+SdzieVnSb5vx0EUiOwCViEWWKHA8tN8YM9n3r1Pu0xbHgNeI2dZ2Hb/DQWOatqGYpkIomBlKrb8lL+HEBFRGetMW53evfII1rcB1AlF8vxcy6BteRi0Jf9kNlm+GLE8ApHn2ISJAo0+3Lv3Z3viQphZo9Bb5Nc2FIOVzmra8j2WKDjIGbYmBm2JiOyo5tcG9xqRWTfIBtTzJvn2urDS61gewREGbck/mUuAyBpsREZUEXb1hrh0l/yUfIa9UoK2VseA9WPRtRGiNNM2BDOYJQeZtlzNQBQ85KAtM22JiOxVpNGv9W1sbydn6uqsatoKfm+1xaAt+SfJCITHAibWlCLyGOt5UqAozrH81FVF0JbHgVcojchC8L1FMluetzWuZiAKHsYCy09zsW/HQUTkl6yyZnUGN8sjCJvyCFYnu+V5JMsjlItBW/JPZiMQFm05aJklSOQZVXkELQMK5L+Ksi0/bQNh10yoT1wAnAR6ixK0DcFsCMlkv6+yERlRcDCbyrqYszwCEZE9VWKQ3s3yCLApj6Av+24qr2pQGpGxPIIjDNqSfzIbgbCY0t85cSLyiN0HKoO25KfkoK2pyLv3a1vXGeDJC68pDYhbN5IIFaHUiIyBaAo18uq+iOr87kFE5Ihto193G5GpyiNYzR/l28tzq2CdU10jBm3JP5lLLJm28u9E5D42YaJAUVRaHsFYCUFbsKZtpZBf21A8IRQqjchK8oHnawBXz/h6JERVR65nGxHH7x5ERI5YlzrQGdysaWvbiMxq/iivbtB4WCc3xDBoS/5JMjJoS1RRDrMMmTVFfqgqMm1Z09a75Ml3KNYdk6TQaEQmn0z59SvfjoOoKpmKAWgs3z/43YOIyF5FyiNY95kA1Nm0ZhOgCyu7LhTnlm5g0Jb8k9lUFrQ1sRkAkUeEQFmWoVzPM8iCChQc5EZkXg/aCgZtK4sStNUHX4apK5LJsqzPWjA2IpObMV055dNhEFUpyWR5X9OH87sHEZEj1kFbdxuRwTbTVleWTCQZy5qQAcy0dYJBW/JP5hLLpEmj49luIk85yjIMtqACBQf5i3GlBm21ADQM2nqLnDGhCcIMU1cc1bQNxkZk8vEoLxcnCgVy0FYXxu8eRESO2GXaujG3tqtpaxWYNRsBnd7mOs7XbTFoS/5JMlomTfpwTpyIPKUqj1D6kx+A5I/kkwmVUdPW9qx+qAUYK4sctA3FJWyOatoGY9MMOVjLoC2FEslkyRxj0JaIyAmrHilag5tBW6GK2aoa2ZptM22DcE7lBQzakn8yG3m2m6iirGsHsTwC+TN5v6yUmrZOzurTtZED4qEYCJecZNoG20oGJWhb4NtxEFUlyWQ5nnVhLI9AVa555irgyklfD4OofKryCPoKlkewKq8lGS0ny6yvC7W5pRsYtCX/ZC7NtNWFASYGbYk84rA8QpAt36XgUKVBW5659w6rmrbB8Joai4DiXPe2lcxlJ8JkwRi8ZnkECkVywoieCSNU9VpkrYJ257u+HgZR+VTfMQ3uNyJTlUfQ2WTa6h1fRwoGbck/mUssZ11YHoHIc6ryCHKmLT8AyQ/J+2WlBG1tyyPwGPAKefKt1QfHyaAVdwMvX+fetsJB0DaYG5GZGLSlECJn0uv43YN8Q8N5Cvk7u5q2bsx/hINMW8mqEZkuTH1dsM2pvIBBW/JPSl0pA2DmEiUij6g+UFkegfxYRWvamoqB/Evl3bHzpVh0beT3l2Cp5XrphPvbOqppG4yNyIzMtKUQJJksmWNc5UdVTVgFsIj8lSitZyuvZHO3PILt6jfr+aPZ5KA8QhDMLb2MQVvyT+aS0olTOCdORJ6yPqMp/2TAivyRZAL0kZ5n2q6bBbzW2Pn1tkuxgiXA6A/k95dgKQsQU8f9beXu8taCcd8yFgBhMQzaUmiRa9qyPAJVteI8y0+36oMS+YgStPWwPIJdIoW27HupuUQ9r9IEydzSyxi0Jf9kLi1KzYkTkedU5RE0/AAk/yVJQFiU501fss+Wf71deQQ2NvAaOWMiWEpOxNS2/DS78VxsM0KA4GxEZioCIuPZiIxCi2TdBJmr/KgKFV21/PR2qSgib5IzwpVGZAb35oFCQF3T1iqb1q4RWZDMLb2MQVvyT9aNyDhxIvKMXe0gfgCSn5IzbT1dEhherfzrHQZteQx4hbBqRBYMwcqoBMvP3POut5WM9pm2wZJxbM1YCETVYKYthRalpi3LI1AVK8q2/Cy47NtxEJVH6WNQGoDV6t074S2Eg/IIcqZtaVkaGefrDjFoS/5JOdsdzqUiRJ6yDVhpdMHRMIiCjzADhgjP3+floK28VMvufsETF5VGWNW0DYZgZek+VJTjelOz0T7TNigbkRVagtnGAufHGFGwkUyWGo1sgkxVTFOaaaspuuLbgRCVy7Y8gr6C5RGsGtlKRsv7rvV1QTG39C4Gbck/KZm2Bs+XzRKFOtuC7/wAJH8lZ9p6HLSNtfyUlxTassu0DZYAox9QyiMEyfuKvO+5E6SRjOqMEKC0PIIUXMFNU6GlPALA5boUOszW5REYtKUqJGfa8jsv+TNH5RHcbUSmKo9g3YisNOajXMdMW0cYtCX/pNS05dluIo/ZBay0/AAk/ySZLe/znpZHkLMd8y85vp4nLiqPPPkOlvcVeY7hzlzDUU1bjc7yM5j2L2NRWdkIlkigUCE3GtS62RGdyFtK8mHWGHiSjPybErS1Ko/gbk1bZ4kUkm15BCZZOMKgLfknuYMrz3YTec5heQR+AJIfksyAIdLz93m53mDB346vdxi0DYIAoz+Q31+CpaatJ0FbeW5iTf47GF4LmakIiIiz/M5mZBQqlJq27nZEJ/IScwmMugo0ZSWqSvKKIo+DtpIq0dZSXkvOtC2xKY/AcmaOMGhL/kn+UqgL4wcYkae4NJwChWQC9BHuNTKwJjeodBZQcngMcBLoFcK6pm0QvKbXXB6h9MtGML3Hmo2WDHjOwSiUyP00eJKPqpjGbIRJF8H3W/JvjsojuPVe6SDTVj7RbbaZV/H91yEGbck/CbPlC6GejciIPGYXsLIq+E7kT+RGZJ5mNSnZkc5u56jpQRAF1XxJVdM2CN5X5H3JnW7xDssjlO5nwbR/mUssz1PHElUUQpTyCAbPTyQSXQupBCZtpGWVQzDVR6fgYhu0dbeUjF1NW6uSZZJNg1fO1x1i0Jb8k5BKyyMYyjKqiMg9jsoj8Kwl+SOlEVkFyyM4u53tBJHHgPco5RGC5DX1RiMyILgybaXSxiB6lqiiECIHbXXudkQn8hJzCYy6SGggmKxE/stR0NaduY9tTVuN1QpQs01NWw1XhzrCoC35J0kuj8AsDyKP2dXz1PIDkPyTJJVm2po8yy6RT+aVF7S1zbTlMeAloixoGwzZEC6ztq23NaprrwFljciCaTWDuXSZuC7MvQxkomAg17TVutkRnchbzCZLeQSAzcgoAFSkpq3191Kr+aNdpm2QJAR4GYO25J+U8gj8wkDkMUdnNIMhuELBR860lX93l8lFoI01bSuPnMUcLNnLHjcic5ZpGwSvhcxcYgnY6sK42olCh3xSRmfgST6qWubS8ggA69qS/3KYaevOCS4BdXkE20ZkrGnrCoO25J+EZMkO1HFpHpHHHGYZ8gOQ/JBc0xbw7L3eZaatg5q2PAa8Q35tg6amrVwewY0vymajg5q2QVgewWy0CtpyDkYhQqlpy/IIVMUkI0zacMvvzLQlf1XRRmQO5+ROyiNwvu6QXwdtTSYT5s6di0aNGiEyMhKNGzfG888/D8nqS4IQAvPmzUNSUhIiIyPRp08fHDp0SHU/xcXFmDJlCmrWrIno6GgMHz4c586dU21z5coVjB07FnFxcYiLi8PYsWNx9erVqnia5IhkZnkEoopytAwlGIIrFHwkE6CXg7YefEl2WdO2nAkiXRshgqymbQlgiHJv/5O7y1uTM22DaTWDHJzWh3O1E4UO66AtyyNQVTKXQNIaIPQRzLQl/3VNNW1t+0xYl0ewmldxvu6QXwdtX331VXzwwQd49913cfjwYcyfPx+vvfYaFi5cqGwzf/58vPHGG3j33Xexe/duJCYmIiUlBbm5uco206ZNw6pVq7BixQps374deXl5GDp0KMzmsh1izJgxyMjIwIYNG7BhwwZkZGRg7NixVfp8yYpcHkFn4IcXkaccNSILpoACBQ/roK0nAUAl07a88ghOlmLRtZFf22Dp8GsuAcKiXZ8gFqIsqGNNo7G83wbTlwy5xhwzbSmUyOVPdAZm2lLVMpsgaXSlJ8qYaUt+Su49Ic+vtTo3T3DZJlJYfS812zR41bIRmSN615v4zs6dO3HrrbdiyJAhAIDk5GR88cUX2LNnDwBLlu1bb72Fp556CqNGjQIALF68GHXq1MHy5csxadIkZGdn45NPPsGSJUswYMAAAMDSpUtRv359bN68GampqTh8+DA2bNiAn3/+GV27dgUAfPTRR+jWrRuOHj2K5s2b++DZhzg56KRnpi2RxxzW8+QHIPkhSQIMpXXcPHmvNxVbgr1sRFb1hARo9KWByiAIhJuN7gVt5f3HtjwCEHwnxswlpcErBm0phEgmy3xJa7As2SWqKuYSCI3essKUyUrkr+wybd0tj1DaC0FmnUghmSxzDUfXkcKvg7Y333wzPvjgA/zxxx9o1qwZDhw4gO3bt+Ott94CAJw8eRJZWVkYOHCgcpvw8HD07t0b6enpmDRpEvbu3Quj0ajaJikpCW3atEF6ejpSU1Oxc+dOxMXFKQFbALjpppsQFxeH9PR0p0Hb4uJiFBeXvbHm5OQAAIxGI4zG4D5DKz+/ynqeeskMsySggR4aYxHMQf56UmCr7OPBU1qzERoB5bjRabSQjMUQfjI+Cm6eHA86cwmE0EKr0cJUXAi4uY/qTcVAWAykkiJIDm6jMRmhhdUxAC2EqdjhtuQZrdkywZYky2e1KcBfU725BIioAamksPz9w1gIAwCjBLv9VK/VwVRS5HT/9bfPCFf0phKYoYVWZ4BUXMDPDvI6fzwmtMYSAFoIAegkY8C/t1Hg0JiKIWn0EPoImIvz+J5L/slYYpkHmSxBVY3QQGsucRmn0ZiM0EGjvKdqJAFd6fxRZyyCgFaZf1nu0+iXnxGVwd3n59dB2yeeeALZ2dlo0aIFdDodzGYzXnzxRdx9990AgKysLABAnTp1VLerU6cOTp8+rWwTFhaGGjVq2G0j3z4rKwu1a9e2e/zatWsr2zjy8ssv47nnnrO7fOPGjYiKivLgmQauTZs2Vcr9DizIx+6ff0G1ov9DvavnsXPdukp5HCJvqqzjwVNNsw6jWlEW9pUeNz2zc3Fi7x6c/9OvK+JQkHHneLjpr7+QWXwYbaFD2o+bkB9R16377p9zBRpocfbo7ziaY//50ODSAdS7cln57OicdQHZOYdw/BI/S65Vu7OnYNRF4mTOVqRCYN33a9VZzQFmUFE+clGMS38cweE85/uH3lyIIQA2/rAFJp16jjdEEti2dStyI4+V+1j+8hnhSv/cqziwZz+aXMpG5oF9OP1/cb4eEgUpfzomWv3fH9BJxcjM3YsOuTnYzO8eVEU6nTsDKSIJ+cUm/Ja+DRcPXvX1kIjsRBZfRAo0WFf63njd5YNoeOkCdrh4r0zM3ofmuTlIK90uIe8IOubnYvO6dbjh/87iyhUDTmRbrku8moHmVy8jrfSzwZ8+IypDQUGBW9v5ddD2yy+/xNKlS7F8+XK0bt0aGRkZmDZtGpKSkjBu3DhlO4113TpYyibYXmbLdhtH27u6nzlz5mD69OnK3zk5Oahfvz4GDhyI2NhYl88vkBmNRmzatAkpKSkwGBwsFbxG+mOz0b1HD+Dyn9BmHMHgwYO9/hhE3lLZx4OntDuOQvM3kFh63OguvouOHdqhQ2seR1T5PDkedMs/QUKrDtD+9TV69+wB1Grh1mPoj/8TiKyBpo0b4vq+9vu1JuMytL8fVz47dN+tQd2aTdGsB4+Ba6Vd/yMQUR2NbhwIHAIG3zJQvbQtwOgPAjXq1Ef1WvXRaEA5+0fBZeBXYOAtgy2Ny6zofg9Hz549gNqtHN7U3z4jXNH/+RS6dusB7a4DqJncDK1v5HFD3uWPx4R2UzoAgQYtbobuwhJ+96Aqo1m5Etm5ekTHxqNLp3YQzQb5ekhE9q6eBg5rlfdGze/F0O7e7/K9UnMU0G37oex2ZxOgy1qEwYMHQ/f1CiQ2bIvmXUqvO6aHbutmpKSk+N1nRGWQV+q74tdB21mzZuGf//wn7rrrLgBA27Ztcfr0abz88ssYN24cEhMTAVgyZevWLcvOuXDhgpJ9m5iYiJKSEly5ckWVbXvhwgV0795d2eavv/6ye/yLFy/aZfFaCw8PR3h4uN3lBoMhqHcua5X2XIUEvSEMCIsAJBO0IfJ6UmDzm2NfqwF0+rLjRmeAVgPAH8ZGIcOt40FI0BrCAF0YDBrh/j4qGYHwatAJM3SObqPVAFqd1TEQBmiE423JMxoAOj10YZYGcgadNrDfW8wl0ERUA5ztS7LSZGJDeJR9XVutDgatxuXr4DefEY4U5QDn9wGN+wCSCfrwKMAQAcDF60J0DfzrmBCAPgwIiwQkkx+Ni4KdJEyWmraGSOiFKbA/Uyl46bSARlv23mgIdy9Oo9NZ5knydmERgJAsfwszYAgvm2cYwgFhVrb1r88I73P3ufn1eraCggJoteoh6nQ6SJKlCHKjRo2QmJioSpsuKSlBWlqaEpDt3LkzDAaDapvMzEwcPHhQ2aZbt27Izs7GL7/8omyza9cuZGdnK9tQFROSpbGHLrysSzgRuUfYdOnUaIOrSQ4FD8lsaRKmM7jZgbaUuaT85lEOm/GxsYFXyO8vWp3l70B+XSXJMv6wGNdzDbmbvNZBvkMwNCJb/wTw+a2W380lpcdlGJviUOiQTJb9XqsP7Pc1CjzmEkhaveWkAd9zyV/Zfr90971SSID16nXrRraSUX0inPN1h/w603bYsGF48cUX0aBBA7Ru3Rr79+/HG2+8gQceeACApaTBtGnT8NJLL6Fp06Zo2rQpXnrpJURFRWHMmDEAgLi4ODz44IOYMWMGEhISEB8fj5kzZ6Jt27YYMGAAAKBly5a45ZZbMGHCBHz44YcAgIkTJ2Lo0KFOm5BRJRNmywGtDwdM7FxM5BHbD0etrqzzOZE/kd/rtYayoJg7JAkwRDoP9NoFbfkl3Gvk11YOXgbye4u8TxiiAKOLumJmo+U5OyqbFQzvsX8dLPvdbLQEbHVhzk+MEAUbyVgWtDXz84KqkGSEpNFZ3nM9mQsRVSW7ubXBzbmPbbDX6kS3PN9QruN83RG/DtouXLgQTz/9NCZPnowLFy4gKSkJkyZNwjPPPKNsM3v2bBQWFmLy5Mm4cuUKunbtio0bN6JatWrKNm+++Sb0ej1Gjx6NwsJC9O/fH4sWLYJOp1O2WbZsGaZOnYqBAwcCAIYPH45333236p4sqUmS5YDWGfiFgchTjgJWgZ4FRsFJzmzyNNNWmC0n9ZwGbR1lA/AY8AohLIFLJdM2gF9XYVm5BUMEUHS1/G3lrHBHNEEQtL38Z9nvDNpSKJLMliCEzsOTiETXymyEpJFPGPA9l/yUPP+TaXXuvVcKCZbaWvLtrObkZqPlfdfRdaTw66BttWrV8NZbb+Gtt95yuo1Go8G8efMwb948p9tERERg4cKFWLhwodNt4uPjsXTp0msYLXmVHHTShfPDi8hTtkFbDZeakJ+SzBU7QSckQB9RTnkERxNLHgPeIdSZtoF8Qkgeuz7C9ZJUyeaLhbVgODFWklf2u7kE0Om52olCi2SyfFZo9Z6dRCS6VmYjJIPO8hnDLG/yVxVdxWZXts/qRLdktMw3VPcZ4POpSuDXNW0phAlzaU1bZnkQecxhPU/Jd+MhckbOXtQaPAuqSmYXQVtHE0tOAr1CLr+iCYKatnKmbXn7ksxs88XCmlYbPPuXJFnmYMy0pVAjB23lTFshfD0iChXmEksjMmZ5kz+znVvr3Jy725Xt06vLI6gybbWBPa+sJAzakn+Ss69YkJ3Ic3aZtmxERn5KMpWeoKtApq3LmrbMtK0U8jI3rdbyM5CDlUrQNtz1/lFepm0wNCKTg/BybV+toTRoyzkYhQjrk4hA2fsDUSXTSKXlEVgWkPya7So2T+p/W9/OuhGZyaYRGWvaOsKgLfkn+Qu3rpyahUTkGJswUaAQ1uURKlLT1pNMWx4DXmH92gZ6MFwOyrgz1zDbfLGwFuivA1BW7qI4x/JTZyg9cc4AAoUI+SSifCzw+wdVFXNJaU1blkcgP+awNm0FyiPY1bRleQRXGLQl/6SURzAwy4PIU3YfqkHQJIeCk1JD0IPyCHKpD31kORkpAnYTy0DPhPQX1pNvrT6ws9Hk5c/6MNfvkZLNFwtrmiAoQSM3liuSg7Ysj0AhRshNkEuPcy5Tp6piNkHS6CBYHoH8mcOECDcbkVln6Gp0AIRl3mQuYaatGxi0parz1+/A1bOutxOi7E1BXrIY6F+GiKqSo4LvDFiRP5KXo3qyJNB6SXu55RGcND2ga2P92gZ6k0Ml0zbM9RcPyeQ8aKsNgvdYOYBtnWnLZrAUSiRzaZPF0gACM22pqqgybfmeS36qwv0ibDNtS08SC3Npv4Bw9X0G+nyqEjiZfarl5OR4fMexsbEe34aCWHEu8H43oO0dwG0fl7+t/MVBW9qIDLBk22ojK3eMRMHC4YcqT3yQH5KsV1W4+QVZnswZysm0ddiML4CDi/7EOmMi0JexyWMv7wSAsq2r8ggB/DoAZceSnGmr1VsykBlAoFBhXa4HCPxjmgKHZISQs7xZHoH8lW1SkCeNyKzJJ8Alk32mrYaNyBxxK2hbvXp1aKxTml3QaDT4448/0Lhx4woPjIJMca7lp1sHdukkSWMdtDVavqATkWtCsqkPxA9A8lNCzrQNc38fVWXasqZt1bMujxDg7y3WNW1dNiIzl18eIZAzQyRz2fiLrlqyvTQay3HJZrAUKuRsei3LI1AVkzNt2fyR/JmwbUSmcy/hwm4FaOnvUmmmrd4m01YylSXxEQA3g7YAsHLlSsTHx7vcTgiBwYMHX9OgKAiZiiw/jUWut5W/RGm0ZWdeuESJyH2OloYHckCBgpdksgT+tHr3M/rk7CdduPNMqPKaHtC1UTUiC/BlbKryCK6Ctib1PmUt0DO55TlWWAxQlF32BYrlESiUyCs/tDoAGn73oKpTWtMWWgNQkuvr0RA5VtGECNuatvKJMWG2nKSQk/RU13GFqDW3grYNGzZEr169kJCQ4NadNm7cGAaDkyVkFJrkYG1Jnutt5S/W1uUReLabyH0Ol4YHcGCFgte1lEfQl1OH1FE2QCAH1fyJsGryFui1guWmjTq9G+URXGTaBnIJGjkwGxFnybRVgrasr0ghRG5EBri/7JfIG5SatiyPQH7M7vulAUpDMW15rbJsmwOXvs9K5tLyCA6Ctnz/VXEraHvy5EmP7vTgwYMVGgwFMVOh5ac7QVulPILWclBrtPzSQOQJLg2nQKEqj+Bu0NZqSbu7jciYaes91lnMgf66yvuJ1o0ATTA3IpOPo/BYoPBKWVMQfThg4vyLQoR8EhEobQjFhBGqAkJAIxnLyiMwUYn8loNVbIBln9WGO74J4HhODljiO0KyCdpaNSkjRXkhcbddvXrVG3dDwUzJtM13va11eQSgtL4PP8CI3OawPEIAZ4FR8JLkoJkbmY7WtwEsASWn5RFsl2Ix09ZrVI3IAr2mrbls/7uWmraBvprBOtO28Kolix0onX8xaEshQm5EBliy7wP5vY0CR+ncR2j0pas++J5LfkpenSRTMmZdvFfarX4rnUvJcSFHQdtAnlNVAo+Dtq+++iq+/PJL5e/Ro0cjISEB9erVw4EDB7w6OAoick3bYg/LIwClZ7v5AUbkNpZHoEAhL0f1qDyCddDWk0xbfgH3DqvmEAFf01aU1c93WR7BVDYvsRXodcMlo+V1CI8pLY8QYbmcTXEolFgf41o9Mx6papTuZ5byCMzwJj9mmxDhdu8h2wzd0pXU8gpsPcsjuOJx0PbDDz9E/fr1AQCbNm3Cpk2bsH79egwaNAizZs3y+gApSJiKLAdhhTJtGbQl8oijoG0gBxQoeMmZjp5k9Mn7si68nEmdbf2sAA8u+hPrjAlNgGcwyycN3Mq0dVEeIZBPjJmNlmCBPsKSaStnvbA8AoUSu/IIAfzeRoGjdO4jyfX9A/kzlYKbszIHruY/thm6gGUOLyfzsaatS27VtLWWmZmpBG3Xrl2L0aNHY+DAgUhOTkbXrl29PkAKEsZCIKomkH/RPkXelhK0lZcohXHiROQJIezLI/DDj/yR5MHydOvbAJYz8+7WtA30hll+xbambQCXXhFW5TlcZdW5yrQN5PdYuRGIIQq4etoq05YnzSmE2DUiY8YjVQFzWaat4OpS8md2ZQ5KM23dKo9gkyuqDyvLtGXQ1iWPM21r1KiBs2fPAgA2bNiAAQMGAACEEDCb+YWInDAVAdE1LZlOcqkEZ2zLI7CmGpFnbD8cAz0LjIKXHDTzpHa50ogszPmkzmGJEE4AvcI6YyLQX1dl/3Mjq064qGkbyHXDzSWW18AQARRmWwVtwzn/otChyrRlSR2qIqXvsULjYakooqrmaG4NuD7B5ShhTxcGFOdaAr/W18n3H8hzqkrgcabtqFGjMGbMGDRt2hSXLl3CoEGDAAAZGRlo0qSJ1wdIQcJUBEQlWH4vyQcMkc63lZewKuURWJSdyCO2NYcCvd4iBS+58YsnGX2i9Iu1tpxlhKxpW3msJ9+BXnpFMlueS8g3IjOWZdoWXQV0TS2X6xm0pRBi3YjMk+aYRNfCbLRk2Go0LI9A/s1uFZvGzZVGDjJtdeGWTFvrLFuP7jO0eBy0ffPNN5GcnIyzZ89i/vz5iImJAWApmzB58mSvD5CChLHI0pVYo7McoNE1nW8rZ/HIXwo9ycAiIicBqwAOKFBwEqUNrVwFYO1uJ9ch1ZVTHsE225zHgPdYvbaBPrH2ZnmEQA5eK+URIoHiHEuwFrAEEEzFrstaEQUD62OcwTOqKvJJM4DNt8m/OSpzoDO4WdPWhj7MUtNWH2Z/HRMt7LgdtH3yyScxYsQIdOnSBTNnzrS7ftq0ad4cFwUbU6Hly4A7TS3kGocy1pUi8oxd0FbLgBX5H8lqVYUnSwIlqyXtwuw4oGSbbc6grfeoyiME+MRaSJaAq85g+V2SLO+XjgR1I7LS8gj60lVQStA2HICwPHe5SzRRsLItj8CEEaoK5hLLqlKA+x35OZsmv4B7+6yz8giOMm3l+wzkOVUlcLumbWZmJoYOHYq6deti4sSJWLduHYqLiytzbBRMjEWWGmm6MMDsYr+xbgQAsKYtkaccNWEK5CwwCk7ymfdrKY8AOA4aOqzrHMDBRX9iWx4hKBqRudFMo7ygbaBnHCvlEUqDtjqrTFuAczAKDWxERr4gr3QAyq/VT+Rrtt8vATfn144ydEtr2joN2vI4sOZ20Pazzz7DX3/9ha+++grVq1fH9OnTUbNmTYwaNQqLFi3C33//XZnjpEBnKg3a6iMsS+3KI2e+yFgegcgzLI9AgcC6frmn5RHkJe2A488HNiKrRFaT70CfWMvBfXeaaVhn4dkKmkZkNpm28k9X8zaiYKDKtHVjyS+RN5iNZScOPTmBTVTVHAZt3TjBZb1CS6Z3UtMW4ApRB9wO2gKARqNBz549MX/+fBw5cgS//PILbrrpJnz00UeoV68eevXqhQULFuD//u//Kmu8FKhMRZauxPow15N/2/IIWjYiI/KI3dJwBqzID9mVR3DzfV4yWyZ08nJCR5NFh+UReAx4hbBaHhfojciEVakNoPwTxJIZ5da0DeQvGNY1bQGb8gjgiXMKDdbZ9FymTlVFsq5py/2O/JijMgfuJAY5rIVbWtPWSaathnN2FY+CtrZatmyJ2bNnY8eOHTh37hzGjRuHbdu24YsvvvDW+ChYmIotk39deAXLI/ADjMhtDssjBHAWGAUnu/IIbr7Py6sxlCXtjiaLNnW3tPrADi76E+tJe6CXBRBmm/II5ewjrmraBvL+ZVceQQ4g6ABoXM/biIKBMJfVtNa50ZyQyBusa9qyPAL5M9uECMC9pAhHt9OFASX5zhuRBfKcqhK43YgMAPLy8hATE4Nff/0Vbdq0gdaqWUOtWrXw4IMP4sEHH/T6ICkISObSJhfhbpRHsG1Expq2RB6xq+fJZSbkhypcHsHseXmEQM+E9Cu25REC+HW1LbVRbnmEYG5EZrQ8B0OU5W99hOWnRuNeA1miYGBbHoEJI1QVzLaZtny/JT/lqDyCzp3scAeZtuWWR+DqOFtuZ9pOnDgRdevWxfPPP48RI0Zg8uTJlTkuCjaSqTSbqgLlETzJwCIixzVtecaS/I0Qlp8aDxuRSVJZdi5QTnkE27rOnAB6hXVtskAPVgrJclJLXt1TbnmEIG5EJplKT6yXBmvl8ggAT5xT6LBrRBbA720UOMwlEKWrPQS/85I/c1jT1s1MW9uatjoDUJzjJGgb4HOqSuB20PbUqVOoU6cOHn/8cRw+fBjp6emVOS4KNvKXHX2E68m/XXkEFmUn8ojtMpRADyhQcLKraetJeQStZR93tm+zEVnlsS6PEOhlAaz3JVfZ3uXVtA30RmTyHC0spuxvmS6M5REoNEhmdU1blkegqmCdacvyCOTXHGTMul3T1jZoG+68pq1GZ0nQIIXbQVu9Xo9+/fqhWrVqCA8PR0JCQmWOi4KNErR1I9PW9ss2a9oSecZhwCqAAysUnORgn7wKw6PyCPISVj1gdidoG+DL+P1KMNW0tdpPXGWLyCuGHAn08htysCqpAxB7HZDQtOw6lkegUCGZbD5b+N2DrtGxTcBpF4luZmPZyiGWRyB/5ihjVmtw4wSXk/IIxTllK3xU98nVcbbcrmmbmpqKxx57DABQXFyM2NjYShsUBSH5C4EuHDAVlb+t3GRGpnPnzYCIFA7LI/CMJfkZeZ/U6Dz7oiIvaQecfz7YntVn0NZ7VOURAvx1tS7H5CrbW1hl4dnS6gBTAM9TlBJWBmD6IfV1XO1EoULViIzfPcgLlt0ORMQB/zzjfBtzSVnQluURyJ/Z9kwB3FvJJmyaAwOWfb3gEhAeY789g7Z23M60lQO2ABAeHo7vvvuuUgZEQUr+QqB3ozaa7RJE1lMj8oxdEyYtP/zI/yjlETSefVGxDrQ5myzaNeML8IxQf2JbHiGQX1dh21TNVaZtkDYiK++56cJZHoFCg10jsgB+byPfK8qx/KzTpvztzCWW/Q0o/SkC+/OEgpfDRmRuNBJ2FOzVhVvuL8xR0DbA55aVwO1MW1sXLlzAhQsXINnUm2jXrt01D4qCkHVNW5flEcw2GVI860jkEZZHoEBgXU+0wuURnHw+sKZtJbIJdAZyFr/1yh5XNSylcjJtA71MRHlBWz1LVFEIEAKAsGpExkwvukY55y0/DZHlbyc3ggTKfppLAK2L2xFVNYeZtk7KlKluJ9kl2kJfWss2vJr99koDbSclqUKQx0HbvXv3Yty4cTh8+DBEaednjUYDIQQ0Gg3MZgYGyAH5C4Eu3L1GZLblEVyVVKhsBZeBn14DbnnZt+Mgcoddpm2ANwui4CSsM2Y9WIJtvX876/Bt24yPS628x7o8QqBn8dvuS+V98Sivpm2gN2SzzjC0pXOjFwFRoJM/R9iIjLylKNvys+By+duZiiz1PYGyjFuz0XWwl6iq2c6tATfn144ybcsL2srJRgzayjwO2t5///1o1qwZPvnkE9SpUwca2/84IkfkDBV9mOsArPXSV8ByUBfnVu74XDm8Bvj5PWDgi2X1roj8ld3S8ACvO0nBSbI6QafzoOmLJJUFz5x+sbapn6XVWy6TJL6HXytVeYQAf2+x/gLiTnkEZ4HNQO90XF69XndOthMFOvnYZ3kE8paiq5afhVfK385UDOhLA7Rypm0gnwyl4OU0aOti/u6ogZmu9ESFw/II8nwsrKIjDToeB21PnjyJb7/9Fk2aNKmM8VCwss60ddWFWDiqaevjs92FVy0/i64CUfG+HAmRayyPQIFAWAVfPXmft13S7lZ5hNLpjjDDg3L+5JB1eYQALwugyva+hvIIAZ9pW04WMRuRUSiQj1/r8gjMMKdrUZQNhMcCha4zbYU+3HKu2bo8ApG/cVTT1p1MW9vmwEBZPMVpI7IAnlNVAo+/ufTv3x8HDhyojLFQMFM1InNV01bYlEfwoKt4ZcnNsvx0tcSFyB+wPAIFAtvyCO4uRbW+nbMGCI6OASCwA4z+wjpjQqk7FqA8Lo8Qgo3I9OEMXlHwUxpjWn8m8fOCrkFRNlAj2fKzvM8Ho1V5BHmu4utkJSKHnNS0dTn/cXC72HqWn07LI/D915rHmbYff/wxxo0bh4MHD6JNmzYwGAyq64cPH+61wVEQsW5EVnDJxbYOyiP4Omh79bTlZ8ElAMwyJz9nV88zwAMKFJysM2Z1HjSclMxlJQ6cneF3lG0OcBLoDQJl7y+aAH9vsd5PXAVpJLPzbNRgbkTmD6udiCqbXaYtmyDTNSq6ClRvAGT9agncOlupaSqyLBE3wqoxK/c98kMOyxy4Ud7M0e3irrP8DHPSiCyQ51SVwOOgbXp6OrZv347169fbXcdGZOSUvKxQF+ZGeQTJPmjr6wPXWGD5WfC3b8dB5BbbmrYBHlCg4CSZy4J/OoPlS7M7NWdVgTYPyyPwOPACq3rBWl1gZ2Fal+jQ6lyUR3CRaRvIGcfllX7QubFCiijQyTWpVY3I+HlB16AoG6iWaPm9vH4upmIgqmbZ31qeMCA/dU3lEWxuJwdtHbXH0uigCeQ5VSXwuDzC1KlTMXbsWGRmZkKSJNU/BmzJKSXTNtyN8gg2X9r9oZ6avGTSVZYwkT9geQQKBNb1y+WOye5klwizOkPXYaatTf0sJWgbwM2i/IUIppq2wqY8QgWDtoHeiKy8mrZ6N3oREAU6u0ZkHjTHJHKkKBuIjLfMb4yFzrczFZaVRwA8a8xKVJUcBV/dCto6aGAWWcPyMzzWfnvWtLXjcdD20qVLePzxx1GnTp3KGA8FK/kLgS7MdTdWR5m2vg7aSkYAGgZtKTA4bEQWwAEFCg77lwJLby/727aeKODeFxVVdiTLI1Q568l3MNW01RrK/5JQXmAz4DNtyyuP4Acnzokqm6PyCFyiTteiKBuIiAMMka4zbfURZX+zPAL5K4eZtu7U/3YQ7NVogCdOAfW72G8e6AkBlcDjoO2oUaOwZcuWyhgLBTP5C4E7k3+7L9t+sEzEbLQscWHQlgKBbe2gQA+sUHD47zTg+CbLmXrAciLBOmMWcC84JNkE2hyWRxD22eYAJ4FeYVUeIeBruZptsobLmWsIKTQbkencWCFFFOgcNiIL4GOafE8O2uojXARtiyCsg7b+8L2XyBHbVWyAewFWYTVvtCZn29pieRo7Hte0bdasGebMmYPt27ejbdu2do3Ipk6d6rXBURBRgrZuZM3aZdr6wYeXZARi6gAFl307DiJ32JVH0PLDj3xLiLKAWHEuEBFrkzErl0dwYz9VlUdwN9NWy+PAW6wn7Vp9YGfxW2cNu1UeoZxGZIF8Yqy8mrb6cN/PwYgqm/y5orwfcIk6XSMl0zYCMJYTtDUW2WTact8jP+Wspq3LRmQOMm3Lw/IIdjwO2n788ceIiYlBWloa0tLSVNdpNBoGbckxVdDWjQ6D/lYewWwCalzHTFsKDLYfjoGeBUaBLzer7Pf8i6VBW6ssR0/LI6iChk4akdlixrl3qF7/AA+EC6tsb1dL/Fw1Igvk10EyOw9I6wxAUU7VjoeoqtkeA84+W4jcpcq0La+mbZFNTVuWRyB/5SDT1llvCdXNJOdzDEcCveRUJfA4aHvy5MnKGAcFO6WmrTvlEYSDoK0fZNpWqwNkHfTtOIgA4Iu7LUtKRrzn+Hq7LEMGq8jHLv8JxNW37Jt5F4CE69X7qUZTerbenfIINg3MHNZJd9YsgcfBtbNa5hbo7y2qmrYuluNJprIAr61gbkTmbnmEV5OBDvcAqS96dWhEVUIyq49vLlGna1V4tSxoW16mrVLTVq6rzH2P/JSzTFuXc2vh2eME+onwSuBxTVuiCpFMlg+hCpVHcPOLfGUyG4EY1rQlP3F0HZCxzPn1duURmGlLPpabCcQmAdG1gPwLlsus64kCbjYzgE12pJOJnaOJZaDXX/UX1idWA/01VTXDc7HETyonUyTQs0JcNiJzI4BQeMXy2UQUiIRNpq2ONW3pGgjhQSOyQpZHoMBg2zMFcG9VAssjXDO3Xr3p06cjPz/f7TudM2cOLl9m7U+yItdLC9jyCKWZtqxpS4HAevkywPII5HsFl4ComkBMbUt5BMDBl2Q33+ttyyo4K49glw0Q4AFGf2FXniKA31us9yVXJw2E2XmmbaC/x5YXtNWHWzLB3OGoLAlRILDLtGV5BLoGJfmWz4yIuNL3UFeZtiyPQAHAaaatG+URbMsqlIeNyOy4FbR9++23UVBQ4Pad/vvf/8bVq1crOiYKRkpNW3fKI9gc2Low3x+4khGIvQ4ozgaK83w7FiIADrtwyhw1IgvkLDAKfAWXgKh4ICzG8mUGUGfMAu5nl9iVR3A3aMtJoHdYl0cI8GCldfaHqyCNZLbU8HUkmBuR6TxoRBbIJSIotAmb49ud5jpEjlw4AuT8n+X38Fjg/9n783BZrrpcHH9r7GlPZz6ZyAABEhIgA4QQIQxJCIcAio/87gOicr3IT70yev3K1Z8iXgFRhmu4DiCCioh6ka8Mh5hDCIGQ+YTMIWQ+OfOw5x5qWuv3x6pVtapqVXVV7+7d3bvrfZ7z7H16V1dXV63x/byf96PXACfb05aKStt+2CM89t1yPC7Rf8gUs7nW1gWVtuOexTUA5PK0pZTiuc99LpScDHkRVW6JCUHgaduL0jYH0TtoeA4wcxIwcwpw8G7gzFcO93pKlNDM9L/JPG3HmVgpMf5onQDqWwBQwPaDwESSVZHLHiFOtEnaNpUUS1D1chPTD0Tu/5gvrBP2CGtR2o7xfcj0tDW6e9ry+1YqbUuMK+Jq8zzFdUqUkOEvL2E/zWk2rxjVbKWt04nZI6yRtCUe8OWfB97xdeDZr+n9PCVKxCFTzGpptSVi78sSG8VRiiwSyEXafvGLXyx84h07dhR+T4kNDL4YUvMqbWM+h8Mmbbkn72kvBZ65vSRtSwwP1DdzL0Ta+iowGZFVosR6oHUCmDsdcFrsH5CsJpt3rI/YI6SoI0ul7eAgjiMboRCZmtMeIV5dXsSGKES2BnuEziL7Oc5tocRkg8QyP8piUCV6gTgPzJzEfuoZnraU+p62oj1Ciu1TXvBspuVDvZ+jRAkZerUeK+xpq+W3ZZoQ5CJtf/mXf3nQ11FiI4MQf2Ok55uIpJ62Q144eQ679m3nACeeGO61lJhsdJbYT81IP0ZWiCx4PYV0KFFikOBK29YJwPYtZqgXs8LJmY4qkr1pRJs0hUstSdu+QLBHGPcUNnGs7GaPIAYL4tjQhchyrMF4kVZrpb/XVaLEeiHhsV4G+Ur0gNXD4e+VafZTrzA1rQyuxdqZOR2+tlaxEl9jrR7p/RwlSsjQqz1C6Wm7ZhSgvEuU6BF8I9NzIbIRiHYTh13/7CnA0jPDvZYSkw1O2oKmHxOfVPlmvJtFAiHAX15aFtwr0X+05pmnrVEX7BFi6eZ5i28QL0q0lZ6264uEPcU4K0xjRe0y7RHoBi5EluVpa3a3R2gvsJ92M8wGKVFinJAoRLZGtWOJycTiPmD6ZPa7Ufd/ZihteaCrIpC2edLNs8CVtov7ej9HiRJSyEjbPGOlEOzPA1WHUq7XI8iltC1RYk3gnS4gbQvaI/CN/LBSu7lSWDOYpy03ly9RYhjgBJW1kt4nZPYIgN8XM2wVTjwGHH2IBSbqm/t2ySVKwF4FzAZg1rvYI+RR2gqb6zTfQZl/1rin8o8KRMXEuHu5xpW2Wel43ewRxrltZXna6jkKkbkdVnDHWmZrPDHVt0SJcUBcaat28bguUUKGpf1M4LPrE8CO89hrejU9C8FaZvtccczslvXRDfyzmsd6P0eJEjKkra27Ba17sUcgHlAmhwYolbYlBo+AtNXyFRWLd2zu3TkstS2fOFUDmD0VWDpQKklKDA+8PRI3vRptwh7B/70bqXDgLvaz9BEq0W+4NqtCb9QE0jaWbl7EHiGi9JRtrNMKkY0xsbZW7N8L3PmFPpxIUEyMuy1AYXuEDVqIjGYpbY3uc4JrA9VZ9ntWlfQSJUYV8cBFml96iRJZsJuAOQWc80Zg85nsNb2aPoZaK1GVLbD2DFNuj1COxSX6DZnNgarlyKIuKLybORl05pTi17eBUZK2JQaPuNKWkuyNc0Jp628khlWMjA9Emg7MnMzSBLl/W4kS6w3PAYwG+52TX3GkKm27kCsnHmM/S1/CEv2GZwG6ydou30jE083zZGIALPsh8LQtYI8w7v6ra8XeLwLf/gBTAq0FYmB13O+p6PPdbaNMvLBoWRwbuRCZVuluj+BZIWmbVSW9RIlRhawQ2TiPbSWGA7cT2iJwZNVzkZG2a2173B6hHItL9BuytXVaxlv0jcWUthf+Esjlv1v48jYyCpG2rutC13U88MADg7qeEhsRJOZpC2RvzONRHP6eYUW8RaWt2WA/A1/RCYXnlr6nwwJxWIo5kB65j/chvhmnXUgFfj4epS9RIo7FZ3pTq3oOI3/MerihIDGlbd6NSpxoS7NH6KXC7UZGbY79PP7o2s5DSZgdN+7q5Yg/r9EloNxFaTvOiuO4n6eIPLUIXIsRFYpWqrtKjCcShcjW6CtaYjLhtFhGkYisgLRUaZsz6ygNFlfapgg7SpToFWspRFbE07ZEAoVIW13Xcfrpp8PzxnhhWmL9EVHa+hXvu5K2I2SPECht/eswGyHpMKn4xm8Bnzhz2FcxmfBc1hZVIz2KnrBHED1ts87t90urJG1LpOAz5wG3/03x97kW82wz6oLSVlKtO7enLU/PT1ksloXIkugss59rzhSJ2SOMNWkr2iNo2cFhEvNgFqGM+X3IUtrqZnd7BO5jm1Vwp8RogVLgI1uAlbLCPICkZ3VZiKxEL3A6gFGNvqaZzEJGBmuF+YGLWGvbC+wRyrG4RJ8htUfIIbgYVl2iDYTC9gi///u/jw996EOYny9VdiVyIuJpm4OAjfscqqNij+ATzpXpUol471eGfQWTC89mfUKvpveJeCQ0rz1CQNoO0R7BaZfqllHH6uFix1PK0qc10ydt/aCXLECXyx5B2Fxn2iOUnrYR8AyR5vG1nUdcfI+7wlQMAHSzR9jQStuMQmRankJkfv/Wq6XSdlzgdthzP/7TYV/JaCDev/P4NJYoEYfTktsjpCptlwfjaVvfCrjlWFyiz+g1i022Ji9RCClh9XT8xV/8BR577DGcfPLJOP3009FoNCJ/v/vuu/t2cSU2CIjLFkKK0pvSVlH8quJDIm2JE14/wAzmSyViiWGBOKwfZamf4pNj3kJkfJFoD5G0/ZOdwAXvAN782eFdQwk5OJmuGgXf57crrsTjpE7cHiFPGjYQnSPSvOJSU7jGmFhbKzhp21ojaYuN5mkr2iNkfJd4exUx7tYbmZ62Rg5P21JpO3YIgrNlYV0AkkJkBlszlQqxEkXgtJP2CHqlmD3CWrOC7CbQ2Aa0S4FdiX6jR3sEMUOrRE8oTNr+7M/+7AAuo8SGRkQVpbFNXlfSNqb40Mzhqe88NySbAd8eoSRtSwwJ3B5By1gExgkrRclHrnASeNhBiWduH+7nl5CDbwC0oqStFb7PbAC277NGY+nmeo6CR0BUEZXmQyolbdXxJtbWis4SsPnZa7dHEL3Jxp0IT9gjZLSPuJ2HiLEvROZl2CP4c00WeeXZpdJ23MBJ227WF5OCuK8zD04St/icV2Jy4baB+pboa1kBaXuVrYsixxtrG0edFlDfDCwf7P0cJUrIkFaIrBtHI1uTlyiEwqTtH/7hHw7iOkpsZMQXQt3UVKkDwhCVtqKyrDJVkrYlhgfi+PYIZn5PWyCf96Rns7Y+9PZdRmNHEpzsK6qk415uWoURQPz9cSscvZqPQBDJ3rQU1tLTNonOErD5rP7bI4w7acvbUld7BEmb4tgQ9ghpSlvB1ko35ccEntXVUmk7LuDKe2t5uNcxKogHEYPMQKckbUvkh0xpm7WHddqAESNt15pd6rnMJ7e0RyjRb1CJYjZvIbIyY2FN6InyXlxcxN/+7d9GvG3vvvtuHDhwoK8XV2KDQFqRNWtjJInG5PU6HAQ8hxXI4SjtEUoME3wDoVXSCxvIyAVF8xVyXc5d3zK89k3LNM2RBif7+GY/L7h6Vq+wdks9RvQRkgzo5SF8SB57BEmlWlUfb2JtrbCWGWnbWmvKpDBHj/s9LWqPsKELkaV52nLSNiOgEihta6XSdlzAlbadkrQFkFSbB7UASl/bEgXgdCSkbcYe1mlLCpflKOyUBeIwywXPHu95qcToIVUU1G2cLJW2a0Vhpe19992HK664ArOzs3jqqafwrne9C5s3b8bXv/51PP300/iHf/iHQVxniXFG3O6gm2o2VWk7pIVTXGlrTjG/oBIlhgHisvaom+mb6FSVYTelrcVSqoaltOWKnzIaO5rgStuim3zXYnOAqjHilr8Wb6e5lbbC5jq1XZeetgl0loG5ZwFP37K284hKi3H3tBV9arPUIpSCtamNWoisiz0CkL0GK5W24wdO2m50pa3nsO9a35x9XKIIMlfajvH4VmL94bSKkbZuhwW7RKQVWM0LzwGqM/71tFmGaIkS/QClzGpMRLeANyAXUpQohMKU9wc+8AH8yq/8Ch599FFUq2Fk6PWvfz1+8IMf9PXiSmwQEC9KwuSyR4h17GHaI8Q9bStTwy3UVGKy4dl+IbIMgktK2ubw8/QcP6VqSJvu1WPsZ7npH030usn3nJD4EVV71Isu/vRKD/YIKQE92Twy7sWi1gJC2D2f3gl0Ftd2rg1ljyCQ+1rGRpl/xzQ16ri3rSzSlvfZrL7p2b79Sam0HRvwcdza4OvZL10DfOLM7sfJCpHx10uUyAunnSRhM+0RWilK2zWQtlxpy6+nxPiheRxYPjTsq0iiV1FQ6Wm7ZhS+e3feeSfe/e53J14/5ZRTcPjw4b5cVIkNBqk9QlGlrTm8FCXuIcox6fYI4sA8zpv1cYXnt8fMQmQSwkrJoQTzbLbQG1ZhEq7kbK6xUFKJwYC3t6JKW88KiZ9AaWsnszD0nCo9UR2p6en2CIqKv77pcdzxpG8HMO6q0LWAP7vGtuL2FgmI9ghjfk/z2iPwsTNNacvtZ8bV4iXL0zYoIJsxL7gWy/4wcqrlSwwfk2CPQAjwzG3+713WP4lCZH5/KO0RShSBK/O0raQHBGV2CmqOwk5Z8By/uJlS+tqOK/7udcCnnj/sq0hCKojIoQwvPW3XjMKkbbVaxfJycoJ/5JFHsG3btr5clIgDBw7gF3/xF7FlyxbU63W8+MUvxt69e4O/U0rx4Q9/GCeffDJqtRpe9apX4cEHH4ycw7Is/NZv/Ra2bt2KRqOBN73pTdi/f3/kmIWFBbzjHe/A7OwsZmdn8Y53vAOLi4t9/z4TCZlvYS+k7dDsEdwkaTvJ9gjiprZURK4/iO9pW7gQWR57BBuozg4vMu+22WLVaY4v+bGRQVw2lhdVZrl2SNqqOgCFEUAklo6qm/mVtnxOSUtp9/vAx7/zE/zBfzyQfewkgI8VUzuYwm4tATcxzU3Vu3tljzIipG1KAADIp7Tl5xtHZHnaAt3XYJ4VKm1LkmA8MAlK22V/r6cawPFHs4+NFyJTlLWnqZeYPEgLkWXZI8iUuRlzUR54DvtMo8ZI4RLjB555OGqQcjQ519al0nZNKHz33vzmN+MjH/kIHIcNJoqiYN++ffjd3/1d/PzP/3xfL25hYQGXXXYZDMPAd77zHTz00EP45Cc/ibm5ueCYT3ziE/jUpz6Fz372s7jzzjuxc+dOXHnllVhZCRch73vf+/D1r38dX/3qV3HzzTdjdXUV11xzDTwv3LS87W1vwz333IPrrrsO1113He655x684x3v6Ov3mVgkKrLmsUeQEE7DskeIFx8Rq59PIsRnVypq1h+ey/pQ0UJkedKYXZv5YA2rfbs+aUxJuVFabzz1I+Cn/5l9jOcwe5gsxZ30fVaosFWU0AYhnoWhV/OdW/QeTFOkCFF9wgMAk+xpy+fPqe3s51p8LEV7hHFXL4tjpZahbgqUtilKER5EGNf21Y207RZQce1QaVuSBOMBLj4Ylof9euDEY6z44tazgcWns4+VWYRMcqCvRG+QFiLLskeQFCJLs33KC16Lxagx+4US44duHtxDQ1q9iNLTdtAoXIjsz//8z7Fr1y5s374d7XYbl19+OQ4fPoxLL70Uf/Inf9LXi/vTP/1TnHbaafjiF78YvHbGGWcEv1NK8ZnPfAa/93u/h7e85S0AgL//+7/Hjh078JWvfAXvfve7sbS0hC984Qv4x3/8R1xxxRUAgC9/+cs47bTT8N3vfheve93r8PDDD+O6667DbbfdhksuuQQA8PnPfx6XXnopHnnkETzvec/r6/eaOMTN/Xu1RxgWaStN4Z1gslIcmEuvpPUHt+tQU9JVg4I5sT6U2x5hZohK2w4jbVvHffWBOZzrmER8aRf7+eGM1HnPBszp9GBBGlzBHgEISVtCopvkvJ62RAgEpkX4hXGbcNH2JJO2/L5W59h96SwBtU09nixujzDG9zShtE3ZeJAu9gi8HY9jMTJKo8X9ZMiy4wFCpa1WKR7UKTEceI5ve7GBA6QnHgc2P5u1yWYX5RpxJWTEEIsglxhPpBYiy7BHkHngriVYwGuxdBu3SwwX7QW2tmhsTf6tsRVYeNIPAlSTfx8WUjM5u5G2ND3oXSIXCittZ2ZmcPPNN+NrX/saPv7xj+O///f/jt27d+Omm25Co9Ho68V94xvfwMUXX4xf+IVfwPbt23HBBRfg85//fPD3J598EocPH8ZVV10VvFapVHD55ZfjlltYdeS9e/fCcZzIMSeffDLOO++84Jhbb70Vs7OzAWELAC972cswOzsbHFNiDYj7RPVsjzCkaLdMaTvJm5LSHmG48JxwMSYjuLiqUFqILK+n7bCUthZQm2O/l2qt0QNxmU9aYaWtHSptgZDY4XYL4ut52l7CHkHmaRsSi6HSNkcxvo0KXihKVVlgpL3Y+7lEC4Cx97T1kMsegX/nVHsE/xzjSGAH1g9ZpG2XdZvr9/G8gZcSw0cwnm9gUmfxaWDTGUBje3fSNp75AeRP+y1RgqNoITKZB25flLZ6fsupEsPB514F/Nmz5X8z6uznyogVI5MpZrPqAYRvLEnbNaKw0pbjNa95DV7zmtf081oSeOKJJ/BXf/VX+MAHPoD/+T//J+644w685z3vQaVSwS/90i8Fhc927NgRed+OHTvw9NMsDebw4cMwTRObNm1KHMPff/jwYWzfvj3x+du3b88srmZZFiwrHAy516/jOIF9xEYF/355vqfi2tAUFa5/rKbqIHYbNOW9qucCFCDC37u9Z5BQHAsalOD6FUWH6rThbfBnnAqrDQMANRpwO01gUu+DgCL9Ya1QnQ4UhRWGoXY70k8AAMSFAcBxvciz0RUNnmNl9iHdtUCMaahuJ2jv6wnFbkE1GlAUFW5nFaiOanrQxoOuGlBI9tyl2h0oRh3K6pHM9hHvD4rVgqoawZipayY8qwXFdaAAwetsbO10HVs1zwGlFMRxoFAFmuckrkcnHjzCiDZCKBzHgQoVcO1kn5kEdJrQdROu40CvzsJrnuh5PtUphev54wsBDOrBse2xXJBrntu1LQEAbIuNqx6Rz3keZX+3O4BaSfx5PeeIwnA7/nejqfO5rhnwrGZqm9HcDgg0KIoBxV6Y3PXRGEF1bah6FdTtPuYOAuvRJ7SFfaAnvQiACqwcyRz7VdeBAiVyL3TVgDekvUeJMQSl0N02XMWIjaUaDM+WzpO63YKnGJH+oECB6tk990vNtUGgQtPMzHG7xHBhLDwFQD4GanYTKgCnvTJS+2zN84I1UwBCoaetnYL3uaAeKbT+Hul1Ux+R9/v1RNredNNN+PM//3M8/PDDUBQF55xzDv7H//gfeMUrXtHL6VJBCMHFF1+Mj370owCACy64AA8++CD+6q/+Cr/0S78UHKfEBkBKaeK1OOLHyI7vdp6Pfexj+KM/+qPE69dffz3q9Xrm528U7Nmzp+sxW1cexIvabdywezcA4NKFZRy4Zy/2PTMlPf68/U+AAnjQPx4ALjmxgCP3/RhPHew1nbN3nLR4J85eWcUP/Os5aeEhnH38SPD/SUPNPo6rANhUxW0/uAGL9SeHfUkjgzz9Ya14/sGHUXGXQBUdrrqIh5rRdqgQF28CcMP3boRlzAavv6bVwf233YpjD6UXHbm608QDP3kCL+qsYvcQ2vcZx/Zix/IStioGfvC9/8Rq9ZR1v4ZJxRugQgcyn/u5B36CuVYHm+xWrvbB+8Mp87fjzJUWbvbf81rLwb23/BDbVn4Kw2viPj62Lj6Is08c7Tq2XnhgP5bnFTy2tBubmo/iJa1VXB97z+vaLdz6o9sAPB+rq03s3r0b5z+zH556FA+1J2/snm09iUs94Lrdu/FKC3j0lhtx6KHevCzfSAi+//0foFV5GBVnEVcD2L3722NZZOLF+/ahba7ikeZuzDUfxyWtJv5T0v749/zOf14PqiSXzppn4RoAe66/Do4+nfp56zFHFIXmddi133AjHF2eMffqto0Hb/0Rjqa0mcuOHsLT3k9Qt09gqnMId0/o+mic8KJ9T2KrA1jHjwZj8zAwyD7xiqcfwBPtU1C3TmC6cxB32+nf87mHH8ZU50ik7V5lu7jz5h9iYSpdwFOiBIdKHLyREnz3pltgGw8Er1ecJTZ/fPuboLGMhqtby7j19r1Yqp8AwPrDzsX78LyFE7ipx3552fEjePr+B/HspoVHbr8Fhx8p1bajiDf7P2Xr6VefOIQZALfcdAMWG6Ozz37xM/vQMtv46Wp4zVX7BF5HPez+9rdTg/cvO3YUh+yH8PSR4m16FNdN/USrlc93ujBp++UvfxnvfOc78Za3vAXvec97QCnFLbfcgte+9rX40pe+hLe97W2FLzYNJ510Es4999zIa+eccw6+9rWvAQB27twJgCllTzrppOCYo0ePBurbnTt3wrZtLCwsRNS2R48exctf/vLgmCNHjiQ+/9ixYwkVr4gPfehD+MAHPhD8f3l5GaeddhquuuoqzMzMFP26YwXHcbBnzx5ceeWVMAwj81jliRq0ha9h1y7mmah99R+w5bnn4LwLd0mPV6+/GVB1nH5F+Hft376KbWc8F+e+RP6eQUJ52IF62y3B9SuPatC+f2Pw/4nDwlOgDxsw67O47KUXgT7r0mFf0dBRpD+sFer37mLVnvUKQCnOuCrWDt0OcC/w2iuujPgk6c/8CV76kotAn/3a1HPrDwEvuuQV0PZ9Drte//p1V86pd+yDsu8ElGf245WXvhQ46UXr+vmTDO3hGtCxMp+7uucWKAselMd+mjn+xfuDct8y1PvuC96j7/8YLrnoxVCebgJOG6de7Y+tjxnQbryh69iqff3fcfLOc/DcS3dBOXg3tAN/nXiP/tPfxvkXvwx4YBHVeh27dr0C6p4fAYqKM66YvLFb2X8HtIPT2LVrF7TFL+DCc58D+uLe7oNyD8WrXv1qYO5ZLOX4AWDX666MWmCMCbRvfgd07nQ8+xW7gEP3Qt//WXn7Wz4EPAC8ftc1cnLa7QD3AVe+9jVAY1viz+s5RxRGZ4ld++uuZvY4EugH/wwvufBFoM+TtxntS3+BuQtfAmX5AJSDDnZO6vpojKB98zooh4+irhlDWc+uR5/QH/t/8OLLrwGOPQL1J9/IbJfqDx+EsmhEjtGf+H28/JKLQU+/bCDXV2KDobME3AtccfUbomNpe5HNH1e9BjCjgiX9AYLLXnUFnNkzg/5gPqVDu/H6nvul9qVrMXfhxVDv2IuLXnw+6LnleDyS+DH7IXvO+hO/B3SAyy65EPRZL1/nC0uH9s3doJvOxHN+RrjmlcPAg8Cu178u1WZJ++cvYcvzz8cLLsjfFkd63dRH8Ez9bihM2v7Jn/wJPvGJT+D9739/8Np73/tefOpTn8If//Ef95W0veyyy/DII49EXvvpT3+K008/HQBw5plnYufOndizZw8uuOACAIBt27jpppvwp3/6pwCAiy66CIZhYM+ePXjrW98KADh06BAeeOABfOITnwAAXHrppVhaWsIdd9yBl770pQCA22+/HUtLSwGxK0OlUkGlktykGIaxoRuXiFzfVVUAVQ+PM6oACLS09ykAND36d6OS/Z5Bwr8elX92pQ541sQ84wRUsEHZqEGnDjCp90GC9en7hPUHowZ0lpJ9grI0C8OsRJ+NZkBXlezn5TnQG5sBSmCoAPR1frbEAcwaoNdgwC3b1nrCJ9wMr5lRoIoA1WmAejA0NbvaPMT+QAC9Eo6hegU6PDa26kbYhit1wM0ztlJAN9n7zBrgOcn3UAKbMHLNcgn7u86KgQxlHhk6PECvsPtQm4PqrPTevyhl5zEMwGQFMgxNHc/+qgDQ/fVGpQZ4rrz9aSyQYZgpxLTq/73LfRiJ9eG33g+c+2bgrFex/zusnxiVWvq16xXoCkn/u2dDNWuAWQeIE/b1EiMMApgNKE5rqM9rYH3Cc4GVw9A3nw5Yi0DrRJfvSaNrfcBfN2E8x7YS64+2v/6uzTA/ZA7Ksm8NhUbbEqWA04JRmw5eNwwDulllVmc9z9EuVKMK6FWo8Mr2O+KQPmebZbWM5D5b06Lr6ArzZDayxkoFUHWjp+8yEuumASLvdyucy/bEE0/gjW98Y+L1N73pTXjyyf7Kt9///vfjtttuw0c/+lE89thj+MpXvoLPfe5z+M3f/E0AzNLgfe97Hz760Y/i61//Oh544AH8yq/8Cur1ekAez87O4ld/9VfxwQ9+EDfccAN+/OMf4xd/8Rdx/vnn44orrgDA1LtXX3013vWud+G2227Dbbfdhne961245ppr8LznPa+v32kiIRaNARjh11MhsiEVS4hfv16dbGN34lcl1StlVd1hIFKITNInxCJBIpQuRZgoZe264mcJuO21X2tR8GJJeoUVcyixfuBto72Qfoxns8I1QLExMF5wjBcrIrGK9XnHVkpCwlgz5MWfKEHLYX1hteN/N2XMi2atBbxQFMAKkXWW1nCysMhb8BzG9b4SsRBZRjENsWCZDMF9GINCZHf9HfBdwdqLf+esQmR6ynzDwYsNloXIxgfEYcHfjfq82vMAKFO+V+eAzmL28dJCZMbwiiCXGD84LTaPaLGxVDPZz/ieifc9WeGytKKYecD3CWUhsvGF3WT7sVF7fjKOhq8dMveYkgJmJQqhsNL2tNNOww033IDnPOc5kddvuOEGnHbaaX27MAB4yUtegq9//ev40Ic+hI985CM488wz8ZnPfAZvf/vbg2N+53d+B+12G7/xG7+BhYUFXHLJJbj++usxPR2mJXz605+Grut461vfina7HVg5aFo4Of/TP/0T3vOe9+Cqq64CwEjoz372s339PhMLEtvsdCNgpaTtGitprgUktpDTc1Y436jwHHY/sqqhlhgcOHGWdv/TqpyrWjahQDwAFKhy0nYICwW3w/qXUZvsPrbeoBTo+Ok5Wc/dc4HanP+7BSCndzslUUJI8zcSPADEoVf883YBEeYIVZdvbihBy6FQFMByWeEERZ3gSuCeFW4cq3O9k7aU+r/4i2/+XOkYkJUyiOsNVUvfKBMvGniIQ1EAKOPTvlaPhr8TIaiRhm7zveu3r5K0HR8Ql60lNuo6rjXPUtH1CsseaS9mHy/r4+oaybMSkwW3AxiSdRGfJ+N9ja93dDN2/BqDBaK4Y6P2740M12bPbfbUERSw0B5JWzqWxWpHCYVJ2w9+8IN4z3veg3vuuQcvf/nLoSgKbr75ZnzpS1/C//7f/7vvF3jNNdfgmmuuSf27oij48Ic/jA9/+MOpx1SrVVx77bW49tprU4/ZvHkzvvzlL6/lUkukgXqAGidtMxZB0ijOEAnCuMJGr2YrTjY6iOtHkoeofp5kEEdQOmeQtvE+pGjZxAo/l9Fg7x3GQsG1Wf/SqyVpu55w2qxdKWr2fffs0I+tyBhI3Fjgq8o2KzSmtNUqgJPjudMYaSubTyiBRRTM1gwsthw4HoWp6uOhhBwEXCuqtD2e9PHPBU7a8sW3MkYKUxnEtpQVHBbV3WlQu4yxo4RV4fkTl90DNUNJrHUJqIhK2zyBlxLDh+cygmmjZky1TgC1zez32hxgLbPvHFdBcsTnI4D16Y16f0r0H06biQ7iUBQ5gcqJWTWWHq2ZawsWEIedUzfLtfSoQhxXxPUZwBTbABu/Ru35ZSltMwMNIdn7o8eOY8uUiefv3Nj1n/qNwqTtr//6r2Pnzp345Cc/iX/9138FwOwF/uVf/gVvfvObu7y7xEQibi/QTbExavYICaXthBNKxGUDdDfyvcRg4ImkuZysAiCfVLOIFd6/NIOlag2jjbsdpvQ1avnIuxL9AX/WtU3Z9504zLMSKDYeJ0hbP9U6PrYaOcdWMZCmGez/8Sg+JXA8YKbKSFvL9UrSVuuHPQInbQXSHBjf+yquT1QDAGVK7jiB2U1pC/j2Gyn2NKMGkRDgc3oWumU7caWtNuGZSOME4rK5dqMG39vzQN33Z6/OsZ+dJaCxRX48kQRm1pqmXmKy4LT9ui0SyPaxXJmoGYA4dWgpwei88LiN3YTb+Y0y7Gb4e2cZmBIKmPJnX5kePaWtzOaAZ8x1U9pCgesRvP1vb8fPPGcrvvzfLhnUVW5IFCZtAeDnfu7n8HM/93P9vpYSGxV9s0cYUtphfEPDlSSTKvUnvlKhtEcYDogj3H/JYiwgbdnm4x9ufQpXnrsDJ3WzR/Df51AFxrA8ZT1LUNqO2EJlI4MvEM2pLkpbJyRmCpG2cUWtyZ51nAgzGqx989S+zPNxok1IyxLfQwlsAszU2N87DsG0OsGetp6otJ3rniqchsAzm9sjjLmnbVy1DfgqpVjBMZnfZRzjpLQVkYeQ7mZ74Dmlp+24YcPbI5wA6j5Ba9TYvNVZzCBt3eS8o6Z4ppcoIYPTltsjAPI9Ew8IxK2bsvzV84ArbcuMyNGFSMpbMdKWt4tKlzX5MEAl9gj8/13tEVQ8foyR1c/dMZ1+bAkpChcie+c734kbbrgBNPA1K1GiC+Jphd0UG7IBYdQKkQGTuzHxHEFpWy4G1h0RpXN3e4Q/+I8H8Zc3Ps7+n0EouC7rk3/wjYeHV5yEq7WMaqm0XU8QIarfjZhR9eLEjCzw5drJdFSu4hUVCDIk1JFIzimUwCEUdVOHqgAdxyfdxpVcXCv6VYgsYY+gdB1bRhoRewSe4peSwZBViAzons0wqsiltO2SWeNZYRHJSV0bjRuI49sjbNB1XGs+tEdQFGaRkBWskhYiW6PiscRkwWmFe8Q4ZGMoL9IaFwCttY6L54s7yvF4dMHX3YYkcOb5dmVGYwRJW8laSFHS60tE3qfAdtke1XLHcK00ZBQmbU+cOIE3vOENOPXUU/HBD34QP/7xjwdxXSU2EhL2CL0qbUfEHoEXcxm1gXS9EHjaDrE43CSDq6K0ivz+c9JA6EOqgq6EwmKTteejTXd4Sle34ytta6XSdj3h2b7/WRd7AsKVtmYx38q4kk9U2opp6Fyhwv280iDaI6QpPYkHy1NQ0VVUdI0tEMtCZOz32tza7RHE9DhljMnwiNI2I8Uvvg6QQVHH8z7E7UtkyOrzlPqefGaZjjtOIB4LlG1U0rY9D9Q3h/+vzgHthfTj4xkhQFmIrEQxpBUiA+R7Xy8lYNaNAOuGQGlbFiIbWQTErGTO5Fltoyhg8cnXBLpmJTBBnu0x0rbtlKRtURQmbb/xjW/g8OHD+MM//EPs3bsXF198Mc4991x89KMfxVNPPTWASywx9pCRnl1J2z5HHdcCWSEyYHI3Jt2UniUGC0r8+58SyOBKW6HPKYrSVWXYtti5Vm06PE9Z1/Y3/qU6IMDnXgUcfXiwn5HX/4zbFnClbF7EFUz8+XKVCYfqByO6WXNQGp4vzUuLElZ8TFNRNVR0HL/f0C6eo397JXDskXzfa5wQL0S2ZqWtMCeq+vh4ucYhrjeyKiDTHBYC42aPwJ9lbqVtSp8nLgAaKm3LQmTjAc9hSi5KxlMh3g12i9k/cNQ2MXuENMj6eFqhyxIlZHBa8kJkQIo9gsSSgx9L3HCMLopgTVcWIhtZBAIoCbEeFJIbUn2RLMiyoYHuY6W/9uZK27a9AeecAaMwaQsAc3Nz+LVf+zV8//vfx9NPP413vvOd+Md//Ec85znP6ff1ldgIoF6UhO3mT5tWiGxY0e4E6WwAUEZvIF0vBJ62ZSGyoYC4TJ3Y1R5BASFswacqCtuMZBAKrQ4713wrRWl7218Be7/Uj2+QjkBpW5K2AQ7+GHjw/x3sZ3i2QMZmEKZer0rbGCmkmez5yqp1m/Xu9giiT3qGPYLlAaauompwpW0XRajTBvbfAey7Ld/3Gid4dqi0rc4CTrO38VsYXwKMs+1ExB4hpS0BjJTuZo8wToXIgHCMlSkM48gK1PDz6LwQWTl2jwWIG1rSbMRnxi07OGpzXZS2aYXISnKhRE44nfRCZLokO4448iyHrKyPPCDcxq5ggL3E+iEQQZgpSlvdV9qOWtZhCmmrdbNHYHWAHF9p2ypJ28LoibTlcBwHd911F26//XY89dRT2LFjR7+uq8RGgjQ1tqg9wjA9bWPXryiMWJpUlWngaVsWIhsKAnsEU74YE5ThTZst+Jg9Qjah0LEduFTFQstm7VtU2noOcN3vAv/5e/38Jkl4NltklildDPx59ZzKnvdzeFS/m9LWDlX2RTYC8fRrvSrYI8Q2LEa9oD2CRB1JKQAKm4Skbcch3dP4uaK5Opvra40V4qQt0GO7kih/xk1hKkL03Fc1AEq60nYjFCITA+Y88JyHtM2a7/nrpafteIF72gIbc74VswsAprTN8rSNZ34Aa09TLzFZcFrZhcjiY2NalkNWALEbKI0G4svMh9FEQKxLRBBcIDGSStsUe4SuQi5G9nLStlTaFkdPpO2NN96Id73rXdixYwd++Zd/GdPT0/jmN7+JZ555pt/XV2IjIFGIrAfSdpgpSjJiYZJTToKUjtIeYSjg5IGeobT1Nx5Ni02KCidtMwiFtmWDQMVCywE1Yt6mzePs50kv6te3kMPt+BXIJZHnSYTjK04HTdp6rr9ArOTztNV78LSVFSKTVa3PRdqKRJvqe4k60b8DsDwFpqaioqt+IbIunractO2m9B1H8E0AIFRS76FdyewRNoqnLZBO0sjaahzjUIhM7LeB0jaPp21GIC1Q2vqkLfWys6lKjAaIF6Zyb8SsKZ65w9HN05bGPNaBsnZDiWKItzkRqZ62EnuEIBjdQ9vjc1CwpivX0iMJrrSVqaEDIUUOu7D1BiWI1DTg6JZl478vUNo65RqhKLqE1pM49dRTceLECbzuda/D3/zN3+CNb3wjqtWUAapECSCpVO22CBo5pS1JbtYmOeUk4mlbLmbXHaLSVlrlPExdWbXYpGi5fhvOeF5t2wZRVHiEwlUrMETyzlpmPwdNHrq+ylcr1QEAgI5/37M2mv2AZ/upWLV8nrZFU6DjpC1XFsjUi2adeRF2O1+EaIulsHLvLN8eoWJorA90I9WsFfZzo5K2uhn+vzqb7e+YBpk9QjfLo1FGvC2lfRcZoRPHOBQiE/ttoLTN42mbpbS12PyiaqGy0bPYmFJidEFcgbTdgPMt98jnqM0Bi/vSj5cWIpvg4pUlisNpdylEFrdH6Ka07aHtcaK3FNeMNrgASibA4fYIo5jVK+NogO7Zt/7e1HZZ4L+0RyiOXCuq++67D+eddx5UVcUf/MEf4Bd+4RewadOmQV9biY2CuBdc147Njnc9AlVRoKrKcAnCeIVzYLInwsDT1uhOrpToP7oVIhOU4U2ftG3ZXljYIAUdywZVNOiqAhsmDDG6y8nD1om+fQ0p3I5fiKxg+v1GBSfLW8cH+zliVD9LaSsWIisy/sWLbQSFyGT2CI18SttIAbNYJkagtKXMHoErbfUupC3/TvZqji81ZiAOoApFeXouRsbtEURP2zGusJ5Q2qaMk7mUtuNgjyBYGUSUtjk8bVOVtnZI1nIPUdeKFoEqMXrg6nt1g1pdxVWPtU3AoXvTjy8LkZVYK5wWU3TLIC1E5siDW4GnbQ9tj7dXTS+VtqMMTszKsli4ndUoZh2mFSKTeTZH3sdsFRyXwNTV0h6hB+SyR7jgggtw/DjbNH784x8HGadCCyWGD6k9QjezahXP+b3v4CPfesh/zxBTlGQLuaLpwRsJgaftBBPXwwRPZU0rBiWQEJy0bdteUo0YQ8dyQBUV01UdNmL2H50l9v7m8d6r2eaBVyptI+Bk+aDTowL/rJiXcRyc3NUKLiTjBcf42CEji4xaMU9bIFkAgStt45623QpmbWTSlhPuHNXZbH/HNMjsEbQxJjbiGxBVk2+U83jaKtoY2CPYABSmaC/kaZsRSPOs0HqDk7eTah81TiCeoMYb0/6bBdeS2CMsph8vCyJ2CXaXKBGB0wnV63HI9kxpATPeDnvpl7y9qj1kRZVYP3h2qLSVeh2PqFI6U2mb1dZCT9vZmlEqbXtALtJ2bm4OTz75JADgqaeeKknbEsWQ2GDnU9oCwH37F/33DHHgki7kukSUNjIik8mE3oNhgqfzptojkIQ9Qst208kIHx2bKW0bFR2WEiNtrSVg81ns/Vz9OQi4HcGHa8QWKsPAeqXrB6lYA1TaJjxtLbn1TC57hFggMK6OFDxtK76nreV6OUhbv39sVHsEkbStTPdGTsvsEcZeaRu3b5LZI9CcStsRXx9zVaxeQzFP24w1mKi0VTXW10uiYPQRFMLZoEpbMZgAMHuELKshmZp+nMe2EusPp9WFtI3bI3hyT1tF6b3tBUpbY7IFRqMOnoEmE6lkqXCHjdRCZF2u1fe0tX3StlTaFkcue4Sf//mfx+WXX46TTjoJiqLg4osvhqbJF3hPPPFEXy+wxAZAwjMuTyEyNiBsqvsLrlFT2sqqgE4KAqXnBl3ojzq44iutHwlBkrbDJsUmt0fI6EMdmyltpyo6LJhRxWVnGZg9BZh/HGjNh9Xn+w2ujElTEU8arCUAyjoobXkqVhVwj2Ucxz1tCypt44GvYHGnpNgjdCFNpfYIAtHmqx0tl2JLRGnbxZ9wIyttuUqaw2yskZzeIJ628Q1Ipj1CVOfQcTw8//93Hb7/26/CGVsb41OITKtEAzS5SduUPs/PyaFXJ3d9NE7gVlcbNUgaV9rWtwDt+fTjUwuRjenYVmL94XZT2krIubQsh17bXuBp63uibsS+vRHgOYLSNsUeYRT32WlK227zCAWgKLBdgpmqDtsjcD0CXculHy2BnKTt5z73ObzlLW/BY489hve85z1417vehenp6UFfW4mNgnhaYVd7BAKHsk3UbN3fZGpDjHbLlLb6BKdvRwqRjdhkMgkQC5ER11cdCpOeMKE6HktlDu0R0heAtu0Aiobpqo4OTMAVCB1rmRG1efxG1wLXCiuQlwtNRpZP7xy88jMoiFDtrrTl3rdFxr/4GKr7Sm7VkJC2te4kNfWShbAk9gidwB7B97RV9WwlZEDaToDS1mz0qLSV2COo+viq0eKZQJn2CNHNxfUPHQEAPHxomZG241KITDejxGquQmQZ6zZ+To5JXh+NEza61ZXbCRXgANDYyiye4msmDmkhMq20+hBBKfDpFwD/35uB+uZhX83owWmxLAYZ0uwR0go2rkVpq+psjVQKIEYXRFTTptgjjOpeqKdCZMS3R6CYqrK1qONR6F3ixSVC5C7tevXVVwMA9u7di/e+971S0vaee+7p24WV2ECQph9md+wVi6lVpit+Ex3molKWwjvR9gg+AaMOUf08yQgKkfmbZM8G1Gr07/6E6vlWNm1OWGUQCq7nBPYILWLElLZLQGUmX+p6r6CULVz0SrnQ5HDaQH0r0MxQv/YDnh3aHmRtUInvfasVXEgm7BF89YehSuwRGt3bWNwnPd62uT2CS2FqKiq6hk4uewQbMKcBawMqbblvMUee+yyDzB5hmJkwa0VcNZL2XSSp0w8eZIXcHj26itcD41OILKG0zeFpm1UQhZ+To/RRHA/w5z6Kaq5+gAeBORrbWP/sLMoJR2khsjEe2waB9gKwfAA49ghw+qXDvprRg9POUNpK2hLJUtr26BXPCT+gWCGy9iLwp6dj8b2PY27T1uKfW6IYRBFEQmnLCd0R3Auletp2s3KgABQ4HkHDZOOs7RLUzJK1zYvCmuQvfvGLEcJ2aWkJf/mXf4kLL7wQF110UV8vrsQGQdx/UDOzo4eUYNnyC8n4SsGh+qemFSeY1E0JH7A36kJ/1CHaUwCSyH3Y31xCYeoqXI90XQASzwvsEdpUB1xB7dhZBqozvgpyQCpEsap5WfGWgbjsvhN3sNF20fYga5z1bD+dtmAQjbixwJ2/EJWNrUa9exuLp6rHK3z7alDLU2DqGqqGCiuvPUJ90wa2RxA2hz3bI/BChDksBcYB8Q1IWsFGSSGyhaYNQ1Pw6FG/vYxDIbKI0tYnbeOFAmXoprQVVdzl+D0eCOoTbFARQpy0NRtMBdk8Lj8+tRBZSp+2m4y8nCTwAPKg1oHjjsKFyFI8bYHe51WeWg8U8kS1mosAgL/69z3FP7NEcRBXsECI22bYo12IDDJP226CvLAQWcMX5NneiNcAGDH0bCTxve99D7/4i7+Ik046Cddeey127dqFu+66q5/XVmKjIFGIrLs9Aq91Z/menCzaPaxCZBK/t6KFeDYSuBphFCeTSQAnrPhmJN6XIkpbiorO0lG6LQCJ5wX2CE0SC0o4LcCcYvYIg1LacgJBr4ym+f4wQBymcAYGa0vB/U6zovqUCovMgs8nTgpxZYFM4WfUcihtvWT2RkRpy+aNjkt9ewSNFSJTchQiq84O3kN4GIjbI+TxDpZBZo+wkZS2aVYPEqXtfNPB83fO4NiKP3aNQyGyiNK2aCGyDKWtSI6VpO14gDhCfYIN+LzinrYAU9umZa5IC5FlWL/84M+B//PStV/nOGH1qP9zwNk/44qihcg8J33s7XVe5SpNILSiyoHlZZY5cgo5VPwzSxRHVrExvtYeRXuEtEJk3eZ9SgCFEbV1X13rlKRtIeS2RwCA/fv340tf+hL+7u/+Ds1mE29961vhOA6+9rWv4dxzzx3UNZYYd0jTD7PtETw/itNxvXzvGSTSCpFNKqnElZzDVD9PMsRCZECyHQpBEo9Q1AwNLiHZmw8AxHNBFRUNU8eqZwBEIK64N5xZHxx5yBcmejU7FXeS4PlKW4Dd99rcgD7HCe0R0vo0f1012LFFiM04Ocs9vGRjq9nI4WlL89kjeAhI27AQWRdP28pMdoXxcQVPxePoVWkrs0cYa0/beCZQSkaCJMAw37Rw5tbGeCltuVWJqLTN7WmbsuZxraj1RulpO/oIgnAjqubqB9xOtF0Cvq9tCuEoUdNnEmeVKfZz9SgwtX1t1zouaB6N/iwRhdth2UIy6GZybcP7oAy9zquiPUIBKyu7tQIA2Nx5uvhnligOLpaQFiIbZXsEmmKP0I0T8JW2vm2Zqamw3ZK0LYLcSttdu3bh3HPPxUMPPYRrr70WBw8exLXXXjvIayuxUZCoHN5lgUgpPMqapuUQ4T1DSr+UpkxNsJKER9kmmbgeJrgaRNXYxBmf0AUPZo9QVA2NKW01PbMPEb+dT1V1rHp6NDrvdFhaoVEfXJEm/nmaIY88TyJEZesg1Z+BPUKG7QvfPATkbpFCZG608Asn5eOvA32yRwjtdUxNQUUXCpF19bSd2piFZ4isEFmf7BHGWWlLZPYIkjYis0doOThjawPLbR7QGANPW+oXYUoobbt52mZs/r1YGrrWxRu7xPDBgwtBIbKc/bezBHx4dnAZN/0CIWzMkyltWwXsEbKIM04IH/zx2q51nMAVtqslaSuF00q2OQ5NIkbI9LRdi9JW8LTNuVaz2yz4OGWn9I8S/UWw7pY8o4g9woitrVI9bbsQzL6tguMRGLoKQ1NKpW1B5FbaXn/99XjPe96DX//1X8fZZ589yGsqsdHQgz0C3/aMhtJWUoistEcYzclkEsALkQHyZyCkrriEomqoWGiRHPYIzHd0qqJj1dMAImy63Q5gVH0V5IA2a57NFrs8IDCpQRERnGgzB0iWA6EHmmzxKB4DhIvMQoXIZErbtdgjSIpbSpS2NlGgqyoqhgbLJTkKkTlAZXr00tH6gbg9Qs+FyLg9wkb1tE0h9iXE5nzTxplb61HSdtTvQ2CvIypt83jaZqzBPCdaiKy0Rxh98HYaKL3yFivysxCWDwJbnzOYa+sH+DyWIG23pnvaphUiy/K0BZjn/6SAq5QHXRx1XOG005W2svX6IDxtRSJYr7BzEJIMkMfgdpjSVvPKgNu6wPOfkywgyov+juJcmmaPkEOQB4Wpaw1NhamrpadtQeRW2v7whz/EysoKLr74YlxyySX47Gc/i2PHykG7RA7EfaLy2CNQ3x4hUNr67+EbxvUE8ZKT3SSrTImQnj+p92CYEP0HpV5IoVqEedpqcD2awx6B9dOaqTF7BDdG2urVwStt+cZ/koMiIniam1EfrNI2KEiTEYjhKm3N9AuRFVXaip62PknQsz2CJ0nPFzY3PjHlEQJNU1ANlLbdSFvbJ2034KZFao/QQ8E1mT1Cr1WuRwHxDUiqPUK0DbsewVLbwRlbGlixXHiEphO+RfFv7wRa82s/jwy8z8WVtjLljIis7Ade3IxjFDeaJaIgQqChyFqOz//LBwZzXf1C4JFfwB5BmlWXMbbx8XOSinI5LTZ+DDKIPK7wHNbuKtPyv8v2jZmetj3Oq2KAlq+pc6zX3A57pnpJ2q4PuChDplD1XN8eYYjcRypS7BFkNg+Rt7G1luMRmJoCo7RHKIzcpO2ll16Kz3/+8zh06BDe/e5346tf/SpOOeUUEEKwZ88erKysDPI6S4wz4p5xPHqY5i0YIW250tYEQIfjFyf1tJ3gTQlXJk0ycT1MiEEQ2TOIFSKrGirztNWMLvYIjAyuGRpW4vYInLQdqKdtJ0yxneT+JcLziaI8lgFr+hybLRCzFFfBJr8HpW1CGVth46prS5S2Oe0R4p62cXsERYXrURgq97Tl9ggZc4hrsQ3XRhzXiFCcBFiDap4iUTlYNcbb0zaPPUKsza102DGnb2kAAFPbqtljbC44HeDBfwceu2Ft50kD/x6i0jauwpYhi9jzrJjStlqO36OOQGlb0B7B8vd6S/sHc139Ap+fxHYJ+IXIMuwRpErbNNLWHz8nicB0Oxu3WOdawRXXvA5BHLIxNNPTtsd5VfS05UGLHIHoQGlLyrF7XeD5z0kW5AzsESpg3McIZfBk2iNkkbZsfLU9AlNXYWh+kewSuZGbtOWo1+v4r//1v+Lmm2/G/fffjw9+8IP4+Mc/ju3bt+NNb3rTIK6xxLgjsWH3J5G0yUggbS0ehen2nkFCFn3XJ9gaoLRHGC6ooPxOtUdgf3cFT1vaRQVGPXbemqExT1txUe6IStsBFiLjpC1Xco5UdHkIIH603aitg6et2UVpa/teymoflLb+c3ZaybE1T9q+1B5BQtoSCk1lnrbMHkHP9hwN7BE2oNKEP2MOowFYvShtJSqLLgGhkUa8LaVlJMQsBJY7DgxNwaa6AUNTsNzxSfG1rlG4CnD18NrOkwb+/CJK25gKW4ZAHS8Zk107qmgcxeIpJaJIeNrmDFTxMWPUlbaiB7uIehd7hHgQUc2oBcDJ2lH39+0nXJuRthtxjlwrrCWfhMvwtE3YI3TztO1hXvWEAC0PWuQIshOLtWeDlM92XcAD6VIyn9sjcNJ9hObTVNI2o5AxEBQxdzxmj1DR1dLTtiAKk7Yinve85+ETn/gE9u/fj3/+53/u1zWV2GggsVRWvohKWyRSAtffF4RK2y7vGSSkStsJ3pT4A29pjzAkiOSBzPs1UoiMoGr4vytaJqFASWiPsOxKlLZGdbCKz7jSFiiDAnxBP2jlWsQeIc3TVlCEFFVCi5YeQJS0jY+teQhqqQ+pQMb6xJTrERiaElPa5rBH8Oz0TJBxRdwewaj2tvGW+Zn1WuV6FBBvS2kb5VgbXum4mK4aUBQFM1UDS4HStk+k7bFH1naeNAT2CKLS1o2qsGXIynYqlbbjh4C01YqtZy1fTbgyoKBCv0A8AEpyrGps62KPIAlIpY1tfC3Ui83MuMKzgNrc4DKuxhmdZaaylfl9AinkXJanbY/zqhiEC/bO3fs3tVuwqQajVNquD/iaTKq0dUPrBGC09tpUkm0F+GunrEJkbO3heBS6ppb2CD1gTaQth6Zp+Nmf/Vl84xvf6MfpSmw0xO0RgkEoZTIiHjyqYKqih562fAIaBokj9bkqmB68kVDaIwwXojJMtgiMKW0rOvudINsfi/jtvGZoWHa1KHEm2iMMSlXi2YKnLR8jJnzxSDLSp/oJz2b9OctLmKdrAcU9h+NjaEDK28mxNU9gIGG5I7NH0AKlLSNtCxQi49c2zogrIrl/Gode61EtJVmw91rlehQQL5SasxDZcsfBdJX9v1HR0bS8ZEG8XsBVgCuHso8jBFg5Uvz8nJgSiVVJkbUEtIwxWcySAEpP23EAzzhQtGL9l9sjjHp6vEw1C2R72koLkWUE+uwmUJ2bLALTtfzvXKoxE+gsAZUUawRAvl7P9LTtcV4Vs2oUxR/rc6xn7FUsKbMwaTl2rwsinrbxduFbh4lr5VGBLNsK6L4v8NceLqEwVAWGrpSFyAqiL6RtiRKZiC+EukWOfHuERkWD5Y6C0pYkF3L6BKtM+Sa3tEcYDkQCTJekowikLfHtEQDAVbRMP09KPCgqU9ouOX4aOVeciYXIBpUWJ1PaTmpghIN72uo9qiJzf46weEy75yLppxWoNg4kSSFNDxd9MnsE4mY/e+Il1ZHixtofo1xCgzQsy/XnIeKm225wpS0w3umfrg380RzwyHXha3HfUr3CvmNRCxJKJUrbcfa0pRLSVvJdYuuY5baLmSq7n1VDRcf1eq/2LYITSu3F7OOe/D7wyecC+24vdn4+P/DnD+SzR8hat3lW1HpDPHeJ0QRxASiMwC9UiMxXlbojTtrKxBYAMLUDaM9nFBuMCzQyiDO7CUxtnyxPW4/bI4z48x8GrOV0P1tALnTJCpj1Oq+K9giAn7aeY71mt7CizcKkE77uXi94YoZbij2CqgFQRisImuVpm1mIjK2hPEKgqgpMrbRHKIqStC0xeMQ32HwQSlsIUeqTtjqsQGmrsQ3T0JS28ZSpSbZH8BfDpdJ2OCBudiEyob26hKLG7RFod3sExVfaLjn++fnCnHva6tXBKWycDkuNB0LydlL7GAf3vBq40tZJXzyKx2hrUdrGNiacmE/YI9TZzyy1rVQdKStERgKlreWQ8BpoykLRswFzKvx9XPHIt9nPow+Fr4nFSQDW1yjpbU7dcJ62eewRom14RVDaVnTevvqwRmkeA2qbgc5i9nGrR9nPQ/cUO3/EHsEfU0TrkzToGYE0mdJ2nPvPJEBsz7LgbxrGRWkrKyoGMKUtlLD/RN5DkvNUViDGbgGNCSNt3Y5vj1AGZRLoLBdX2mYVIut1Xo0H4bIKzApQ3BZa+hyqmPB193ohKAAsydzlc7KiFBuf1wMyiyzAJ20zxgWfO/AIha4qpT1CDyhJ2xKDB41FvBUlmxygBC5VUDdZlUHKlUDDUnamedpOqgowsEcw2eJg0otFrTcShcjS7RE8QlE1/N+VbHsE6k+oVUPDIidt+cI88LTtNaU6B0SlLQ/SjFJ0eRiI2CMMcJMkpmlRL8W3Uki5K6q0lY2h3AIjvknmpG3WRjhhjxDb3PiLSqa0VQQlpP9ZaYpzz2FKXyjjrRQ8+hP288Tj4WvcAoMjIOEKfk9KkLBH2Eietpn2CILStuMKpK2v5M7yv8wLaxnYdHp3pW17IfozL3jQVTdjStsu9gj873mUtlqptB15iEpUmTd+GqwVoDI7XEuAfbcBn3x+9jFp9giaAdS3AKsSaxGpPUJGIMZeBaa2TRhp6yttR520HwasZXZv0iAtRJaltO1xXo1n1eSsQUBdG645jQpsuKUCcvDIqiXB7RGA/Erp9UIaaWvUs8cFP2vZ823LzLIQWWGUpG2JwYPSlEJeaUpbZo9QN9iA5XgiaTsEolTqaTvp9ghauElbazpoiWKIFCJLI219SwQ/PVxRABf57RE6VAeFwpS2nsOeuV4dLHnodpjPJseoRZeHgYg9wjp52vL/y47JandZkKadCgS9CFVli78s7+SEPUKMaPNJXeZpq6JqsOIHHp+H0sYsz/Yr9o65Z/n848C25wPHhWJWXoyY432taLuS2SOMtactiWbSpG2UY5vrlY4j2CNwpW0fFMeuBUztZErbrIAoJ2tb88XOH9gjiErb2CZfBkXxN48ypa1VetqOG2iXdUQarBVGVA6TtLvvX3N4PrvJDDmOqR0pStu0QmQpfdrtMAJ4kjxtPau0R0hDN6WtzFYvi7TtdV6Nn1PPmRnq2SDmDGqw0CkVkIMH38vJ5suIHdmoZbWmFCIzu9Sj8NslrzVhaCpsrxR9FUFJ2pYYPNIWQl2UtjWTbbADo+pulQkHBalKbILT/wgJ7RGAyb0PwwClAIQgiJS0DQktwtNQVBUe8tgj6Kibvn0J39RzklavMqJnUGlxTju68Z9kCxIO4obpU4O8F57L7jfv0zLChQhK26KkjGxjolfZT5k3ltlIr8gd7wNAkmjzSV3XI9BVJSjG1+Exi1TS1hJI2zFWCs4/AZx+WVioihA2LkTUkAbAAzOFIClC0Q8v12FB5o8s9buMBm9XOi6mfdI2VNpmFC3KC7cDTO9g58kigwKlbS+krVbc0xZIJ/d4sIOjJG1HHxGbpQIBUs/2C1ENkbTjKtmsoIbMkodjegewejj5ulRpmzG2EZfdi7S5aiPC9Z+/Z2eKACYSy/uB2VPS/55aiCzL07aH+USqtO2+T6OeA7U6jarioGOPaRB2nMADZ7JgKF+TA6MnIkgLNHRT2vprKL4vNUt7hMIoSdsSg0fcfxDorrQlQKPik7a8Uw9r4JL6MRZMD95IEO0RgJK0XU/wRbIqkrbxQmQhqcKVhoamwEG236JCPaiqhqrOzk25f60jkLZGdXAKC9cKPW2B0VuoDAM8bXk9lLbdKtWKvpfcGiUvSMzOABDsESS+g2YjPeWU+9FGUtpjRBuloIoKQgFdU4JifJbnqwNSSVv/O+rV8Q4YLDwNnPzi0BeVPytxI6covt1JUaWtxB5By7ZeGWkk7BEMORkR26i0bDdYo1QMFZZL+lOQze0AjW3s9yyLhPYCMHd6j/YIcaWtGy1ck4Y0b8SE0nbA41WJtSNuj5B3Hec5rFjjMNWlKz7h2o0gkHnaAhlK24KFyDyHFZ7KygrZaPAs5mkLlBYJccw/CWw6I/3vUnsEL8PTtsd5NeFpmy/oTz0Hao3ZO1jtCbL8GBb4eCObVyOZbUMSrKVBtp4H/HV7xlgoFAhWFQVGaY9QGCVpW2LwENK1A2R62npwoaDm2yNESdshqJ9Ke4QoOAkfkLZjulkfR3CySSxEFp/sBb9P5h0E6Jrq2yPIySpKaWCPoPrKRMJ9CQOlbWWwSls3rrQdMR+nYWBdPW0FpW2qmk4gbYsQ6lkpgNzDNvJaI50UiAcuAD+FVSDaBCJOV1VBaauEf5dBVD6MK+nkuUDrBLDtHOaxR7xwjE6onSvFN94ye4R+kJXDQoK0TclIiAVv27YXBAOquoaO4/99rfOha7E+UZnJLkbWXgA2n9WDPYI/f0eUthn9U0RasN2zw4BPcNyY9p9JgUhQFnlexGVE5TALUfF2ay2nHxOvpSFiarvc01ZaiCzDV5S4rHDluM4VvcDthL6t45yNMggsPN2FtJWs14mT3k573WfGC0vmzXzwHCj+s3WsCQpEDAt83pUpbSP2CCOW2ZvmF250s0cQCpFpChMTlUrbQihJ2xKDh5T07GKPQFSYugpVQRiJGZZ6Q6YUnmh7BK+0RxgWqExpG5/sPanS1oWaSto6HoUGAkVj562ZGjzNV9q6Hdb3eBXTgXnaWjFP2wlWs3NEPG0HuEESK9WmZRGI6g2ZN1sWZAom/n5zKnl8pj0CV9qK9ggxoo0S0IC0VaAoLBDR6aa0Ja5AaI1p22sdB0CBrc9h/+8shfdaTGEHepxTN5qnLc1pjxBtwy3b861kBKVtlv9lXvDxtjrXXWm75dnFlbaBPYLw7HPbI6QoflwrVM4DpdJ2HEAFglIvUOSXuMNX2vI5oLOUfoxs38ExtaNAITI93aea34tJIi9dO/RtLZW2ITyH2SMUVtq66WNvr8W344Ul82aGEhdadRoA4Jak7eDBSVup0la0RxixwueitY4Io5autBVszTxfaVvR1dD+skQulKRticEj1R4hZRAizNNW96sLWqLSdhjqjTSl7aRuSrgySVH8tOQRmkw2OuIqQ1mxLqGyJ/cO0lUVDk1XgTkegQoC1V/o1QwNRBWUttx/1KgNboOS8LSd4MAIB/e0HfR4kygyJlPTCZ623B6B5FxwyTbD/DPEZ85hZhQi44ELkThM2CN44MsbXWPHVXQVVjdP26zCEOOC1aNMCVWdY/elvZB+r/Ue7E5k9ghqH7xch4V4JlCaj2CsDbcdDzVfaVvpt9JWrwC12WylbWcZmD01m7iSga9nxABcXJmVhrQx2bOiSttx7j+TgoinbYEgnOcAldnhEnb8WjNJ2xRiAWCk7YpMaZsiMEm103EmT2nrWULWVUnaBlg9woipqZ3pxxT1tO21AJXMYzzH3lkhDoxKDTZ0uFb5bAcOvt6UradF4n3UMlfSAmJmg113Wk0AIFTaqqpfiCy5h/iNf9qLz//giT5f9MZASdqWGDwoTS6eshR7lMD1vQgjRtVDVdrK7BHGVFm0Voj3Y5LvwzAQEFYZXnQCCeESwqp06gocmqW0JUxp60/ENUODy+0RHIG05T63WQVAekXC03aCAyMcEU/bdbBHANIXiJ4T+l5ygiZvSrws/Zq327hqE2Ab4W6etl3sEahgjwAAVUNjFZGVFJsQQgDQkNAapUVyETSPMlJCUYDaJqbW5N9FVgyusKdtF6Utpczbb1wQDyqnEdCxNty2vaBY6sCUtlmklNMG6lt7sLfwUpS2Oe0RZIoftyxENnYQCwQXsbshvo+rZw2vEBW/1k6v9ghZStt4kcUUewRK2fGVqclT2mqVwdY3GDXkCU6vHGFe5Fne4GmZcametj0KF+JBuJyFyBTiomJWYMOEa0/Isx0mePaObD0dsSMrUChyPSDLnANCqzPZ2l3Yu3qUsn2ppsJxk3vJ3fcfxr/c9UwfL3jjoCRtSwwesqiMkeGNST04hCtttTASo5lD8rRNKaIzrpv6taLXAhYl1g4SI6xki0Bh48E8bRUYaranre0RaKBQfXuEqqHBVSusj7odtkAHfPKWDmYBIfW0nfC25YmetoNU2gr+WTL1NhBVbxS1RpEVc8xqQ1neWJwoyPIhpQTUJxa50rZqaOg4fkqwjGwIrEfG3NN29SjQ2M5+r80BHV9pq1WSZKtR7UEtRSXEhuBpe/ffA3/x4h4ufEiIe9qmFX+Je9rGlLaWwwuRrZW0tX2l7Vy2PYLTBBpb2biZV/EOhHYQoso6Xm08DWm2KFx9Fxw3xkGPSYEYhCistGUp1ENTWno2CzxkKdFl/rQcvBBZPPhcpBAZ7+fmFGvrgwhkjyJ4X89JBI49Hvh34CObuh+3eoS1qyxoJltniOuPQXjaxoNwOferKnVRqZiwFROeNUGBiGFBLEQGRNecCXuEEZpPZXWKAKa0BeTzAh8vVQ2ux/alpq7C9qJrcY+wcfTMrY1+XvGGQUnalhg80jxhM5W2KjS/gEzU03YIE4lUaTvBhJLoATjJBdmGgUQhMhlpG5IQrk/a6poCG1qGPQKFKiht66YGR6mwTb3bCb1mOXk7CIWFI3wOMHoLlWGA+IqJQWcZiKSNrFgGvxbuvcYXk7nVWZLAXda4YTa6K23jKe1elLTlf9fV0B6h43rppK3Yt4ZV9LIfaB4HGlvY79wX1bWSfrZAj0pbiT2CSGzc+y/s57j0XcFOBkA68RojdNq2h7rJNsZh20ofY3PD7bD2V+1ij8CVtkAxf1GusOS+/JRm+yqKSJvvXSvMxgB8QmdM+8+kIJExlbcQmRd6mg7rGXsWC1hkFSLLtEfYztYw4vuDgLikEBlocs7g/Zx7so/LeLcWEI/dV70y3nNkETxzO/vZjZRfPQxM5yBtgegckTX2Fq0dwBEPwunVrms1xyPQqItKhSltvVJpO3iIhciA6LMWfeZHbZ8tE2EAoWpYth4R7BFIhtL2mXn23pNmq/EzlEBJ2pZYDxAZaZvhjUk8uJRVFjQ0RbBHGJL6SUwj4yhaPX0jQSThS3uE9UWeQmQ0VIZ7gqetS9OVto5LYKoUCve0NTXYihEqbbmKipOqg6gcLX4O4AdGJmAjlAWuwhi40tYWFohpvpVCupYuWWRmQVqILGPcyEPaiueLp7RTAgoFml+EDGBKWytQ2mZ7bo11endniZG1AEtjtpbZc9LTSNui6fUSewSZl6u1Uuy8w0JcaZtqjxANPLQdDzUztN6wHG6P0A9P2y6FyIjHxktOzhdRPIr2CPzz8iptM0lbUWkbCwZQKvcQLTE8iBtvvYBqkjiCompIxYo8hxHHWeuQLHuE6ixro6tHo8cDkkJkfr+Ijwm8n1c4aTsBBCbv01plctT0/Ds3j2cft5JHacszlERFZZanbY/ChXhhyRxBmablwoCLaqUGVzHhlX7FgwfPBtBkSltbsCMbNdI2xR4B8IuRZdsjuP6+1NSUUJTnY9Vi46xLJiRzoSBK0rbE4EFl9gLdPW0D+fwoetqW9gjs99IeYX0RTw2XemSRpD2CrsKmKlvMSRQDlk/a8vdVDQ02fKWt0wm9ZjWDHTMIpa3biXnaTkj6XRa4CmPgnrZCKlbaAlEkdlSNtYPc6iyJpy2VqF05skhbmT1C3EuUME9bTQ3JxaqhwnK99DFLSN8af9J2lv1uTgHWarIwCUdPc6rEHkEkKzmpPq6kbao9QrQNt2wPNSNU2lqul1R89wIevKrNpStt+Ya6OseuPc1KRAb+fTnJ6nYKetpK2kuCtI0d98DXgE8+N/81lhg8el3H8XlANnY88X3g2E/7epnya7BZQCprTswiFhSFqW1FX9t4kVcOTpzE+zU/fpKUtny+183JWZ+tHGY/l7p4bLaOM/V3FqRK2yxP2x7nE8+NeuvmUEWvWi4MeKhUKnBUE549AUGIYYOvKVTVXzuk2COMWuHzrICY2UhR2oZiC74vNXUVVoy05SSu5RSwfJoglKRticFDRnp29bRVfU9bv8AHMLx0aWlFWZNtfoZViGGYEDe5oxYB3OjgfYkr3WSLOok9gqEqsKnfhiVt1nI9RtoKhcgsxe9vogJWUQYXPEkobSc4MMLhuUIhsvXytE0ZZ724eiNncQRe4CstVVWGwvYIcqWtESFtNXQcL92zlwrpseOs8u4sMcIPYCowu5lO2ho9BAMoRcIeQTVYWwXCgM44kbYR1XaWPULM05YXItNV5pccL4jXC/IobfmmyGwARqOY0pavZ0SlrSyoIkNa34mP3fHxamm/f90lETAyEEnNInZfPJAY9/1e3Af8w5uBH36y/9cqglJ2rZVupK1k3yFiakdIyAGCEkzi1w0kFfS8H+hV9jmToLTlY7xmTo4FyrI/di0fyD7ObgLmdPYxAWkbT4NP87Tt0YZPprTtQrC3bA+G4kHRDLiKCVqO1YOHOAbHgyDiM0ybd4eFLOuZ6qx83SIWIiOiPUKUnOUKW9srSVsZStK2xOAhLeSVMeETprTVNRWmpoadd9Q8bYHRin6tFxJeaCM0mWx0xAMIsgispBCZrilwiD/cSwgJO1DaCqQtTEYGiJ62AOuHg0idSnjaToiSIwuBp+2AizB6dveiNCSWQp03YCMW+MoLo56eehss/hT83F/+CPfvX0qm51MCqmgRpW2EWEvz7AUET9sxHdsjSttpwF5NKiE59GpxIk1mj6AJlhPOGJG2XP2RsEdIIfX9NuwRCtslYSEyQxP8kvultN3EnqUMTou1U8300xELpKnz+VvV/ayJTrLaeBo0IxnM8Fx2zoinrRktzsT7JidvSwwfiXVcEaWtnhwjF55iPxf39fUypZ8PdFfaCv1VCl6MjCPItIi9J0hpT7FHWA/P+VEB/86qHnpib3RYq0krDRnsZjRTTAZV9dcqIjmX4Wnbqygm4WnbPQhtOQSGwlS/nmqCTgIhP2wkikFm2SOMyPgSL4Ydx8zJwMpB1m+aJ4T3hZkMEdI2rrR1udJ2AgVxOVCStiUGj3j6IZDtaUsJHBoqbZ1h2yNISWceMR2RgXQ9UdojDA9x9YiMNBf6G/O0VdnkyId7CalguQSGqLQ1NXTgE4VxFZWR0XfXAie26B2lhcqwEHjaDnjsK2qPAKSTn7JzA8nN8I7zgOmT5e8xp7LtERQVFMCP9y3iP+45kLRHoAQUrN1zVAzNt0dII6UFcnnsSds59rvZYOSp52TYIxTty2lKW07a+ucbB9KWSkhbzUgSNEBEFdP2NxSi0tZ2idzbtygCpW1GITK7xQIbigKYGQEOGXghUTFrIrc9goSo4WO02L70qp+J5N/HlYPs5+LT+a+zxGAhEgZFstgCy54YEbR6lD33ow92L9q0FvD2V5nJvuYsewQgvz0Cv0fxdRNXmynK5BTl8hwAimAhNAHf2WkB0ztZ8DPzuDYbi7shvmb3MrIcei1EFieCte4CiI7rwQALPLpqBaRU2g4eWb7iXqzw76isR7uJMGZOZoG7v/4Z4M/OYuSt+D5FjdgjxBW1jq+0tdxSaStDSdqWGDzEwlUcmZ62HhwPQSQmVNoOaZEgVdpKvIkmBVTwNCyVtuuLuJeQbFEXK0TG+5FF/PdJnpfleoy0VQTSlhpsISp62gKDU7xbq0BFSC8bZ+KsXxA3yINW2mrCAjGVtBWJmbz2CHyRF5sD/tsNwG/tlb/HbKRvkigBFA0LLfbZHe4lGiFtvaAQGUdV13ylbcp1B+SyOt7KKVFpW5li99Gz+kfayjzqRdLcabGg7LiStqmFyMKUwJbN/s6VtoH3fjx40At4kCzTHkEgCIwUD7k0iEFXPq4UKUQW3/zzfiIqbfVYJtKSn1rczReyxPpBFCMUWcdxgj8+J60eAU6/jI0/rfn+Xy8Hn5uqs9kZPzJbMxG1zUBbuE6Z7Q7gn0NJ9muRbBvn+aIIeOYPkIsI3BCwm8DUzu7zmdNiY3E3xIUuWdY0vZJ14noOyKW07TgedIRK24loz8NGRGkbbxfCenuU7BHEjDQZZk4Bbv8bABTYdCbw2J7wfX6QywsKkalw3GiAL1DauqXSVoaStC0xeMgWT1lpmZTApQp0TQ0VLPw9w1B1Ei9JOMiqPU4KIml1pdJ2XSGzR0gUIguDJNzTVlcVVoiM/z0GlhoV9bRtUyPpaQv0llLdDZSyRbFI2pZ+yWHa8qDHvoinbcpmLK7Gk6VKy5CmtDWq6coUs56e8u0ryQ8ssA374aUOa7cxewSiKBGlbdVQmadt2nXTmOphXFXenUVJIbI0pW0PwQBKkvYIotLW7TAVm7Vc+NLXHamkbXYhso5NgkwgAKjw4HKaH25eiFYDmYXIhKyEtGrNaRCD6IHSNiNFV4QsSMjbT2SOiJG2reNszZBm91Bi/ZGVmpsFcU4S54nVI8Dms5gly+rh9PevFXmVtjKxhYjaXDQokqa0BeS1A0h8zhyAZdSoIaLOHuM5Mi8oZWPr9I5QMZiGPPYIQHJdS5xo0TAABxbb/lqlR1GMzB6hy1614xBG2qoGyKT4FQ8bxBUEULEslog9Qs619nogTYTBMX0SC2C8+BeB51wB7L8rfJ8/trqEQFViojwfQSGyUmkrRUnalhg8ZErbrAIoxINNlWBTFJC22oB9HdMgW/wpyuSSSiKJPan3YFiIt0XZ/Y/YIzBywdBU2FxpKyEkbM+3R/DfVzM0tIjBNiJxT1uj2v8NCk/RrcyEr5VK23CTNEilLSE+YdlNaRsrZpW3SIZoO5AXWfYIvtLzwCIjdfcvtH2FY8zTFnFPW40tBNM2QqL1SLzIzjghorQVPW1lhcgyCoKmQWZ3xD1tKWUL9qnt46u0TbVHCD0y244XqGwBoGKorNqxtkZ7BN7HNZMpbd2O/Pk47VDVZdaLFyILSNselLYJ0tZiY0ckmMhJW//a7aafYlyAXC4xWNBYOyBu6FeYBR68i6/HV44wn9jpndECX/2Ga7HrNhvZ65Bu9gjVuWhQRCiUk4AsGEMmVGkrFkfa6MSe0wZA8ytt89ojuNlK21d98of42O6He99fJewRuitnmdKWBWTIOK9/xgmJwJn/rCmNPsNeC9INAmkiDI6zLgde/h7gkncDm88Mvc79DDlKKQgFdE2BoSkhv+OD2yPEXy/BUJK2JQYPv7NGkJWWSQlcwuwRkoXIhuFpm5K+MqmEpbhpL+0R1hcJpa1E6UxDm4NIITIK9txk9ggOgaGE6ZJVU0OTGIwwSChteyB6uoGnwkeUtiO0UBkWglTUKhuHZGRSPz4DiNkjSMbZeLGivH0/azPs49BSG1/bKxQpMupMTSi9XkY2HF+1UTM0NG1/cSsqyCkBAWv3HIHSNs0nLuEvNoabFtdmm8fA03bK97SNEe4cPSttVaxaLs743W+ze6r6RKfnsL83tnX3ABwFyCrGp6llBRKoZbuBny0AmJomKG3XMB/ydsmVtoBcbSuqurKK9skg2lsU9rRNIW3jRe5UNVpd3m76baIkbUcGccIAyDffcoI/nv3RXgDqmxhpK3rF9hs8a6DbGC2O5zIklLYumF+rZFssC8Z4Tmy+2OAEJuB/Z8FSY6PbI/BxdXoHYHcjbds57RHiBafkWQ4rHXeNhciEtp/bHoGNCVSrQJkE5fiwEcnuEp41X38E9ggj1NfSbGQ4Np0BXPXHrFDkpjNC0tbfu3o+Kaspfs2itEJkJWkrRUnalhg8pIW8UirQUwqAwiYsChNR2g5rYSS7fmC0zMHXE6U9wvCQKEQmITYFBQ33DjK4d1CKX6PletAVwdPW8ElbV+ZpO4B+aC2H3q3B50xo/+IgJKyAze/LIFKkvBhpq6eQsQmftJzPp1tkHsA7v3gnPvhv94YvmI0MpS3rAx3Hw7bpClY7brIAFCGgCitmyVE1uKdtynWLyqxx3YRzS4KEp60dqh9FZBUETYNP2s6vsnFnvmmHSme+ya1tLqb+HBak9ghahj1CWIhMJG0rhliIbA2BFdFqQDMYCSCzFIh42hYlbYU5hG/ms4rhiJD1nXhQj8OohW3AXmUqzHEg8vsJ4jEycxQRKShboLAu8YM0ekxpyz09p3cCK4f6f70cfCwT21fadWbZI8SVtlkeuLJ1k+jvOjFKWy/2ncdwjiwCe5W1ofqW7kpbu5lPaRu3n4qJgpr+1LO5Ya6hEJlTuBCZ5ThQQQHNBNEqUCahPQ8bYmBJnFv5M+8mpBgGimTObfKVtpQG6w7PL1LJRXlx0tYlBKamlp62KShJ2xKDh8xeIG2R4w8ILlGSnifDWhileWONkjn4eiK+2C9J2/UDjalHZGpHwXPSJRSqygIgLkn3XLRc3x5B8LRterpcaWv0QPR0g7XCCCbRK1ObAM+0LATRdkNINx4Eaev3326VahMbgZxK2ywFk4+fHI5tiMwpdl2y81MCqCratk/aWm6Yni8cQ6FAFz6zoqusaFnadYtF/vQxVXl3lnxCwy8KZU77nrYxwp1jDUrblsPa52LLCUlzfq7a3Hhs6KX2CGlK7HBz3baj9gjBJiPeDovC7UStBqqz8mJkTouRtQD7meb/LAMRMmU48UJcefuIQ7bmca1oETKOCGnrW2ZMmtJ2zx8Af3rGsK9CjogdTIHCumL2hzhPOC32zKd2MKuEQcGzBE/dLp62GXMOU9oKARFZRiBHqj3CBFkFANE1wLjOkUVgt9hapDLd3dNWHJOzECfgiBtRxR7vxI7tqRBZbDzXu5N+juX/XTNA9SpUMsFr7/VCmj0CH4eDv40Q1xCIMDICYhyzp7DAh7Uc2Cpypa2uqjBEUZ4P26OYqurMbqpEAiVpW2LwkHngpfli+pso5mmrxpS2Q1LepUXgR8kcfD1BaWmPMCzEi+JJ7RFCZTjxlba6qsLxaKrnouUS6Eq4aambGlaJ7nsqtqOL0TSV/FoQL0IGjFZK0DBAhIVbUNhnABvDeCpWmi1FvJhV7kJkXap4y8AVKzKSx7dH6Lgetk6ZcDwKm2rRTTUlIFBj9gia7zuasoHh1W2BaGr3OEEsQgaESltZCjvgB2AKzmH+fL7S4aRtTGmrGmyj228LlUHAV30kSds0Ul/wtBXtEXQ2vhJFnsmQG3ECNK0YmUgQmBlWIjJE7BEqmfYIKx0HSy3hXsj6vGfJrTeMGrtOz2HHTCJp+8h3hn0F6aASpW2esYCnXscJJb5OGLjSltsjdFF6drVH2ARYS6FyLGuekhUiE60CJkF1CsS+85haCBUBV8+a09lZAoSw55+HtI3ft9jYu+KyNQsLRve4v+pBaWvb/jWpOqBVoEzi3na9IWZ3iaRtYk1ujE5fk1lKpaEyw9pTaz4Qv7k+aauq8O0vaeQtrkfQqGilPUIKStK2xOARJ5qAdF9Mf0DwqAJNRYy0HdLCSFZIDRjvYjVrQWmPMDzICpHFF2NCoRmutNU1Ba5HMuwRCAyFBv20amhY8swwSioSqllFBHuFtRotQgaUSlvRVkDV2CJ8EONfIhUrpU/HfdKKFCLLWYSMchKNe8PJSB5fEdW2CbZNMyKy7SKals49bdWop60VKG1lSsqw0NTYbkjbi1HS1pxixJnbSVfaFg3A+EG7VZ+0XWgJG0RrlW1cjdp4VFOXKW1zeB63bA910R5BZ+93oK3dHkEk1yszQGc5eZwtKm27pInHESlA5QfgUjyPf+4vb8HLPnZD+IKsz6cqbevs+/A+PIn2CEvPDPsK0iESBqrqq+W7jOc8zVXlnrYSpe30SYP1tOVFFbuStm53ewQgtB+JZzGJUCUKeiIU7xvX+aIoREX+JOx/nCazaqpMZ9sjcHuaXIXIYmMotxvxwbe7KwFp2ydP2y5rR9cJ14FUr0Kd5LX3eiFSzFAg1uNr8lFStfNxVcyKTIOiMKus1nywfiKi0lZij+B4BFMVoyxEloKStC1RHIRA/8uXoGqfyHe8zF7AbMgX8P4myiEKNFVFRezUw1oYpSptJ1RlKpLwpT3C+iLeFmUEg5DmRyhlhu+8H6XaI3jQBKVtzdRw3K0xwiCugh1E8ESqtO2uDtjQ8ATSFvDv+wDuh+dEF2Fp4yyJK20L2CNkkLbioq3tcL8sNcP3nCk9246H2ZoBQ1PQ8lSJPYIasUdgnrYZ9ggJT9sx3LR0lmKkrU9+txczPG17UNpCwXKH3cN5rrQFWD82qj6ROAbKs8CfLRYIS2sfPtnZcWL2CD5pyxTfa7FHiBGg1ZnQp1iEWKncaBS0RxBJ20pIWklUYo8dXQ37JOArfuKkbYqnrV5l18kJjcbWyVPa8iBUt9TqYSAeTMsThBP9z+OZb1xpO7VjHTxtze7B4ywSFvDHRiVsk0L/BlhxzABxz3QgSrYNwjJqFBEhmUbIYwH5tAABAABJREFUZ3NQsJusTVem8pG2uewRYqpJL6q05VnhQSEy4rCAchHElbY5SD+Hk7aqAcWoQCv3dYNHxNNWEEt4Dpil2AjaEBbNnKtvBtrzwfsiSltdSZCzjkcxVdFguV4o4igRoCRtSxSHqgJ2EzVnMd/x4iaBI63QjL+JckZFaesXRpN72k7AokUG0e5iUonrYSFRiCyNtA0LkWm+0tYhVJ7mB8ByCCtEJnjaHneqbEMfV9rq1f4TMp1FidJ2QvsXh+hpCwzON89zoqRLWp/24huBnHY1aZ7gPppWGERYFX4P0qvj8Bd/lk+cNSo6Wi5i9ggeU9oK9ggVXWWFyNKuO+JpO6aFZTpLLKWew5xiP1snUoi1SnFFbNweoWmHGw97lZ1TT7E/GjWkedqmFqoLlbY1M9xoB6QtUdc2H7od1j45KtPppC0vDpnWT9IQsUeohvYLRlIta2gxNY1svunmaWs3WXCgMjt5pC1/Rs2jw70OGeJK1DwpuGL2R8LTth0qbVeOhIR1v+E5jGDutg5JKyDMoSjRfYhARqxaLi792PfwwAE/oKEZYYBHvI5xD/IVRcTHd0znyCLggYhuxR7tJutLMpuYOOIEaszTlm93VzvCuqxoIDBhZdW9fTp2qO5U9Cq00tN28IjYIwiZhZ6g4gdGq+g5JdnBsDjqW9j6098HiEpbU9OkSttGRQehCAjeEiFK0rZEb5jagUpe0pbS5OKpkuIR5G+iXIKgEJk1zEJkMiUORw6foA2J0h5heMhdiIwN7YSyfqSrqm+PEPP+9GG5BDoEpa2h4ZhTZYvF1WMxe4QBpD635tnkLmLSlbaipy0wuPEvXqQqjSyXLSRz2SO4mZvnlY4LVWEEUdMSNsZGI0Npq6HteKgaGqYqOpqOEk1LJx4IVGiCPULF0LrYI4ietmMaMIgrbTWdEWbt+RR7hB7alF/okBPsCy2hXdirQmX3MVCeZRUii5NOAqnDCpGF7zE1wR6Ber0TVnECNM0ewWmHFiJmF0IhDnH+1itAe8H/vZY4tKrHC8im2SPIPG3rPmm76qcYT00eacv71uqx3t5/6D55Ibp+IL75zlNYN+KzLilEZtaB6R1s7OTtqt/wbH9c6xLEjClnpRBJW6FfHPZVtjc87JPtXe0RJtDTdpSIpEHB7bBgltlIL4wKsHHObORLGRfXH4HdiEDaUkBX/fmVt6+i9zlhj5CjEJljgYBlXClGFTqZoLV3Zxm46+/W/3MTRb399uXZ0cyoUSp63s12Jo7aJsEeQQ2Vtgpg6ApcQgMiFwBcj2Kqwtpu6WubREnalugJdGoHqu5S9wOBdHsEt5P0fwvsEdRkIbJhbKQD0+20QmQTNLFxJCaaCbwHw4K0EFmsT8QKkakqI8Rcj/r2CMnJ33ajStuqqWKB+Jt4eyWqgh0EedieZ2k0IsaVOOsX4t5RA1Paxvws0/p0gtzNOf51sUdYtVxMVXRGviaUtjJPWw9QlKAY1FRFx6qnRq+FEniKBkMT7BF0jSltU9TmkVS1UVQRdXLMt3FVPMDIstWj8tRNo4eigoHSlt3Dli2or+zmmCpthc22ZgKgSWWdQKi2HQ91QWmrKApMXYXl+e2t12JkcauB6ow8LdduCkrblOBGGsTMJ6PONlRaJVl3AEDV9+3tcIsEWZ93OylKW79t2S223kuzxNqooJTNX/WtQLMH0nb5EPA3rwD2frH/1wb443I8WNFlzPOE7A/xeNdm5zPqbPwx6r1959zXbfjWLmuwRwCibVJQ5h5eYt/rp0f8viebM0R7hElS2opE9UZfn/GxjdsMpQWdxMKQ3SC2lUC5Hq6rHAJsaZihPQJQnLDroRCZ6zogfn9RjCq0SSJtr/td4FvvX//PjduN8Hbh2dFA6CjthWQ1irIQU9ry7E/FF+UBgCPYfzBPW5+0dTzpKScZJWlbojc0tudX2so8UHjaZnxT7m+UXMo9T+L2CCOktNUntFCSX4gGQGmPsN6QFSIjbtTzylfCAYDne9oamgrb44RVDk9bQ4MHDZRHexP2CANQ2tY2RV+blI1QGjw3SpIO6n7EU+l0SXE7QL4RyEXaZqeprloupqsGpqp6kHIPIL3Akh+U6Aj2CE1PY2MxVzgSN6G0rRqq72mbMm6L81Re64f1wlM/Aj7+rO7edk47nFs5zClg6UBYeEdET0rbaCGytuMJStum7zc5RkrbuBqPf5d4G+Hp32BK26oRbdMVTYUF/7Ve50TXjilt0+wR2oKnba2YglW0RzAbjFzjBHAMvPscW/HvhSzN1rXk1huB0tYv5mPUJ0tpy+/T9M7QgqIInrndP8+AyJOEp22OAHygtDWiY0fg6em3o0aPRHUe8HGaBzHTVO15vBcj9gghgXJ4mY1dJ5r+95PVAhC9SCdFaRuxR5iA9Zlr+fOZP9amZTSIQbRuENdNfJ5Qo/YIszXDn1c5aVtwDEisHc3o+kgC4lgg/rNVjSp0OkGk7YG97Od67mUJAUAFT1sz2i7iQopRyTrMEwwTUdvEsi788ZiTtoBgK+WKpC1Fwydtba9U2sZRkrYlegKd2oGqk1dpS5JpIzxyGS/Q4CtfbKJECygB3Rdpg0CgtJV0ldIeYXLVxsNCfCPCSVVRPSsoqQilUFUFuqb6Slu5PULH8aArJIigBkV2eLuP2CMMYIPSOiFR2o5QxdRhgEQLVAxWaZuDjJUtJPtQiGy1w5S2DTOutK3LSVu/fbcdgqqhoWqoaHta+Fn+MR60iCdnRddYulVmIbIRVdpyYmH+8ezjRK9TjsoUYMVsEzh6UcT6RGfLZoXgOg5TPkPRxtPTNp5Fk7ZRdkPStmVHC5EBQMVQmact0HsxsrjStjIrV9qKyi6zUdzTlo/r5hTQPJ5KOCy3WX9q2VxpK+k7bielyJ3fBrg9glFj9zSuYN6o4O1/akdvFgec9ByUH248zTWPHVFAMml+YMufj/g4zS02GtsGR9ry9Sdvs2njdJ40XnMqZo/A+sWR5Q5mqjrmm7w4k55cNxEhBX0SCExgMu0R9Krf3jOCY9weIQ/EgHBQt0AsRKZgpqbDcvzgmqIVFwcl1o5VNu5nZYB4DojC3qOZNRiTRNry9a/MimhQEP3BgRhpG1uT5ygkt24oao9QnWWBZ3+t5RImJAIEWykv5HQcj8DQVJiayvpAiQhK0rZEb5jajoq7mO9YmT2CqsmVFz5J6hBWRCahtO028fQbmZ62E0pYlvYIwN6/H5xnWxZkxUOAWGp42N9I4A2twCUk1R6haXnQhYJ7uj9pUjGNlkNPUUCuBW2Zp+2YbwrWGlyKk50D9bTNY48g8UnLcz3dPG0tF1NVnSlmbWFsT/Pq9Nt3xyfOaoaGFidthc2QBxWakMYVKm1Txm1h0z5S6WhAmMJ74O4ux0lIW9MPuEhJ24qv1C9ApPmkn+0RzNR0ZjkBsPu6EZS2nDQVyUnPZW3GHwdXLQdT1WggwtRUWJy0lWQz5ELcaqAyneJpK5C2RQuRifYIGaSt5XpoOx40VQn7pS4ZG7xQHfzx7/wEX9u7378uP+jitELSln/HScBalbbN4+zn6oBI24Q/fo71LFdaKkpSaauZ4fzQ2BZef78hKm2B9PaUp2CO2Qiz/YR17dHlDp5/0kxI2mq6xB4hXpRrAtp1wh5hg6/9xSwCMyNTwGnmt0cQg+Jx4g4sy3S6qqPjeqCU9uZnKqs/AGSu16jngPrXoRnVySJteQZTL+N0EfzTLwCL+/zPjD17kZj1rNiaXGKDNyyQgoXIqrPM2svP7PAIhe4rbQN7BEFR6xICU1NQ0dXS01aCkrQt0RMKKW3T0pTMBvPLjJw4WojM5GndQOjxsp6Lo8DzrrRHCCAqp9P8ITcyCAG++R5g75fW/7PjG5FgMSZWow37G7dH0FWVRTM1SZofgKbtMqWtEiW5eLrUdx8+ihsf8TePxgDIw9Y8UNtAStuffBv4o7m1ncNbL6WtxB4ht9I2x/ORBe0EtCwXdZORrx3Rw8qoMxIycT6mGO+4LEW9YmhoEZ6Wzgt8ePCgwojYIzClLU1TCMWVtp7d3Y5gvcD9bJeeyT5O5q1X8e0S0pS2QLH+7BOdjkcwU/XTOAFGYIyjp22ctOVtQLwn/Lv4xONC08GWRrT4lqkLpG3PStuY1UB1hqmk47BF0jaln6SBCusxs8HOLylCxu0vtk9X0I4obWWetuya//qmx/HBf7vXvy6fTLabzHeXf0a/A36jCrfDxr36lt6VtjOnDN5mgCPNNibyHjeqDAtI23aU+B+oPYIbKh+BbKVtN+9FUTgifLeFloOzt09hoeWwIjmyYLc3wpkZg4Ko4BSV1hsVYmFIo5FO2sqCpWmQKW0F2ymXADNVA5QiXLMXaVvEA0u7jyk1gez1mueCBkrbCSNtedAzT92AXrF6FHj0euDpW9j/g2cvKtdFewRhHTBKWb1dRBgJBKQtG489QqH5GXCaqkBTlYg9gu1S6JqKiqGywsElIihJ2xK9YWoHqnk9bUUPVBFiahKHrwIhYB06obQF1nfwylTaTqifa8QeYQKVtotPs59FUkT6hcRGS5LKKyptaViIzPF8wleiAmtaLjShEBkA1EwNj135ReBVH8K7v7wX7/zinX7kfwCETHshaY8wzkrbmz/NfvaquAPYs46kSA2o8IdnJVUZUlJT5mm7dnsEh1CYmuorYQWSNE1ByO0RbA9VQ0VV19ByY6Stb48getpWfP8sV8kqRMY9bavR8w0bXAHSrZBTnDwBWCEkQE7aBuNHEdKWzee2y0jboFiEpm8Mpa2iJOc1TjT6ROl8y8amGGlb0bU+FSITlbYphcicpuBpm2IjkgbREoKn9EoIh7bjQVGAuboZ2iPI0sAFYqPhFy7zCBUKkfn2CHoFgDJBpK1/X2pzvZEBzWPAjhcMTmkrW0t0G89FBZ84HzntaLBo0PYIqs7GG0VLX4vEPXtlEPcggnJ2oWXjrG1T8AjFUtuR1wJI2COMwXi3VkSKr1VHh0gaFCJK2wwbGp5NkAdicETiaesQYKbG7rHlesX3WPycccsrIHM9rRAH1H+2ulmHiQna2/I5aZCk7b7b2E8+ThSyRxihfbaYkZYHnLQVC5EJdpmGpkS8a7k9QmBnViKCkrQt0RPo1HZU3KVQiZp5cIrSypySe9oqKvM94aQt79DBxLOOiyNJ+kqASfB0kiFhjzBBkzsAHHuE/Vw9sv6fHZ8wNZ39X5zQ/fQVSikTJfqFyJinrS5VgbVs39NW6Kc1Q8P83AuBV/0uLjmTEapHV/yNaD8JGddmnkdxewTNZNc6KmrHIuDjQnu+93PESdL1KkSW6mkb977NmbLVJZ3KcQl0TUElobTNKESmMKsD7mnbdAFAiaQdelCha6JynLVtBynXLW7yh5HVkQW+mZAReCLi5AkAbDmL/eyz0tb2KEvj5ES7akQ9bT1r9PuujLQFkgEJp8XGRr/9zzdtbK5LlLZBYGwNSluxL6baIwjkPLcRyWvHIs7fvGidfy7L9fDYUbYm6zgEVV1D3dTQCuwRJIpCtxP0F9XfjC23nZAQs1vsGhUlvU9vRLgdRlxX53q3R9j63LXNIVlIeNrmWM9GlJbCfBT30m5sH6xCWBGCa2nX3CXDA4Cf7efvQQT7n8WWg5Nnq6joKk40bfm6KW6PMA5BqrVCtEgaNQuhQUAMomXaI0gyXNIgFnolLgAloghnSlt2j5kHf0F7BJIkgsN9QsbzooI9QqUOc9KUtkZ9sKTt/BPs5/Ih9pMLwiICKE7mSyzLRmUvlCcYJqI6y9YwvBAZpRExhSHWLQKzRzC4PULpaZtASdqW6A2N7VCpl8/XM80eoTKVVA75KhBeYdDUBKWtqvpE6XraI2QUIhslc/D1hKicnkRfX56i3C1VeRCQ9aU4cS6koQBMsa5rChxC0u0RLBcaSOTcdVPHql8YivfBA4s+WdBP8pCPITJ7BGA82xe/5taJ3s8RT0MalG9eYoGY0qfjFYnzKkC6pKm6hEDXmGI2qrRNUbb4gQvHozA0ldkq8AJjwWbIgwst8M4CBNJWSSHVaIwMAEan7eUmbSWbx+mT2E+p0par1YqStgocl2CmJtgjBJ62lfHxL00lbWN9QCDDPUKx2LKxqWFE3hJ4sMkqzedFXGlb9ZW2cULWbrH+Afhp4jT/M4wUIosqbf/97gO44lM3YbnjoON4qJmMtA3sEWRjkMs8bSmlgTJmvmX7QfkV1iY4OTwuthn9gKi07cUeoXUC2HRGOlG0VlCZ0rZbITLR0zRO2gpKw/XwtAVCNbf0uBxpvKaQ8i4ESRfbNubqJmZqBlY6jrwQWUR1PClKW1dO2m9UxJW2WfYIZk7SViTnSGxNBeZp26iwdht68Be4z4HSNhpU7JZirxA3VNpWqqjAWd+i34PCv/4ycCJHAdfpnYMlbfnabcUnbTm3IAoF+LOTCSmA0ViP9mqPEHA7JJEBF7dHMDTVF+yV9ghxlKRtid5gNuCo1XxqwzQ5fW1TkvTl9gi+hN6IdWg28azjQoEX7RDk/OG1jFDKwnpi0u0R7FXWJpYOrP9nyyp3xhUP/vPxOVuovqdtoLSNEVaUUrRsDxqiNiazNQPLvq/hcoe95+Bi21+s93Hj3Z5nm3o9tsjk/x9HNQdfoK1l4yorJrEehcjSqogTifdtnvTIbvYIXmiP0M6jtPU37TwiXzV8slcMohEXhLJgBYemsoJ8NtXkY5a4GFV1AMrobMTbi8DMqTmVtrFU923PZz8r0/L3FN18i4XIqkaojlZ9ewTdDInHUVdVEk8eUEjYI4RKwuW2A0KBzRJPW9vtg9JW9LStzLB+J7ZDSqPKRv4zbzEy0R6hIpCp8BWyAL738FG0HVbojyltBXuEuILa97Rt2R5sj6BmaFho2qy92auhPQJQ3MphnMG9fntV2nYWmaetZw8mDT0+LudZyyWKb6UpbdfB0zZ+DYnj8hQiE+0RQgXZYtPBpoaB6aqOlY4rr90Q90Df6AQmEM3+mYTvLPh1pwaRgWJKW1E5K1kbOQSo6loYBCwqDpLZIwDdAwueGyhtjUoNqkJBx/35EgI89P8CD3wt/RjPYc9h+qTBk7Z6LSRtpZ62/v12reh+SFZweljIU+BRRGWG2Tm5Flu3ezTIyAHkSlu9VNqmYqxI24997GNQFAXve9/7gtcopfjwhz+Mk08+GbVaDa961avw4IMPRt5nWRZ+67d+C1u3bkWj0cCb3vQm7N+/P3LMwsIC3vGOd2B2dhazs7N4xzvegcXFxXX4VuMLy5iFkoeUSFOzyEhbSvwNuaC0FTr0uke0s1KsSnuEybRHsJuMQBnkBJ8G2YQZV4X5mw9CQ6WtqQuetjHFiOUSuIRCjSltZ2o683MDsNx2cfJs1Sdt++xXKStCBgh2KCOwUCmKzjJbxK9JaRtLQxqY0jYe1U9T2trFN/lAskp5DI5HoKuKvBCZVGlLQBUNjscKFjAvXC8avKBJpS3AfEdtpBT2EMe1oDr6iLS9zhIwm4e0lWweT70Y+O3H5IFHoHhBTaEQGbNHEIpUWaus3wa2CyNO0KWtTeIecgIZPt+yUdFV1M1omzb5JluTqPLywl4NVakA2/AAUYsEtwOAJv1o844NIlEd2COwNrN/gT2vYytW4BldN/UwmBIo0MUibR1Aq2ChZUNRgNO31LHQchhpa61E22SWMnKjwfFV09W53pS27UVg9hT/XANQ23oCAQvkW88SJ7b2SytENmBP24g9Qkp7yuO9KKon/SCp4xGsWC421U3MVA0WsJap5xOq0xEJ8A0SYvE1/vw3ghozDWIhMrOe7ilf2B5B8LRVY0pbwtSHVUNjpJVmFFuHyOwRgK7kr0rswPrCrLDvYltjPlavHmY/SYZik/f/+ubBzk3WCsucaPl2N54TFYSJtmQyIQV/fdiQCYeywDO82vOAosKjNCKmMDQVthuOIaWnbTbGhrS988478bnPfQ4vfOELI69/4hOfwKc+9Sl89rOfxZ133omdO3fiyiuvxMpKuLl53/veh69//ev46le/iptvvhmrq6u45ppr4AnS67e97W245557cN111+G6667DPffcg3e84x3r9v3GEbY+DbRykLZp9gi1TeEAxhGoBBlpG5fOr3t0lxD5tQOjZQ6+nhA3upNoj2A3gZmTuhMogwDxQFUVP3xU2BDFPa98JQq3R1AVQFf9aKbEHoGrqDREPW1na0agvFpqOzjnpBnsm2+xjXc/yZjWiUgRsn0nWmyj1EuRpFEAIYC9Amw6M9/4mHoeJ0baDsrTNu5VKyHxCPFT+eLet3kKkWV7C7oB+apFq8WmFSLz0/MBwFC50tZL2CPEPW0BoGqovtJWVogspnoZperYbgeY2p6TtJVUsZ7alv6eotkrXGnr2yMElhZ6lZHLuulbGVVG3+cx1R4hTtp2gk35SscNCsWICNYqskrz3XDX3wEH7mbrIbEgI1cti889KIrmP2dVY9ebd8MpklkB8cuIif0LrL+daNqBPULN1NC0BE9bINovPBvQK1hsOZitGdg6VQmVttaqb48gEMyTQtpylV5tjqlmi5BbTpuNwdMnAVAGY5EgFtICfFKnYCEyVyRtY4XIOkuDma8i3uNZSts89gj1mD2CjsUWuwezNVFpK1HPp92LjQziCsXXRsxCaBDw4vYIKUrbQvYIwvpK0kYdwva9TGnbYyEyVU8GabvM88wega3vjCqbWxwrZ/bGqGLhKfZzeX/6MXw+qm0ebJDZXmH7RrHwobieFgOasiw7YDT6Wlp2UhqMGmt7zeOAqoFSdClERpmnraFG9wMlAIwJabu6uoq3v/3t+PznP49NmzYFr1NK8ZnPfAa/93u/h7e85S0477zz8Pd///dotVr4yle+AgBYWlrCF77wBXzyk5/EFVdcgQsuuABf/vKXcf/99+O73/0uAODhhx/Gddddh7/927/FpZdeiksvvRSf//zn8a1vfQuPPPLIUL7zOMDSp6F0U5JRCoDKN+1pSltFgUeYhN7Uo9L5kVPajsIgut4QN32TeA/sVeZ/ZEkKxAwa1MNSh+AdX7gjnNDixLmf/sqVtqrvaesSuT1C03KhKoCCaHBltmZgqe3AdgnajoeXP2cr7n1miSltiZusptwr2lGi4pV/diN++1/vZQsDNUUVOcqwfYJl7lm9Kaw4vDhpu16ethL1PN9kiH6buQuRdbFHIASmpviKWdHTNr0QGfXHZE72dhwvGkQjHlyqSpW2FtXlYxaNBi1GaiPu2ayP9FKIrBuKzqkRewQdtkdYgMioMaKGK+T7HdwZBChNJ21FdZNAhrcsFw0zuSYwdY1tPmSV5rvhW+8H/uFn2VgYzzqoTAOWkNXBN326QM6nBThkEIMotc3As18DvPw9AICDix2cd8oM5psW2o7HCpEZoj2CpHCd78O7armYquiYqxvM05YrbSOetrXRbxP9AlfpVedY/y1CVvMsntqmbC/NtYDElbY5xvOIPYKgGIwHi3hR0UH42sY9bdPGrjwFc0R7BJ8oeeLYKk6araJqaJipZnjaTqLSNlKIjhfrHJE5chAQlbaZ9gjNAkrbSiS4LPO0NXUVFb4eSisMm4Y4GRh8bnbhOIWGRKFpVECoAqcz5mM1J23nn0o/xmmx+2VODTbIbK2wIJxY+DBSaLgWjiHxNbmqFa89MCh0yZxLQFHYfLB6BFB1eIRG4gmmrsFxRdKWKW1NTS2VthIUuPPDw2/+5m/iDW94A6644gr8r//1v4LXn3zySRw+fBhXXXVV8FqlUsHll1+OW265Be9+97uxd+9eOI4TOebkk0/Geeedh1tuuQWve93rcOutt2J2dhaXXHJJcMzLXvYyzM7O4pZbbsHznvc86XVZlgXLCjvR8jIjcRzHgeNs7JRxx3Fg6zMgK0dBsr4r8WCAdUTEjlMrs1CaJ+CJr9sWdN+PkxIPCljkxbJsRj7pVXidVdD1ur+2xfxAJZ+nKjoUpxO9/gmATjxGADoOFKjQXFt6fzYqNGsVtLETmtOC02mxlDr/+w+636uuDerH2o4stnDSbBW6ZsCz2kGf0DwHlAKWzf5PXBcKJXBcAqJooI4V6bPLrQ5L9fWfKz9Pw9Tw1PEm5lfZwu3y52zGH3/rIdx9YBUXAnA6K9FU3l6/0+oJKJVZeI4TqFyOLHfgOA503YRrtRJjx0ijuQADAKlvAbWa2eNjBhTHgqrqwfiiqsZAxhvV7kARPgdQobtWtE93mmwcp0rwLBRo0OLH+RD7g+LYUBU19bot24WqKDBUoGWFc6eiVaHazcT7FMcORWvEhaFStGxWRMOzWqCOA9W14VIFCmikT1Z0FS1XAZVct+pYUITr1DUTntVcv7kmA5prg1Y2QbVW0sdaSmE4LTiKUai/sO/Zyv09VdeBAlacsG6w1fdqu4NpvQrVWoKn6CCOs/5zdQ9QXBsalMQ91VQDxA7HVKWzAlWvwnMcLLctVA0tMdbrfvulqg5PeC9H1hxhAIC1BNqah2fORN6rV6bhNRfD19or0PUaXM8D/GwxXa/lvtc68eAF47wC/Jd/5ReIxbaNl56xCcdXLDQ7tq/4UrC0YgfXrSsa3M4qUPXnG6cDouho+cfP1XQcX+nAUesw7BWQzjKIVgF1HGh6FWTE20S/oFhNqFoFnl5nY+fKcaa0yoOV49CNBlwC6EYdXmux7/dMc21QKMH8pCoG4HQy5yvFbkNTdb+/6NDdDlzHgdpZhaJVI2O1XtsEd+kQUN+eer5e1k2qa0OhCjzHgaaZqe2Jr4Myv49agWatsu/g2AA0fPZ7j+K5O6bgOA4aporFpg0PjDARz6W6zC6IxO7FRobqsntEHAegKmvXnVVAk2R3bABoThtE0dmaQq8BrePS9qRZLRC1kquPKtCgumwdp9htaIoWtBvHceASQANFRVPRsmwQVY/MRV3RaULXjERb7DbPK8RltlOOAxUUFgy0W6uYGuM2ra4eh6pXgfZCet9sr0A36iCqCbRP9Lxe7watswx60oXhGs5uQ9f04LoU1YBmt/yxqANFNaLjqV4Zib2Q4lhQkb6el0GvbwGdfxKY3gnHZSIhPuYbKtC2w3W/4xKolKlt28J+YBI4tTwYedL2q1/9Ku6++27ceeedib8dPsz8Snbs2BF5fceOHXj66aeDY0zTjCh0+TH8/YcPH8b27cmFxfbt24NjZPjYxz6GP/qjP0q8fv3116NeL6h2GUOco09j/6P34r7O7tRjFOLiTQBu+N6NOEZnMSMEj05eeArPOfokfrA7fP9c6wlc4jfe79/4PTChlI5v7v4ODBV4xWoHj995Kw4+tj4RmJnWPlzmEnxnd/I7nn78pzhp8QBuk/xtw4JSvBkU37vx++iYW9jzaq/iPyfoHrz0mScxP2XgBQD2fPvf4ehhgZ89e/YM9LPPPvwg1BWmbv/m9d/DqQ3gVU0LD9/+Ixz5CVMBvOzIYRyyHsKD+/cA0LHn+utxqAWstjTsO3AInaMdPLISPq+nVgCVaFhZXsKDd92No48yImD/YQWPLSr41nXPQFM0PHj793HJNhX/z/+9H3sAfPc734JtzKz5Oz3/4D2ouMu4d/duPLqkANCw7+gidu/ejas9Bbfe9D0s1Z9Y8+esF6bb+/EKtYqnDxyDgmN4oNVb3zh1fi9OX1zGj/y+9ewjT2Ku9ST29rmvPf/gQ8H9B4Cqs4DXUQ+7v/2tQIVYcZZwNYDv7LkxKFaxfelevGDxBG7MuJ49e/bgWcd/jFMW53FrynGPP6HC1IDVCsUzCwp2+8edtPgwzj52KDI/AMCzTvwYJ80vAgBu2LMHDy8oOHxMxbJh4eE7bsWRRzp40b6nML88g8cf/Sl2t8NsGaul4d6HH8M5rRVcHzvvs48+gE3No7jLf/01HRf33/JDHHsglg0yBLxqcR77nj6Cc1sLwf2JQyU23ghgz00/ioxJ3XB5y8Ijt/8Ih3+ST1VzxrH7sX35OFaaLTx8790ANHzrO9fjtfPL2AngzoeexH+5/no8OENxz83fx/Hpo7mvZb2xefWnuMiysSd2T1+x0sTjd92Og37R6Wcf+SG2razitt27sfe4AqupJp7DkYMqVo8CzXYH9936Ixx7UO55npgjKMGb+a/zT+BHdz+ExUdCxc/lbYKf3nojDj3MFDqzrSdxKXRcJ3z+a22Ce3Pe61ctLeLhu3+MI5KC2gurGuz5g3hiUcFe6zCWlxTsc47iQFPB7t1sTf0GRccPvnc9VqvMb/XyE0fx03sfwC2kBqul4viBFSxYwPXWCt4AwDqxDz++50Ece0LDJfPLOHLPXXjqwFzX6xx3nHFsL3YsL+L2667HLrWKH+75JlZqp+Z67+bVn+JiVHD97t14ravg3h9+D8en0/civeCSwwdxpPUInjrG2tELDuyHSl3cb6WP5yct3omzV5r4we7daFhH8Gqng927d+PcAw9CIxbuF9skMXHvD67H8enuBVuLrJuef/AnwXz1soVVHPzxXdj3TDJ4/NLDB3Gs+QiePJ7+fbauPIQXLR7FDbt346yj96G2dBw/PH4CL91GsHv3bhw7qOIwBZ4w90GjbuT7vfCZx+BodTy8ezfq1lG81mmnjs0bBefvfwyeouOh3bv9vQDwvT3XoWNuGfalDQSXzx/FI/fcj8NPGjj78DOY7hzA3ZJnfNmR/XjaexT7D3d//juW7sM5Cyfw/d27sWXlJ7jAcvBd4ZwO0fDAffeg01Jxy+134gULSzh87914OueYOdd6Ape4SOzJXrnaxqN33IpDj8pTzondwcLSCm7y33c5DNz2ox9Ce+jpXJ87inju4XvxLHUKWDwSucciNjUfxUs8BU89uQ9TncPS59sPvObEITyhHsf51gp2796NuebjuMQhwXPa1HwcL11dxH/u3o3nH3wwsiYHgNcT4Eff/x6W648N5Pry4pT5vThD2JfkwaUtgpkTD+NQq4bbW3didTVcP60sa7jjrrtBnmZKjBOLGu758V4cP67gvuWD2LP0EIDB762HjVYrX6bUSJO2zzzzDN773vfi+uuvR7VaTT1OiXm3UEoTr8URP0Z2fLfzfOhDH8IHPvCB4P/Ly8s47bTTcNVVV2FmZu1kxijDcRw88U/fwVmzFKfu2pVxYBu4F3jhyy7Hyz/7AO7+vVdjuspSApQnp6B959vYJbxfObAX6oEasApcdcVrYeoqfv+uG/GaK67EdNWANv85XHDe8/HiF2V8Zj9x6F7oz1Qj1xhc672LUB94XPq3DQviAfcAr3ntFSzV48iD0J/+9ETdA+3Ln8O2F74C9ND/xZWvfBkwdzocx8GePXtw5ZVXwjCSfof9gnrzT3DsKRs4Dpzz4pfiFWdvhXbok7j4gheBPp89A+0rX8CWc1+Mnc95LX7vrpvw+tdfjceOruKLT+zFaaefBVRn8OxXh8/r9ifn8W8HHsR0vYaXXPIy0LNeDQBw7j2Ep+58Bpdcdg6mHrkTu3a9Di9ZsfAzf/Z9oAJc8epXsOrWa/1Oe34E4GSccuUufOeBw9i27yc43rTxuqtfD/PRKfzMy14CeupL1vw56wVl/x3QDmzGmc99AdA6jmf12DfY+PJw0LfUOw9CeWoJO/rc19Tv3QnYLZxytX/e1gngAWDXVa8NU16X9gMPAK9/wxsDrzTlySlo131d2vfF/lC57wiUR/eljhG3/MeD2NKo4PQtNez78UHs2sWetfKYCe17exLvU+6Zh3v/o8AJ4A27rsbMYydw255HMV3fgotffD7oObugfes/8eA+DS849/nY9TNnBu/90v7bccZzX4DqXWrivOqtj0E53Ale1w/8KV560YtAz35d8ZvaZ+j7PoJzLnw5tANfwa6rXyf3amzNA/cCV77+TXJf2xRoR/8CF/n3LQ/UOw9CefIo1FUTr33lRfg/D9+Gyy5/NbZ/72vA8j1QtzwL2A/UZjbjkoteBPqcK3Nfy3pD2bcJ2tG/T7QF7cRf44IXvgAvPn8X4DnQP/3f4b3+z7HrBbuwctd+PEmPYNeuiyLv2fvtn8DQFDSensNLX3IR6LNfG/l76hyxehS4B6BGHarTwsuvuIYVLOHXsvB5XPiCs0H9NY+y71Zoh2Yj16wf+DguufD8XG1V3/9RXPySlyaei+sRvPfW7+LKS87Hwzc+jjPPPhXW4RVcePocmo+ewK5dF7Dr+UkDr3z5JcDOFwbnu/ClL8fB9nm4u70PLz1/J25+7ASuuuYK4P5fR81ZwEsufz1w0oug/fvXsO3ks3Duyzb+ekG9Yx+UffPYtWsX9Me34pUvOR/0WZfmeq/yqA5tcQd778E/wyUXnAf63Kv7en3aP38RW5//Ypx7gT+/3PhjoH0Cp2XML8pDFtQ7bmNtb/kgtIf+B3a9/mqo1/8AMGo47TXhe7XDn8YlL3xe5rjSy7pJvfFuoLOIU16/C9q//TO2nnE2zntJ8jO0f/lHbH/O+Tjnoozvc3AntH/9O+zatQvqrY9h/vEl4Djwf/7bazFXN/DEjY9j33wLZ21+HtBZxGmvF77ft68HbezAma/aBawcgvrQb6ePzRsE6nduBKozOMNfP9L7TbzmlS8HNj97yFc2GOj7/hgXXXIZ6FmvhnrnfihPrWKnpH/oh/4ccy95OV74vO7jmvJkA9p1/4Fdu3ax3+e/GozljuPgj+7+Hi596cW4vfkkXvDC07D9kVOw7Yzn4gWSNi49//47oB2aSs5px/8SF77oBaDnyc/zyD03YtPWHcH7Fu42ccELX4BTz39Frs8dRag3/hiKegaUE4+lrj+VJ38A7dgcnvuCF0HZ70ifbz+gP/o7eMHLroD6f/8Bu656LZRDW6AdaoTXdeRB6Ps+w8ai+JocgP7TKbzi0peCnnLhQK4vL5T7VqDed3+hPb/29a9DfehBPOt5L8SFOy/CDxcfx65dbC786pG78ILzT8KuC9le8n8/+iNcesnzsfjAYWybruDKV56+LnvrYYNn6nfDSJO2e/fuxdGjR3HRReHi2PM8/OAHP8BnP/vZwG/28OHDOOmkMO3o6NGjgfp2586dsG0bCwsLEbXt0aNH8fKXvzw45siRI4nPP3bsWELFK6JSqaBSqSReNwxjQzcuDkufgdp5CmrWdyXMPmLVYxt9h6rhvZk7GVg9CkMXTNNVBcT3W6tWTFQN9jtVNPY+swGVWMB63V9NAfhnx2HWAc/J/v4bDX6VR8OssmdQYfdgEtp7AKcFtTYDVKZhuK1IWxx431cAF6xPLFke+yyjChVeeB2UQDUqUP2CEVXTQK1iwvUoNKMKUA+acI0emC+oQgl0wwzOs2WqipWOB4cqqBk6DMPAyZsNnLFlCl67AoO6/emHbhuY2gnNMLBsETx7+xSOPTGPpkNR1SvQxe82DvA6QGUKWqUBrByI3OtiIIBuhuNLpQ54dv/HG+oBRjW8ziorGmSoNLzvCvNWM0whVaJSBzw3s70bhgFNVaLfIwaPKqgYOhpVE5ZLw/PVpgGnnTy/Ari+ArhWMTFVNdFxCVSjChXEv2YKV9Fg6nrk/TVTh62YUFxbel5oRnidRhV6v9r4WuE50BvM69SAExSOioAy3zujNp0sQpIFvQq1yPdUFUDT4XoU9aqJKVNHxwPUClO7rTjcb7IGnTqjcf/SoKmAoibbgl4J78mRewFFhf7CXwBUFZYHNCrJcb5m6mg7HhTNhK7Q1O+dmCM6J4DqHJTGVuDEYzBmtkffW5mB6rbD14gNmI3oOYx6/ntNaWSc51i1Wfs5a8cMFpoOHALUK3rQv4LP06swxDHZtaBXG3BbrCjg1pkaljoujEot8AI15k5hx5sNgDhrGBPHCcL4XdsE3VnN3xecVaC2id3zyhT0Qax5iQuVr+MAwKwBLa/Ls6Hhd+LzhEL9Qonbou+tb4LqrOS67kLrJoVdg2YYLDhFU9oTJeFxaajPAU7L/2wCV9Hx/J3T2DbLMiXnGhU8dHgVmlEB2vF7QwGjwl6rsrHPUIh8bN4w8AC9Et4HvQojmHM3IDwLeqXBvl91BnDb8nWM04Zencp3H8Q9kwJAMyNt3yFAvcr2vi5VoErW7F0uOnFOAIBZh0rs1GtUqAtVD99nKwbouO/tvA6rP3Lwx1GeQYRCAKPG1uueNbj9vN2EvollWhjUDsYx6Xo3viYHAL0CXRmBvZAKQNWL3Se/EK5W3wxF06Br4ZrL1DUQhP93CWV7VlOHSxC8vtF5tdxBywFfx5rw2te+Fvfffz/uueee4N/FF1+Mt7/97bjnnntw1llnYefOnRHZtG3buOmmmwJC9qKLLoJhGJFjDh06hAceeCA45tJLL8XS0hLuuOOO4Jjbb78dS0tLwTElkrBzFSJjNgZLbZaSEVQhBoCZk5mBe2cpery/IVdVBaZf/TuoLmjU1tfwn5D0yHkXY/cNCf95hoXIjGIm+RsBvBp2dWb9i5FRDy5lC48Tq/59jxeO8gt1eLwQmcIKkTmERIuH+LBdwvqZWKAGwIxfiKxje6ga4VRx1rYpuIrZv4IyQnXxxZaNk2ZrqJsa5pu2X9F6zNqX02bFK9ZaQMYvdPLU8SYIoX4BiwGMN54tr1QrFmJyhSrK4nF5C5HJij3xU3sEuqagqvsFxTiMemYhMl1VoChCATPxeogLl6owtOjnVnQVbaLJ21S8cE3RAiCDhOewgkZAegVrXoSsCGELFG9XfrFQyyMwNCWssO4XbFmw2ecTrdLfwh6BkXEfIaw3ItCr4bN/5nbgWS8LKia3LBf1SnJNUNFV2C6RV5rPQvMY0NjGCoLVNgGVWJZWZSosbggkiz4B6UX7ZEj5zisdF7qq4NS5GlYsF0ttBzVDQ93U0bSFfqlXop/lWoBWQcfxUNFVbK6bWGhG+80nb5nHXU/NRytkb3SIhapqc0BnMf97O4vsPYA/j6z299qAZIFILUfRz0ghKn8+cDvyNlmdW1shztRrENYpRi19jMlTMIfP0YQAxINDNdSFIoONio6W7d8nEksr9xzW1wGhQN8GL0bmxdvMBt8DuXb4bM169tzrr2G7IrJOcRJt1CVsLqkaGivEVPQee3ZyrQawtUHa9QNQiQtFWAc6igkn4/ixgNMCpnawsSBt3uHr30EWySSEzeGN7WzutVbY54qFyIwae414/jOMFZMblb12l8LCUtS3sp+1ORBCIdYHNjQVthuOra5HYOqsCH1ZiCyJkVbaTk9P47zzzou81mg0sGXLluD1973vffjoRz+Ks88+G2effTY++tGPol6v421vexsAYHZ2Fr/6q7+KD37wg9iyZQs2b96M3/7t38b555+PK664AgBwzjnn4Oqrr8a73vUu/M3f/A0A4Nd+7ddwzTXXpBYhKwFY+jRLpc0CZZ1x3idtW+LivzLDChktHwwXqDRckGmKAlVVYGgK2wwBxTYn/QCNElkR6BkLxo0K/3mGpK3JBnFCgk3thgevhl2ZBTrrTNoSDw5hM9483xjHqz5TD1BUEJ/j4MEP16P+AnAxckrL9VAxVMCKBihmazqW2g6rIm6Erz97WwPWMyYq/Wr7Amk733QwVzewqW6y7zdKxFleuB02Tq11rPIXR6/68+/jf/+XF+PNxoAqVMcr1fLfxTblWcmKxLqZ79l0WeQ5HoWpCZsUDqMur9ZMCQhYIAIAqoaGjuv5bdu/HurBpSpT+QqoGho6nsq+D6VRgpN40TFslCqCE4dtGlWdBTplkBEnedADaUsVFY5HYOoqpnmFdf+zF2x2Dz2tBr1fm6AjDwJ/9XLgDxb6O8+kkbYiubh0ANh8VvCnluOhYSbbc7DJUA32vPKCjxe7/oz9S5x4CrAE0s5pJQkCo5Ze2TyOlO+83HEwUzOwqcH6+cHFNs7c1kDd1NC2hWC7UYu2F7cD6BVYLkFF1zBXNzDf8vthbRPQPIZrv/8Uvvbjw7jlwpRAzEaE54bBsPgz7Ib2YhikMerF3psXXowwyhMg9ZzwO3Eyy7PDgJGIokR1XvhBaXYNlXRCSzwuDUYdAGVkjefAoSoalfCeNEwdTcsnf+N9Wkpgb2ACE2BzuRZrMxv5O/tjGwDAyAjCO81k+0+DuE6RrI04aVvRVViO56/vC8wnYh8Vkbae4pdFo6Stq5hwrTEfq502sOU57Hdrha2h4nD9ta1RHdx+ngfdqj7nYa/6fUlU0gqBH9cC6jGfaG1E+lpa+8rCFt8+pTrnL7PDdXdFV+F4YUDe9ih0VUVF17Bqjdnebx0w9izL7/zO7+B973sffuM3fgMXX3wxDhw4gOuvvx7T02Ehjk9/+tP42Z/9Wbz1rW/FZZddhnq9jm9+85vQtHBC/6d/+iecf/75uOqqq3DVVVfhhS98If7xH/9xGF9pbGDr08xHLx6BFkHYJvxES0LaKgpT2y4fDF+jBNTfSPMNN4vEDIm0jW/kRRjVwUXmRhVEQtoCxTap4w6+QKtMDUYBkwXiwqbs3re5KlGqtNVBCA36kK4pcAkF1ZJEW5bStu14WO44qAnqkzO3NtCmZv8ILU6CgyltN9dNbJnySVuJMnjk4bR90raRn0iRgbhB0a9AyTiIe+HGSFtFYcST2E5ciXpDM6Nq3DTEFawxOFxpa6gxpa1PRMUVlsRj6VT+uFw1fIWuXgmvh7hwwQJ+IqqGhjbVg2Oi541toAZ1v3sBJ9aNRnelbVEUJacpAYUKSgFTU0Olrf/Zi5T1Za+fStsVvwjT0jP9OR9HqtJWyOhpHotsoFqWG1HjcZiB0tZghF1euJ1wwyZDfJ5JVdrmvNcZpO10VYehqZip6tg338KUqaNmatF1W7y9+O2OB/82N0wstR24HgFqm4PDDi7533NS1kzEDUnDuFq6GzpLQHWW/W42BnPP4qSBZG0gfQ9Xh6k6mFfNeitthfuqZxAtJENwweGvO5ja1oFNNdSEAHW9ojGlrYw4i9wLjf0+KkG+QYE4UXXghidthQwjs5EeMLVb+edecZ0SC5xQSuFQJSRtXVI828yVBNgBRlhmkrYOoItK2wo8e8zbs9Ni46heZaStDJ7D7tcglbb8s80pn7RtJoNmvP04bTkxut7cRxqEdfJ8046u2dOw4wXsZ3UGHqVQBbGEoSlhJjUAlxAYGm//Oc49YRhppa0M3//+9yP/VxQFH/7wh/HhD3849T3VahXXXnstrr322tRjNm/ejC9/+ct9usrJgKXPQAEF2gtAY6v8ID+dft4nbZt2bDMzczKwfCD8P/FAudLWJ5wiMnm9VNoOFdwegS+a+cSSlpKzEcHJEXMIpC31YPtK247jP4v4Zsvf1HhCGoruE1yeakKPLbItl6BiaH46oUDa+gUDjyxbkY3MjpkqOlTvI2m7GijHFlo2LmhsYkrb1hgrbfVaMfWbDJ4T+BdXdDVbVbQWxO0RgOjGAmDfKb4RKGKPkKF4cgmF7ittE/YIlCTHFkpAFDWqtHUIqGZACdIOPThERSUWcKsaKlquKv/e8bF+lAIGnr9ZNjOUik6BjaMIrWC78pXOAAuoTld1LHfcwMvxOFh6v6dW+rcJ4hZKRx8GNp3en3MC6fZHogVA6zjQuCz4U9P2sLmRnOsquq8UV7VkQCALMusREeY0K1bGwYNCketduz3CctsNxvwtUxX85PAK3nnZGb7SViRthWAG9VWKRg2W00ZFV7GpboJSYKntYMsrPgg88H+B+/33jsrGcz0gElxFlbadRWDuWex3fUCWEiLpCBQgbf3+oihhW5C1ydomYOHJ5DmevpXZjRS1ceEQx2m9kp7tRHMobXWT3QNrBfBcWERLKG1btuer52N92nOTSrlRmS8GhYSlxhiuz/KC0qjS1qzLlbbEY/OnTMUpQ8QewYu0IdtXHJrcHsHx8gfHOTyHPZc4jEbqOOIRCh0eVGGN52rmxiBtjRpQmU63suPrwEEqba0Vdv9VjQXwrBU2P2ixAAgUn7S1k+vt9baGTINAKP/u1+7D5c/bhrdf0mVNxtXOXEwUIW0FUR4Ax2W2WxWjtEeQYeyVtiWGB6KaoEYDaB5PP4jbI7RYlLplxSInM6dIlLasWfKObWosFRPA2omQoshKsZpEpW3gactJW55KPSFKW76QM6r+5LveSlsS2CNYEaWtsKjzNzVEiGhyxSGJKygRV9qGU0LV0FDRVRxZ7kRI2y1TJprE6N9G0m7C1mo4utLBfJMpbTc3TMyvjrPSttoXewSL+P7ewQZ5HewRgKR/lid4u3HoVd8apUs0PIfS1tRYEaO2SNryTVB8vKceiOBXW9XZT6KKaYee72kbJQYquoam57fxeLuSKW1Hxa8v2FjUM+wRJMRJHvRgj0BoGFAN7BF8AugYYaSto/ZxE8RtmI4/0p/zcaTaIwgWANxz1kfb9tCQeNqaXBnSiz1CN6WtqBKSHV/IHoFKv/Oq5WLKJ6w2+xYJ26erqHPiikNU2vKfRh2WS1A1NNRMplZcaNnAi/4/wNv/Lbx0bcI8bfmmvDJVzN88bo8wiHsWV3rlIYfiCjDdz7hJs0eIK22bJ4AvXg0cvq/3647YI2QQpV2ChQG4ApE4sIgaUdHXucpc0yWZGU70/KNkpzMoJIjqDfydPQes8B73tJ2SZ7nwcbeI0pZbysU8bTl5FVHa5gmmRK5bEoQH2ByRMga5hECHF7FH8NQKvHEfq7nXcGU6Q2lrC0rbAdojVPzsb+5R7rnJDDe+xnetlDl+BJ6HEIxcbDtsn9YNmgH8xu3AGa9g+1Jh+WHqAr8DZpfGlLYaLKckbeMoSdsSa0N9C9vUpMHf0C91WASxq9LW30QpSuh7EqQdAkMoRJZBOEyi0jbNHmGjRtvj4N+zH4WmeoGvtNVVhfl4AsnNFrdHoDRiMQIAnpIkbQNPW4kyZbZm4OiyhaqwkdncYKQt6SNp+9V75vHSP7kBR1csbJ+pYLZmYLnjFFcBjgK40tbMSGXPA+Ki45O2rSD9fwD3Qkb2xRU0rpUsjJDXx6+L4snxCHRVDQqKUW6HoPvXFL+HvtKWt2lu3eFCj9gj2BJP24qhokX88TyR7hpTXWojEjCg1CeAzO7FUHqyRyioEJMobVc6brChOO6xlGNH7WOxQh4YzgoQ94KsQmT82psnwkIaYGuYmsQeoRKxRyhC2lrZFefjGR0yZa5Rz78uop70O3ecsODktil2/m3TFaa0dTxWDBGIBo/4HGDU2DziB1A2N0ws+IH64H0AWtQcjY3nekAs2lQ0K6ezFNZ5GNRmPeFPmiNzIp4eb9R9pa1E5V+dY1l4Ig7fy36eeLzny46sybMCmV2ChQG45QxxYUtI26blP8cse4TgWkZgvhgk4kT4RrZH4H0hbo9AYkQSn49zFyKrhOePBYp5QSZT11DhHv96wYwVWf0BINMewfW40jZsz0Q1Qcd9f2s3BaVtF3uEQRbJtJYF0nYqsGNJjE88+GqvJsfTQWVcFIUQuGnZLlYtt8sbfGx/PqAofgZoVGnLSVtKKRzC7NLM0h5BipK0LbEm0OmdwOqRjAM8AKzSNMD84CKQKW2hReTzpq6GnifrrbTNskcwfCVWfBLfyIjbI6gaAGVySFs+aeoVlra67p62HmwCbGqYgj1CjIj1fZg9gmBy5KnkrpIkomyXoKKprB3H2vpMzcDhuNK2UUGbmmi1+kRY26uwNEbQHVrqYMd0VahIXzA1bBTgtASl7drsEbjStm272RvUtYAXQhIRLzLmWcmUu7wVs4mb6S3oetT3tGXHBClRqipfqBIPhAqFyHSftBVV5H4hMj1uj6BraPG9d3zMSmxIR2QTzskCzcwuJuI0e1TaFiSnKRVIWyVU2vpjIVcyO0ofPW15YDgtxbFXUCJP0+YesZT6StuQtLUcVnArjmCdokpUeVnIpbSNk7ZxFU61YCGy5PV3hIKT557M1NLbZyoBiRUECUWihn+mXkVHuC+bGkZQKFNUzze9CfD95CAx0jaNNJChsxh62g6KTIgTsHkUfXGlJZ/jZKStrBDZIZ+0PbYGxXzEHiFjTsxau4vgZJznoENU1IUig42KDsslIIqkEJnnYtkBbvqpPzYVJdfGEbI2Mwpz5CDAvxcfaytsTEzMQU6T9fO8xZl48Nu1Emp3vvYxNeZr23G8Yn7lQEhCxpGh2HcJhQEXiuBpS7TK+JO2XJBQmRmu0tZaCUnbyjSbz1N9azspxUbrozG+CGRz0/KYNVaRtwtiIiAqyvMIDWolVPSobUIJhpK0LbE2zJycXRzEV7JwgqlpxyIncdKWeKCKEqkuaCYKka230jalm3Al2KRsQoDA7iJYDCtKshDWRoa4kDMbxTZi/YCvBpmrGaH/Z7xQQcQegb1kBJ62SRUY87RNV9oeXoqStjVTg6eaaDX7QFhTCthNuFq4QNk+UwlJ23FU2jrc03aNaa3ERdtlD5ClaA5QaRsngeKbMVkhsrxKW0mF5MjHe8yeIyBtxZQoGfFNWSEy3W/cqqrA1FS4iFZldnxFuoi6qaHlpKQcJjxtR0RFxK+T2yOkVrDu1R6hqA0EhUdZkTdFUcK+6mdh8I2nrfSRxGgdZxYFaf6VvaKb0tZeZZuUelhQy/YITD35HlNTWdvVJP6XWcjjaZtQ2vaeOul6Hj73w6TXqOWSQCl7/qmMMNzSqASq4ia3toorbfUaoKoRpe2muokFn7Rt+oH6nTNVrBB9fYPuawGlwN9cDnz7t3t7v6ikKlq0NGGPMIB75sXG5ayiXhzxsdzwlf95C5Hxtf6Jx3q96lghsowxOsvaTATPXvAzW0TrEx6wsKiaLC5IHHz5jgP45b+7w7+WEQnyDRIyH99xW5/lBR/jOAFamWZzBfdX53DaTK2dF4HS1k542louga5QKAoLYjOlbUEy0bOTWVFA5trB9UhSaatVQEdB2bkWOC32bPLYIwxUabsSs0dYYZ+rxkjbYN0hI21HRWkbks1Nq4DS1gehrBYVh6mpgZez62fl6NweoSRtEyhJ2xJrAp05BVg6kH6Av3CyXA+6qrBKrCIS9gisEFlcaRt62g7I3ysNwkZeTPNj15JTabaRENgjCGRIUc+lcYbbYe1BM4r71PUD1IMLBVNVPSRt46S5v7HySBjRVFUFqgK4MBKLbNv1FVKSasub6iYOLbWDtNngMvQq2v1Q2no2QFyccMLFS9XQMFP17RHiBbHGAS73tPUj470q8UV7BJvbI/jqv35CprTVKtE2JUu5UzW2ge+qtO3maesXIvMJn46YEiUrnkFpxB4BYAXGHEUXSFsCh4bFyjgaFZ2RSLICKglP2xHx6xNJWzO9mMiaCpH1YI/A7/8MJ20v/x/A278GyyVQFMBSzP4FWK0VYPa05IZ5rUhT43ECq7MEQAEqs8GfAg/wGCqG5ittjWL3UxY0iZw4rrTtJEneAusiy3HwzfuPhDYkweuh0vZVz92GPe9/JTQ/IKKpSliMTCSnBLIuCP4BYSFJsEC9qavYNl3BsqOPj6VUZxE4dA/w1M29vV/0tO2lEJlojzCIcYg4UXsEI0f19HhKb6C0TSlE1lmKzn+dZVZgLW6bUOi64562WfYIOUhbo8G+g6+0rQlKW666tYiWVNoSF4dWhP3MqMwXg4R0jhyz9VleuH52Ed/rKApTv8fnoI6Q+p4HfExwrYQvsu0S8KV2haeHF83YctPsEdLXDi6hMBQPqkD2Uq0COu5BiFyFyHwSUq+x9cAgBEgR0pbbI7hJpa3ZYPOE05TYI4yKp204BrRsj2VZFYBHKMRluWiPwDOqDV9pXpK2SZSkbYm1YeZUYGl/+t/9VDzLIdjUMEO1BsfsqWww5RF5SkARVUiZmtB59QJpgP2Av/Db+/QCzvqfu6N/40rbURhI1wtcmRQhbZM+qRsWosqpqE9dP0AIPKpiqqJn2CMwb854GoquqSyFPLbItlxfOSZR2m5uGCAUEaUtAMCoodPuA2nrk97H7SipN101WNqNWGl3XBAobbkSv8fxgbhwKSdt3bDd9buvSZW2MXJfprQF8qmLumyeXd/DStdY4bCOWIzMqCULbxEPnmCPADCi34EeXgtxGWkby5KYrupMGaBJiLX4dY5KZeyEPUKG0jZvBWsRRckGSkAQkuaBPUJtE3D2FbAcD7M1Azb66GnrWsDU9gHZI8gKkflkUGeJbbaEdmQLilQRQUZQ3FqkG2TK2ciJp5gyRzxeZlWScx2igtlbHFuJtv+OX0gMYEqYs3dMB7/XDQ0txw0/iz9XwUfZcsL3B4UkwdQ4DVPDpoaJRdcYH6UtJ2d6nX88QRFqFgjwei5bV3B7hEFt1hOerDmy2OIpvUaNERKeLbdHAI32WWsZmDs9aZtQBBF7hIyxK7c9Qj0gUdqugobgaaupfpq6pyTV856D4y0W+PAInQylbZy038hEtcy2pjqXbLtigCUPguxEO0GCWy6BLpC2HYf0aI+QUogsZe3gEpooREYHZce1nnA6OTxtBaUtMJixNmKPMBXaI8TFDNVZNkbazeRabr3r+aTBv25KKZq2ywL2BUAl9gic33F9xa2hqagYpaetDCVpW2JNoDOnAIv7Mg5gBFLH9bCpbkQ35ACb7CqzocUCYUpbNcXzpFDBjX7AY8WQ7nxqHgCiSmFV9dOIR2AgXS/IFsITZY/QFgoTDElpS1mxjEghMnFjGdgjJNNQXCWptA3SYkmyQM3mBvuu1VjhHdWower0YfNtrwJQcKKj4iNvfgH+832vBAA/5ZorbcdsI+T6qiOe3tRrMTLPgQt23wOlLdD/+yErYBW/72nFLfQc9hVdqng7Hg2Ui1Vdi3hgStO+fdJQJGSrhgYbQrEY6sGOEbsAMFXhthuSMSuuCB6VDSknAFV9QIXICqqlKAHx7REAhPYIPiyXYKZqoIM+Km3dDiNt180eoRaSttXZyJ9S7RG4MqooeSNTzorgmzyujPVSCpHl3GwqlIJCwWNHowFHy/GkZDTAnvFym5O2MU/bQGkbvn+ubmCxzfpX03JRN3XMVHUsu9po9Kk84EKCpQO9ZTeIpGglRrxngZPFgT3CgOo4SP1puyltJfYI7fnw/SLMKbZWFEmuzjJTzK9ZaZunEFm2LU8AIyRtO17U0xbwfW2JzB7Bhedvoeeb9ujMF4NE/J6OSmBzEJCNyzKlrWhlkhf8vnlRj2BLVNoaWm9KW89OBvWAbE9bj8BUoqQt9AqUcRNMxMHXrXlI20HaHXaWQk9kLvYhEu9h3r7sVtJyY1AFKYuCsKAAKxoMrBYkbT1CI/tSVoCYrfmdQGmrhnZTJSIoSdsSawI96UXAsZ+kk1c+EWQ5BLM1Qy53nzsNWPRJW0pAFTVpVD2sQmSeDWgG9i+wzzy6HJvERiVlYb1AJJvcibJHEJW2w/C09eBBYRuJiNI2xR5BEZW2ClMjenGlrcdIsxSlLQDMVKORe92swun0SWlrTmGp42LbVAXP28mi0aGn7Ri2LafDovaayfpKr+MVceFQn7S1PKHwV58X0tzOQUSc1Ezz3cxDUNFu9ggkyKyoGFqoIAfkGw3K+oChRRd+jmj9QVxYnpIgoRoVHU3blVdKp7GgxagEDPjiXlG6FCJrZSs209CT0laJKW3Zwp1SCstlc32H9jGg6VpAY/sA7BFoutLWactJW1dO2gaFM4oSGV2VttOsbfJ7meZpm1PVTP2gx9Pz0XbUcQgq8YwKH5unzKCwWMLTlpO2Tnhf5moGFv2Kfy3bQ6OisewJVxuf9VJnCZg+iY0TzePF3y+qEovYI3QWfeWXTyIMyhJMZnXQrQ0llLZ1oHUi/F2EojBRhuhray359giL6BkRe4QsT1uS09M2tEdoeUrgY8tRNzW0PDVhj0A9F23fvujYijUZStuEp+0GFq24tkRpO5tsu2LRwLzgxT9jgWLmact+r+g+adWLp21aIbKUgK9LKEwl6q+r6FUo49yePZcFZfVKjkJkBvunqIMZaztLoRqbk7bxvgSE7UtaiGxEuAY/0MC9bAvbI1BE9qVVQ4uQtqriZzhwu6kSEZSkbYm1YfpkpoA5cLf87/5GuOOylMmE0hZgiziu1qUEFFHS1hhmITJ/Anz6hE/axlIKpSkLh+/v3cdy1EElC+GJskcQou/D8LT1iTxmj8CVtjGSwC+el7BHUFXmaRtT1bF0X+7bFSdt2Xd97o6oZ5dercO1+7CAsJuA2cBS28FsLVzAzNSM8Vba6jWBZOvdHsGBBkNT0HL4glrp/yaJ2zmIiKu303zS8hB+xM1MU3U9CsMne8SoOwB5kI548GJK25qhwaJa2LaJh46nBNXsOaYqOlMGyBRaUr++EWh7ohonk7Tt1R6hWmz8piRiTzFd1Zn/NJhqGmAFDDsw+rfJcDvA1I71s0fg7UNC2louifgpcwSkLd+Q54UsDTdy4in/g1eF4+NK2/wbOoV6IFASAWhRKRvHprpI2opK21Dd3XG9wEZnrm5iqc2Ob9leoLRddPrYJgaNziIwvZPZfqwc7Hp4AmKRocp0fiulziJT7vGN7aA26wnVbI29lpU1FbdUMOpA80To8x9HPJ2ce9p2lnr3ZhczN7JShrvMOwECpS0jbcVCZAALWDddNTFGEs+GCw2nbqrh2Ko1QUpbsVjnBiaqZeNsbU6utC1ijwCEa3biRnylWe0X9ntQiKknpa2kL5rp1kquR1GBG1njKXoV6lqVtl//deDer67tHL0iqAVgdvG0tcOgeFGCPC/EdQTPnIkHzQB2zOphADRJ2o6KQMz34uVZx2u1R6hFSFtW3wLgQYvSHiGOkrQtsTYoCnD2lcA9X5H/3Y+KdxwPM2lK29nTQnsErrRNLUS2zgOXx1ROy/7AdHQlNqDHKzq6FvDXPwPc9YX1u8b1xMTbI1ihAiZe1Xs9QD241Ffa8r4Uv//cHoHQiPWwoSlw0uwRVH8DFSPkuQLyeTHS1qg04PWFtF0FzAaW2w5mBNJ2uso8e11lHJW2gnI1y4NUxF1/l0wZ9Rw4VMNszUTbdv1FZZ83SYSw9tBNaeulqAFze9pmK20Nn4AVF3AA5MUzKAGJFRmrGBpsKgSPiAfLQ1AYiSPwtJVVSpd62o7AhlTchGXaI/RaiKygWiqhtGX3lBAaeJDN1HS0+qm0dXx7BF8R1zdILGEACKTtcoK0dTx5IbLAm61ou+mmtNUrjCjj6fVpStu8G3tKoKl6Yi3TETxp49jSMLHQkiltQ3uElu0FRZxm66HStuN4qBoqpqs6Fh2N3ZtxCGp3lhjpWN/am9LWE4oMmQ3Wj/PYkLQXo21uEGteSpOFcPi6JuuzZERv6wT7fuJig6M6E7U0sVYYaUu93rOUEp62KX2tS4ZHAFFp6yoJe4SZmo4VV0s8O+I60HUD26crWG47o+M5OUiQaDr/WGZC5YVsnK3Oyj1ti9ojBErbKHEnFiILAtiGZK2SBS+l/kCGgMDxCAwlRtoalbWTtvd+Bbj+99d2jl7Br10zuyhtBZuC+H6+XxDV2IHSVuI9XJ0Flv0AYXwtVyCbZqDwPW15faJV200Wac96e2xfyto597QN11ZlITI5StK2xNpx6W8BD/xfud+cr2ThKZNSY2lRaUs8kJjStpJQ2q6/PcJqx0HN0OT2COJC7ehD7OdD/7F+17iekG1yJ0lp64ieto0hKG2ZyrBhCuRWvKiST5J5sYimoamwqZ4gPSyXoJqitD1rG4v2ztaji4tKrQ5q92GD4itt246HmpCWyO0YmHpyBIizIhCVq3k33N96P3Dr/4m+RlzYVMVMVSg61+90RH6uuNI2rhZMK0SWh/DrUojM8UhAwFYT9gi1ZB+jxLdHiHradqgeLNQp5UrbpD2C41GQsVLaCumOvNK5DHZIoBVC0UAAJfAoAqJ9umqAUqBpu8Eie7ZmoE37WHTK7QCNrez3fgbKKIkUGQvAM3oK2SNocAkF0cxiHsHdPG2BUJ0THB9TvRv13Bt7BRSnbW0ksoYylbYNEydWs5W2bVtQ2tZCT9uO66FqMHuEBdsfB0Zh89kNnDxtbOvRHkFQpZq+WjpP240XNhoEacuLasVVs0D2Z3lORBnISNvj6eNOZSZUuFG/KNnsKQCU3ouRiWrPTE9bT9634zAbbOwkHtpu0h5htmZg2Ul6MVPPRa1axVTVTxUelflikEjYI2yAYlVpkI2zUzuBlUPR18TU97zggb2Yct2O2CNwpW3BbC03wx7Bs5PezGBEmgkvMg+pZg06WUN75vNVa773c6wFrjBfdVXa+s9goErbOfY7r4US8zMG4JO2h9ge+//P3n+Hy5Ld1cHwqpw6n3TzvZNHI40SSAIJEQSYHCwneP1hfw7YvLZx9vc6gMGvbcAB54DDB9gm268JNiCCAAWUkDSSJqc7c/M9uXNX2rveP/belbqqu/qcPveeOzrreeY5c/v06a6urtph/dZvrcJummNwr3FP27Efomao8dqv8p9HyPI7KaGGn9oLiCJ4dNCOjNcoTkjbExweaw8DKw8BL/769O8iCkjspmT2CGWetoK0DUBlbdrTVpC2qsUGjYKJ50jAN8xDL8TFFTtpERTQzOzG9Nbn2KC8+fTB27+OM4o2uZ9PpG26+m7wiumd/J4jiiCS4RgqQhohJHRa7cBJMkox7WkraVMbCz8kpUrbN55r4dUf+oapw7AsZzkbb3+ESHfgBjTe8AOsyqorMifi7rFrK+0RW6QUzUNcP8PN7OPcCqNuqkmxa9lKW7FALVTaps57aRBZFaXt7CCykEYxAVtsj5A7fzRECCVWgQOApclwIyUpSJAQIeQpcq1mMMIhlI2C12UKrmSuOSatnxklSAGJLXDgILIF2/mjiClt+e5SnNOBy0hbSWKPTegyg8g81qYOLLdQVmaPIK47t5sEiHD4hBaSm+JaI/J0N8NMzFPaAtmujqLnq9UVQlJEcWGlNkXaVlbaphWFKaXtJCAx4dWydfTGAaIoisncuqliR5C2x2HzOQ+CPHVWgdH24n+f8bR1AEgVSdteVrl3FAqrmLRNh0pprGg7q9CSV1oKT9sy0jattA0m7H3NVrE3aOVjp7kgsjJP2wXsEYIRKAngUmVaaWtq6IXy9PvQAKZhoj7Lcue1hqnC5oIFqnsJReNs+yKwfyX72EGCyATBT9j5/PWnb+P7fvEpjHwCXWHrQUNLB1sucP/PskcACu/vkFLoUpaQl3UbCj3E9bzzPPsZkbtzjRAPgMSuV6NeHmKaKYofldI2b48wiMnPDMwms+LRCjoXDipYe/E3lxvgSlihwScUbZ55sohFAo0iyGlPWzUJ1Q5JshcQ1mY+eQ3yKIfACWl7guXgwhcBtz47/TgliGR1vtJW2COQYtLWS9sjAHdOqcE3zEM3xLm2jd4k15qp5qpfvWvAI1/HWp3zJMxrAZ/39ggpVZReY5v+O6n8pok9AgC4ITfaTxNswh4hytkjyKmwphTR7IUUhliHFxEYBbCc2nKSZf0hKE9JTZO2kiQxiwSqHg/ibBHklbbzSCbx++FW9nEawqcS6maq2LVs3zxx7U552uauqTKlbRV10ZwU74DQOFTMzNsjFHm4ctJ2SmmbulYiSkCgTHnaGqoMTZEYaZs/jxEBkWQ8/D2/ig+/uHN8lFPpNjp9htI2OIzSdjF7BBJJsaewIkuoGczX1guYWtPUFIyourx5OnTZZ9OW3N1QRtqaTabMGe0Adid+mNCIqZJKgsgAIMRRK229EhVOtXlIQoTTLRvb/Zw9QshsDIrQcQzsDPm9kCbKUkFkE5/EpG/LYpu6SUBYJwdX2u65/PXv5Jx5UHgDttl3VpmadFGkVYmSVD2MTLyvgGqVKuQODLFeU3LjsmbPHgumgsgspqQrKxal25KF0s2os3Nx0Gtgyh7BLS6cR7SiPQLztKUh86id8rS1NHT9aaUtSAjH0lEzVAw+X5S2eR/O42IhdBQoGpdbRaTtXlJQrApRFOSetu976jb+y0ev4IXNIYzY01ZOlLbzvKbTmBVEBhSTtiSClvO0lQ0H+mFI2+E2sPoIAOlgRa/DQhS7JYkVj0qVtqmi+FEpbdOWN7oz2x5hvMuON4+DdHZGEfCTfwD4+I8c6LALQVm3RUAi6IrMciK86nMToTnSNmWPwKzSRCgxuxH8Is7o8xgnpO0JloOVB4C9y9OP0xCQZEQRypW2zQtsoPLHQOiBSirkNNmkyAhCviir4ru1TBAfVNEw8gnOta245S85uFwVVCQOty4A28/dmWO8k6AFm9zPK6VtipCLWx7voEUCDRFQOVa3uQGZVllxZWPeHkFVJPhQkudw+DM8bcvgOA5U6hUXYRaBP0KossWklWtLrJsqxlS59zYFaaVtldY20SYqUrgFSAC/SGm7zPMRuGzjlVfPq4sobecscmd4C0ZRlAsfKCJtp5W2JOdpa6oKPJoobSP+nLwiUpJYwSMoVNqGeHmHPbYjgmWOw7WXVs7MCyI7kKetsdj4zUlbLXX+W9zDlBWAFE7aastRVFLCNgqqmWx4loVS0rYFIAL2XwHslfhhocIu87QFgEBSF7tuikjYqRevpTxtC4LLNLtyB5IEipZtTBWgvYBOFTkELq7YeHWXz3PpwhH3UaY0yihtG5YGSQL2Rn5M5tZNQW7dI96fYq531g6otM11GFS9dv1RNlDwKIQKRfYI4r1mKm1zY7nuMDIkZyESI22P4PbZ+VS0w93HeXsEoJgsnWPLE0Nj9ghRMIELHWbuHmiYGrq+zO4vmpqbohCmacL5vFbaHpNulKMA8QuUtpeA/vUsgTraAZwVLISYtGUkuMhzuNGdQCyD4wK2WEtW3fOWzSeKxu73QqVtNKW0VQwHRnSI63myz3zo7Q4w2pr//GUjfR7MJht/ioo7xE9sMI5CaUspGwOFhYZej4MPp8bfzgP85/3Tr2PUF/cBF5zMMvfn3NYhJCyQtWaoLDS6IlhAdvJvc8oeIfG0BXDia5vDCWl7guWg8wCw+9L04xEB5QunUqWt1WaD13ATID6IrGWSwU1NxiT279TZJusOkrYB2CLlXNuar7QVbRCtC0D32p05xjuJiE4vhF/LYQR5pBcCqs6u24MGahwEPIjM0hVIEidt8+qY2B4hW9HUFBlepCWfgyOrtK1G2tbsGkz403Yhi8IfIVTYBjVPsNVNDWMyHQBy7JFR2lYIIhNpxPkWJhoiiOQ4lA3A8tU8aYI5DSXvaVuyEaiktC1Q54uX5QEGggC0dIWpxwUKlbYEYSRnlLaWrmCS8rQFDUEgF5JrNUOFjwKlLSW4PWRkxu7IZ2TmcdiQppUgc4PIDqK0XVC9HZO2ybntODr2Rz4fSxhZPiRcaXtY+5jYd9lcvo94GWmrO2xs3305o7SNSdsCpa0qS5AkIJS0xcasos1bHlNK2zxpK8ir+esiGREajoGRT5i9Dscspe1D6zVc35+wxOh0iB9X2oqNleiWUGQJK46B7YGXCSIbuOGdzyU4KER3wYE9bXPfq2iLnQd/lBSEgZRCbomEYKy0zZO2c0KP8kpLcZy19eLnm41kfvP6iYLsMPdxmowVc1LR+DWnwyOGzufoYAKqmpDlbFtyw1Kx6/HHUvOBTEMYuoGaqWLoBZ8fStspT9sFrXXuJRQpbRtnWTDhld9NHhvvsMcWgShccU9bQVrd7ntTSttIrCUrk7YFRT2BkvVDQOiU0lY1azAOo7Sd7HNP8PXpLrI7gbTQwGgw8UDRmJNWJh9F4cXtsnWGUGMbNfYegTvd6bD6EPtZZG8xK0ytDLc+w34K+8llgAdYBtzKIJ7Xq/75lNJWgRcrbZMuJl1h2UYj/0Rpm8YJaXuC5WDlAWDvlekNGg0RSTxRuExpK8uJmoEEIJKeWTjZusrS0wHW6rCoMfuiCCbA9zdZGwxXu0kScLppoTfObcamlLb9hLTtXT+6Y7xbKLNHuNeItYMinGQXREbtDittCYJIhiYzYsQNaHYTTCmAiNsjIEfaSnEBIk2y+yGFLi2mtFUMG44cJOE0B4U3QKA6sDQFkjS9WRqSe0xpG0VZ8qxKiIzw9hObWwEawqMy6qaW87Rdpj1CimBOI295UtZyV+V4ZnjahtyvSoRamWqRp20BaQs5o/Q0NJkR/Py6jiiBrKhTG3CAkbaepBd62oqa3PbAOz6b8IzSdpY9wuSApK252PjNg+DUFGnbtnXsjX1mj6DJMDQFA8LHmsOeQ/H3qpklL5cB7rk/BUliypjxDmAlpK1H2LVZRNpKEgu+84UFTVXkw52KIBKngWLVe5UQKQCIIsiI0LQYGZFua5yltF2rG4gi4O3/8P2I0uGDXN0tiurpbomNhoHNvhcHkTV4YFN0XAJV5kGQNvbKIYLIcgRnlbUCVy/HUDQuVFgi0V3kaQvMX1vnW3qbZ9nP2kbx89NKW6+f+EMfirRNedWKuatojIkKQnOLIILIgjEibtWURtPSsBeTtsl1K0chTMNA3eBJ6p83Stt8ENkxmCOPAiHvQkpDloHH/yDwuZ9j/yYBW7c5s0nbFzcHeGUndb0LRSf3tBVFr82+GyttDVVhy0mo7D6tev/P8kgv6dQhNIIWBZl5RTMdmDjEd+t2GVFZW7s7pG3a0kuMO0UWCfnMgGVzC3uvMFJfWN7ofIxxu9PFWrFOPv3m6dcx6mz/uYgV4ZB3iBQJ6g4KobSlLDSstihpGyGzLrc0BT6hIDRCENJYaCFJEhxdwdg7IW3TOCFtT7Ac1DbYZmKKeCCIwComjqHCC0puwNp6SmmrZjbkzDMl9XeLGrMvCmFrcOV3AeLDjxTUdBVtW6uutG2eT3x6X0ugBQvhz1elLZDdTN8JcNJWkaVs+5RYaET8PpFVEJqzR5BluOCLhNT3xVLD+T8qKm2hmrCkMPE5PCjGe/C05pQ1AgDUDQ2je01pS3wAUUKeVQkic3tsHCkibbk9ghvwFNWlB5HNUNqmiacy380qSpt8S20KAWWbFTXjaZtW2s4KIkt1Y6gKJkROrhUaQi4hwmqGCg/69AY7Ipjw24eRtkcUSrEoMkEZ1gyl7WGCyBZT2tJIgp6ao1ccHXtDP7FHUGUMiVD1H/IcxkpbozrxVRVlSlsgUcbk7BEkCZkQvDR0RS4Me5yJEqXtB1/YxkSoTIz6bKVt1Q6kiN1bNcuAIkuZzZY3Q2krSRJ+6L2PY+iFeHk/THnasgLV2A8hSdluifW6ge2Bi4lP4yAyQiNEqrlcAvKoIM7zQe0R8qpEo34we4SjECrQgM31+bCbeWvrPGnXPM9+pu6RDNIBQO6SlLZpr1pFZZ+jUGm7gD1CMIYcTiDr00Wvhqlhz80pbSmFDArD0Blp8XnlaZs6p/l1wmsJZd1Fb/zDwDO/xObh8R57rOz65/iRD1zGf/nIq8kD4n7mnraiKL8/DqBzqzIxFrshWWyfMUtpW0LaBrGnbXJva6YD67D2CFabKW3vhj1CutitqOwc5tfYAPuexfOOYs23d5mJ2gREYWi0U/w9/c1rwHu+Z/pxQfouorZ1e0xAdpCiYxm4p21IImgyE5U8e6t60BmJooz9pbjOvZDAJxRaag1RM1SM/OqE8OcDTkjbEywHRp0NQPnFLQ1BJSUOJyn1J4lJWw9EygaR2brC2vIEjlppe/sp9vPKRwDiw4sU1EzmO9SdBNgeeLgi/N2KPG3NJtA8t9yWhOOCiE77X6bTpJeB659kSufDttUeBUQgjsCySYR5oCGCSIGqSMzHMyTZ+0F4rsksiEzOedqGVGKb+9Tm4iCettAsmJJ/eKXteBeu1oJZoFyrmyoGoXxvbQrE9yAWY1WCyNwuSyUOJ9lNHwngp/yLfUK5qv0OKG1VI0uWh/606gQ4tNI24POBaLVnoQSpAl0R6U1DhHlPWxF8Ja6ViJSTtqaKSaQVvu44BFZrOraHHiNOltHef1jQVNuiaOXNI6/wXgSqyYo9VYOOIoowFUQGAG2HK225PYKpKeiH/PwfVlUZuowokpUj8rQtJmDjTVKOtNUUeaorQEBXFR72uMC4mCf3wNpVv/O/fhI/+ruv8BfmnrZRVFxAkSReQK5G2iqKEofHCbgBjYPEivBtb7+A9zy6jud2/JzS1oIbkKluifW6ia2BF9suiHGMKPeIIpF4h7RHyCttnWoq8bw9ArB8S4mwpHNiHpmaV4U3uNI2KlnXm0ehtM2RsUWFTNFxVDmIbAg5LC56NSwNXZeyMUhct1ypbJomE5W4wWtfaRtFcWt0jNfyZy4jP0+/md2Pm0+xTgyjMdeTfGfo4XYvdZ5EcYTbjaQL1UZKaQuwDohM0W7ucc9R2hYUfQmNoCLMrPFUsw5dChEdNGR6ss+6Vax20k12J0G87JpV+NpOPS+ntF2mIMwfA1tPZz1qZZmN74NbxYFjZqN4vazZbO+2KGnbvpTkZiwDXGkbEKa0/cQru/h3v/NyZas8SiMoOXsEgK0/AkJhpDq4HEPFaIGQs88HnJC2J1gOJIktbqcS0AmoxIJJYo+eok1wjfvekAChpGWULLX8jXvUnmjbz7HFXv8mt0dQYekKWraG/iTAv/udl/APfvlZ9ty0vxuQkLb103enJeSoUWSPsOzqZP8G+7n/6vJec1nIV9+r+tQtCzSEH0lcaZu2R+DkUpQlbVO8FlOBEToVPOSFFIYSAZDKCYw8VGM5nraTPYyVJswCpW3D0jDw7zGlrdjALGKP4A2SzW96UUlDuFRGw2SbJDegR6S0LbJHyBFPpER1UuV4ZihtE09bQdrmg8gKSG+utM142moyRqEct45JJIBUREqAzSeTqID8pgTjALi44mBn4LFFckTvfhcB8ZPzpznFSdIkYPf+gYLI+HmquvkWnrapQkvH0bE38rlqn1m3jEOJEx2HnBuC1Ob5TnnaAkkwYMrTNiBRZlORh6Fy3/BFiIy8TyiA528PEBCK//Shy8zCQNhC0JAdMz8f7/nh38GPC2K3yrooEkUSZcqLTnx3s3C+beH6IJoKIhv7SQiZALNHcOH6jNBVFRm2riAsCgE8jgj5pt9ZZYWSMoV7GYr8X/0Ka4W8PQKw/MJ4MM6qeQXm+SZOtcfzsWNmEBl/vWUpbfNFwCJPbrEOqtI5pDnAZB8SIsjGtD1Cw1LRnwTZuY6y8dc2hKdtOL0XeK2BJl1cMe4Vq5ODIN1en4YkAWuPADsvsGLOHJUtwEjbzUHqPIl1YeByT/Cky0EMo5rCPNK9kCwWQlXWFQXwom9RENm0p61hs6Jl4B7wPhVKW7NZrHA9aoSpgDGAjUVFx5FW5C77Hv7JPwh8+J8DD39t9nHdYSI1URiuAklaPIzM7QKti2zspUsK9OKFm5CyAOEffO/jAIDnbldT2+bFRGLN4QYEXkihqcnvHGE9c4IYJ6TtCZaHojYyHghjqvLsNEBhVk58hMgpbQ01a0Y9LyzhsBjvARtviI8ngApdkbFaM0Aj4P3PbuGlLV71zFfm3B6bHGoHbKk77iiyR1j2hkIQElc+srzXXBaCnKftskmEeaAhAipDlSUYaaVtRNh5E151kgKSM3xXFQkBiaZa2v2QQpdRXWULAKoFLfKxMzqsPcIuRkozDrBJo21r6PrSvae0lZTUIrBC5Z74SadCelFJQ/hUQt1kmyQvJIuHRlU53kLS1sjZI5RsYFRj/vcTzbBHIKzdXIz306RtQVcFtwhJF/ZMTeGhdexYZOIhKrJ9ACNtx7RcaXteBE6K83K3W7nT9giCaMmPOeIYD6K0jdPpK95nEQWJAC11/mPSlvuisq4aspxNfXoTeiftEV73zcDjfyhzTv2QFvrZCjBPW3WxQlPeJxTAUzd6eMd9KzjVMPH+ZzeT9ti0VQSAy9sj/MgHeEJ0PpCyCJy0lRXmMdvndk+ERghINFNpCwDn2jauDsCuN0rj8WPik6m/XWskSluD/65uqgjkY2I7Mg/iurPa7BoZL6i2pSRnj1Dx2vVHie+hgLpkoUKZlYpZQmwIFBQY8Oc+Drz9zxQ/P61u8/opX8dD3Md54UCR2jP27K2wpkmR10oBkd0wNQy8EFF67hVKW8NE3VAxdMPlz83HDZyozpD2R931eDcxy2Zg9SFG2g43gfqpuS+1M/Sw2SsibceAasELKNbr7L1EEJnwSPdCWr3gAxzI0zYgEdQoq6I2bKb2d8cHFKVMuoDZOjrSdvt59l8ZipS2hZ62OfupZd3D3WvAtU8Af/73gNd/a/Z3opPCKFDazsKiYWRuj3XxIQK8JX0HhM0BAaHQZAm//y3n8FWvW8dzt6odF6HZrBVxnbsBYa+ZKoqf2CNM44S0PcHyUFsvt0fQlHhR7xWFkTmrbFEc+iCSmmm9rBlKTmlbPPEsDZN9YO1R5sNDfASRGh//as3A1b0xruyOGLmQrsxRwiZWs8kI7Mle9ZbTewURnV4IL1tpKybW4ebyXnNZOAaetn7saSsn6kuAb6TL7RF0lduTpDyICY0Q0gi6TKu1EgpoJrTIx+7g8J62A7leTNo6OnZc3Fs+cXn7jCpKW0Ha5Be3JIBLZVi6AkWW2Li5aGjUPOSLEAKKlgsiKwg/AioqbcNSYkwk0AoUe9rmg8hChDQbhGVqCkZEYtc1CSBFBFDKSdsRLVBDRhSjgBFT3bGf2EYsqrBbNtKkXhw4lTum2JbjgPYIRa9ZhihiSlslq7TdF/YImpx8j8vwn09vQpdtj1BUhBT4fX8f+AP/OfOQT8hM0lZXZXiLBpEVpNzvDD2cbpp426UOnrzeS9pjxb2fmoNu94W6v4JXrFDaqlmlrfBUnKe0Pde2cLnP55RgFJN/Y26PkMZ63cBW38sQug1TQyDpR5tJsCyIQpWssDC6RYvwpEBpW8keYTxN2i47IKdIzQuUq9EECqw8sP5ocdo5wK/blKetwRW5WonNSxVUUdqm1kFzkToPmjE9fjYt9tkiJeVZy9f1lmWmPG1fw6FcQDERrlkH/x6PO8o8bQFg5UFg92XW4j6HtI2iCLtDH1sDD5R3FsWFBmEvExKs19l7pRsW4iL20pS2TrE9AiHcHiFZ45mGAS9SEYwPON96A1YEKiNLD4sf/wbg37693L4qbXsA8IJUd/bzlrmXvf0ksPowsPbw9O+MWnJMiyB/Hey+PFtBO+kCjXOsyLUsiwrK1qMBiWKLsgfWatmgvVl/HmWzVgBhgUkyQWQA4BhKVrB3ghPS9gRLRJE9QkRBoMQtk0CyQcjAXgVGu4wklbSMX6Gt5+wRjlrdONljA+1oBwhd+FDjlsizbQs1Q4WpKbiyO84qbcXEZDbZ5wEWV2ccdxSlbS9baRsHV9yFlpp5yFffq27ElgUaIqDMT9KIg8iEUs5NvOVkFZQi4x1ki+en7BF8rnrX5ah6CBkQk0P9wSGsIUgIuF0M5EZhENmKo2PXxd1vT18EeRK0MmmrM1VCelFJQ3hUhs7HziNR2uZJZoF8qErZBqbK8eRIqc9c6+Iv/8wTiKIIIa/WC5iazII3BIqUPBFBADn3dwoGoQIgikk9SSveuNRMFUOiFiptR0GE8x0LI5/ApzgeYWRpJYissPs3v/EKxuw5JT6+Av/s15/HV/2zD2QfFH6ohWE+lIWupDdGwtNWySlth1l7BKa0XUJXDEm1OR6F0naBDgOvgtLWixZU2uZbzgH0JgEalobHzzXxueu9aaVtkb90hbGGEnZvKYqCuqlhwD1tRaGkitL2pS7/hzeMfZT7/HjT2GiY2Bq4cAMaE7p1U4UnHYN7qgrS5Iezxtani2DK07ZigdcfFtgj2MvtLivzv0570BahSGk7C0aDvRcJEhIHONQanhCCX39uByHha50isnQRe4QUQW4b04VJmxdNiZJW2nJ7BNOEw/cn0bL95o8bRBFX+XxS2paQn42zzMZtcJtZ4c1AbxIg5OKIuDNNCI9CF9BseAHF2+5jNjx6anqJlbaL2LDNUginiygpkFB8t8n1rykyXBjwJ4cgbfX60SltRWGmd73496GXtUco9bRN2SMscy+7/yrzky2CzjsOFlba5opg//qtwPv+Zvnz3R73FW4tz9eWsPVKSGgsnGjaWsYffxZoFE258AmLmXwQGRtbT0jbNE5I2xMsD3aHqVTTEPYI3NNMUyRMgoKb0FlhBCfxEUpqpvXV0Zk9QuyFu8CCrzv28bHLu8U+umWY7AOrj7CF32ATfqTA4H5D51oWHj/bxEbDTCWM80He7bFFou6wycJsvvYsEoqUScsmktLBFccN+dYj404rbUP4VChtuZpN0dimPxhn7RGiKJMZZ+mctE3ZI4gCiiZVDO0Q4IvZ4egQn33Cknf7UqOQLOg4BrbHuLfUK3m7gSqkLS1R2tIQLpGhK3nl4pLtEQqVtkZOaTsriGwxT9t/+MvP4Bc+cxPX9ia8Wp9SzKpF9gjTSlsWxpdW2sroh3zhzecgaYY9woCoheqsoc+IKQDoTvyj90+vgrxipCiMrMzmIodfeeo2XtoaThdOyz7nld8Ffu47shsjYY+QU9omQWTcHiGg1exB5oEHXwA4oiCy6svgvDI8D12QtosobfPhTgD6kxANS8OFjo2bvUmyaQ9ddi3kwkCjKOIt9LPHhjBF2jYKlLb6jM8GAOc7FnYmFJFqsu+BK223B16sFBNYrxvYHfkYeEGKtNXgQr83fDBJaq53Vhdfy+UJzqprhWBcEERWQUW9CMrsEYxGMbEhUGDlMROCpPUGrD03DiI7ePHFDwL8+w+8it96jgtEtCJ7hAL/1TKkPo9tTK9DJElCw1RB5JStFF9n2aaOuqmCRoAH/d5aqyyK+JymSVtOci3LL/M4YZbNQOMM0L9VSWnbmwRQZQltW8NWX5C2fN/IiydeSPHF90974xqqslgQWVlQpUAJgRqJ6zZ3b09gIDioKMUfsuM+CtJ2vMf2D2YL2Ltc/Jy8PcJMT9sjUNruvwJ07iv+nbOaHNMisDrsswPA7c+xn9c/Uf58kbFjtpautA1pFAsnmpbGLMUqgOSCyACgZmgYuuFUZsBJENk0TkjbEywPVruEtFVila1dVjmxV5mylfgIcp62jsH8OWMv3AUWfD/58av4tv/4MTx1YwECcLIPNE6zAbV/HT6UeDPzRQ+s4OseP4W1moHtoZutzLk9UKOBoZDzF3n83uuIyNSGscpmcSEca6VtkaftHSRtI2aPoMoSTO4DBCBRPKTtEXKetqbGWlCYPQKbYMU9pUl0+nudBU4QDYaH+Oz9m4DVxoBoJaSthq0JD1ej90i1NR/sVaZgTIP4bCNURNpSGZqSV9ouM4jMZRuIPJRci3detRA/r4K6KJX2HUVR7Af+xLX9KQ8rU1MwKbJHSBfdKEEQSdCU7LXdDfgGfcxJ25KNS91U0QuLPW1HQYSWrcHRFXTHwfFQEuVJPc2ZPqZgwh6fA6FOe/J6bmwt8559/lfZz90Xk8dEEFlaaWvrcAOK/bEPQ5UTxfQylLY0RVovXWkbLUTahoRmCsp5GKqCCVXZPV2lUCzCI3NK274boGGqyWYoVtomREK6ED3ySaUCQ8jbulVFQcNK1DFuwBTE8ozPBrDNWc1QQVSHEXGcdNgeeFjLkbZrdQNRBFzbm6DtsM9XN3kI4N0uhFRBmNr0H4i0zXnaLmSPUKS0XbY9QpHSdk4rM52+VmdCs5mQwesXBJEdbO0gRQQhFOyPhVVIQeFwEXuEFGy9mORtWMLWg49lJEAQKaiZGhyD/c2YFhQCX0uIPW1zQWTAvWF3sihmkZ/108w+r3d9rtLWDykMVcZGw8Rt4Wsr7mdhjxAQ1EwVH/zrX4pHmsm4bmp83acX2CP4o+lA0lxQ5RRKiEsak7bZNZ4nmQgPEkRGKTveoyJth5vsnJx5MyNHi5AvMJV62qbWF3dKaStI20XtEdLz0M0nWMjY7svlaw2PWystVWmb8rTla/e0P/480AhT9gh1gyltvTC7H3BOPG2ncELanmB5sDqxei4GJbHSFphhLO2sMrI0mCCEkvG0jRdFfpqgqjaRiOrP1b3qfn1x6iUnof1IjZW23/FFF/HHvvgS1upGSmnLFiz+qItrYw3/1//gFTB7JamKvVZQaI+wBN/CNLw+8+GZpfi4W5jytK3f4SAyAp9KidJWKOY0fh1GBIAESNLU5GhpClO5K3pMyPkhhSJLUKWC73UWZAWRrGEwGMQWCwujfxNonMXIC1ErULh0HAP9gI8D94qCJZ10D1RTahLuJVbkaUsk6GpaaXsUQWQFiis1sdBgx3IIpW2UkLbbAw/dSYBvffMZPH97wFKLM+SrDC+vtI1o9liE0jYfRBaCHeN4F0TWYWrFG/CWrWPPlwsTx0chm6Natp4ibe+20tafVtoWBZHNUdqGhOLK3hiXVmxc3s79fdl1OuJqtp2Xkse4PUJ6cd20NMgScLvnxtdrQCJEVYoW85BuXzzmSltLVzAifCyrYutS1HIMTtpaGpqWhoEbgmic8CPJ/JMOdO1PqhUYCFfaqqqa8bR1AwJzjp8twFSH59oWfMVOlLa6je2hh9VadnzQFDn2A13jv2vZWrGf9HFE3h5hUaurvKetUa+utM3fy/nA28OiiBgGDhZENguSxF+zz4PIBGlrH9grXKIEFDKGQvxRNCcuYo+Qgl1g0wSw8Y2Rtmyuo2GAEAocQ4WmsCLVkKj3zjrlICABGyvTxf3YY/01SNoSv5z8rJ9ic8f132O+pTMgLHU2GmbiPy683jlp63Fi93TTzLSOGypf9xn16SCyn/ojwA+czRJ2uaDKKZQQl1GBVzoAuJKJ8CD2CMEIQJQlbRfpdp2H0Q7rzm1fYuRoEfJ7tZn2CEegtB1tA7WN4t/ZXFVd9j2VQWT/AIy0ffwPsu8zb0spIPzRFw0wmwVOcoepLrlFlLaURpDySlvuCx4QCk1NfteyNdAlXjavBZyQtidYHkqUtmEkp5S2SrHc3V4FEAHDzSlPW0NlykLhv7aIPYKo/tzsVhyI/SGrVlodZvcAwI0UGGouGVmQtqnK3O7uNvqwsSt8i8zW9Pm411Foj3AEStvmuWOqtM172jrLmwwrIIpbw1NBZEDShp+qGpMoq7S1dJmRtim1pvCgBF0wiAwAVBOOEuL6/gFJrcFNoH4aQy+EU6BwaVoaQomTGYu0G99NFNojVFDaKmqh0nZCEqWtGxyR0rbMHiHjaesWK20X9LR9YXOI820bl1YdbA+8TJgBwAoLGXsEQSykCUUaws8FkVmagolP2PMnewglPS725dG2dex5ytT3EtEQHpFg6Qpatoa9kY9K9hZHjTxpW0Qkl5HvKeyNfUQR8LZLHby8k9uIlSlM/BFT1u2mSVsWRJY+/7IsoW3ruNVzmT0Cny+JYhz+/KUVM8v2s48opgzWZiCkNHO95lEzVAzCBQpNReo1sGJzk5O2ADCCmShtefFErKN0VWaK2QrF05AX+VRFzQWRURhz/GwFzrVtuJLFCtLExw+9/zqeudmfUtoCrAgDsFBJAFirmeiF6t0vhFRBmCJtnDVGFCyCKU/bCtcuJYxwzBfIlu2tXRpEVkJsCBRYecyF8GF0++z/gUMp5qWICUHifUSRZVBRaNYs1FiLe9E6BGD2L26UFBtc30cIBTX+/JqhcdL2HihGHBQFgYmMdJLujft5UcxS2qaLbBtvmPkygrQ91TCxFYdGppW2NryQFHabxR1WRn36vpzss3Xx4HbqmPmck1rT/ev3v4h//zsvs3+IAkoeJACFPHW/+LKJ8CD2CGJPZNTZPpj4y703xjuM+GxdBLpXi5+TFxoUFaQozXbyLFNpO95jnEgRzr39YK+Z7t69+QRw8Z1M6d29Mv3c0GefTa8tFmQ3D7xwHKQEF6xrp5oilkRF9ggqs0cIKXQluQa/68sewN//5seWc9yvEZyQtidYHuzOtLKUslYmMSExj5KCVmfNZIPL4BaCSM0oBCVJylZyFljwiU3JjaqkrRjUjQYjbgF4VJ3yelut6QlpyxfT3b1t9CNGRgBYbkvCcUFRcMvSlbYDoHn2+HraptvJjYJrMYqOjsilIUIknrZe3h4hRdrm7REsXYVbYI+gq/J0InMFSJqJiw0JV6qq2PPo3wQaZzDywkKCTZEl2JZov7tHwsiCUdaPsJLS1i9W2nJyUlMk3iZEjsDTtkShqaVIAkrZ9XFgT9swVjy9ujvCxRWbFb2G3pQ9giEUxfHr82NLExY0RBDJGYVuzVQxDggizQHGewjlWaSthm1XmhqzIkpAoMDSlPj4jofSNtfmpxWo1CoobfdGPuqGikdPN/DyVm4jppZcp/4QWH2ItSMKRBQhBfQcedl2dNzqTWBocuwNSeQlKMPT7YtLt0cgC6nxQhJBm2EjY+sKeqI7YBGlbY4M6U9CNEwNts4U5X1qcGXrOCYSRh6BIktYqxnoT8JKBQZChdKWBZEl9ggkJljn4VzbwhBW7HP8///UPp67PYjVtGkIL1txj6/VDXSD6YLJsUPsDcmvO3tlMXuE2PYiF0Q2b11Q0qa89HGozAN7XitzQWheGlEUTedHCCLYy9sjHJy0DSEnHXuqMX09CXFB1YLMd/4W/s3a3y0MRAW4/UuUkLIT1+VK2yRgb0hU9p2T12g7b9pbXECS2Hd5twubR4FZnrYA8Ad/DPjSvzG3iOFzn/eNhoFN4WlrNmLSNVINuAGNhU1pGBoPIisSRI15MOLgZuqYs0rb7tjHD//GC/jnv/kCf9/i+5uGHog0/TkC2QLxDnCfejxMUVaSe36ZnZOjHSb0qm2Uq0yLgsjye0pRND0Kpe2kGwu/pvDQVwHfU3LcsyAC2yf7zMv39FvKbRhFV8cylbaUd72pBoIwijuiG6ZaXWkbRcg3K7EgsoAHkVUvon8+4oS0PcHyYLWnza4jgjCS4w2BYyjlHiX2CjDZRwBtyjcuS9pWb5HsuwEePVXH9f2KA7E3YItrWY6rZF4qiEwg2dQnC5ZhdxeBVkvM5pdp/n1cUGSPoFpLVv9NmPLhWNoj5JW2BeEi7/+/gR88dzTvzz2iVTmlvgQScjDVSkxodnK0Mp62QmnLF4upFvbKUC2cbyi4untQpS1L3h35IWolBFvD4Wqge0Vp648yadSVPG1piT0CDeFGMlRFjivRU7YFh0XezqHouMW5L3xeBeVvSsV9dW+MSysO1moGtvreFAkWe6EKyDJ7X39aaZsme+umiigCqGoBkz0Ekl5ouQEwe4RuoCLKLc4jwkIzbV3FRp2rYo5DEFlaCQIcOIhsb+ijU9PxrgdX8OGXdtAbpxbZZYpwf8RaENMqQ+5pq+ZW3h1Hx+2eC0Nl6nBdlRHIy1Da+gn5dZftEeZtKmqGiqHPf19Jacuv9UJ7BDUuWHcJJ0THe/F9OPJDOLqCpqWl7BHmeNrGSlsFdVON1TEiQK4KzrUt9KgB9K4jVCwEYN/N2++f3qDm1WPrdQN7/j2gtCUBgCintF2AtBVKz/T3WiWITIzt+a6GZSv+y5T5ghwqa2WeEUTmBgT3/a1fwb/+rZeyv7Ba7DXdPiNwgUN62lLQKkrbRawRmmfxQfWdMQmbR8fRMaFafE8L0laMgTVDRT/gf/taVdsSv7jb5jjMkUcBEfpYhje8F3jP98x9GZ8wYUTT1pM9rNliIWZgalYAheOvqXJhhrOaFUQFEx6CdpqJH+Jj5p0YvFjx8Vf2mLUHoawTyWiU+Lr6INL0fR0qJshBPG2Fny3AxgvNWW7n5HiP8QWzSNt8h5JRQFiL8VaMactS2pKQ+cmWKW2BStYIn766ny2CCU/bW58FWheYRUTZ3CTuSdUqV1gvitReIG1t1rQ0+CHNdsmVoMgeoS6UtoRmgshOMI2Ts3OC5cHqsIEqXWmmIcJIiickR5+RBsh9XnxJhZJTszSmSNvqSttHTtWrK229YaKU41WyUWRMKW1je4SUv6A73IdRa2PghRj7IV+sdqu9772CInsEbYnVSYBtDJyV42mPkCe5isJFPvNT7OdRkM40RAgFiizxVnJhjzCttCU0ynhDx562KaLNTyttF/R/g2biXA24clDSlntHDz1Sqors1Aye2nyPKG39IqXtnHtDkFI50jbiYSeqLDEvcC9cvtI2dEuUtqnjjlvuiuwRKhxPqq3ySoHSNm+PEHuXZ44lTdpSBJzMFqjpKiQJICpr2/ZRrrRt2RpcFPhqUgJZYV0eG00Tm333mASR+bnE7oJjKmt3TmFn5KPj6Hj0VAOPnmrgfz+Z2uyVbbxj0ja1KeBK27y3a8fWWfqvmvjXB9ISlLZp0tqoGOZUFQuStiHJjql5OIaKgR+x76tKoSm2R8humIduiLrBHmtYGrphmrRN7BEcQ0XDUpliVp0f+iY8bSVZQcPUYsupxZS2NvZDA+hdw0iu4Q9/4Tn8wp9/Fxrm9Kb/sdPZoJW1uoE9Tzr+xJb47sR156wxhVPlvy9QUFfxv49JhNyGvorNziIIRsXjhd1hn72MhCtqked4dZd9ts1+7jidVaYGJF6iutOcAxN9UsTWQKOMp23uXosWt3sa+yGsEh/0Tk3HKBU05noeaGq9VDPURGH/WvW1LfO1Pw4WQkeBeUrbivACAp37e8d72BSZ50nsnOaFQeIxL6Q8HyVVOO1dZ8d2+s050ja7P7m8PcK7H1pFw9RYAGyJ0jYKi0lbolqgB7JHSFmhAPO9shfFmHva1tazXUBp5EnbIk9bckRKW9FhO4u0nYPbPRfv/XcfwU9+PGX/0DzHvvvrvweceQt7rFRpO2LjrCwnFjWL4Pongf/nT2cfi/cCRsbarMFtnKqEkRUFkdUM5mmbDyI7wTROzs4JlgerxX6mLQG4p22itJ1B2vJExSBSM62vQJHSttqCb+AGePRUYwFP2wHbGALxAvuq/sC00rZmctKWKwaiCHTSg1HrQFdkprY1W69BewQCyDIojZIAqmUTSSRgBYBgxFR6xwl5n6u8PUIUJd/5zU8v//15sJ8qS7B01hIOIAk2SC1UQprzC9W5MlfRsvYIisxToRdV2ho44wBX95LP/+9/5+XKbTKYdAGrxcmH8rZEIunVCJDjAH+YVdpWKWgIoj29oI4i1gaaIm0HMWm7xHNRptBMH3fcclfwvEpK2zAOL3lxa4j71xysN0zsDj24uUVazVDhhxQhSd33eZKShvCpDC218JNlCTVdRaAwpa0HrdSfUFNkqLoNiYbZ9GVKoPFNe9zKeBxURHl1W9H8l/oeKY2y549jb+hhxWFj1ze+8TT+1ftfxKs7/N6d5Wk7RdpGCCNMzdGdGht3RJunYyjwJX3JnrbLtkdYkLTNBeflEXv2q0a1QlNM7iXjX0AoQhrFrdoNS0PPi9j9N95JSFufFbvi5OYKBYaQiIAmacrT1qyotD3fsbDta0D3KnqRg7deaOPN51uFz/2B9z6Oj/2tr4z/vVY3sOMpoMed5Ml7Q4qNcdUwnSKvYt1h99is9vnYHiFHoCx7HJpljwCpOEA3imYGkU14sW2YX9/bq8AeT3g3UvYIoZsokheAUNrG76MWhLQdYD0zdEM0zOLPtuLoGBIl/n5czwdNtZM3LQ1dX5C2x7wgcVCUKm2PgYXQUWCWp+0CiJW2loZuTNq24t8HEbvX88IggKlvE9J2Nxl/hD1A82xsU1N0zJOAwNFVXOjYTLhUFsYV+iAF9zVVLUQHCQwUHasC82xXFsV4j+0Raxtsv1W0Bs0HkVnt7DkEUkWyJXvaTvbZuDSn+2kWrvAi2K8/kyKlVx5k65VP/jhw7m3sMWcVGJbYI4i9yEE8bT/6b4En/3t2vornJwMhoXEBW1Nk2LoS2y3NAstayT5W42uRgETQKgSifj7j5OycYHnQLDZQpb13KEGAJMiL2SOUSOjthLTNV2KmSdvqSttHT9fRmwTTi8kipJW2Edv4jqieMccG2OZjfxwgUGxGZIYeFL8P2Wqi4+jYHfnFdhH3Org9wr94/4t4+Ht+lT1WQeGzEIifVCjzbcB3G6GXJa90J5vqOt5lk/75dwDda8t//5TS1jEUjMU1HQeRJfYIIaGZ+8gUSlvFiElQNyCMHMj771WBauGUI8VK289c6+Ifve85fOjFim2kbhcwGWlbZo/QqekIZP14boRImLQ3C+TtETSbbXRnbdQFKZVe2PLNrLDCiItdVYK/FkHolpCxFjtuStiGTNaKvduqHA+/toZeiFd2RnjD2SZWHB00YkRimgQT6tiM73l+U8hJ23x7ft1UEchMaetBK1XaAoBp8+8oTR5FBBrflG7UudJWPyZK20wQmVVij8CUcz/5iav4qz/32amX2Rv56DhsbPj2t1/AG8408X2/9DT7pVqilvKHjLSd7CXXcEQRRFKh0hZIFEOOrsKTlnDv5oPIiJcl2w+DBUnbYI7StmaozP5JqVhootwnMtUuKJTmgrSN1z5GjW3W00pbXUlCQCoQe4SEIBF7r3pOaVuk9CrCuZaNG2ED0c4L2CUWHlyvlT7X1BScaibKr1MNE9AsTEZLVEsfBVKKIgBsY0y86htfMS+k59RYDDDjNYSaMe/FumzFv1+itJUV3iFWQNqWWHkITHgBeX+cuzedNWD3ZXZPiDwAMUcuSghFEWRQRGl7BK2gkHkAj/6hF6JWQtp2HAODMFHaep6b8QBt2fweVZY8P6dx5aN3V8QQesV2Afei0nZQos5MIx1EeAj43IIstrEBMmRi3CxXQNqysGHCSFviJ5YisdJ0I1tQzWVuiA6KtqNjf+yzNSbxpvdrxGcdbTlEmo3oIIS82+MFIPFBmssVMHkDpt51Vtn8XWSRkFeG19b5GN7PPgdSMlYsay87K4SsIq7sjWFqMp660UssEmQFWH8U6F8HHvl69lhtvVxpexjSVnxfOy8kjxEPgAQoGkIaZdbuDVOrJNjJZ62Iv+1PAvghKSxenCDBydk5wXKRDyOjBCGVKiptuT0C1GJP23GatK226B+4Ic63LTi6ghtVfG39YdLW8XX/CPgLn+LJytlbZYWrinZ9vnALxlD9PjSnxSbIkf/aDCLj9ggfeSnVqqMVKB0O9R5BUolepqrqsIjDSdKJpC22QOEEv9S7xhZY7UvlbTuHAQ1BIq60TbeSC2IrRXAENOsXausqU8OkVGBuQFhYDF0skIe9p4k1k+LK3hiERvjhX38eAPDKdsXvjCtthyVBZABTuLiSufjm7qgx2Qf+7duAH3402zabt0cQi/5Z94cg2sW1BMSkVAAFqiIxo36Xh4EtXWlbsDERj6USjgtRNYhMVvH0jR426ibW6yZMTYGhytgZ+hkSzNYVSBIw8PJ+qznSNpIyKnKAkVCeZDKlbaSVqrcBwLL5d5TaYEs0hK4Lpa2JrcFxCiJLk7azg8ieudnH0zenVS19N0SLE6uOoeIf/P434EMvbjPibpY9Qusi+3/RnhlREIqpObrtCKVtEjrqRsbhz1+atI7JniXNC3RRewQ6dd2lkS2uzL9Pb+8PEOYCYIQvnMkVJzFpq9e40pZ72gp7hFhpO18lRAgBlZLwEDeg8EMKLyCVlbYNS8W+vAopdLFLbDx8qj7/jzhkWcKF9RW4k+NO2nI/S7G5NJuMXE+3KM9C3HabtjXh1+6sduO8Oiz+2yWvsSbdclLBKggUBkqtPATEddsd5xTmzgpw+0mgfip57KD3MSeOHctMkbYF4+GCAYMA2yuUFo8dDYNAiu9pz/czr9+0uYpy2Z0wAuM94Me+Fnj5/ct/7aootUcoOP/HGb3rwA8/DOy8OPt5y1LahonStojUCri4Ii9UAtiafeQRNv5ISuItL5S2dicJJAPYWk3Nkba6go6tYW/kJ0r3qUAuH7TAHgGaA+kg87fXLyBtl6i09Qbss8gKG6+KSMuUgAUA29erZpbgFWsrMc4va5zNk9YHwLW9Mb7m9afQHfu4nbac+ZofAL7+nwIrD7B/26slpO34cKTtLvcm33omeUxYhkgStzZL1k6sKDFfGMeCyPJrRw3dcXCitK2Ak7NzguUin3LJk76znrYlStvO/QCACfQpT9uDKG1DQjEJCGqGhtMtCzd7FQbjtNLWbAKrDxZWfzRFRsfRsT2RAUiAP4QRDqA7bXQcDXtj/zUaRMbazgLKKn+E8rAO4k+rDg8KErANjmIcL9KW+MiEkwDseo9oshHr32C+Q7O8lg4KSiFFNKW0VZl3MlCotCV02i90EgeRJaStKUjbGQqyQqgWVgwKRExl+6EXd/Cd774Pz21WXBxUUNq2bZ0TP8dMyfH0z7NF48brgY/8y+TxKXsETnbOOn7h2Zle2HKVng8Niiwxo/6jUNoGk3Klrfh9UOJ7C/BgNG922zAvCDx5o4c3nE0Wsi1bw/bAyyzSJEmaniOm7BEIt0fI+56rjOAf72MSldsjAEDNthFByiltKTSNK20bBvZGPkLlGBQMiJ9VOesFfpCpdudXd0a4sjtGkLNI6E8C1FP32emmhbNtC09c7RZ7ZoZ+0vVgtpKNAVfa6rnFtbBFON9mx+EYKvMOPqxyJZ1aLu6nZc0LEUUkyfirP/sZPHtrvudbQOhMJQjznuZjbAXy5mc+dhnj3D5n4rP1htgQNS01UdrmPG1tPeVpW0lpS0D5sl/40A3coLAwXQZJkkCcDQCAWe8UetnOwvmNFVDvmJM8eT9LSeIhMBVJW9H2n1bayjJb18y6dkmJmnGZqeYAU9KWJZvbnWKlbUxEl9kjsPFmP0/a2qusM6B5IXlMVvhnWvA+jti8UDP1pHOu6Lrn9gilApEc/JDCC+lMpW0vUOLwSt/3QFPkdcvS0R0Hy5+fBa5+lP18+beX/9pVkSfBBI6DhdAiEFYdT/y38udEEbsXl+Fpm1LaDr1wyrrIJ+WWOzVDxdALUuMPn4PHu0wcImwTBHJFn4nPinGxkEjV2douR6BKJMhczzF0G9JBSMwipe2inqqzkA46s1eKx6t8AUySAGc9R9rmupiWtZf1h0lnxaynhRR/8aefwO3e9Jhxq+fi0oqDjYaZFZxd+CLg7d+Z/NtqF4vDMvYIjcVJ20mPcTIZJbcbW6SEJMqowxtinTIHhGJKaduymRL8JIhsPk7OzgmWC6udHUBpCD+Sk5bJWUrbt/5x4E+/HzeN+6cmsbajs0ohMH/hyyH8Pm1DwVrNwM6AbaK2Bx56kwBP3+zh01f3s3+U9rTlKNvQrNUMbI+82GfPpCMY9Q7a9mtYaRtFgKTEfrbbAy8hdJalMBAkxbKTwg8Lcc3pKdWhUWcVcJddR1L/OtA8z1NNl0za8g1LJCuQJAm2nlbactIlFdrDQnNyIU8BQaQkITkTn5O2B7JHMKAQDw+s1/DzT1zH+Y6Ft1xo4/re/AV8FLKwE1etYzQjiGylpmME/fhtCl78DeD13wq847uAp/5nQlrm7REUjSn5Zm24BSllNlmVP0za11zoUDlBPzwKT9uwRGmrGgAk9vuUinP6eSYrWszyJqTs2nryRg9vPJcibS0dO0Mv400LiI1K6vUKlLYeLVbaTmAAkz1MInWmPULb0RHK2Q22HIXQNbZxWakZkCVgRLW7XzAoUtpOkbZJENmruyOENMLV3H3Yd8OYqBN407kWnrrZK954C0JFd7JhFxFFSKUpm4AveXAV3/nu+/CO+1nHjKMrPHH9kOePpuwRZIUru5ZH2voU+J9P3MAP//oLc5+eDt8ogq0ryX1awR7hdF1FCAW3UgXlSS4ULFHa1rk9Alfa+gQ1Q0naEit62kZgx2+oMjRFwsANWfGuotIWAKTGaQBA+9zDlf9G4MxqC9JxtLtJgxQoXp0SRVMRaMDWBXmbA6M2e00T+iVK2yUr/nkIaCFKlbaCiC63R2jbTDGVgVDYNs9lH1/A5ix/DLZlxh66hdc9JQih4PXf92vwwvkEjNiTiPC/PDqOjjHVEPoJaRul1kuto1ba3vwM+7n55PJfuypmqcDv9hy5CLo82Gn/1fLn5O1RDoG00hZg83CML/pzCEh5+FLdTK2FWheSYx/vsvFoirTNBpG5IYWlK+jYOhMSATwULEugRiWkrazbUMJl2SMsU2mbCjqzO8B4f/o5eUIW4FYCedI23Q0h9rKHnJ/8YbbjrgQvbw/xS5+9iX/z29Oq7/4kQMvWcKpp4mYBqRvDajGCdeoYDmGPQAkLle88kC1UpixD8v7+TUur5GkbRRHkvNLWZkUvL6TQ1PL11QlOSNsTLBt5pW1EEEZyPCk5usI834ogK8C5L0RAp1tFRNo4AK40mh9SJRZ1tqZk/v7b/uNH8aa/9+v4hn/1Yfz1/57z/vOmB1s/LFbXrNZ1HkZmI3SHcOgQTnMFHUdPlLb+cHn+e8cB3B5hh5/Lm71UO86yNmKEewIuOyn8sBAL07QyUZKy13xPkLanin2W0gg94EfeDXzsR6q9f069Y+tqjrQdZwgeRjCkQp5MFYRGzLtK2COElNsjhAewR2DtuI+equOnPn4Vrz/dxGrNwM5wfgDPq9dZ4u2f+tmXECHCRqN4cdxxdIzoMSRtb30WOPd24IGvAAa3kw1AnrSVpPlkSuxpy1vX3D4QThDJGihkKDK3RzgSpW2Jp60kJYWAstAaINnUzPp+uL/gs7f6eP2ZJE2+aWuMtM2NrY6RU0jpTnEQ2RRpq2IoMRXqmKql6m2ALRIDOaXg5nOJrrN7R5ElrNUNvNSlmIwXVCgsG3nStjCIbAxoJkJCcbvvom1reHkrO3b23QD1nJLsXNtmIZ1FYZJi7NVsTtom9ghhhCny8tKqg7/zDY/F/3YMFeNIX4LSNrex0ucQX4sgohBD6CSYr8oLKZ3yUk4juU+TMXYWJBoihIqnbiSb6InwGeeIvRANbo/Ar4WxH8I2VOZpOwkrqTEpobHSVpIk7msbLqS0BYCzF1hr5oV3fVvlv4n/dn0FKnVZl85xRehNt4Kn74F5oKRYlajXZm+eiTdDzbikcT+KkiCfItid7BpeoEg9nIIbEJxqWhi4OTXhmbeyn6Pcekh3IC2qtI3tEYzYQ7eQ0I5I7N0ciz1mYOiFUGQpUyxJo2GqCGUNvsfuL88PIKVJW0tDb8wJ92XaWAi4PeDUG48mJ6Eq8vOQwHGwEFoE3avsmHs3yp8Th68uJ4jMUBWYmgxdlRM14vdsAV/zAwjCqLR7Ix0WidbFZJ052kkpbVMFllyHAFPaMk/buJhiNhkhl4JE/ELSVjFqUBe8np+73cfm9laWtDUaR2CPkFLapolrgaIiQy2ntA0LlLbA4cfa/D6gBC/yNVqRdWNvEqBpaTjTtHBrVpB6WeB5qpC/MGkrvquVB7OWQCnLED/n798wUxaWM1AURNa2NfiEojcOSgsYJ2A4OTsnWC6m7BFypO0spS0HodGUX95G3cBWP0XaAnMXR2OfQFdZm+Fa3cDOwEcURdgb+bi0YuPRU/WpFtuitga2oZkmtNZqBidtHYyGPTSkMWoNprTdG/qJL+syJ6u7jYi10bsBO7e3e6nK7rKq7aJCuuyk8MMiGDOCK3/NWG1I3AZDiu0R1uYrbXdeAG5/Dnjx16u9/xRpmyqAVLBHECSWF6k5pa0cqyEXAid6vu4Np0Aj4GvfcIoVRwZeYpxfgu7uFtxIw+9eGaJp6bBLWtnbto4B0Y7XpsAfMxuMlQfZAubUG4Abn+K/G01X2FWzmqetaiSta6GHSDGgyhIkSUJNEJmqWS2VvirCWYSsOV9pW8n+gZG2O0Mf6/VkQ9GyNGwNvCnyr5afIzQrOw5EBB6Vp5SedVPFvsTUYz1izvS0bdkafKRCsvi9ZerJxmW1ZuDnn9zD89fmFF+OGkVqkDzZwa+7/XGAKAK+8FIHl3eyzxm44VQr+5mWiZtdt3jj7Y9YV4ssZ1WGXGk7LzCiZqhMqXxYEkMU8QSW2YHBlbYAsDeav+EISTSlDE+jZevouwGiVNjjLHi+jwBKXAQFANfnPuMcsZJWr7HvgG+GRx5BzVDRMNP2CLPPNSFhrLQFBCkQsCCyBZS2f+Yb3gn82Q+ifuGNlf9G4PRKGyb8ahkDdwtFfpZptfk8kKB4PjXmrGnCMt/QJaoZgzG7NsvsEcqUtkU+vSm4AYmLr4O0mlDVga/9IeArvif7BwdZ3/Fx2jH1FGlbZI/AAlsBYLdCEVn42Up5ZTSHJElQNAshJ21DP0uuH7mnrTcA1h9j6467FUbGrTv+wk99Gn/ixz6RPH6vKW1711iLeX8Gacvtw5ZijxAwuxtJktC0tMTzWWWBgz4hU1ZDAjVDS+6l9iWge4X9f9oewesna8LcuOWFrAAYh2MDhQSqRH1ERUpbw4FKq3+3URTha//Fh/DkS1dzSttpde+BEUVZ0jbf3StQVGTIk7ZF9gjA4dcsFZW2L20O0LI1bPanx4zeJEDD1HC6aeLWPKWt15+2dPBS+TxGnT1nzr4shttl81frQrZQSZJiZt7fv1FRaUtoBKUgiEyWWJdY0yqeX07AcELanmC5mAoiCxEgUUXFnm8zENBoytN2vWEmZJAYDOcs+JjnG1u4CaXt7b6L3iTAr/yld+NffttbcH1/nCWYvCFrQ0xBpH/mIQgq6A5G/S7qGMOotdERSZ2axSaBItXCvYqIApICL6Q417bYZlOWuYffspS2PpswjqM9QtoaQcBqx/YITGl7LhsqVQZR6e9VVE/EpG0S9DMdRJYsQoJc8UNXZRiqDA9G0n6fDiJbMG1ZLNbf8+g6fui9j+Mb33gaa3UDPqHZFrACDHs7GCt1/NB7H8f3fdNjpc9bqenoEx3EO0bk/d5lNgbV1tm/z7wVuPkE+39vMF1hn6e0pSlSSrSRBRNQ1YwXRfHifdlKnll+tWIzFrrlQWSKxtply0j1iAKIQCUV3bGPlp3yAbQ13Oq5U4s0p9AeIe9pW2yPsI0WAOAa6cxc/LVtHS70lNKWLTZ1PdnwfM3rT2EcGbCkI9iEL4L8xqIo+IUHc+yNfNQMFa873ZhW2k6mlbZnmhZT2moFqclptYizlmx2IoqgQGmbh2MoGBL1iJS2y7JHIPAIm//3RvO/53z3Qh4tS2N2iJJWqbjiex7CSMmoAZnSNvmeYnsEUUy2mf2EWN/Em6UK9giEUkTIqmP63NPWLChMz8TpNy32fA7VcGBKAW52j9GYnkeRTYG9oKdtEWk7TyVO/NgzMINl+oaO9wBI5UE5dgkJUmb5wDHxCTq2DkWWsqQtAHzR/wmc+4LsYwdRaPLAV8c04AYUlEbl9ghcaZsuiJRhOMNXPz5cw4rtEYLAz3y/HUfHzsBDdFSetv4AWHuEXR9VCwfLBr8n/vfnbuG3n08dQ4Vx51jB7QEbb2AdUmVjdOgyW6tFhQwF8AiNSdmiMDI/jErVhbW0PUL7IrAvSNsdVkgVanlxv+aUtiKzoiW6NQC+xswSqBIJCklb3a5BJ9W/221uQViXRknoGcA9VZdE2oYeG4vE6+fD2ASK/MGdXNZIfryVZUZK3iGl7au7Y7zjvg42+9PvN3BDNLk9QpHnbQyzxX7m95t+ai9i1AFE1ddNIqjSWS3wTOb2CCTKdLs1SoL28ogiTNkjyDIraHghzQg7TjCNE9L2BMtFgdI2SKly7Fn2CByEThuzr3MyiJn962wynUPoTQICm29EmCrWxbW9CU41TNi6irNtCyOfZAeaQk/b4kroWp23gmsO3O5tKFIEmM2s/+5rLYyMEkSSDD+kONe240ka6pKq7ZQyNa+iH8zz7CgRTIrJK6sFaZLztBXk26zKZv86sPowC0aoYqHBK6kStzGwdeYtHBKatDenqsshoQVqRA2TlEesSJdlacuLBpGxhHRVkfFtb78AVZHh6KwNLL4uSjDp78JV6vi2t1/AN73pTOnz2raOSaTDHR8j8n7vMtC5L9m8bjyWJKwKr7E0tDltyyS1ATSbrAAQuohUM/7+HIN7ZWoWIwSWYblC6eywDUGWBuPZihN9Rno0P86BH4FGbHMr0LLZ/6/UsuTIVDdGfnNPQ3hUntro1E0Vm5QREbewgvqMgKSWrTHSVmyw+XFaVvI5/+JXPoRve9cjkO72hjQdxAVM20UAscfb7shDx9HxwJqDl7ez98zADaY8bc+0LNzoToo33ukgi9p6SmkbIaSY28Zm6yojbQ+ttPWnP/8yPW2JBEOVsT8K5nYIhLnuhTxsXYGuyAgkrZLSNgg8hFAyasBJQGAVedrafFzhCsmRH8LR1SS1WZuj6AdASYBIyipt+9zTtqgwfSTgRaLN3e6deb+DoFBpu6CnbRlpO9ceoczTdknj0GSPqbPKirSlStuwVGULJLYedaH8nodDeNrWTHaO3JAUE9oRK+wBqGTXNPSmC1pTh2vZoD6bL4LAh5Q6Fxc6NkY+QShVCyBcGN6QXX/OGhMG3A2UBpHdY/YI3gBYYfYuU5YdAoKcKilQLALhaQsUk7bBvCCytNI2tkfgSltVZ+SlINZy49aEk7YZQs2cVtrKNAAtsL4wnDYsWv0efWl7iLqpohaNMZJTpGUBUXxgiPEzY49QIYgMyK5jgGI1boV5dC4qkra3ey7efL6N3ZEf58QICHsExjPMGFM0i32GvDgs3fUnhGhVLRIm+4y7sFdynrbJ9RXQ7P4yXofMAaHRVBAZgDiDYr1+eEuS1zJOSNsTLBdWLnmWhggWtEcISTTlaesYKhxdwZYggyos+MY+gc0Hgo0Gq1ZtDVysNdjGXLQWXk+36aVbCjiqKG2j/asgkAGjjhVHx77wdnmthZFFSfr02ZaVkHNagSfiQUBFC54+X5VypxGMiklb7qkkUx/SaJspba0W22DMWsz2bgDn38EI08Ht+e+fCwIRKvJxQJJNXWphHRbYjNRNFZMoURhORADNgewRrKnFjSRJyX0xA/5wD77WmPkcADA1BYFiwbvbvqJp9G8wYl5g7XXA1nNsPPKHrJqfxrz2wbSSUpD9oQsqGzFBVDc0jLwQkVDFLoO0EvdrqT0C8yye6WkLzN608Wu26wG6IsfXLACc4uPwipNdNNenlLY5woKGcAkKrm0Ntwi7pnbltdKWQ4DNBwOS8krmpK1jZT9np9U6WHryMpEO4gL4+ch9/7xdcG/kc9K2hpe3RzEJSWmEgRdOERPrDQMDN4Qv6dMblfSiP714jygnbWdvaGuGin6oHV61klaiA0u3R/AIcHHFhk9o9rorQECK/e0FJElC09bgQ6tE3gQ+K9jsplS+Ez/naWvzltoGL25xdZUIcBQkGVXmF07DlKctkHgmusEBlLYHBR9LdrrdO/N+BwHxpwtVzlrW328Wyjxtq9gjFPloCquaqu2tszArhAwobzemYWkIGSCKDUrWhzOHq7tjvP/ZzbhjTlqYtGWF65rNztHEJ8VFLEoQROw6362gtN3qe5mCYhFqjgPC3ycMfEhqci5sXcV63cA4Uo9IacvbrZ31u6e0LS0o3GP2CP6IrbPMZjHZB7DvsMi/9wDwUvvHZlrxyjEriKyRCSK7yAh7EnJ7hFQRb1ymtGXjesNk7xtFUWEoWJk9gllvw4mq36OXt0d4y4U2WvIYt73U+LlMpa3XZ9+NGCetMqVtgdVMrUBpmx+n1SX4h/ujKR6hCDd7E7zxXBOyhIzaNuRrkYapYcWZQ9pKUrGvrZeyelRUtm6sStq6XbaHdVZznrbJ/BSkFOQAu1arKG1JFKHochddeOluvBNM44S0PcFyUaC09SMZmpombWfbIxR52gLMImFrwAe2Ci2SEz+xRzjXtnCz6+J2z81UcqaqWN5gyovGKyNtayYLN3PWYO4/h4HcAmSFedq+VpW2EWXkNNg5TZS2SyJthZeUoh4/0tYfF9sj1E8Dg1uw/D1Eis42d6J1Z9Z337/JPIPslWoLcaG0lYXSlhEwYy+lNkmp0sKCVt66KcKBBGnL0mWF7+hCKGqpBtBxDGYPMgPhaB/EKGnPnHofC97kGCmu+zfZdy6w/jpgcBPYfYm1j+Y3xIL8LEPas1MswAMXVDXicbBmqghpBE/ipOIylC1xsF6Z0tZMlLZl9ghAJdJ236No2VrGM/BMi32WlVp2c8TavWcrbV0iTW10GqaKGwG77wKjVX68YAWnHtFBXT6+8GJRzc6Ttk3o1K2UQH4UuLw9RH80zpGWZfYIjLRdcXTct+qgNwnieWjkh4giTKmP27YOWQInV4tIW2GPkFq806BQ6ZyHY6joh8rh5wXis/lAYKlK2whuGOF004KmSHNDi4Jc+EYRWpYGD2oyl816PU7+TNkjpAjU1ZqBvhsicPiYY3fw/b/0NJ673YdjMBVVFAFj0UExg9iLKJm2R5gE8MI7qLRVTUSQsLvfvTPvdxAUkTbOGjA8pKftXHuEgpZeIBl/l7HGmhVCBkxbnAnQYOYawRVKW0PDoERp+2MfeQV/6r98kqn7D3IfRwQUEmyDeSCO/RKlLU3EBbtz7um9kY+f++Q1PHZ6dhG5Wasj4usdEgaQc2TPpRUHo1A9Ok9bow44K9ULB8tG6LMQW474O77XlLaiGFkWYAVMkZ+HersKSttST1tO2lIaAY2zjKDbfZEVcERHV/pz5JW23B+9aWkIacR8oPPCKjClbdG4YzdW4MBFGM5XUALAy9tD3L/qoCmNcX2SGv+W6Wmb9rMF2Ocv9LQtIGSd9ewYnu/iAZajtC2yScuB0gibfRfn2hZON62MeEwUvZqWhtW6Pt+X22pN7zXzvrqLhJFxuy3Yq4zPIfz7TweR5QLamxU9baOoWGnb5p13Zb7iJ2A4IW1PsFzYHWCcIm0jZo8gVDmOocAndKoVII0iT1uAyeYzYWRzPW2Tzc/plgmfUDxzs58hbVdrRmZA7Pb28c8/eCuTbMxI24IgMqEorK2h0XsOQ40thDuOjt4kYG3rZUrbYEmqiaPAx/8D8Mt/rfh3lILyIJNzbStRPi8r3ZiklbbHwB4h3YZeZo/QOAOpfxNWsMsWVrLMNjfzElO9Aat6Vw04oSEiSYHCJ0pFZm29Iz9MKW2TxReh0ZQarmaoGNCsPYKlCXuEBUnbEqK+Y2tzyY9wtAdJBPXNg+4gPE6etoPbQCNF2todoLYBvPJBVsnPj13z/AjTpJRQAoQTECVrjwAAwyBi573MjmARhPNIW5vdf7N8b4HZ9ghCaetG8aJM4CwnbfMKp5atYT99/aTPH6XcU1UpIG01bPsqnvjKn8Km9VD58YIrbSMTwwGfq0gACgk1K6vMaNQbsCQf+xVCqo4C/+EDlzEcjxFNKW3zpC3rENkZMqWtY6g43TTx8ja7b4T3taNn73FFltBxdHQDpdgeIfZRTfl5hh4mVJ1LXjq6gj5RD6/CyrcwLtXTlilt66aKppVK2C5BPnyjCG1bZ2GPVZS2gQ9F1TOdCSwcMvmexH3T1/gm3ergxz/yKjb7HhqmhpquQpLArCiAme8bEpKxR+jUWIH5jiptJQmBYqPXPcZe/6E7PS7aner5BGWetvM2zkUtvUAy/i5D0TjZKw8hAwpJHQD8PpyhtOXX7Syl7YSPQ3sjnytkF5zHaAgKVjCyNAVuwEnb/PwTERDIaPCgPQAZ6xNCI/zCEzdAaYS/8rOfwaevdvHwxmxlXKtZj+8tEgZQcufiLRdbuD6kMbGbx9gPZ+57ZsITStsFwvCqYBGbJeLDi9gYYWoyC7AE7k2lre6Uk31AsT3KQd9uDmnrk3JPW1FkHXghWyM2zwPXfw+QZGwFJq7tjXOkbZZs9kIWNFzjHTbMZme6KCPRYk/berMDWYow6HcrfdbL2yM8sGbDjia4Mkq93lKVtnnStqTIVNS1UFtnlhhiLAjZ2vYv/cwT+I1nuAJXs++Ip+3OyENAImw0TFzo2Oy75Ngf+9BVGaYmY8UxMPCYhVEpipS2haRtxVB00V3H/fOLPJMDEmWVthU9bcvsEf6Pt1/Awxvzw9s+33FC2p5guZhS2oYIqBxXZITZ/3iGr20+9V5gvWFiM1baVrBHCEjsk2KoCjYaBp641s0YXa/mlLZk0sfvXnMzycbpSTeNtbqBoRfCt9ZQ9zYxMdimSsj7u5OgWGnr9oF/eAp48n/MPP67hg/8I+D3/nOxqoQvhgHgfMfGrV6K+FlGG/FxIm0/+aPA319NjqnMHqFxFtLgFmx/F1HzXPJ4QRtSBsIzsqpXHidt0/eGY6hJi6A3zFSXA0KnbEbqpooRSVR1LKhAZmTYwvYIxaRt29GzpFsOURTBHezBaa6WPicNRbdB3ONE2t4C6jkf3rVHgcsfYJuqPOYVNNIqh9opRgoHzB5BfH+Gyrwyh25Y3B5/EAScmCgj38wGu0YPY4/A752dEUHbyW4KzrbZa9p69rprWTyJO3791KYwYgtXChm2kSWZBFlwrfEWNOwCtVoKuiqDqA6GYjNCQxCwNsI0VMOBJXmVwmyOAg9t1KAhxOYotdkXZHq88fCYQs+o42Z3EiuYmUUCU/WNfZZgXRSiteIY6IYF5GpeaStIWxJgQhXo6rwgMhVdfxlK2xxpa8zxBV0ElMALI07aqtnrrgBBQSEsj6atYUKrKW3DwIeu65nWSOFDKKCrMpqWhh2wzgSXewW+68EVvOvBVciyhJqhokf4tTuDCKMkG0TGvP69O6u0BUD1GsaD7h17v4VRtOEv2hiXoczTdl5AaT50UEAQMcsgx8b785W2bi9RVwlUsEdgpG250nbCiYddQdoubI9AQSUFmiLB0hX2eprNzneagKQhQijoOHpMIN/3t34Fv/gZFv765I0e/vLPfgY/8fEr+Pgru/j2t5/H17z+1My3XmnUoVBO2gY+ZDV7Lv7Ul9yHzbGEX/3MqxnRh8Af+pGP4sv+yW8v9nkFfE5ULRKGNw/egK1vP/4fqj2f+PChwtRkXOjYuNHl48y9FkTmD1JK2zLSdnlKWza2svG8iNgKwnLLHUdn13pPFBM3Xg+89JuAvYJ/8CvP493/+LcRGO2UPcKkUGmryBLqhso8RwuKMgr1WZdgDqbTAI0kjHoliuQcXt4e4uEmIIPi5X7qM5kNdr3RAxYt0ihS2hZ6cBd0LdTW2RgrxvFgglA28IufuYn//KHL7LFl7GXT1lIl2Bv5qJsqTE3BxRUbV1Ok7e2+i1MNE5LEiuqyNKdjwGpNFxTT9ggAJ84rrptEd51mss8Rr/2Sc+qHWVuPIuuPItAIhaTt1z1+Gr/+V76s2vF9HuOEtD3BcmG12aQoFlA0hJfytLU0BZIEjPzyqlFISuwR0kpbbf6Cb+KHGW+4iysOXtkZ4XwnISDWalnS1qATDGHjpe1kcCvb0LQsDaosoa+wBXBgMsLG1BQ4usKIK6s9vdB/4X3s5+5LM4//riD0kjaWzaemfx9RkEiGrso417awM/RZBVAtbpVfGGKjK6u8MngX7RGe+SX2U3xf/riYvGqeBQY3YXtbQCPldTpvk+dzEthZT5LZZ4ESRLKaIWJtXWEe0SavZKeDyOi0PULN0NAnWrwoiVVdNCwn78pQQkZ2bB17M+wRNvsejLCPzsp66XMyb2M6oHdbcZ1G/2ZWaQsA648BL/1G1jZBYK7SNhU0VePXQuiCKEaGIIrDyHRneUrbWRsTg7e0BSXXvUAFe4QXtyd4YC27iG3bGv7AW89NVdfbjs48PAXSnoXcIiSEHIdMCjCyIGSBW3NCZdjnq2My5AQKCRBARcPK/Z1mwYJ/10jbKAJ0hHh5N/X+ugMgShSVYow06ri+P8Y5Tobfv+bgckzaZufCNFbrOnZdebanrbPGCgXBBCAeXKrMV9oaKvaDJSht8wTYUu0RCFzCrp2Wrc9VihSFO+bRFqRtBaUtCQMYhon9cRB7F44KkuxXajo2oxXgD/9X7KprkCTgv/7Jd8TF5IapoR8IpW35PExzSlthD3VHlbYAJKOB8fCIlLa3n5wmHBdFkdLOarNxrkr7e5mn7bxCblhijyDLfI21JKXtTE9bTujm1y6hl01az0HYiDVmKG2F4n+fk7bSovZXXGmryjIsXUnsEYCc7zkBiWS0OWkrVLb/8v0vAmCkLQD88994AYok4R9+6+NozvFSXG03oVIPlEagJICiZc/Fet3EV77xAnb2e/jlJ29N/f3ztwe41XOzc1sVRFFCwOTT3A+DlzmB/MR/q/Z84sOPVNQMFWdbViJs0azlFJHvFGKlbYkXKlCueD8A2NiaKG3z3RwBobF9YB6SJKGVXk+feQvwzC8ykQDHSGmWKm3dMBnXG6J9vURpKxXc25KsYCRZGPdLyO3c57jRneBinSCChBe7qT280QAQMW7gsBCt+wJWh61d8mviogKYXmPrVbHfCl3sB+z8xKToMrpG/RKBTwrdcRALvM53cqRtz40zH0Q31M6snJAicVieOF7EHiEt1LBTlix+YpXm5z1tLQ0DYeUxA4RGc7uVTlCOE9L2BMuFWAyKqg8NuT0Cu9QkSYKjzw4jI3Q6iAxgpO12Johs9oJv5JHMxv6NZ5lS5YvuX4kfW3H0JF02imBFY0wkCy9vsUUIpdFUG4CALEtYqenYk9jrSvWEhNoQralFFbDuVfZz54WZx39XMNpmm+QHvrKYVKYEBKwtf9UxoKsyTx9fktKWcgJLkpYbOHMQ3Pw0I+M2n2H/DibFLS+ti8Cki43+ZxGdflPy+LwNWjBerOWNhqCSkilo2GLjIibk1EIlpBG03H3UtDR0U0SKG6bsEQ6ktJ3+zucpbX/kAy/jkhNAq81Q+6SgWbXj45kWRcVK20e/nv18+PdN/402z9M2RUrVTwHD20DoIkwpbYHE32ypSttZZKxRZ4UAt8eu5TLMIpG5OuuZ2wO8LucZKEkSfvgPv2lKaTu1sdGshKTjJLCqaYV+zUMvxP7IR8OaH2agWnX4I35/0gBhgdIWugMVBPu9uzMOTQICFQS38kpbILknvD67flQT1/cnONdmvxdhZAArzuStEQRWHAPbXok9ghjvrDYACRjtICI+RkQp3WgK1AyVbYgislgbbh75zdcySVtKMCZMqVrUuppHSOYrbVu2jhGpGEhEfGiajpqhxiTI0CNTpO2qY2B37AOPfQv2xwFalpYZG+qmir5HWfDKjHNDcp62azUD20Mv6bi4Q1CsBhR/WKrIPDBe/E3gR74E+NSPHe51ikgbYedTJaOAlPi/zlsTkJIgMmB+8a8qJvuz7RF0m83tefVaWRAVh+hIq5sqa+cueuspe4TFPW0J2NhjaSmlLZAdv3j2QsfWMfTCmCwW88rTN3r4hjeexv44wNm2Bblgv5HHSrsFEwG2Bh5oGEBVp+cY26rhzacN/Pynr2cev9WbgEYRZAmJrUBVhC4bQ/V69a6sKrj6UeDRbwQ2n65G5oQePKhwDBVn2xZuxPYI95DSNvTZPabX5pC2BfYoB4Qrwn5R7PvpEwp9xpzSsVPr6Utfwh+8P26XH8iNQk9bQiNukcYLe5bGFLvWNGkr0wBSSfDaWHLgDrtzP+f+yEcUASvKBESr4cp+6jrXawCk5fjaev2s0tZqsdfOW10UdUtIEvcm56RtMMGEajjbsvDqzogRjstQ2oZzutPASVuLnfPTTRO3U902t/suTjWT62/FMTJhpVMosmE8jKdt2gow3WWVssxiAXrJddswVbY9mhc0X5JZdIJqOCFtT7BcqAZTwcakLYVPpUwrpWMopZV4gLUgFqlZ1htGEkRWYQCaBCSTVv6NbzqDc20rbh8FcvYIwQQKKO4/u4HLO2wx6RO2WS7ytAVYdf26fBYA4D34dfHj3/TGM/iun/gUrk306UV+/yaw+jCw8+LM478rmOyzjcXao8WkMg1AoMJQFciylFTcVWs5AQzpVti7aY8w2Webq4e/Bth+jj1WZo9gtYD2JbQmVxCdfkvy+EL2CBVa3oSnberesHWVk7YNtrB3e7HCJyywR+g4Gnb9hKAZeyQJIjuIp21hEJmOvRJvyM9d7+K/f/IaHu9ErDpcAYZVg3RcNgVuj22c80rbS+8GvvFfAG/69um/UedstmmY8rQV9ggTENnIjIM1Q2P2CLq9nPtirtKWj7Hz0sZnkQlcJfnsrWnStgwtW8d+hrRNbQo5aWvq0xsMEWj27O0BVmvzVTKa1UAwYXNIRAIEURFpyxao/cERqQLnwA0INIS4PUh1pojNgLgGeLtgSCPc6rmx0vZ1pxv47LUuQkIx9kmp0nalpmPbldlmlqbeJ22PICt8k7sDhD4CqFMFoTxsXcG+x6/fYIL3PXUbN7sT9h7P/CLQn1ajFSLvpbnMgEoawg2Fp+389j5/RtK3QMvW0Kd6tXuUhpAUFefaFq7vs3to5IWxrZPASi0JI9kd+VM+0LGKas6cGVGCSEqRtnUDOwMPfolv/1FBseroqD5u9ZbQnZPGKx9gY1pV9WAZighKRWPXXhVf2zIrgSqkbVlqvWYvMYhsxngOFPvahv5Mpa3Plbaz7BHGfoi6qbKg0oN0jFBmz6XJEvO09bmiWdamwipDyOg4OoZuGK/xPU503ehO8O4HV/H3vvn1+Avvme1/LqCbNdiSh2t7Q8jUh6oXkDK6g7M2xaeu7GcUZ598dR+PnWnggbVaxgqlEsQ+x6gt1x6hexW4+E7mx3+7oKsuD+LDizQ4uoozLYuJNYBiT+HjClEkEJ62M+0RlqS0Tald2RyT3fvm28zzaDupjIjz7wDu+1LgDe+NrUb2US9U2gZ87yqItYapJkrbybTSVtaKP+9EduDN6Iq4tjfGj374Fezydn8tGABmAzd7kyTAVZaX52ubt0eQFbYHyxPwZaGOtQ2WGwEAoYsR1fC602z9tDPylqO0Db25pG1v4sdK242Gia00advLkrardR07gxkK/SKlrTc4pD2CUNqm1P0pIjgfRFYzVBZqW6FbqUiUd4JqOCFtT7B8pNsvaAg/yiZNN2Ys6oByT9uNupkEX1UgbQdumEnLfvP5Fj78f70n85zVmpEobflG8L4zG/GCxOPBAWXpnhdWbDw3aeKR8GdQf/CL48e/80vvx6On6vj0VjRdAevfAM69jSn2jhsm3O9s9aFiUpkECCUltou40LHx6u4oSZo/LNKhTMsMnFkU+6+y83D2CxPy2hsWK20B0Mf/CPbt+xGdejx5cC5pO2YEXN4Hugw0RCSpU0rbkR8mi5jxbqK0LQg4aNmcoOEbnIHH7xFKZiZDF0Ir8bS1y5W2L2wO8fi5JsxwkCiX5sCy61DIMSFtB7dYUcrIEZCSBHzhnyi+PmYtAqOIq5z5ONW+xBaUk32EspEZB2uxPUJtOZukeV61YpE32Y8J9iiKcOlv/jI++EJK7TPTHoEgUlTsDD3cvzo7mEGgbWvoTfwkOCYTRMY2AaYxvRg3VAWrNQOfvdbFWn3+hsuqNRHxOWQ0dhFAmfLdhWaBQsaoYhDHsuH6BLpEcGuYIlMliamuxPzHNzF7Ix+EsmALAPiCi23oqowPv7SDsR9OKZoFVmsGNif8OkuP4fkwDUEYEA8+tLnkZc1QMY749xS6+K6f+BS+6yc+BXz03wA/98eA/+dPVzsJU6TtMu0RKCYhFlLaFvkCp9GydPSLPIKLQAJIioYLHRuv8ELx0AtRy/k1r9SSjqC9kYcVJxeYJ1rSjdmENsl72tYNjHyCnaF3R5W2klHHaStgJP4ysfMC8I4/yywSDuN7XOZpWdXXttTTdk6K+iyySDWXo7R1u/NJ26LQtXlKW8I28XVTRb8siCygONuysDcK2Dy6qNJW2CMocuJpC0zPQZSARBL3tA2wM/SgKRJGPsHEJ7jdc7HRMPHH33kJ3/ymM8XvlQcfC5+5ugUDAXSroICv22hrAQiN8Myt5Hv+5Kt7+MKLHZzKKeoqwRuwNZ1qMJXgsuwRetdYsFXnfrbenQfiw6UKHEPhYg1+vo3actre7wS8IQCJXS/WPKXtckhbL9XFEBOnKQQzgsgAvp4W9giSBPzx/wXc/+Wx0nab1nNKWzZuhbxooKVC0PqTgJHVoZtZQ8ol9ggA4Ku1UtJ24hP8gX//Efzf//sZPHe7jxVHB9w+FLsFTZFxPZUNM3fsq4o8aQtME/AkBCJa/B3W1hO1ejDBiLIiRNvWsNnzlqO0DSZzr5/uOEDTEqStgc2+F695b3ZdnM4pbXcWVtrm1m+ic67q8aeVtuL6Su2Bg5w9giRJldZQpESUd4JqODlzJ1g+UpYAEQ250jbrfVK2qANmeNo2mKdtFEWJh+cMDL0wTs0sw2pNj6vwwaQPL1LxyLnVeEEiKoVlIR33rTj49JV9eCHFmWZCgNQMFX/+Kx7EE1soUNreAE6/iQ2EaWXTcYBQYaw+VGyPQAIEkRafj8fONPD0jT5X2i7D0zattF2iompR7L/KCLT2RaB7jT02I3WZvvuv44OPfH+WXLBas1sphedQZdKWgMpKztOWB5EpGvsORjspe4Qipa2ObVdiSiASYOhy/8ToIEFkxd9529aSRWYOeyMPKzWDLTAqKm3tWh0qWbIi66AQfrYFRvqlmOX5Ju5/ce6dVcBoAptPMdI2bY9gLNkeId8+lUdsj9CNN/lP3WBj7ueud5PnzVJMkQAELFG8NcczUKDj6AhIlChS0kFk3PPa0IsVwmdbzCJgvQJp6zRakAI2vmz3hyCSminyAeBJ9xZGg4qpu0uG77O56dogN0+YzWT+4x5vQuki5lpFlvDFD6zg01e7M5W2qzUdt8dFpG3u+hAdASSAD3WuL5ljqAigMGUnf93PXe+xAM6v/6fAtY8De6/MPwlHao8QYhwyT9uGpc31mwwpnWuP0LY1dEN9LsEWRRGkKISkaHh4o44XNhnxUbRuWXEM7PJ1yv4omLqXGibfkM8pdFISZpS2TUtD22brsTuptIXRwCkjWLxVvAB/8aefwPf+AlcKbj8P3P8VQOMscONTB3/RMvJ03pwuQMKDedrOU9ouozCe94QsgtWeViHOCWdK7BG00k66iR/ibMuKPW0XziyIKLNHUJjSVtgeZOYIgCltIx5E5oXYGfp4cL0OVZawM/Sw2Xfj4lZlcBLj0y9dR0snJUrbGuRgjK94dB2/9vTt+OFXdsd4aKOGjYaJ24uqy9PjsLBHiKLZf1MF3WtA6zyz9+pemf/80MOEKnAM1hkQK21FcXcZx3TUEF6jssyJvlmetssKIqOzg8jmdG+0Hb1wPT0JCCu4hnYqiCwZtwIuONLklD3CJORWV1k7AZkGkEvGnVBrwBt1C3/3ySt70BQZj56q49ee2mQdIG4PktnChY6Nq7upOfColLbANAFPOMFZqLRdzyhtB6GKjqOze7PvcgHSEpS26hx7hEkyj6/VTUwCElsLvLo7wqWVhHBdrRmLKW1DjxUO9dR5OoynbWyPMAKMemwbWSQKmlv4PvG0PRROSNsTLB8pEiqiBCGUzM1dN9WZEvoyT9vMwFZhABq6wZQ3XB6rNQN7Ix+URhj19zGCidefaeJGd4IoiuCHFLKEUg+WS6sOfuu5LazWjKlN8VsvtvFMV0aUJ+QGmywFFFE1su5OQvidrT7MKvH5DSBlSltBDLz+TANP3+plfScPgyl7hLtE2vZusICx+hnA67HNxbw28TxmbdAo4b5HdmG7UvHfMHuE9LXoGFxpC7BCxng3ViqHBUnnbVvH5oRdp6E7xCQgqJsqt0dYcDoo+X46Mzxtd4c+Vh1uGVJRaWvXGtDoMSFtB7eKw8ZSCAjFxy/vJgnS6SCtPHi7/+6Ebz4lCVh9ELj5BALZzKj6HEHa6vZylLb5SnweBfYIv/cqu06vpBfjM+wRJG6ncqFjQ6pIdNdNDU1LwzWh5NFS5y90QSUVllm8wTjNC2fr9fkbrnarA8UfIYoi7PaGpUULojrwRneHtA355uGFLTdudwSQHVtSStuVXNv8Y6cbePZWH2M/axWUxopj4PaQsvuff48/9ruv4MlXbuJzWynyxVnl9ggefKhzlba6KsNQFURKoshvYMgCLl/3zcDGY8Ctz8w/CflWc72+XE/bUGJFhQoqkYDMV4k0bY15+c4hbQmNoEYEsqrh4VN1PL/JxtKhG8LJqaJXa3oclDL2p+0T6kJpO6fQSSjNFJwkScJD62xjdyeVtjDqWNN83OodnoT8pc/exH/72BUQQoHedaB1gRXFq7R8l6GUtK3eFVPqaev1y1PUZyltl+Vpm08VL0LRmmROEFnG07bUHoHgbNti7d5GDdIBlLYELCPD0pVYbTh1biKCEBLaDvO03R54WKsbWK0ZuLo3Rt8NsdFYUEmpGqCQ8amXbqKt02JSjxdUv+4Np/HLT96KlXPbAw/rdRMbaYu3qkh/X7FK8pDjnz9i32/zAhMnVFHaBmOMI4N52rZsbHFbFZhNdr0fFwurWQh4dxsw2x6BLDOIjGSCyIa5sKa8YjGPjq0zZXoOE5/gQsfCTc8ubF8PaN4egVvoxHYCyWdXonJ7hMhsgIy7hb/b6ns427bwjvs6+LVnbqPjGLHn7EPrNTy/mdqjH7XSNj0uC6u+XCfZ+5/dxMsTh+3BASBw0QtVrNSMRAWvWsvxtK2gtBWetg1ThanJ2Oy5IDTC1d0xLqU601ZS4rJC5JW2YnzI2CMsI4hsAOhOfG3lr9tGQdBeHizM9YS0PShOSNsTLB8pP6yIhCAF9gj5FpE0yiqPDVOFocrY6nuV/FmYPcJ80pbQCPtjH+NBFyNYuH/NgRtQ7I58eHwhWkY4vP5MAzQCHj1Vn/rdmaaJUG+CpitgUcTOTeMsm1yXFSqwLIhkYWeNLcbyalvu/WjEpG0TL9wegsxqkV4ExE8UKnfT03a0BTjrbPOiGIysG+8lycpVYDbLWynFudKdhTaCVMorbRWMPb5xMepJ+z6KCYaOo2OTv/V4zDb3jqEezB7BqLENRU5h0XZ0jHySbKhS2Bn6WLUUphStqLRt1BswIzdpl7+b6F5jpMAMfPilHfyR//gx/PhHXmUPaOUetC5XUj5xPUW0rD0KuD30a/dNhQ2NvJCTmHeCtG0wct3txQT7tf0x1utGrAoEMNceIYSM8+3ZSbp5MI/PXDp1FAHEB5G1KdJK4OIKe58q9gin1lZhYYIb3Qn2+qPSIA6q1+CP7077ZxAwok5SNTx1I0Ucm81EWcE3SUVep6873cBzt/s8iKzEHqFuYCduVx4jiiL8vf/1DPzJAP/t0zvJBtNeBYabkCICP5pvjwAwf1eiWoj49f+IdB20dgqobzBi7dZn55+E9JwA8HlhSd8HDTEOaGV7hHz4RhHato5dX51bWPEJhQICSdHx0HoNL20OEEURRn6B0raWKG0nwbRqOuNpO0O9SCmdKs7dxzeHUyrzo4ReQ1vzErXeISBU9be2d5i6yO4A668Dtp49+IuWtUfPmtPTEIGqRX+PqFxxRvxyC4JlKMCA6SCfIhSEFc08NjBFobBHKFfaEmaPMPa5xcuCRfmUCMTS1DjYbKowSgnCiAWRRRHz3Vyt6VirG3jqRg+aIk2NlXMhSYhUCxY8NFRSTNryNetXPLqGm90Jnr7JvuftgRuTxrEdW1V4g0QxZ7ZYcVGQKAdF91oiGKhK2ro99CMLNV3FWt2AIklMNSyupWWoKI8aaQWtvVIullii0paRtonSNh/WNC+IrGVrhSIIN6A437Fx1eXro2CSITQDwuZtsYbMeLbnPKsVGkDRiu8HyWggKiFbtwYe1usGvvBSh4WQOTofXxp47HQDz9xM/Z1RZwKYw6KoUyAfKifGgtx49f3/62n858+MQYQ1YThBL1Cw4ug43TSx2VuC0paErIhRYD326s4o3sd0x4mnrSRJWK0Z2B2xQiaJojibAGCBoTODyMwWMEmdW2/A5vn0NbwQaTsuCSJj3aHi2ppS2loaupN53UrForwTVMMJaXuC5SOttCU+QigZw+qGVb6oA9jir0j1IUlSEkZmzK/aDb35pK2lK3B0BTtDH5NhDxPJhq2rWHF03NifzA3oEGTtg+vTygVJknDx7Fko4RhPvMrTKr0+G9DtTrbt4LhAqOokiZFH289nf08CBDyIDAAudmzoqoxdv2LwyjykNzt309N2uM3aaCSJtcP3b85PXc5jltJWfK6YtO2Wq28EaIgISqa1JA4iA9ikHLpskgVTVSlTSlsN+x4QyRrGoyEkCbA1nvC+qD2CXmd/l1NYtLhPU7ri+jOfuIof+tXnsDfycMrgz6+otG00GzDhz00lvSPoXmHthDMg2h/f9xRfGM64jnf6jNgJ01PxhS8CAOzWHskQRDVDqOns5SjQveHszbvZYGp7IFbaXtub4B33r2QDhGYVV2iAEErs3VUV6WAmaDaz7yA+EHogkl5K2v7ZL3sA3/LmMzF5Owu63URT9vDsrQF2ByPIJSoyyaghnNydDSnhpO07Hz6Nn/vkteQXVmtaaTv0mNIlhftWHdzYn6A3CcqDyBwdeyMPEf8eb/ZcKLKEN29o6IU6ru7x78FZjcPDiKRWWni3LB2B6sAfsfN3n3wLbuM+9sv1x6bnl+KTcKSetsNAioPIepPZY8zEJ6XewAJtW8e+ryKaU1jxQwoNTGl7ccXGyCfYHfmJZU0KK07iaTv2CSwt+12y7qWwWhBZbtn/f375A/iJP/WOTPDJkcOooym7uHVIewQ/pNgeetBVGTdv3WQbVYMHqW4fgrQlJaRNyvprJmhYPJ/qNXaMZeuCWWrWZRTGo4iTgEegtCVpe4Ti4sckIDgj7BEO4oUaEZBIhqHKsHQZ47TSNn3dU4IgktHmxOzlnRFWawbW6gaevNHDet2s3PmRhmw4ePOGhg07mkHajmHrKv7oOy7i7/2vpzHh9/V63UDH0ePiS1UEkz6e2YvwgRe2k7b+w+4bhJ+tJDELsP0K9ghuH73IhmOwsf90y8T17jix5jqMh/SdQroYY3fY/VRUXFuip60bJPtZR2eii3SnaRDO9rRlwb7F9ggXOjZeHesAJFZkSRGaIfeYFtd5w1KTomSK5IyiCGoUQCn5vKrThFRCyG8NXKzXTbzjfrYv+pY3n4nXI28428SnruwnHUIV9uyVIMKy00jn6ADs+1MMdr9wRFGEgRtiK2qB9Lh1SeCiH7K5P7ZHOKzSVljG5c6nGxB8+T/9Hfz0J9g6bour/wXato7u2MerO2Oca1uZa2KlNieIzGrnlLZDtj9Lj3ELBZFNGHkN8CAyfm656t8PRUB73h5hvtL2xNP2cDg5cydYPlIDaBR68KBnyIfYf60E3gyidKNuYnvgVTLVHrghasZ8smCtbmBn6MEb9eArbLN/lns2CaVtGSRJwqe/96vxt77+0cLf/8mvfjMA4Bc/+gx7YLzHFvNGg6lZj5vS1u0lE+L664CtZ7K/Jz6CKLFHkGUJj51u4OZEWQ6RlLZHMGpsUXU3fH9HW+z7AZhFgiBtF7JHaJWrcvwR+5yKxtW70fwqNAk4WZJqmdcVjIU9gjg2ftwhiWI/K4GWzc5tpFmYjAao6SpkmXvcSgdQ2gJT37uqyGhaSeJtSCj+5v98Ej/ygZfx0vYQp/QJW1DNSVcVqDkNaBLBfv8uWWWksX+FbXJmYLPv4k3nW3hSKCNn2HzsDtiGYWecusYvvou9lX1f9rtOe9ouxR6hPFgPACOngxRxCuD6/hhfcKGFnaGX2D/k/QTToCFCqLCNxa6t820b1wRZKK6TYAyEHkJZR62EOOs4Ov7lt70lVrbMhFGDgwmevdXH7f0BNL2YkJDNBog7uCtK78BnG4A/8e6H8fNP3EhUrxXtETYaJlRZxotbg1J7hLW6ARoBRGXFgOdu9XH/qgMlGKHVauNZEahjr7JxEAAp893MoWlr8BUHEx5k8mZ7F13rPP/ledbOPg/pOQFYajGPkhAeAWqmiqY9e10CACM/nHstr9R0jGGAeLOP0Q8pVIlAUTTYXL12ZXeMoTdtf7DClTZRFMENpq0u4u4loz7HHoFMKW0vrTr4kodWZx7r0mHUUcMENw9oj/CpK3v40n/823ji6j5UWcI77utge+sWmwNlmRUEtp6bXwgtQ1iSPC4KrPNQ5mkrSVk/6qm/m6W0nTHOVkXoskLrXE/bAqVtKuSoCMIeoVGitPVDipBGONu2sD/2QTUHkj9iBbmq4PYIuirD0pREaZs/NxFBGEkwNXY8L28NmdK2ZuDpm/0DFygk3cY/+ZYHcb4uJ6RGGqmiyV/96oexM/TxEx+7gihiXX1CTbcIut09bHkafvb3rrIH7NXDk7bdq8zPFmBK28HN+epCr499YsZdACyMTPja1pdDyB010gpas4W8t2vmeTNU5VURRRHckMT7WUmS0DDVTEeHT0gcFlaEtqMXeq1PfILzHRubw5DbHeyw7yBW2mYDvTMdrqn7O6QRNIRQ9OLPq9ltKEEx2bc18LDeMLBeN3H5B74e73xwlR2D2cC7HlyFocn4xc+wNUOVHJpKmOyxwkUaeU9bPlb9pw9ejvdHO0Mf3XGAwFqHFHvaTtALFdQMFacaJjb77uHtx4Q1Q87T9mOX2fH9xjOMMN7i6nuBlq1hfxzglZyfLQA+bsyxR/D6yV7ZH01b4Cxsj5AOIhNK2yFX2grrjWml7Ymn7dHihLQ9wfKRbvcOXXiSlmvznR1E5gWkNPhLhJFVGYAGFTxt2Wuywdof9+ArbLAUSq9ZxyLQcfRSkvnxixsIZRNunw160XgXrtaCG9LZRvh3C+nBev2x6RZDGsJP2SMAwCOn6rgxlhdvdStC3h4BuDtq2xFX2gKMpNt9iU2KC9sjzFDais+nO0xdXOavJUA8EFnP+AFZaaWtaNvnpG1A6dTkqKsy6oYKqlhwJ4OkDZceJIjMYMddcB92UuEJz90eoG6oeGi9hmt7E5wx/MoqW4BtlACg27s7vqIZVFDabvY9PHa6ATegbME4Q/22x0nbrVFqPFx5APj+HnxJg5YLIht53LfyTtgj1E+xn6oFSBKGXojL2yO868FV0AjJInKWXQMJEUKuNA6ncf9aDS9v83MmxqNgAhAPAcrtERaCXoMZTfDczS4294cwjRKlicmeN2vOOirQwAeVVDx8qoGARAnJlW7T5sq57aGHlVqWaFJkCec6Fp69NShV2pqagjNNE57M1Go7Q4+F9PgjnFpbwbO3+f1dWwP6jGQts5LIo2VpmMgOvGEXpibjIXULt5Wz7JfNcxVJ2wJ7hNBlxNghQUjIgvIM5qM8L4hsljewgKbIUA0HUQV7BA0EEv9sl1ZsXN4ewgsp6rnre7Wm8/GEYOyTqaJEHO46xwc+ItOk7V2BUYcVjXGr52b8Havigy/s4OreGD/wq8/hbMvCA2s17O9sJoXLlQeZWlZ0CiyKMoJyViE2jTKlLTB7XRB6mWv9s9e6rFAHsHHwsGGvYq6u5GmbUxTPCkkDeFcaU9qOfYKQZMlYQbCea1mgETCI2PlV6QLKU0pjey5LS3va5lTIlCCMWIdf29FxeWeEFYcpbV/ZGS3uZyug8dDNsvb5VEioY6j48kfW8MtP3kLb1qCrMlZqOvYWtEcY9rsYwsQNoUp3Vg5vjyCUtgBQ22CfpXt19t+4fdz2zLgweLZlJ/YmZmM5re9HjbSCVlHZvVi0B1uS0jYgEaIImfE6trLh8AI6c4/ZLvC0FWTwhY6NnaGPqH6aWV6Ek4w9QppUy3SSpO5v0fGhFhUhAJj1FvSgeE7Z7ntYq7HzJIu1Ki8i66qML394PbF1WpbStsimLm91Ebogio5/+CvP4sMvsnvl6h677+tr56B5e0DoM0/bQEXdVLHR5CGBh11fC5Vu7vr55Kv7ON+x8MLmEFEUYavvZbIXWjbbM726M4otiwRWajr2Rn4ilMhDWM2lC/n5tX0FoVuMYJzztN1lXRqctPVDFnKd77Zq2sUFhjROPG0Ph2OwejvBaw5pv5zABZGNTCtSw5odRDZLabteN5k9wpyqXRRFlewRAKZG2ux7IJMBUxshqSL7c0ziq4AYTXT3mD3CR596EVcmJj56ebe6auNOwh8ng32h0jaAn1LaAsBDGzVcHUpLDCLjmxbtLpK2w+1EabvyAEs6BxYPIpvMIG3F55OkatdCyEhbJUPkKcmmrrbBfvLjJiQqnBxbjoZQMeGNxwmZRsNMK1FllCi72rYWK0o+c62LN55vosFb5C+ao+TcVgEn7fbvNmkbekxpOEdpuz1w8fBGDYosYXfoc2Vg8SJwn5O2m/1pAiokNPddp4PIlnBPiBaqMogx+9QbAAAfeH4bF1dsPLRRR8vWWPEMmB1CSEMEkbIwyfrgeg0vbnGCQebeXHyz7EsaGtYSSFtOXHzg6SsIAh+mUbxpUa0GWoqHrf6dD8MjoY9IZhv+ix07IbLTpK0/xC88O8BPf+LalEIDAEtx3hvj3Axf4UurDkaRwUlbn5G//ggbqyt4dYe/Z+1UvLGPivw6C9C0NIwlG/64h7qp4RR2cYPyDVfzPFsnzLuW8/6gYn5aNMSo6KVJiEiSYWoyWpaGkU+ygW8pRFGE8Qxv4DQMuz534+eHFIackLYXOg4+c60LAPFYKdAwNah8PJkUEMdx+NMcFTKNCKIDtIUvHUYdBhnDD+nCykMAeO52H19wsY3PXuvifMfGpRUbo/2tZDOv6oy4PaivbegfMogsKCdtjUY5aUuS9/3UlX18y7/9XfySUKqp5uGLdd6AEa/zCKlCpe3scKaAUOiKEq+5hzk7owknWFdqBnRVxk7AyD91gZDRiAYIIwmGpmQL1nmlLQ0RRCywTNg1rdaNWNm20TigFYjOyeGgJGgod/99wcU2PnOti4t8XO44OgZeCC+s3j02HuzDk2zcEHZBy1Da9q6zohnA5vnWRVaQLkPoA+EEN101LgyebZm4KUjbRVqv7yZCL6uALAsjm6MqrwqXf89pu7+Mtyy4R/mMzqAOJ/PSnT5eSBFFwPmODUIjBM7pxA4mpbTNdLim3zf1ub2QQpcCqCWetk69AysaFWZU7I99dHKF4rRFw4PrNby0xfcHy1DaikwYO7cPy3vahh5csOMS9k6bfQ+nGiaczmlEkIDRFmgwwYBoqJlMaXu77/JOtkMIkAJ+7eTm2ec3B/h9j53Czd4kzstZTxWP2raG3jjAqzsjXMrZe63WWDfUfhkhqllsXBdzUyqQLsZhlLY0ZOtNj3Xn+SXe/i2LqYVn4cTT9nA4IW1PsBREUcRaC4DMwlYiLqicXdy0Z1RjQsJaqIySJOO1uoHNOUFkAaH435+7BRqhksJro25gs++CuAMQjU1459o2ru9PeBV0wbbxHGS7BW+4By8k2Nu+hS5qjACougG4k0hX2NYfY5v09Hkm/pTS9qH1Ol7pLZO05YsARWULrGXYLiyK8S5bHANs8/fqh4DOA8UtcWWYlRQd5FSORcqWPIiPUNIyRGzGP05M0pxYDmgEtcArq2Pr8CUDvjtMlLYRWdweAUjCyHI41TRxm6sCX94e4pGNBt56oQUAUCc7i5G2soIA2t1X2navsWuzdmrm07YGTKnYcXji+wwP2u7QRRjJ2CkgLgjNKiVqZsoeYSlK2zn2CADwFz4FfPvPAgBe2hri8XPMOmW9bjCbGoBvZGfZIzDf8EXw0HoNm30v2RSKdPDQgxdpywlN4oT1qu7jiy82oKjFrykZNWyYAW727gJpG/iIOKl3/1oNL8cboFYmiOxz25Q/Z/r7fOO5FoDisEyB+1Yd9IkB+EPsDn2s2ioQTrCxuoIru3xcr7OiUCQpUNVqpHnL1jCEhXDSQ91U0Sa7eMXn9jt2h43vvRuzX2TKHmF5xbyIhFAUlbWtcnKnrKDsEwpCo1LFchq2U4M8xxfPJxSGRNk8Bxai99HLu1it6VNKWllmwUk7I69wk88sp7gKf0bHS0Towcb5ZcOoQ/YH6Dh6co8vgBc3h/jj77wEgKnYLq06cAfbWc/5tUcO7mtbprSzWtUK7bTEHgGYrbRN2SMIT+94Xb0Me4QqfrZAsaftDOsGSiOENIKuyrBj384saTv2Q+iqDEWWsOLo2J9QRKoFlVQfV8OQgEKGrsiwNDkmglm3R3JuIsrsEVRFii2hRBAZcAjSVsy9efJPQOdqaN6m/NYLbC0mxuUOP5a9BQoV/rgPp9HCztBnxFm6Xfmg6N1IlLYAs0qYpbTlZNu1sYYV7psuLOQA3EP2CLn7uug6B8qLNgtCEJ3pPWQ8VsfPoTPtnNqOBkKjTKePeN2OraNuqBibp5gdjCTH82M+0LthqSl7hHb8uf2QwoIPxSheCzqNNuoYFxbXupMgLorESAUdZkjbZShtRSZMkdJ2nNo/BRO4ETuuD764g5/6+FXc2J9gvWHiVLuOodoGBrdBgwlcaGiYGk41TAzcMO44OjBK5o4XNgf40ofXoCkyPn1lH6YmZzpqhNL2ld0RLuWUtqbGLBx2yvywJSnbBTLLHqGKzVcwSXgAvcbWX7uX2T7RWWVWOAV7y1VuNTkLJ562h8PJmTvBUvC/P3cL7/qh32I3bFo1yD0I00iHauThk2KDa4H1eiqIjAfT5PFrT9/Gd//0EwBQWWm7NXAReQNEfKA722ILkklACkPRFoHqdLCqTHBld4xwsIO9qM6I52NL2qYqbM4aWwwI0BBegdL22kgCXbY9AjC33fNIwNuw4xb+9cfYz8aZxV5nVlJ0vjU9tYgqReghzFmNZEL9eICVUMyyyXG6otl2GGnrjUcJ+UUPEEQGMOKr4Ps507Rwk7fz7XLl3t/8utfhqb/3NUnI2wIIFBP9/t0mbV9lm5s5C46BG6JpaVgRoSMz7BH8wAeRlEy7nEBAommlbdwCvQyl7bQ9QuwRKLD6IGvHBNCd+GjzTed63UyRCTPsEShT5i+qtG07OjYaBt75Q7+FD724zTfL7L70IhWNCuP6XCgqoJp4/5//Arz3zRvlJItew6oeHohcOixo6MWq1nNtKzmG2nrshx65fQzAFtj3r00TMm8+z0jShzfKSduvfmwDl/uANx5gd+Rhw2LXwZn1Vby6y79bXqyQIlK4YC9Cy9YxiCzQSR9NQ4Yd7OKFMT9GSeKfY2v2i5AAUXpskhV2PSxhvokoicl6U2PFyDJPNnFvVFHaOrUGFOrP9GP3QwpdprGK+OKKjcvbI5xuFnt9r9SMWGmbJ47rJt+QG7WZ8yWl9NjYI8Ab4HzHxpW9xQtQO0MPD/Jr3Qsp7lt1QMf7oEYTz98esOLW6iPAzksHOz7il9sjVFmzkZBdp0WYZ4/Aw77EdbglimPaEjos/DnhkwJWmynx0hv8GS3jYt2uqyz4qFngbZi2FmEt3yyMTCXVx9UwZMGWhibD0tP2CFZGeU9JGNsjCOX8fasOXn+mgbddauOrXrfY+iOG8JMvOxe5gtKZloXTTRMP8GtVVWTWhbSARUIw6aPebMNQZUaSpoOBDoredaB5Nvl38/xsKxG3Byg6bo2ilNLWTjxtzXtJaZu6r5eotH3fU7dYWFwKXkAhS8gpXtWsPUI4e49ZM1ToipwJsJvEZLCMtbqBnrYObD/H7m2u8AxI1ju0aWkYuCFrsU/lzvghhSn5UPTieUdxOmjL46kAvSiK0JsEcVEk+UD9WGl7acXG7b7L7tNZXt5VMd5jRcd8ENmUpy0r7r/xXBMffGEbf/vnn8R//NBlbDQMnG2Z2JUYaRv5E4SSAUOV0eIWJvvhIUO1Q3eqoBMQiqt7Yzy4XsOFjo1PXtmfCkMU48K1vfGUPQLAik6xUKII6YKiV6S0bTDCu0rhLy3ekiQ25mw+ydb6Rp11VRRwNGdbZjImFCCKohNP20PiGKzeTnCvY+SF+MFfeRaWpuB9T93OTAgS8UBy1fl0qEYeXiBI25IgsobJFrFi4VlQufvUlWRRXaQ0zGO9YeBWz4XkDyDxge5sm9kjdMcJUXFQSFYb9zkBLm+PQMe78LQmIzzyiY/HAWnSFmDq0nTbFAngRUrm+1lxdMhGHWQZpG1RK+ydtkcQGyqxMFh7BPjS/x/wzr+42OsY9fKk6ELS9mBK21gZdv7twPcn75UPIhDo2DpcMKVt2xak7YxN5iwYtcLF+ulWQjCJgCRFlpjyPR3yVhFEsTAY3GXSdn++ny3ASFvHYG2ETGlbY9d1OL1RC0MfFEphcAuhWe+nWiaIbPmk7dAL8bq/+76kHT6H7jiIrxdWPKtqjyAfyIP2n/3hN6NuqviZ37uWUTi5kbocpS0A6DWo4QgyDbPjThpGHR3Vw627QNpGYeIjebpp4pYgymvrwIAFWpDhDvajOv7CVzyIjjM9V33pQ2v4j9/xBWjmFTEpfNnDawhVB9c3t7E38rFusOvxwql19CYBK8bqybxQRW0KsI1il5igbh/n9CHkiOCZYWp+cVZnh3FGEUADfO2/+Rh+4mOpeWhJxbyIhlBSquEisklg5BMmaKlQxK3XeNDTDEV8QCh0icTFggsddl5Ol4QkrdZYEWjsFyhtLQ1+SBEosztTaEEQ2V2BzuaNB9dSSqyKCAlF3w3RdjT85J9+B37g978BZ1sWanKA3UDF1/yLD+KLf/D9GNbvB3aeP9jxhW55EFklT9ug3P/VbJUrzlJq1h5vM90e8Ht+DiFfCdxvci6sDitcp6/fGepDL0xIW6A4kGYSENj8uo097/XaQvYIQRCAQmaetjPsESgJQSBDU2Tc4h0Stq7i4oqD//5d78SD6xXOQRHEuFNG6gnLq9R5+4tf+RC+6nUb8b87jj5XjZZG5A5h1po427ZwfX/C9leHsUeghAWPCXsEYL6/uNtDZDQw8mnsaXumZeJml3tSG0sg5O4E8mR7kQ0IkCmeVMV3/cSn8cd/9BOZx9yA+Y+nybn8HCOeUwZJkrDRNJjfKsfEZ1krsixhtWZgW1kDNp/OBAxOKW35mmnohhmS0ycEFvzsvi8NewUt9LEzyN6nbkDhh7RAaZuMMas1A5oisWNfhtJ2sseu/7zFj73CijYiTC+cwIWOr30DKzS3bQ3bAw8bdRNnWhY2aQsY3obk9UD0OiRJYue5YWDHUw4ZRDZd0Nnsu5DAunovdmz83qt7WK9nn7NeN/HJK/uIIiYay+PCipMU0IuQUdoWdFSIcX9ecYWEbP5KXw/OCnD7qTjnIn9tCZxt2dgaeKX2L8KT98TT9uA4Bqu3E9zr+Bv/47N4YL2G/88XX8TTN3tsYRuMgNCDTDzIucVNOlQjj/ziL4/1hoHtvpcKQZqeBF7cZAvbt12q5j96oWPj2t4Esj+CbLKB7WzbwsALcWV3PD0pLQqrg4uWi5e3h1DcfRiN9YS0PW5KWz9VYQOYurSfal8lPjyatUeQJAlrKyuQlqGIPcKk8MqYdNniO628e8/fAR7+fYu9jkiKrkTaVrBHCD0QSYeSUnrWS5KaASAkxW0oLVvHONLgu6Pk2o4O2DarF5O2Z1tmHJq0O/KzZNJwa2GlLdVsjAd3eVMwuJVVp5Rg5IWoGSo6jsE9bYX6Zvr+IEEIKimFLdl5pUTsSSZ89Q6LXDX+wy8y8uxGCTm5P/ZjVcVag3c8AOzzlVXvSQg/kiupE/N414Or+Fff/hY8f3uQsUeYROpyPG2BhAihQdymPgXdQVPxkiCYOwiaCiY61TQT4rh2it1HUYRouIXAXMFf/5pHCl9DVWT8vtfPtvSQJAmddhu3tnewPfCwZoSAaqFmGTjfsfDcrew9Pi+MS6Bla9gnJuANcE7pgVgdXOmRRNHtrM0mICgb23YnwEdfTilpllTMi2gILWWL0bQ0dEuVtiGs3Aa8DM0mL/jN2PwxL8EkAPIRbl9R1ry4wu1W3IDAzt1PgpAfwZx5XqJjo7RtADTAw6t6YvlREaJNuGXpeNeDqzjXtqEqMh7qqPjolRFWazoeXK/hd/bbwM4L1dpB8+CKvL2RH9sUAEjUTPNec1ZoV0WlbXcS4HTTTIpjc6wvKsGrqrRtAZCyhBbxSj+TL9btfCPftDV0J9kiZVoh3nZ4uJK+mNKWhCzYktkjKMk4IhSw4nmU2ShoqowH1pzlkQTiuwvdYqssRWWke+oe/Pa3X4jvbYCJVhaxR5D8AZxaK87ZOLQ9wnCLEbf1VOdY6wKzfyrD5lO4TBnxLNYAZ1oWfEKxM/LuIXuEvNK2MyOIrLrSVvjdt+zsXrGwwGZOe9rOs+A707Qy9kyTILmX1uoGrinnAURJIBXY+j/dERPblrhBxhbCDZjSttT6ze5AR4hut5t5WNzfef/1NGkryxJON7mAYxmetuP94jBokTUiuhVDDxOqYrVm4NPf+9X43m9k3ZIPrNdwpmXhWlBH1LsB1evCNVbil9mom9jx1cN72mpZ0vV2z8VGw4SqyLi44uCJq92Mny0AvOl8E71JgPW6USg2ezBtj1UEq5XsIb3htD2CqrNreh5pK2yd0p/BXgU2nwLqp9nLh8VK2/V6iqQvemlO2p542h4cx2D1doJ7GSMvxG8+s4W//y1vwKUVG1d2x8kAOtyCFFHIuQFMhGoULVy8kEBTplMJBdbrJgZeiElAS1ty9kY+fvgPvQn/5U++vdJnuLTiYGfowR/30Gh24mNs2Ro+e7073f6xKGrreKwxwT/5teehevtY2ziNa3uT7CB7XBBMsmRi4wwLXxKgIbxInhqwz6yvsMX3jHbQSsjbI5QoOY8UbjexRjgsKpO2rQpKWw9BTmnbMDUMvHAqVTSKIhaiVzD5r9UNDKmO0B0l1/ZhlLYFC5xzbTYWRFGEvVEu1X60DTiLkbaS0cBk2F38+JaJtM9xCUJCMQkIaoaa2COoFgCpkGgNQh+RpGT8ygTygYxxUJJiH04JEL9BP9Nm9tnr7DotI2274yDelKzXzVQQmc029EX3Pg3hUQWOcTAfzYs8RCvSOElHfEyIEqtGDg29zha4s0gWvYam7CXerncIURQhSgUznmlZyWK4vsEW124PirsHrbEx45WqYbXTQa+7j8s7I1yo0VhZ+7pTDTx3m2+2+IZpVnBKGi1Lx25oQPb7OC3vQW6cwYqj40mRKD0vVIewNUIABc9vpuaBZRXzKMn487ZsrdTTduRNk6VlWGnUEEKZWVzxQ6605aStrav46N96D37g9z9e+PyNholbvQkjAnKkuabITMFFjJnnhUZ0WqV0N8A39Y+2kP1eK2B/7HOlZfYcPNBWcGUAfNXrNvCuB1bxkf0Wm3tnKbnLwEO3/urPfQZf8o9+O/GNt9qswDPv2ksHquaRDhGc+jsvUdpOAjy0UU/G2ZLQz4Xg9at52sq8BTmTyF4eRCbsEUQbeNPS0M0F0qSv2xWutI10ZyGlbRgGiCRWOLG0lD2C7mTtEcIAIWRoioR/+0ffis9+34IF9zJYLfbd5cm/NOYEhTLFfHXSVglHqDVaONe2cKM7PnwQWe86K5qnlaSz7BF++weBX/pufCh6E/7AW8/FezNTU7BaMxiRvAxC7k6gsqftjO+3AC9tDVE3VPQmQSaw9FZvglO5zomGpeX8aenczpUzqc419jcJGbxWN/Ai5WKCVEiun+u0y9iWWJ3YA9YnFBa8cqWt2QKBgv7urczD3XGAhqlm9+pRxMj7VGHoTMtka8plKm3zUFQ2XokiU+hiRDW0LA0dhylu/90ffSu+7g2nGAFOWwhufBYAQMwUadswcdtVl+5pe7PnxtfBRR4ytl7PXhdCXftVjxWv5R5cr+GTV/am9nox0jkHbm/aQgLgtkRzvgMhwMgobVeBW59LKW2jQqWtLEtYr5v4hn/1YVwtUAUnStsT6vGgODlzJ1gYhEb4O7/wNEYB8KmrXZxqmri06uBCx2GkraKxzTAn+2Q9OzjJsoR2SYtQnqjIo21r0BSJ+9oWD0D7Yx+XVu3KGyxBRNRIF2fOJeb8D2/U8Xuv7ict5AdF/RTuM0Z414MrOGdMcN+FC3h5e4hAbx5D0na+0talytR39PD5U8nfHwb5zc7dskcomvAOgrINWt6GQnjIzULI7BGU1EKsLKl55BMQGqFZcO2ebVvohSqIN06UAZQckLStF6p/HlyvYewT3OhOsDfy0XFSi5jhFlBbzB5BtZuYDLusFe9uYbzL2rBmYMSVPzWTkbZ7I5954JZYGpAwBGRme5BfjLk5P21BsPepltmgHhi561wQE2XerWmrmCl7BKDw80k0gE+lSoGQRTjbthAQCk91AK+PKJhgRNTlkbai6EBm2SPU4GCCV0psI5YOruLzQgoVBFLKHmFz4DGPRqPBNpXbz0GOCPTmckhbfzJAQCjOmH7cavmuB1fxox9+hSl0OvcBWExpe9u3oPtdrGMPUuMM3nKhhU9f5fPePHsETtqeXW3g8vYwuUeW5XWe8rQFZtsjpD0552G1rsOFOcceIYKWskcAgNNNKw5LyuM87wgac8VvHis1Hd1Qnx1EdlzsEXin1OtXJby8PcTIK+4WKUKZZdUZB3AjHe996zm88VwTv3fDY2TU9gEsEkIPVNbxFC8uJGE6TQDSfIuEWUWglH3Y9PsmFgS9SYCH1mvYHnrsui+ZaxdCVU/bouOcRdpy5ZVQoRfbI4SwNTYPtG1OXBr1BYPIAkR822rpShJElktGj4TSVpZhqIt7qpdCFOGDyQzSdnZBKQ4orYChF8KiE7RaKzmlbYE6tCr617PWCAD79+AWW3+nEUyAD/1T4N1/Db8kfxXe+9Zsp1EcRlaFDDoOyCtoy+wRSPm1XoTLOyO85WIbX/bwGn7qE0mg27W9Cc63s2Roo8geoaSzVOBMixXsBCY+zZC2N8b87y++M35OWECsNUyVFSXtDuD1WCdUQGCixMMbACQJE62F4d7tzMOsiJ8b40KPFbVS60pGOLsJsV8UzFwV4z3A6uAjL+/ghXyxL+1rG7gYURVt3uFn6yq+/vHTrNijK9jRzkG5/gl4WgP1WvL9bDRM3BzJ7Psn1eekDApU2re6E5zhXvUPrbOiWd6uSpIkfPxvfyW+/5teX/iyX/bIGnaHPn7y41cKfx8XlAD2M6W6jpEbJwsRjFkhOb0PP/VGtudYfQgASoPIAOB9f/nd+KrXreO7fuJTU3uJkHDS9sTT9sA4Bqu3E9xrUGQJv/ncFnZc4NreOE5Gvbhi41Zvwlql7E5M9hUZnG80jEIJvRfQ0hAygLfi1wwW5FUwAEVRxNuxq0+4kiTh0VN1rMsDNDqn48dF2narwCdwIdTWgeFt/MSfegfe2CHorJ6CqSl4oa8y0vYg7XtHhTyZ2DiTTfcmATyqTCltH7+fLeaCySFVsUVJ4XfDHqFowjsIzNYMpW1K8VLJ03ZaaevoKmQpIdwE9kc+ZAmZdFKBsy0Te76CyB8nm99ouUFkpqbggTUHH315FwGJckrbLaC2GMlk1lpwonFsuXBXMC6p8qcgyHNbU7BSM7AjNmclJBMJgvi8D3NqWxZQkZAzuirD0RX0Q/3wSltKppS2I49AkaXSIIHuJFHabjTMJBRBKMYLLBIoYUpb+4CbZkNVcKZpYRhZgNtH4Lss7Xdp9gh8sznTHqEOM3KxO/JLCb2l4UfeDfwv5p3tBgQ6QkhcEXWmaUGVJVYYlSS20b7+SfiyiZV2NSugWWi22qhhgosdG4rXi7sN/tgXX0TT1vH+ZzeBjTcAWMzT9qpfh+3voUP3gPopvPVCG58WvvPO2uxWX75xemijDRohKfQua16gBJqWbE4alhZ7ieYx9sPqpG3NwAT6zNAPP6SMtC0rFuRwvmPj8s4QY58UBqyuODr2An0mmX1sSFtJAow6VtUJ1usGnr5ZnfDZHwVTbcgAoIQT/LVveBPefl8Hj55q4JWdEejqw8wiYVGELl7phRj7BI9s1JMClSwz8qGC/3wpaTsrdJQkdii9SYAH12sgNGLFP73GvAoPg5yn7as7I3zwhZKiSd6yKaUCzsMPKQwlW2AsCiIT40bH0Q7kaUvCABEvLluaklis5fYClDDbIXnZbbhmi6lcI1JOcmn2zKLqimNMhTqV4fr+GDXJhdNo4lzb5p62q+weD6qftwx6N4BGzuapfhqAlO2qA4Abn2Lv957vxYvjWnYdh1Tw0DJUlHcCRUrbQnuExZS2r+yMcP+qg29981m8/9kkWPPa/hjnO9n9b8vi1z6HG9CZnrYAuMVA1h5B/M1Gg4fC/o3LwBf9ufg5AaHQcopGpvINEouByT4Cr0BZmUNotjHpZQNDtwbutIe+uAdTY8xZoRI2GgCiwxVbx7uIrDb+j//0cfyVn/1M9ndp1XToYhgqpYKrUf0SlGCAkdrGqUby/Ww0UgT4QYURqeIWoRH+8fueww/+6nN4Ew+E/aL7mfAjb4/A3t8sHbPOtix893sewv/89I3C32eUtpP9pOM5jUqk7WQqSA33fxn7+bpvAgDsjbzC/ASA5az8nW94DJoi4ft+6enM70JO2J/YIxwcx2D1doJ7EefaFnY9CTd7bizrP8U9W67vj9lmjBvba/r05HdxxcEruyNc3R3jD/77jyDk7VVeSGaStgCwLiYpozk1AI19Aj+k6CxoafBLf/5d2FCHmYCkx8+yQfbQSlvuPyhJEqTxHiR7BV/1unV876/dYIv7ZfhTLgMkZMeTnrzrp4HhZvJvGmJCpKnv6L61JtxIw82tA7QiZo4hZ49wNzxt74g9wjAT7MMWHPM8bX0E0DITnszDvfqTLOHXmwRoWlrhAuBsy8a+r4L440SJS8ODedoatVKFxTvuW8Hf/cWncd+qkygjQ4+djwXtEWSziXOWf+fUjkWoorTlfrayLGGlpmNvNJtkIoSRhbHXWApFi/mWrWM/0EqDzSpDfGcp0nbohXhwrYbNgoRaP6ToTYJ4obZeN7A94GGSisYIioLFeBD4CCGjdgBPW4HzHQvdyAK8AXzXhR+pB1buTkEsdEkwU2mrBCPWhrhgK/fCuP054NP/FQD7/jWEkPkGQJYl3L9Ww8vb/DyvPYro1Q9hoLSmWjAPAslq4z2XDPzPP/cursJuscclCV/92AZ+5/lt4Gt/ED/3ph+FpVXvYtmkDTjhHtpkB6ifwVsvtvHpq1127TjV7BE6DQcrjp4Uepc1L0RhhrSdpbQduGEhWVqE1RqzoCFu+QbVJ4QHkVV7TeG9b+lKYVDJimNg25/T2nnQjoqjAJ/zHj/bwueudyv/GfPWLrhXQze24jrbttiY6lwCdl5c7LgoBWiAJ25O8AUX2zjdMrOp3VY72RyXYZY9wqyuGhLExGh/EmCjYaBpabyzbAlWUTlP2x//yKv4Yz/6ieIwuHzr+IwgMj/ncdi0NOzn1KSTlFK9LbpQFvS0DQlBxNcpdZN1qERRxAihHGl7oPXMPFitJJi3TLE8p6C0lu5SmYNXtkdoyhNIRj1RtQoy5qC+tr0Cpa2iMiI3H0a29Sxw+k1wQ4qBF2IlJ4aJCbkSq7pjh7wK0l4psUeYbnGfhev7Y5xrW3jngyt4+mYPXU7KXtsb41xOabvG104C3pwgMoCd54zSNuVpe7ppsrA9ZyVjfeMTCk3Nrv/j+U0zmeBitI1QzFFlnrYAYK8iHGT3di9sDvDwRs5qxeuztWDq3J1pWUxsEQdhHYLcn+xhN2KvM+Wpaq/EBHzoT5g9QgkPQNoPAgACmg3+3GiYuCYu44OuL1Jhkh94YQv/6UOX8brTDfyhL2BdvLIs4eUf+Hr80XfMDzXO4ytft47PXe9OiXQAZJW2k27xHtaocJ/mu20BprT9//4ysM68gW9xj94yrNUN/Mtvewt+67mt2O8cOAkiWwZOSNsTHAjn2zZ2PeBG18UZvoGQZQnn2xau7I2ZurR3HaFswCrYsN+34uDKzhj/5aOv4pNX9vEUV1p4IYUxZwI737FxbX9caH6/N/KhyFLlzZWATseQQj7xcXz940x1e5AQnQxq64z4JCFbaDmr+MH3vhHPdvntd1wsEgR5nCYTa+s8uIAPvNweIT9hyrIET7Zw/fYhSVuaI0+WoS5ZFEu3Rygibcc5T9sZ6hsB4iGU1KkJr2XrU6Ef3XFQ2EIKsAnVkwz4kyFWxSI89BdOywUwMxzlz33FA5gEBG84mzqXo20A0lzycwpmA6fMEK/eVdJ2b+5xD9ww9m9lnrZCaVtMMpEwAGSFta3lFmITf3ox37I17IX8/jiMYsHtsU1t6hocuiEurdrYKdhQbvZdKJIU+3CtNwz4hCa+hUaj8DoPfB8hDu5pCwAXOw72QhPw+vC9MahSHNRwIIg0eDqDZNEdwB/gjWebse/vkSDtCeyPWOCUnNgjAMADaw5e3h7ix373FfybpxRIL7wPT4fncK49TeItDLMJxeszYj636H/0VJ0VTHQHl83XV1ac1gwV+1ILZuShM7kKNE7j8bNNDL0AL24N55O2NACBgpZjsiC2DGm7DHsECi3laTsriOz6/jhe68zDas2ACwPdfvn14ocUKmhlpa34jm29WEG4UtOx5em8tbP4M0T0gB0VRwHemvzGc83E47gCtoceVmsFhEowiQvOCi9w3FDOAzsL2iMQNv594voYb7/UwVotR7KlU7pLX8Mv/17LfDSBbBDZmBVeYysa4b99GOSUtiLl+8kb3ennpnwvATDlWYkazyck04q9Wpu2P5tklLbc09ZYUGkb+KASu34bpgZCI6a2zSnICAljRe5SYTaB7lX2Uy9RJurOzE6Yszl/0lm4vDOCjQmg13G2ZWGz78KPZDZvHdTXtnctQ9re7rlMaNM8N+1ry0Nj90Y+JGlawHK2da/ZI+RsD8rsEcJyVXkR9kcBVmsG1usmHlyvxaGZL2wO43Z4AXE/R7zDcpKzwSrC6ZaZUdq6qYAzQdpGuY7NoiDiFUdPPLJr68BoC+6Er0vz6soUtPoa5MluxsLryRt9PHqqkX2i158qZpwR14issDHsMIrs8R52KVuzvrQ1zH7m1Hg1Ho/gS3rpHqi1so5Pr3wTfsP6epxuZUnbW8OAEfsH7WZLdVn8j09dx5/50vvxq3/p3bFVA3BwpelGw8SZloUnrnanf5lS2kZuF3/316/jp1NWHQCqK23zpK0kAZe+JC4K3O65GbK7CBc6NjRFymRBnASRHR7HmrT9wR/8QbztbW9DvV7H+vo6vvVbvxXPP59dgEVRhO///u/HmTNnYFkWvvzLvxxPP52VZHueh+/+7u/G6uoqHMfBN3/zN+P69WxFcX9/H9/xHd+BZrOJZrOJ7/iO75hKSzxBgvNtC7uuhJvdSWbDeHHFYQbUzionbfXCVspLqw4+9soufuYTV3G+Y+EjL7MFSBWl7YWOxd7DbDBfnhT2xz5aJQrDmRjtsM1Mqi3eMVR8+nu/Gl/+yGL+m1NonmNKxptPsI154ywsXcHb7l+Dp9aPEWlb0CZT22CEhjhGEmBC5MLvKFRt3N45hNcWf/3Xlj1Cs1iVcxB7hFhpm1uI1XTs5IIt9sd+oZ8twCbMSLVgSgEePsWPYUbr40yUBJEBrKXrE3/7K/EPvuUNyYPDLUZ8VlSXJe9Tx4bu4fLdIm2jiCttZ9sjCKUtwFKid0c+W1iWXMc0DABJLQxuccPpxXzb1rHrqazF+TDKFlGYSCkzRn6IS6sOtgtaN6//v+ydd5hjZ339P1e9SyNpNL3vzvZevV57191eYxuwgdAhQOiEkgIhJJQQ0oD8QgihJDRjm1AMxl73bq+3envv0/uod+n+/ngljTQqo2m7Y7PnefysR7qSrq7ufe/3Pe/5njMqAjXSxZZBI9SuGTKjSBBJNDXJng7J2ugw0B/RZOwRirYdTwXpAMDx4042UgsTy+ttHOx0z9xnZ+FYj5d7/ukBZIVa3Ie8PSLQThXNKaDbKk2cHQjw3WfPcjDZBsDz0QVsnlc6IK8sZC8whd05C1eN9lTIKBCahE2AJEkoDRVEZSWO0QNgb0WnVnLN/EoeP9KXCtUp5WkbIy6pqDCqqU532MCMedpKchyVeux3L+TFmUbnSIhGe/EW0mxoVAriSj0jo+6i20QTMmrKJ1HVSgXP/sVWfv6BDQWfz/E2LHZsptpRMRtIK23rrYUnoUXQ7wlTXUjlEwvlqMVWN9rY6bVPXmkbF2Pazot+1rXYcVm045S2tjLsEXLHE184NubHnrYdGO/tmFL4ZgeRWfVq8fneiLjXliDky8K4IDJfypLnSHcBImU8uTw+PDULgUgiZ2GuxqofW2BJIZgVnmSfotI2EY8ip64XU0qY4Q3H8kjDeDyGqtgi3HSQrgvNNcW3URtKjk1pxex4kq0QLg56UMvi+1VZdCikVDK7wTl1pe3AMXAtQpZl/vXxE2z8xtN88Kd7wdYA7nGkbUCQtsN+4SM9/j7eYDdwYThYsOtxTqKQ0jbqz+9amqTSdjgQyZBym9qcPHSwh9FAlG53iEU1ucSmy6IjGk/iDcWJJ5LEk/KEwZ41Vj3+SDyzsB/Oss6qseqJxpN5wd6xRDLP07bJYRSiKsgIckIBPzFJLaxfikBndWGVfULxD/xufzcvnBpkfcu4ejjiy3jhp1Fn09GTPt+z1aBTQWiEwYSRa9srM5kZGWSppsPBAJJaV5QcXNNUwSf87+c7wRvHKW2F9aI8nfoitfDmDkZ56tgAd6+un/g1k8Dapgr2XSxw/8lR2o6yrx9++MK53G205jzOJA9Zi5/F0JsVrFYMCoVEqzOrM4z0QoKU8T6/gsljTpO2zz//PB//+MfZuXMnTz75JPF4nJtvvplAYGzy+y//8i9861vf4j//8z/Zs2cP1dXV3HTTTfh8YzeQT3/60zz44IM88MADvPTSS/j9ft7whjeQSIwpW97xjndw4MABHnvsMR577DEOHDjAu9/97kv6fV9LWFxj5rhb4mivjyW1Y4N0ZnJnrARPBzFJW/CGdN2CSlxmLTcsquKDm1vZcUaQfRN52oJQXnWMBAuqGIf90cIqjIkQGBSF0LjBxG7UTH+AUWkFcXvuWeERm1JSbGix45VME7faXSrEAkIdMj4ITGMes0hIxgknFQXV0LLayMjoNAnoOWGPMJNKW1thpe141YreLs6DUib9iQhR1HlKW6dJm6eOdIdi2PTFJy0mswUDkbFAuURsUkVqBhOof1wWXS55HBgUxeJkobVQoYpcPqVtLJQKWLCV3MyfRdrajRqi8aTwuS1qjxAHpapgOIkIqCigtA3Gp69sKXCO+8Nxmh1GRgLRvMC3bncoryVbKEZSE/MinnbxaBRpmpPnRruBnpAaIl7i0TCSegrnaTGkW51LEBJozZCMsbJWN6k27slgX8cosq+foMYBtkbwdBGOJTAp4rmkrcvEoS43Q/4Iq256B+e3/DuVm9+HYyr3vPHIvp+OW7hqdBjwhGJ4grEcb8py0FppIkrqHEh54r5pVR0P7Okkrk9NtIqFfiSixBGLGnUVeqEIgxlbzJPkJNpsewRDLmkryzL/8fRp9l4YoWMkmBcqUxJqPaOe4hOkSCyBalwQ2URocRppryrclt1QYeCcO3X/KDYmzyV7hJTKbX2znT5PuGzrmz5vkQnjuMnmHStquf+8QagHJ3OupEjbHn+SlQ02XGYdfdle6pOwR9hxdoh3/WgXy778xJi/n8EOcjJ/8pyyAkGlJRpPEoolsOjVuMy6seBdmB45Ni6ILBCJs6Lemglcy8F4FWI0UNQSIHuxEtLKwFwyNtsewW7Q4AvHiauMk1LaJuMxZElcL0qFhDltDaVNdfykiNB4PI6yRKDxlJG2JjCUWCTTGEtantXZ9ASjibxF2kLoH0wRs1oTSoWU8bUWYWQTdGYVQsQPI+ehaik9njDfffYsrZVGoYouqLQdBKOLoUAERwEPyyW1Vs4N+gkqDIXr3LmGPKVt6vccr3yfpKftaDCWseR776ZmjvZ4+eDP9lJt0eUoLEF0nxg0SgZ8YcKp1vGJukstOrFInr6mslm3zO0AALlzSURBVFXreo3wbs1W4kKatM2dKzQ7DWM1dKoDNBwKEJNKf1elqZI6TYDuUUG+/vfzZ/nHNy3L7aKDPCU/QH2FgWg8SZ83nFrwcpf8rJIIjtAb1dPqNNJWaeR4b9ZYaKjI2CPEgh6kEoGL25bVcPOSaq5fWMWqhjHv16oUoZ5UTaO+SClt93e4qbfraa00TfyaSWBNs70IaVsxNocMe3DLRno84xaHsn1vi6GQPcI49BVbOB2HeS4TZwezlbbJKyrbaWJOk7aPPfYY73vf+1iyZAkrVqzgxz/+MR0dHezbtw8QBfW///u/88UvfpE3v/nNLF26lJ/+9KcEg0Huu+8+ADweD//zP//DN7/5TW688UZWrVrFvffey+HDh3nqqacAOH78OI899hg/+tGPuOqqq7jqqqv44Q9/yMMPP5yn7L0CgS3tTtxRiWqLlnmuscGxyWGgYyQgSFt3J3GpsNLWYdLyq49s4j/evoqr5znYc2GEcCwh7BEmKLYaHSliuEDxPOiL4DRPUokVHIHeg+BaOLnXTQaOeXDuOZFmnMK6ZjsDMQPxwBSKr9lAsRW2tL0DQCJKMKEsmBwpaU34fdMs3MZ7wc1USvhkMJOetnpbiSCycfYIyKVXQeMRYqjybnpOkzavFdEdiBb1cwJ466aFbGnOuunGI5MiDzLQmidnX+Hvnxppq7NglYI5BcAlRXoSNsEKtDcUw5Iiyy06FWqllFIUGQorbRNxUKhwmLSM+CPEEkm+sf04ey+MFPS0zUzgddY8klSWZQ6X275fiLSNxGlyGEgk5ZygDIDu0RB141rwK83asVY7nbUgiRyLx6bdjj3PZeKCX4kc8ZKIhpAmMZmaEBnS1l+ctE0p05ZXqrgwHMz41c0kukdDmKUQfvTCW9DbTTiWxKyM5RTQ8ypNnB7w4zRp+dh182m57v185Lb1M7MTOpu4lhPxvDHQolNjN2o4M+jPUcyVA41KwQm5UfyRUqrfvLgKfyTOUU9qjCoazBQjhhKLTk2L08j5oTRpOzOLeZKcQJNlf2Q3anMUS12jIb715Ck+9LO9HOpy0+wsco4UgEJrwlfCHiEUTaCZhNJ2IgjbqHDpYyMnkOaS0jY4jFGr4qo2B48dEenkyaRMJJ4gHEsUJHL7vJHCfnrxUA7Rsr7Zjl9ZQUxtgeEz5e9XPIwsKTDpdalAzdyJp5j4lhdE9tMdF3jpjCDenjyWqqE0JrE4Pp50S9kyoBwL8UrbI/R7I+LeIymmVw9FfILgTMEfibOh1cGxHm/eQh2GirKVtr5IHGMWaVtr1eMNxzPBnCCC/NJWaenaJCgZUCUmQ9qOKW0hK1hJaxHhYKlusUQ8jlI1C0rbdP1eynKjyL0+DaNWRYVBLYQnE2BwaBBZUmTqjsU1Fo71eoWqcCr2CIMnBOFrcrG/Y5QltRZ+/ZFNDPmjhI11GdL2oYM9PLi/K6W0rWTEH80LIQOhTHSYtJzwqESNFC/Pq/eyIR7OJaRUGiE8GB9GNp7cLYFEUsYdjGJPHZ8Wp5HvvWs1+y6Ocm17YXI/fU2HY0I4NpE9giRJtFYaM97ToVgCXZa4KZ0Rk41YQi6otL2Q6pjBKJS2kZCf+ERddkYnNSo/XaMhXj4zzIAvwptW1eVvV0Bpq1MraXYYOdHnK6+jsBSCI1wIaqm16VhYbeFYdoClwZEZUxMhDwqdpcibiAWfL9+5hG+8eVkOqW7UqnCaNESV+qlnzaTG/lP9PhYUWWCdDtY2VbC/Y5RwLMG/PHaCfRdTY7SpSsyvIh4kOUlAYSKWkHPVyMbKiceNMpS2g/5IwSC18RCdYWP3q0RSvuJnO03MEXOr8uBJqRbsdlH4nz9/nr6+Pm6++ebMNlqtli1btrBjxw4+/OEPs2/fPmKxWM42tbW1LF26lB07dnDLLbfwyiuvYLVa2bBhrO1s48aNWK1WduzYwYIFCwruTyQSIRIZu0l5vWIAicVixGKznDJ9maGWZL6wIs7tN67O+a51Vi0XhgLEV1ejCruJaq1olZQ8Ho02Ebaw59wQvlAUrUoquX2tRUOvJ0REZUYdHBEJ7Cn0e4LYDeryj38siPpfWgBIbP4LkrP0uyns81Hu+T7JpW/J7O/yWhOHFSYOnDqHxjKCXqOg2VH+pHCmIYW8KNV64uOOgdJYSdLTgxyLoUrECMZBJSXzjrFSayI05J7Wua+MR5BRZn4HSaVHEfbl/MazDWVwhKTajDyJz0x/5/HfXVIbUYRG8/ZfFfGTUGjHPkPSoFKoiXsHQFV4ZVYZCxOWVUjIOZ9jN6jo94ZzHrs4HKDaoin6W2gMFhSJQOZ5VTxCAuWkvjOApNShjPjzzpliUHh6kIyuSf+eksqAiSCdo0H63IGCqo9ZRciLCom4rIAS+z4aiGDWKjPH1W7Q0O8O0qAyIIe9eeOLHI+CpKRCr2LAG2bX2UG+/8I5ApEY4WgclSL3t3YYVRzt8SJrLCQCwzm/154Lo7zjf/Zw4is3TbiaLfmHUGgtOb+DPxLHphP+s72jASzasYK/cyRAjUWbsy9Ok4Zed5BYLIZSY0YOjma+X+Z6iISRlKppjQkNVg1DcS2xgBskLXFNzYzdXyW1CWVoFFmlQ1bqioz/KlQKNSbZR32FnlcvDnPNTNgRZOHikJ9WcxJ3Qk+luRZ5tIOAJoJBipJQ6jP71WAT5300npj5GkNlQA3E/MMog6N5Y+DaJhufvO9VKoxq1jVay/78eZVG/vT0X/Lqh+ty3m9lg5XdHT6Wa83EPb2gzU87lqIhYrIKrRIaK3T8fNBHLBZDodIhzcB9QSEnUCrGzs8KnZJB39hYeqRrlLZKI2qFRFKGFbWmsr+3WmvA6/Pm3RvS//rDMVTEicuKSY+7hVBjUdPrDZN0GEkGRwu+p5xIIEul66tLBYXWijR4gkQsxptW1vBvT57mbWtq+cT9BzjR76PRbuBAp4efvG8NV7eNeYn3eUI4jfljiioaJKHQ5HzvD29p4cgTVbR3HUHjXFzejkUCKBRa7Hpx/2x16OgYCeIJhDBoVCi0VgiOlKwVlfEISRTs73Dz729dTiyR5C9/c4QRXxCzTo1KX0HCN4hsaRx7UTggrj9ZwbAvhF6tQCEncRjVnBv0E4vHUWmMxAOjYCzRnl8CqoiPhFKfOUa+cJxltWZ+HE9wbsBLk2Nssi5prCgCw+Iak2VUUT9xhbbg/c8bjGDUjN33jGrQqxV0DPqYnworGg1EmVdpJBaLISGCxDxxNZZkqOzzMR6PIivGPsesVTLiDxOrtopjFxgBSU08FkU5zftOMShXvBPZUlv091eoDBD2lTw/VtRb2XFmkMXVxev90WCURNiHbDYSjwvye2GVkSNdbhJmO/gGSMZi/PCl81QYNNyzugCJNg5S9wEUrsUkYjFeOTPEqgYrJrVQf/Yk7bS4O/D4Q3zq/v0A3FXVT1LnYGAwVHRetaG5gsfOhFkNxLz9pa0jLjOUsTBJSZUzRqgMdhK+AWR7u3ggmUCdFIuFpWq9NEYCUZIymNVj42p7pYF/u2cZV7XaCx4zUTsFqLNqkCSQkglisWTePSIb7S4TR7vd3LKokkA4ljNPbrbrOdPvJRYbs/KLxOIoFbnvVW8VXtOj/hAWgxNp5CyRUAsJha7ktSJprTgUfl4Y8PGbfZ28c319ag6Y2xmoCIwiaYx59+X5LiPHe9xs0VqRA0OTnmePBoU9hzI4zLOjSf75tgo0CnjsaD8f29Is9lFjRREYIhGLIYe9KEzl1yjZaLQbCEa1qEOeKd2XFdEQKNSc6PPS6jTM+BjU5tBh0qn46h+OcN/uLnafH+b+D64HvRN1Ikq85xCSUo/WaKXBouPl0wO8OUWwK3Q2JP9gybpJCvtRqHRFt4knksKGUqec8Ls123U8fbwvs104GkOpmFz9UeqaeD2h3O/3miFtZVnms5/9LJs3b2bpUtFi19cnVuarqqpytq2qquLixYuZbTQaDRUVFXnbpF/f19eHy5Wv/nK5XJltCuEb3/gGX/nKV/Ief+KJJzAYJtFG9xpFtQH27Xg+57H+EFwcUvL0sSFuAfpiJi6ePc328KmS79WoVfDzJ3ajVcoEAhLbt28vum1SBgVKdhzrZJnvLC9nbbv3vAJJgu3bu4q+Pht1IztYqrIwYFnBmaEKfCU+dzqw+51cA+wJ1NKX9RlNGh2P7jvJ93e/Qr1R5i+XJ4q/ySzD6TvGipjM0+OOwVpfEvfe5znTYeAuOcGQP8L+fXsJnMlVZqwMhImFfPzh4e1M1cJyTecFPENJzvjEPtSOnqJtsIsXZ+l3KYStg12cOHqavq7Jf+ZPfvcknQGJjS5xbKo8p1k02M1z4/b/Rs8Q+189wvDpMSXKLQoDu55+BLexreB7X9Xfw0C0gTOnT7I9eCLzeH+fxLFRie3bL2Ye23daydVVSbZvL+znV+k9xrLhXp5J7dd1nhGOvnqQgTMT+6xlwxY8x0bfEI+V+fss69xDQqHh2CR/z0rvCZaN9uHSyfzwwadZbp/cfk4X5lA31yq0bH/0UQA6/fDgBSWfWpp7vb7aoSAQg+3buwFQJZQ88cIrVAaGiPf7OebN/d7RSBh/MMRIXyddcfB0yYCSXccvMhqVOPTqXsJnx75r76DEyX4Fw9oYF3e/RFfW7/XqkMTVimO8+MARgrbSXQPz+ndgDUbZl/odkjIEoyp2v/wCeknJ9mde4qxt7L0PnVWw2iGzffvYOB4YUrB7EBr8x1k56CHk2cvJodzv19fbQyQulxzPy4FCrSfkHiAiJRhRLJj2+6VR4T/NutFeAsE4F+Nn6eov/L63KnTsfPoRKhXz+M0ze/Cdmtnz7/AFJRu0owyEVUgDQdQ9u3n5wlIWxvxc6PJwJOv7fnSRREJOzNgxyECWuUNS8tzjv2dd7zlOyRfo7Rv7jKqoxBMeJT2eMCv1R9k+fKSst12WhPZ1Wh45NASHxt7PFJL4w84B3o6Bg88+wpD5Qt5r7f6TtMhK9u95Bb0SLgwr+cMj22kZOU/9yDl2TPMYbJMTdHRczBxLbxQ8IRUPPbwdlQIe75KwyRLvbkmSBB577NGy37shFMEdHMz7nZ588kkAjp9XkIyF2Lv/AP3npq8+ScqgQoknquT4i08xaBnI2yYcDjLi9rL7Et5Pi6FpqIca9yl2bt9OMgnKmJLVX38Gl04mnoCDnVE2uWS+v30PnjZBDiRlGPQqOb7vFQZyoyu4LeTj5Vf24jWMfW87cIFaIjseo7+nvDZVS7CDDUkFciTA9u3bkWUwqpT8+MEnaDHDvP5erMELmbGzEK4ZHuDUwaMM+Gx4z76KVQMWtZKf/u5JWi1wXULN0ReeYMDan3mNLjrMLcD2x5/ivF9CIynZvn073UMSp3sVbN++nZuTKvY89ySjpgvlHuYc3OzuZ8+rxxg9JSaIg6NKTh56lWqdgnsfeZ5VzrFxzek7zYrhLp7evh1FMsodcpInn9/BYMKMbZzI6tUuCXcot263qZX89skXWZa6V5/tUlId62W7W/xwWpTsPdXFzYlw5pqYCLqeHqRoPPM5saCSF3eKe+QbJDXPP/EwAV0NDSMjhJOWmR8jARS3gB8o8t6LenpRx/0cihb/bEdU4lc7Bqn1Hiu6zUUfVKpCRGQVT6Q+K+SR2HFGwZmaUbTxDl7ybudf9qqwamQMfQcn3PVlnY+SlPT82/cf47EuBZ9YnODRR8/jVCt56GAfnxjp4H9/+zgWtQq1Qibh7eOFfcfZ0+8jlhyra7LRnJD44S4Fn9UaeOWJ3+PVNxb45LmBLcMDnDxwhL4LYyfwtVEFp196it6jQnSlTER4A/Dksy8QU02slOwPgVqh5NmnHs95XA3szT9cACT8Cl7cM8zgaRmdQsmjj+beVwpdD4kRiRfPSyyMnubEeQVqBWzffh6A2IjEy90SbaExBfjxDgXeGGzfPhZGJcugVyq576En2BTqp859jMFIPaGkxAslrhWn7ywLYkP8/OUzeGNwi60/pxZMY37fXsxhH6+Oey+lT+LJvX1s0/mIjO7lxHD512UiCZ/dpeKD80P8bTyEWqPn3KsvkgzDzvMqPvX9R7m5XqbSf4bVw508uX07S/zDeAlO6fpXhRQMhBN07H2FjvOTV+sv6TqJBOwc6ubWhmTB4zRdLDIquG93F+srkxzsGuXhR7ajkOA2pZFTT99HrWRBikdoUIT4xXNudL1ibKhxX6S97yzPlzgurQP7cAQ87CmyjTcKsqxi94vPMIFAnO4AnOxT8sgj25EkMW9KxJVT+l3KvUe8VhEMlqfsfs2Qtp/4xCc4dOgQL730Ut5z4z1HZVme0Id0/DaFtp/ofb7whS/w2c9+NvO31+uloaGBm2++GYuluDT/9YBYLMaTTz7JTTfdhDrLEy4ST/KNg0+x6Pq3wfG/wGNoYOWyJWzbWPpGPvDKRV45O0KLy4Q5EmPbttKqiO+ceZmKtlU4Tr3Itm3bMo8/8ctDLKoxs+3alpS/lSxayopA8ew+sL+Rmm3fYlbXh+XbiJ+cx+r2bTmecrL8DD3nQvzpvCZ+vquDttWbWFA98y0V5UA6rUTpdeYcTwDFEy9RrVDSvvUmOACojVx79VWsbrTlbvf7hzGNRlh59daM918yKXN2KJCXoFoMyt/8mpr6ZbRv2JbaJxXK557L26fZhOrs37Dm6huQG68q+zXp62Fn0MULZ0f46vuEsl/qdKB88IG8/Ved/Cwbrr0ealaOPdb5da5evRi57YaCn6H8+fcwhitZsmgR2zY3Zx5XHxvgyLNn2bZN7K8sy/zdgWe5+8a1LK0rPA5JXZUof/uLzH6pLvw96zZejdx8TdnfGYDhM6jOfKPs30f56/9DbthA84bJ/Z5Stwvlr3/GzYua8MYSxOvsrGmy5fmszhaknv0oO81s27aN0WCUr//nKwz4Iqy75gYqzWMTgF1/OEaLVsW2m4Vq41eD+2hZWEWjdzFEgzTfmvu9X9q3F4u1gvWLF7H34iiOKjMt7l5GI3GUGoktV69gVdZ1Zjs7zAsPHcNe00xFSwvL1429X/+Oi3yl891wHmJfLN0CpXh6F8QtbLtFvN4XjsHOZ7nztpt4eHg/rUsa2LZibET89qmXuOWaRWyeN6Z4637pPIe7vGzbtgLFky8D0HaTeL/09eCwmRlF5pZpXr8HhuIYun1YtRasVS0zNx4Mn0b1o39DZ9RgW3c1yxcUfl/VRRdXr17K8Zpm9lwYZdu2VTPz+Sl8af8zbFng5OheAysWrcfUs4Ml81dgGbyf5vmLabxubL9mcySUTtu5bsMKlJ0RVl97G3L9mPXCNuCv40l+f6CH6xZU5pz3U0Frn4+3/mAXuvp6Niybh7y4wDc7Z6TrlJJbbthKvU3PNw49xfKN19A8KKN8ec+0zwPl/iSLFy9i2zWiyyqRlPn7V59k7ebrqLXpeeHBI1xl0XH7DfMm/d6j4ac5fHwks4/ja6YXHzyK4ZyCteuvQm67flrfI40fdbyCLFeyfvmCgsfzp0efxOGspP0S3k+LQTqRQLFjf+b4NK70cM/3d3HvhzdTZ9MTiMY51uvjL359mBtuugatWkm/N0xy5wu89c5b87IPVIfibL7+JrDnLno+dPZpnNpBajZdR+doiA3jw3PG71fXbsIXTLTVuDLX+fORIxwOxfjwLStQHxpGcbyfqhLHUNn7TRoWrEB9RuJtd96GQiHx68F9VLS62La+AeXQf7FuaRvysqz3GDmHfFzNtttv59mTg1QNnGbbtk04L4zw1G+OsG3btag6vsamNcumfL6ojn6Uq667FSpF9+CXDz7LjVvWMLinE41enblvAdDXgOq+H4jfJzAEB6F57Q38+Q/28+Jfbsnpdjny+Ckqogm2bVuUeexR70Hs9Ra2bRadbP/v9Mtct2kB18wXXQr39+3BXL8I1XAobx5RDDu6HsVoVLEidewfGt1Pa5uDbRsbUZyysXXjauTaVZzr+Ck2lf2S1o1pKHacQRo4Qn2Jz94UjLH1my9Qv3wjy+sL5yc8drSfob7z6HSVme+xNRrnB19/Fue81VQM7qF5+UbYu5e4pOLWW28uGcAsyzKKn/0X8eXv4MnfKbljeRWfvHsZCoXEAekk398R4dO6KI7qWtYkZK5t1KF+McrmW+7m4ce7aazQs+26woICy46LDD9nZvPqJdAyyRryEkLV+XXWbLg65/pRen7KmgXNJFenfq/gMByCm7bdVZav7ctnh6npOMa2beV/71c5gQSsWOzC0SGubSg+rwawnxvhCw+KbV988Cg1Vi3brhf3Je3xAf7liVNs27Y5s/3BR0/iSsps25a7gP8/nTtpWNTMMo0C5fO7cCgVqCRX6WtloBllx3cZDUhcv6CSt91VuP5RPLMXohaqx9W51rPD/M2DR2loXw5RP623ln9dHuv1wq6d9MfFb7FiySK2bVsGQOPSQT75wEHefcsa1lkXofrvf2XbbbfSd+DzrFm5kuXXTP76P//cOWIHbCxf2MbSdZN/veKx5wiip79L4qN330BFCZu6qWJTMMY/PX6SL9y6gKv++TmWbbyGJocBVXcziy1BRsL11ChtfPTOxbzth7u54aataNVKpE47yt/9tuRvrXj5JNJwvOg2J/p8mI7s4a433Fzw+WxE4km+deRpVmy6lvoKPQc63fzswkG2bdtS9nctdU28npDu1J8IrwnS9pOf/CQPPfQQL7zwAvX1Y0l81dXVgFDK1tSMTTAHBgYy6tvq6mqi0Sijo6M5atuBgQE2bdqU2aa/f2zFO43BwcE8FW82tFotWm3+xEWtVr+uT65sjP+uajUsqrZwqNdP413/xQO7HWzVayY8HguqrfxiVyfVNj02g3bC7ZudRrojelaG3DnbDgejVFn14rGf3iE8XO753+Jv5L4AdWtQXorfa9mb8x8zO9k2b5Btdy5FliS++/x5vveuNbO/L4WQjIDGmH/sLdUwcDyjng0lFBh1BX5TnZkq3Sh9vhitLvHcNx49zvefP8eLf3UdDeUkb8txUOvGfg+DFaKBS3s9hT2oTE5xMk8SC2ssvHBmhF5vjEaHAUwOiHjz9z8aQK235n6GwY4q6i3+uYkYUUmDRq3Keb+2KgsdI0FUKhWSJOEJxvCE4rRVW4ofN2MFRPxjzydiqLTGyX9ncyUkIqiJT2heD0BwEKy1k7/ejHaI+HjD8lre9oOd/GpfN7VWHY/++bW5QWezBTkKagNqtZpHj3YzkAp+23XRzZtWjd2TfJEkDXZd5rg6TVrc4QRKnQVCI3nfW07GUag0uCx6RgID9HojbF3o4scvXxBfe9zYWVthZNAXRdJbUcT9Oe/XPRokKUsoJBl1cACsJdolQ6NQ0Zx5fcAn2pYqTHoqzTpGg/HM5yaTMj2eME1OU86+1NgMPHtySDymrwBPV/73S8RQFBpTJomm5jbUnREskT6URsfMjQfWGuGFGRhEZbAWP//1Fajifta1OPn+C+dRKlUlJ8iTgTsYxRuOU6uPc1htojdZwYLAADFZwqCIodQaL839CcBUhSo0JI6HrS7veKjV8M6rWmbko5bWV9BoN9IbN9EQdhc89lE5QVRW4TDq0Gk1NDuMdLjDzDM7IeyZ3nkgy0ASg27selUjfG1Hw0ma1GqGAzFWNdqn9DkWqw1FvJtgXHiTppGumSIJGaWURKXRTuleUwgLq614eozYY/6C7ymRRKFUXdr7aTGYKiE0iiK1L2tbnBz76i0YUr6nRr0Wp9mA03SKX+3v5f1XtzAcDGA3ajDpx9XdyaS4D+nMed9b72pG0XOAt/xgNwO+CBf+6fbS+5WMEFXocJjGzosPXdPGn/zgFX66q4uPVDoh4snsd+H3iDMaVVBn06PVikn74lorpwdStYzRiSLiyd1XSQaVqH19kSQ2oxj76ypMDPqiKJQqJJ0FVSI0tfMlERd1h8mReX0gksBq1LGsvoLHj/blnhcWF4TcwhdTjoBCxbHBOLGEzBPHB3nPVc2ZTUPxJBZD7r1qnsvMxeFw5rHRYBSX1ZD5u95upDeqR50IQJlzplA4isuuz2xbYdTijSTE31pz5tjIiTha/WWahxlsEPGVPD8qrWpuXlLNs6eGWdNS2GpnKBCjxpBAUpsz38OqVrNpnpOnO2XeIo9wcTTMVa0O9nWM0u2NFg09OtLt4eO/2McfAoc42P5XWPVJ/uPtqzOipJsWV/PjHRfxK638+tldvOn2N/CO+XGiL6rYP6xgNBhjbXPxcfB9V7dy4hkTyuEBqtvHtpFlmYvDQZochrmRGJ+IoNKNq3ONDoh4xu6xcgyQUOtMecHUhdDljtA8rjaaCNVWA0d7PARjYCkwPy7EISypr6DLHSaUgEhCzpmDbWp3cfGBgwwG4tSmhAy93girGyvy3qfZaaLTHUHVXguBAdSyG7ligprKVgdRH099Yh1Wq7X4trEA6K159cqaZgd93jABhRlLpHtS9cyxvgC1Vh0XOk7j1xhZ2lCZ+fwbl9SysbWLUwMBNjU3QjKGZ6QfXTJAW0PdlK7/VpeZ0bgaZSI8pbormYjx8MkQW9orcVlnx+6w0qrmm28VxPmCajMnB4LMq7aCtR6pZx9+4zKsGg1L6yuwGzW8dG6UW5fWiLl8cBi1SlX83E4IHqDY+OUJJ6k0T8zRgLjM5rlMnBwI0uKyICmUqBTSlH6X1zuvVu53m9NBZLIs84lPfILf/va3PPPMM7S05E4WWlpaqK6uzpFNR6NRnn/++Qwhu2bNGtRqdc42vb29HDlyJLPNVVddhcfjYffu3Zltdu3ahcfjyWxzBeVjfYudXedGYNU7OeHX4SxgYD8e81wmOkaCDPoiOROcYpjvMnHKq84zNR/yR4UCyD8A51+AI78RBX0xjJzLU2ZcUmQZs9+9up4XTw8RS5TY39lELFSYeDNVga8vE67gTmjQqAoMHVoTlZoYXaNjxufPnRhEkuDB/UX6hMYjL4jMdGmDyBJxEcajK6x+mAjpoM7TA6lwLp1N7H92OnoyIYii8aEeentpk/54hAjqPCN34cGUYDBFJI4Eo2iUCszaEmty6eOavjYSUwwiSyfMl5sI6+sT59NkobVALMj6Jgt/fsN8vvuO1bS5THzk3n34wiLV/lBXmfswFUSDGXP+zpEg79jQyMe2tvHi6VxFqwgiGzvuVRYdvZ6Usf+48zieSCLJcSSlihqrjl5PmK7REItqLJlk1vFBZA12A9FEkoBkygsii490kkQiaGqE/nG9w+MRHM6EQoHwZaswqJEkiUpzbrCdOxQjGk9SY80dG6rMugx5jc5SMEQvGY8glRnoUQpLWhuIoEaXDGKxV078gnKhs4lQIH9fJnCs8HZWCLlZXm8lEk9ysn/qCe6JpMzvD4yNhx0jQexGDdpEEI3RypmgEXz9uIMx9FK0vMWQmYK5Rpw7yfjUrtNJQJIkPrq1jaNuDQQLK8PD4TBxlJlk+tZKI+cGAwVDSCeNpLA20Why65NKs5Z+rwhHGvRFpqwo1hnMONTR3LCULISicVRyQpx/M4RFNWb6Y9riSe5yAkkxl4LIcsO4DJrce5ZCIfGZm9r5r+fOEo4l6PeGi4eQQcFrxV7bij7Umxmr0uE/RRENEkabCRYCWFxr4Z/uXs79uzuQddYJw3SS8Qinh8I54Y0Lqs0ijAcKB/IkIqAUn9nrCVFrFd+zwW5AqZA4O+gXY1RkimNPOigyFdATiSeIJpKYtCqW1lk50u3JTRrX2wFZnEupELLjfT4qDOq8es4fjmeu0TTaXEZOpeqgRFLGHYphz1Ln1tn0nA/oUCfDou4rA+FwGKN+7Pevsero86SCzLJqxWQigeZyTfCLhHKOx5b2Sh7c301nkUCyPk+Yam0s77705TsWs6MXPMO9nBnws6DazKJqM0eKjDMAL5weJDbSiVEK88UXoyysNueQqJvmOfnrWxdyPlbB1qow77+6GW1kmICqgt0XRrk4HMyQgYWgUSmIayvo7sm1pdt1foSt//Yc//PS+QmPxyVBPJKvnh0/DqXnQWWSzB0jQZodZQhSsuAyaxnwRfCFY5h15Wnn7EYNLrOWE70+BrzhnGvJolOzpb2Sbzx6gkQqULBzNEiDPf83W1BlEuOQ0YUcHEYRHERlnsCjX28HhZp5Bn/p+2HEK8KJx8GsU7OmqYLjHtWkg8h2nRvm7jX1NBrCDCeMXJXlbw6wpNbK0R4vqHVgcPJ/T+/Eqghjq5ha7kCzw8BgRDWloNNjPV5eOtlDMKHg++9eO6XPnyyW1Fg52pO631ctBm83HpUTs07U8+/Y0MjPd6as8wwOEcZX6rsV4wFSGPJHJpUpsrRubP9iCRmlcg4s3ryGMadJ249//OPce++93HfffZjNZvr6+ujr6yMUEgWaJEl8+tOf5h//8R958MEHOXLkCO973/swGAy84x3vAMBqtfKBD3yAz33uczz99NPs37+fd73rXSxbtowbb7wRgEWLFnHrrbfyoQ99iJ07d7Jz504+9KEP8YY3vKFoCNkVFMfGVju7z4/gCcU4Nxhgeb1twtfUWHXo1UoOdrrLIm0XVJs5PCKJYj02RhIO+SM4TVqRFmx0gVIriNliGO2AiqZyvtbsIKt4X1xjQa9R8uCrZRKcM41osHA6sKlakOChUdCYCMQlNIVMa7UWKtXhDGkbiSc4O+jn7esbOVUuyZFK3sxghlLCy0a62M5KTp8MglExIexLTfoz5G92EZ9OJc0jbSdIVo148EuGvJApvUZJjVWXSdoeCUSpMKpLKxu0ZkAWK+MA8WjZabk5UKoEoVpOISbL4jyaEmkrCkEp4uMzN7Vz+/IavvnWFXSMBFn25SdY8dUnuPM/X+bF04M8dzLfy3HaiAVFKjRwfihAu8vE5vlOXjo9lDPR9YRiOeNXm8skEn+15jySNRJPokwp32ptevq8YTpGgtRX6DPhLfpxpK1OrWS+y0R/VJNHzCiiHrwYGLEshv4J/EaDwyJFOoXRYDST6O00aRnMIm1HAlH0aiV6Te6+uCw60a6clMU5EC4waYxHUM4AabuqsQKfLI7/0tYZHK8lSXRjQGnSVm+DsFCdrW22s/PccPFtJ8CxHi9//sABLqSu15N9PhEAFPFSWeni/uMRZH8/R7rcODSJslo0Zwzmaug5AFrrJSGLty6o5EJIR9Cd3+kEEA2HiKLOtMK3OE2cGwoIsj3iyV0MmyzkVHL3ONK2yW7gYiqJezqkLVorDcY4O84WJqSD0QQKOT61xbIi2Njq4IJfTTLoLvi8lJxDpK3eLhZI49GSm928uAqXWcsvdnXQ7w1TXSi1Ol0DFki9bmhegDM5TL1Fjd2oEe22pRALEZA1eRPT6xe66PeGuRDUTrhg4PYHeGBfP7cvq808trDawsk+nxgvDXYI5RLW2ffgbnc4Q5IpFRKLay0c7vKI+8hUF7HDHlCoMscoEBHnv0mrYmG1GW84Tk+aAAVx/asN4p4dDYDGxPmhAO+/uoWj3d5MvQHgjyQwjrs/LK21crzXSzyRxB2MIsvkkrYVek77UoRVGfWDLMtEohGM+rFxqdamH0tH11oyhHYyGUelvsRhpWnobMUXTbJw+/Iarp7n4I3ffZkfvHA27/k+bxinJppHgrVWmnjr1tUog4Mc7fGyuMaSId2LoXMkxGdXxAiYmunwJWkvkGrfVmmkW65ka3VE1I7+ARKGSp463s/5oQArJpjHqc1OhgZyM2DODopz9Sc7Lojz/nIjHs6vcw2O3GsxXpq0Go/zQwEay+kizEKNVUePO5Ra5C9//N/U5uCZEwOc7PexYNxv+E93L+Ngp5sH9ggP286REPUV+fu1pNbKsR4PmFxIcpIWuZsKR3XpD1YoRG3gK3yfziDiE9dhAVy30MW+ASa12CrLMjvODnP1PCe3tmpxY8rr2FxcaxGkLSBb6+g4cwyNHClIHpeDJruR0biGSHDyi2NPHe8nGgnxto3zCgubZgFL6sa+f9pu75x+aWYx4I7ltew+P0IwGk+JFFQQGCz+hrHghKSt01R+TbS01pIZmxJJGZViTtOOcx5z+uh973vfw+PxsHXrVmpqajL//fKXv8xs81d/9Vd8+tOf5mMf+xhr166lu7ubJ554ArN57IL99re/zRvf+Ebe+ta3cvXVV2MwGPjDH/6AUjlWZPziF79g2bJl3Hzzzdx8880sX76cn//855f0+75esK7ZzqkBHy+cGqTOpi/rApckiTaXiQFfpKybWHuVmVfT3EzqJhCNJ3EHY2KSNXJe+HbZWwWBWwjxqJj4GWdQuTVZ6Csg7AaEquRbb13B3z90dHZVg8VQbLA2V4O3B0IjyDorsYRceHVYb6NCEaQrpRw4OxBAp1Zy7XynUEeVgzylrVEUWtOZnE8GoVGhfCow+SsHwajYz/705EetF++XPSmJFiNtbaUnLyEPPox5SlsQSvVTA6JAHg1EsRsnuObSBU1atTOeLJ8MJtrvNCJeURCbp0DaaozCmzpLZeQy6/jaG5fQXmXiK3cuodaq493/s5v3/XgPPe5QiTebAmJjStsLwwGanUbWNFXgC8c5nTrujx3p5cC4Raf5LhOn+/0F1TehWAIVCRRKNdVWHYmkTLc7RL3NwMZWoSYwavKvsyW1VrqD6rz3U0W8eGUjA/q2MpS2Q2KykoI7GMOeIm0rzdqMahvSyb35Y3Kj3UAyKZQmRdVFyRgK9fRJW5VSgUYnxqbm+olTsicFY+o4FFqwSkNny9xnrmp18MrZqZO2PR5xbj5/ShTOfzjUy82LqyHipb2xht64FSkZY9+JM9g0iSmPRVOCpRZ69oMpP5h1NmAzaNBYqxgZ6Cn4fCQcIKbQZhagWiuNnE8rbaEscqQoUkrbdPt6Gmk1byIpMxyIUjmJCUoOdFaqNFFePlOctFXKsRklbRfXWPBLRoZHikzKkokZ/bxpIa30n+DeIUkSn76xna89fIwv/f4oywqRR7EQIBVceKxtbEUlJfmLzRUsr7dyqNNder9iAbwJDfUVubWQTq3kTavq+eJjXchhT+kOrkSMDfOredu6hsxD7amFuON9XkFYB8eNIVlK2x53KEelu7rRJs4jjQki0yBtddaMgjAQiaNUSOjUCnRqJe1VZvZ3ZP0WkiRqP3+fIIo1RtzBKC1OI1sXVOaobf2RGCZd7nnVWmlCIUmcHQww6I9g1ChzOkdanEbOjMSJK7SZGrgU/JE4JOI5Sttam37sXq81Z+oDORFDo7mMStsyxiW1UsE/vmkZX71rKd9+8nQe6XphOIhTEytIPq1bthgzQQ6d72VJnYXVjRXsGreQ+OjhXj740z34wjE6R4K0KAcx1LTzJ+sauHVpPkm3eb6T1nkLWW1N1Vj+fnS2Gg51eaiz6XMI90IwV7gIuHMXzDuGg/zJugai8STPny5BFF0qxML5i6D6igJK2/LuudF4kp3nhlnbXNonezzaXCa63SH6fREsuvLP0ztW1PLfz5/FHYzlEe8us44PXdvK/+3ppHMkiDecsmgbh8W1Fs4PBfDFFUTUFpaqOlEYHXnb5cFUBb7e0tuUIG1vWFjF7t4kyUkobX2ROAO+CItqLNyxwMTStoa8bZbUWjg94CMaTzKorGIBF8QTUyRtrQY1Co0Bt8c96df2e8M0WlWYjLNji1AIS2otHO1JdUk0bABTFfs0GzL1fH2FHpdZx6sX3YJ8Nzjy7z3ZmEBpOxyI4iijezqNpXXWTBdAPJksOH+9gvIxp0lbWZYL/ve+970vs40kSXz5y1+mt7eXcDjM888/z9KlS3PeR6fT8Z3vfIfh4WGCwSB/+MMfaGjIvfjtdjv33nsvXq8Xr9fLvffei81muwTf8vUHh0nL8jor39h+nJUNtrJf15byYypHabuoxoJSpSauNmUKvuGAIBrsRk3K9qAFHG3FSdv0zUM/uRvujGJcm+c18yt5z1VNfOvJU7mtagWQSMr8x9OnicZnyE4hi5jKQUWTUMSMnCOutQEUJtZ1NmyKIMdTLYAXhwO0OI20VgqFxkTfB4BkAdIWLp1FwriJzWQRiArFSUZpK0n5RXzULyZn4yfP44vHbCSTkCLlCnlpLq61ZNpwRwJR7MYJriGFUvzW6Qlg1oRx0phIIZyGf0AUzEWKupKQpNSkLJcYvH5hFU98Zgvv3dTMp29sp73KxMoGG0+fmGG1berakGWZHndYeBWqlKxvsfNSyiLh0SN91Fh1rGka806fX2VmOBDFiyFvIheKJlCRRKFSCd/AFKqtOj62tY2nPruloF/vkloL5/3KPGWrKu4jqDDQqWktg7QdAcOY0nYkEMWW+qxam57uLIsTodzOPzc0KgULqs0c6fGIltsCE1UpEUUxA0pbAMvqe8DZjmKmFVRphW1J0nbsGr5mvpMdZ4cnbrMugnQ77NEeD4mkzK5zw9y02AURH2ZLBU9/YRtJtYm/2mzHohIe35cM5mrw9YBr0cTbzhBqauoIFVHaxsJBQeqk0Oo0CoWfWi+6aCbZapmDpFhg040jd9oqTZwbDDASiJJIylNX2uqsVCiCHOzyiKC/cQhllLYzdz4rFBJ2ZyWjQ4XHv3giLvzs5gJUWlAb8xWnBXDjIhffefsqti6o5N0bCyjtS7Q0SyotkrmaN7bILK+3cahrAkItGsQdU1Nny6+FvnLnEk57lUjIBe1gMkjEuG5xXU5XjEqpYH2LnR1nUl0OgXFkfjySIZ173KGcdvR71jSw/UgvEaVB1GJTQcSbc+/1heMYNcrMgshVrQ52jF+MMqXUdWEPaC24U50k96yp5zf7ujKt2EP+aJ4yWamQWNts54VTg5wfFAud2Wh3mRnwRYgojUhlXMcDvggaRRJtljK+zqajxx0WtWVWfaBIRFFrLqGtTDbKJG1BnBO3L6/hLWvr+fojxzP3lFA0wdFuD3WGRMEOELWpkgRKXJKb+S4z17ZXcqTHm1lsjSeSfPXhYzx1fICf77zIxZEANYleVI5W/unu5ZlF4WwYNCra2xcheVIWB4FBjHaRFXNt+8St5s6qGqTgCPsujhJPWbxdHA7SVmnijavq2H5oAsJvtiHLxZW22fY8sWDZ3S0vnx3CrFWxokiYXDG4zFpMWhUHOtw5dloT4fqFLu5eXc/b1jbkdT4BvHFlLUP+KDd+63neuLKuICFcZdHR7DDyytlhelSNuBL9OQv4RWGuFvZmpVDEHgHEopXO4iDqGy5vLogQoKgUEhadCiI+kQ0xDg0VBrQqJacHfLzireQNxmPT7hRy2O24PZOvLQZ8EQyKS7swurDawnAgKux/LDXwF6cYDCUzNbskSWxotfPKudQ5bihw78lGMR4ghSFfBMckFrIX1VgY9kfododIJOW8TtErmBzmNGl7Ba9dvHdTMz2ecME2nGJYXCMG5IKeZeOgVEjctqwar2zMTNyGfEIRplYqwN0BtkZwzCtB2o6Igkh1mdqooKBK8c+ubeVwl4dnJ2jzPj/k51tPnirafkk8At9ZK5RT5aDYYK01i4G+5wAxtRWjRplDMmWgs2FK+jnd7yMcS9AxEqTRbqDZIdShh0u0b2WQiCJne/ylC9ZLRtq6p2yNAEI91Vppot87plQUrdXZpG2g8HE2lPC0jXgAmdGkIS81G8S1czzV9jkSjJaXWJqe5CQTICenZo8A5ZO2aT/bqQZSaK2FW/BTeOu6Bp74zBZuXlLFy1les/5IvOwisSiiwh7BG44TiiWoTvkNrm6syJzX+y6O8s93L8/xZTRpVdTZ9FwMavLawkKxBHqljKQQ26cLf41KgSRJzHMVbtdfWmfllFuRR2CrY15iKjMn5CYYOiWu/0KIR8Rrc5S2Y+dMk91A52gwMyF3B6NFVTZL66wc7HQXtUdQJKIzorQF4Javwyf2zMx7ZaMuFfxYSpmRskcAQZpXmrU8fXxqCwMdI0EqDGo6RoJcGA4gA80OY47CR2Gp5s3zlShi4UurtG26WvzrnH/JPnJeczOK0HDGy/3nOy/ySGqCH4sESWSRti1OI33eMP5oIqdLZUpI2SNox9kjLKg2c7zPS+doEIdRk+crXTZ0FtQxP80OQ0ZVnY1QLIEiGZtRT1uA2upqgr58IjSWSCInE3OHtIWJVT8pSJLEHStq+cn71xcm0eOh0kSLtR48nVzV6uDZkwP4I3FO9vkY9kf48cvn+fnOi3z/+bP4wjGiYR+ehDpH6ZqGRqVgZVs9CUkJITf7O0bz2r6j8SRKOUadM5/I2dJeKeo6oyu/RTURBaWWQCTO+aEA87PG/wXVZpbUWjk5yvSVtikEonHMWaTONe1Onj0xkBn3gRRR0ysm+UYn3lAMm0HNdQtdyLLMo0d6kWWZriL+mbcuqeaxo32cGwrkhWRZDWpcZq3wZy+DuB/wRjCpZaQsQqS+wkAknhCL5FlKW0UyikZ7CRe7sqGzilp6AtuPbPzVrQuJJpK878e7GfRF2N8xSqVZi5kQaAvUAQoFSksNz/xZOxqVgkqzlmV11syc4bmT4tz657uX8YeDvXSNhnDEeqCiufSOWBvA0yn+3z+AZHLx6J9fw9/fsWTC72CyuVjhSPK277/C7f/xEsP+CGcG/bQ4jWxpr+SF04PTr8Omg0QMkPPHCVOVEBSkMYHSMBuPHu7l1qU1kw5ZkySJ9iozr5wbzrkGy3ndN9+6gn++Z3nB5806Nfd/aCMfv24e//DGpQW3Adi6wMXDh3o5GE3ZtxgnJuWxNoh5dSmEi5O2kiTx8dvXoYn7+ObjJyb+PGA0GMNm0IjjW0TFq1BILK4RFgF7A5VU+k9CZfvU5xlAjasS/1RIW28YnSIhFpQvEYxaFfNdJnadHxtDRwOxnEW0ja0Odp5LPW90TmCPMLHStnISSlujVsXCagtX/9MzdI2GUF3xtJ0WrpC2VzAreOPKOm5dUs3ty2vKfs37r27mwN/dVJSsGI8PX9tGb0zP8JBQ6Qz6w2NWDMEhYXtQ0VT8RhMcubwqWxATz6g/p8BzmLTcvrwmL+RoPNI+Ntltar/e18X3nz8rVrpPPwnDp+G5fy5vX6JBwooihW5FM/QeIKy2FFdC622oYl4sejWHujzCn9OuR6NScOPiKh45PPFKu5yI8fEHDvPQwVS7rEKRIoSm0QY7GaQmNt964iSeUHnhGNkIRhPMrzLROZoVLjFeeRELFvbPLEV+hj0gKfEmtUVJ2xN9XhJJOWWPUMZNVWcTpEea3Jt1pW3/9MKNdBbKCWFZ32xnz4URZFnm1Y5Rlv794/xyT+fUPxcyhFqfJ4xRo8wU2kvrLBzu9nB+KMCAN5Kjsk1jnsvEGa9S/IZZk5ZQNIFOJQuPKeCBP7uKxz59zYS7srjWQldITTyYe01o4sKG4XjQIlSjgycLv0FazZ0dRBYcU9PWVehJyiIMB2AkEMv43Y7HhhbhX17MHkGRjKKaKdJ2tnDL1+HznaXVEVn2CJIkcdfK2pwwscmgcyTI5vmVdAwHOdnno73KhEqpyC2WTVVC4TYRGTXTqFwAlYtg/s2X7CPbmpqowMvTxwc4N+jnS787wj88cgwQpG1SOfb97UYN7VUmodoqd9wpAjlluaMbZ4+wqMaCLMPTx/sLEndlIzXuv3FlXUGf+mA0RdrOsCqnrb4OQp6MVU8agUgcFcm5lcA80QSyXEzU0mytB08XG1vttFWauOM7L3HLv7/Amn94ih+8cI4/HOzhm0+e4sH93fi8XqKSrqAlDMBHts7DnTRy9OxF3vRfO9h9IZdwHPRHUJPAbs5X7t+wyMXu8yP4VBW5RBFAPIKs0vCvj5+kyqLL86N848pajg0ni94DJyTExpG2/nAco3ZsQeKaeYK4eTa7SyWtrguOIBvsuINCaatWKviza1v5ycsXGPJHCceSBf0zb15SxYFONzvPDdPqzD8ei2rMuDGV5XM54AtjVMk514tOraTFaeREry+HtFUmo2i1l0tpmyKWyggjS8OkVfHzD6xHpVCw7utP8Y+PHmd9ix0p6i/utW6uRhUY61C4YaGLp4718/sD3Xz5D0d5x/pGNrU5Od7rRaWQ0Pi6wDaBH7ytAdypWikwCCYXi2os5S1cGRy0GiMc/9qttFYa+bOf7+PsoJ9l9VbWNFUwEojSOTLDtlWTQTzV/TZenGCuFrVp+vopMJY8dayfjuH8wLjd50fKUiEXwns3NQPkLM7MBBodBj51w3yMJYKI37epmYcO9nA0krIGbLl24jd2zhPzyVKI+MbO/wJY1taEApkHXjqSE3ZbDKPZXYMlVLxL6izsPDvMjmDKOmsq3XxZWNraSDLs4b3/u5tnTvTzpd8dKWvBYcAXQSvFpy6AmSLuWVPPL9JhY+TW8yC6KA52ukVNYHQWDX4FJryXDvsnp7QF+PMbhQjg/t0dOCay7ruCkrhC2l7BrEChkPjvd68pm4AF0SpUjBwohAa7AXQV7D0uTPxP9vnHPi8wKNSh1gZIt/uMx7gE9csCnU38O04xVE4b37EeL9ctqOS5k4M8dLCHeCLJ3/3+CN949ATfe+4sXNwBtauhc1cOWVQMgYCP777YXdgP1DkfuvYQUpixFvuNdDakkJutC0R4wYXhAA2pQn7bshp+sbODgbRtQBGEQyE8MYmnjmW1y+pt008KLxchN2GVmf945syUSJlgJM7SWiudI8FMi1hBe4RCrdj6iuKKk5AbdFaiCRmtKr+AbnEakWURijASKFNpm7bmSFxC0nYqfrZpaC1lKeuW1VuJJZK8eHqIB3Z3oFRI/N/e6ZK2Qh3d5w1TZR0jkVY02OgaDfLRe/exodVesFBurzJxdEQS1h9ZoYnBaAKdcoy01WuULKyeuNg0aVVU2J3Eg7nHXJsIoDbaRJhM1ZLiFgnBYXFOZk1+u0dD1NnE91IrFdTadFxMTVLcwSj2IgTGxlYHR3q8DMe1QikWy72+FckYikvZ3j9VlJhoiOdzr+E3rarjuZODY8nlk0DHSJDN8xz0eML88MVzrGlMEf3xLL89U1XKS7J0q9qs4OM7oXHjJfs4hcmJDT8fvXcPd39vB22VRgZ8Efq9YSKhIIqsNmdJkviza9v4woOHCSpN0yJtIzGxKKcfp7RVKiQ2tNi5d2cHdSUS0yeE1gIRL29cWcMLpwcZHjdJDUejSHJiRu0RAJxOFxXKEC+MU/f6wnFUUhLVXFLamqvzycupIBYqbSNirQd3J5Ik8Te3L0KS4PvvXsMTn7mWJz+7hf/78FX87e2LeHB/N26PB73RXFQ9t6apgrjGwjce3AmQ50U65IugkeKoNPmT0/oKA/OrzOzoV4h7fbZXfyLKUEjmV3s7+dh1bXmvvba9khNuiUQovy483OWh5QvbS3u5h70545w/EseUdb9SKRX8ybpGvvT7I2MElbkGvN0QHCKmdRBPytj04nx9w4raDCHrNGkLEntOk5Y1TRW8eHqIq+flk1vrmioYTJiQylDaDvoiGJRynjJ9UY1FhMtpTRnSViVH0egu8biZhkonrulJCg0MGkHcfu2NSznS7RU+qRFvDtGeg3Ht6nesqOWJY/38+QMHeNfGJj523bxMaFMsISMFBiauv6wN4ryMBsR1OZm8j5RPs1qp4JtvXUEomsBp0lJl0aFTK1lcY2F/5zTsbKaLtDihkNI2ER27lxRQGn7wZ3t5+w93Zv7efX6E7z13lm53SHTJTAF3rqhl79/eyB0raifeeIbR6DDwm49exXXv/Qp8sa88ktExH4ZKkLaynFLDluhY0phAoWJTjSLTTVMK2QG5pd57WZ2V3+7vxmNshUV3wNK7J3zvUjBaHSy1Q58nzJ/+ZC8/33mRVztKn7uyLDPkj6BhZsNFy8Fb1zZwsMvNib4si7ysOWCD3UCVRce+i6MT2yNMEMQ35I9OKogM4JYl1Xz2pnZO9PlYVDM9Qv2PHVdI2yt4TaOmpoYDp87z0ukhjvR4WFqXKnACKd8wa70oOguRlqGRy0/aqnViUj5u8rm2qYLDXZ6Sas8Bn1D2/es9y/mb3x7m9wd6MGhU/PA9a7l310WS7k5Y9AZBEo6cm3BXwkEfIbTct2tMmbzj7BA/efk8NG0CwK8wYy3mwaS3QSLC21ZW8vNXLrL7/AibU4X6NfOdSMDH73u15D4kYhGSCk1ucaezTc+7cDIIuxmIiRvW7vMTTyTGIxhL0F5lRkKiK+0LqrPmko3RILLGIG6g2dCXsEdIqWQi8WTBVFKVUsHCajNHezyMlmhnz/08m/i8ROocmxZpW8axmq7S1mAv7vmbBa1Kycevm8e3nzrFsycH+eZbVnCg013QV7JsxMKg1tHnCVGdZd/iNGn5xQc3UF+h529vX1zwpWua7LzYkVLSZ03kwrEEOsUYaTsZNNfVoBjnbahP+NCbKuh1p0nbI4VfPC6EDASRmJ3KO99l5nS/eH/hd1v43Ki26riq1cGvjqZURePURcpkFNXlalOdSWTZIwA0OUQYz1/95tCkUrGTSZnO0RBrm+18eEsr+zvc3LkypQ7JVjiYqsSEPDAIpssYlHkpYHSiIMltbXpGgzHuWFHL6kYbTx8fIBYOoNTmki/3rKnn7tV1XAxOz9M2HBHXpEGXf27ftaoOTyiWsUGZEnRWQKbBmODqeU7+/ZmxhPhYIkk0mhoTZniCJ+mtVKrD/Pfz53LUQb5wHK2SjB3LnIDJJe4L08VELc2WehGmirC0eeZzW7llSTXtVeYMcXnXyjpO9fk43d2PxVLao1JvcWIlwPJ6a05bKsCQL4SK4mT8TYtcPHYuRdZmK57iEbp9Cb70hsW8c0O+IrLJYQR9BT53/oT7F7uEyiqvpsjGeKVtJJ63yPjuq5qw6tUZpTsVzTB6AYLDhNRWkU2WCqF1mrTctqyGT96/n3XN+R0mafzrPcv58xvmF9xmfXMFXbHyFl+8oRg6ZQKUufu8KG0NpRWdOLIso5Jj6PSXSWlbKMeg7JdKvHtjEz9+3zretKoutVhvK7yxuSYnGKrZaeR9m5rZuqCSD1/bmvGO3PmFG3j0k1eJ2mkiEtbgAJVeCF38/ZMLpDTYM3WgQaPix+9fx7+9ZUXm6ZUNNg5MFAI4m4iHASn/utSaBJmYJsDHjSVpu5DurAWRr28/zj8/doJYQs7xnp4sJkt+zSTWNNnZNL+yfO9XZ7voWi1mzxILCWGCtsTYKUmgr+D6Zs2E9n8wjnwsQdrevEQE621dUAlvuxdWvXPC9y4JnQ19wsd/vWs1n7x+Hm9f38AfDpYmmSPxJLGEjFKOXlJ7BBCBrjcvruaRQ70kkrKwOxuXayIsEobHLG+KoYTSNk1MTyaILI27VorFiUI2OldQPq6QtlfwmobdUcWd7QY+9ot97Dw7zPJ6qyBog0NiRclSJ0jLQgq9uWCPAAWVis1OI/V2PSu+8gR/8oNX+OWefIuH9CrkzUuquX6hi8/96iA3LHRx/UIXaqUCb985sLeJm22xVuksxMN+AugyHrmJpMw7friLL//hGIGGLchIHHbdVdweITUh2FCj5L/euZo/vbolEz6hUyt54rPXsr/DzUighNdXIsLqlio6R0JjhPU4wmRWEfYwktBTbdFxoi+/DfHMgC9XBTwOwWgCs05Fk8PAuaFUcaOz5iqFowHccQ13f29H7uptWvlaKJU65bUbLULaAqxqrMgc30LBUXlIf17GHmGK5EHZnrYzQNqWQw4Df7K+kRO9PkYCUW5ZUk2tTc/+DvfUPzsRAaWW0/3+TGBiGmua7PzovetYUF24oLyq1cHpoRBJtTFnIieUtkkRCjdJtDfVoUmGM4R7MimjTwYx2xz4InFCFQtLK22zQsjSRGJjFmm7oNqcOf9Hg7GSiwB3razl8ROjolAd52urlGOo57o9QjnIskdI45tvXcHBTjf7JzERHfBFiCWS1Ffo+cJti3j1SzeNWWpkqwWt9dB7UEyCTPlJ368raIyg0vOfdzXwq49cxcevm8cNi6p46ng/8UioYKDQG1fVcdqnJlnGIk4xRKJRkrKEVp1PYm5bWs1f3rKAO6ejgtKYAAnCHr5211L+cKiX46OCSBkNRAWxBzOvytHZ0Cf8nB8K8EpWorw/Ek8p+6fo0TsbMFXNDGkbDwmyqRgstWLxvgSsejWfumE+kaCfOlfpYB5ThZM3tOv41ltX8PzJwUy4IMCINyD+p4hX8Y2Lq3jqtBtZZ81RGR+8OIA3pmBbCUuxxro6Yv58D+AjPR4qDOrSuQERbw4BGIjEMwRsGnajhh+9dy1PnxjAHYyCvRVGzkNgCL/ShkWnzglC/fIdi/nGm5fxL0U8NkGQzZ+5qb2gcnlJrYVR2YRnZGKLDH8kgZpkAaVt6l6VqkMi8SRq4pePtIUpk7ZpXLfQJRYTQqPiexWCpSYvGOrLdy7hJ+9fn3Osq606FlnjgJxz3y8ISRqzSAgMTq5eMzjEd06px6ssOra0j5HEKxsvN2kbESrbQgr6dGcLpLI9xs6driyrM09Q1FvGrBCwYvX46w6WGhHufeHFws9ngr1tpd9HX8H6Knjl7DChaOkw19HsNv8SpK1Jq+Kpz15b0sd3Ukhdv22VJj538wK2LnDlda6MhzclClHOguVRObh+oYufvXKRT97/KiqlIm9BYGOrnVfODqe6j0vcC8ed/9kIRBNE4kmcU7A4aHIY+fbbVvCGZZdeWf56wh/JaHMFr1sY7CyyRnnvpmbaXCaubnOKwT0RBaNDtINprYUtEuaC0hbGyLNx+NF71vL52xaSlOFnr1zMe340GMu0wf/lLQtosOt582qRWPzRrW0k3Z2EDLVCLVGG0lYO+7BX2DnUJfzwXu0YxaxVoVRI3P2Li7SEf8HBkLM4aatUp9Kg3Vy30MUXtuUmkNdY9TQ6DBzsyv+uaUiJKE1VdkGapoK1ih2fWUFwBA9mVjfZuDgcGLM4SOGHL5zngz/by9GewgV5MJrAqFXSaDeMtRjqx5GNUT/uuPjdslXNojgvkkrt7QFzLZF4oqCnLcDa5gr2XBgRJFvZ9gijqQAUzdSN+y+Vp62+PKUtiAn4m1bXsbDajF6jZGWDrbwgvGKIR0Gl5Xifd9LtPVaDmmX1NsJKc85ELhRLoFMkp6RwXtraAEDY7wbEKr9ZCmK02Kk0a7mobilO2gaGc5S2/b4wsUQyx79zYQ5pW3oR4Nr2Sg52ukmOV5QDKjmGSvM6UNqmJ+FZykWzTs1tS6v5Q9p/uwxcGA5Qa9VnLE5yyPB4eIx4crRBxyviczWXqc33UsLgQBEaZl2zHbVSwU2Lq3jpzBCRcACNPr/9dF2zHbdsZGhw6oRfKBIjjqIgmaRSKvj4dfNY1ViEMCkHCoWoP8JeGuwGvnjbQn50UsH/7e1iOBClIj3vmWF7BHQ2pESED2ys4bvPjoWw+sIxtEpAmkukrWsG7RFKkHTWuglJWxAhsLe1W2ivL32fUujt3NamY57LzHULK/lVlv2O25da7C3Scry01opSIRHROiEgvvvu8yM8sv8iC+qcBRPf02hpqEMVzb2PReNJTvX5uWdNfSaMtCDCnhyvR184jlGTv2BRX2FgQZVZhOdVNEPUB4MnGZZNeQorh0nL29c3TipMKRsalQKFxohndOJzIBiNo5Hyk9kX1Vg4N+gnqrFBcJhAJI6GGPrLZY8A0yZtMygVjGvOJ22LIjAEGnNpC5E0rPXQvU+QN9b6cvd0jBAu4lG9sqGCoz1eIvHSRN2sIR4ubgNgrhaiAsgbS84PBWitNGIzqDNZFaf6/bx5VZ1Qdv4xYd5NcPzhws+F3WKuPdGioLGSGpWfKouOV86Vzm0Rc9y0p23hILLMrrnMUw8NHY9xYYJXz3PSORos6Guchi8cR6tSICWil9zTFoR/eGulkbMDAf757mV5x2JDi4NDXR4ixprilpEgzv8iC6BDvghqpYSlWLftBHjTqnqsRazWrqA8XCFtr+C1DaML/IN87uYF/PLPNgoVQHBItBynVQXW+sIrS8HRvDbhy4IipFdrpYmPbGnjP9++iuO93jyrBJH4LgbABruBF//qeja0iu/zjtUu7Hj4v9OyUEuMnp9wN6Son1qXM+N9s+fCCNe0O3MInJ/vvMjiUqTVBKrY9qy260JQJqM4bWYW1ZjHJiCX0h4hNMKIbGJRtQVJkugcDeU83eUWN+0dZ/LVLklZkLYGjYoGu2HstcZxHkKxIIMRJduWVfP08f6xFlaNUUzgCxGTI+fA3lLUHgFgbZOd471ekU5vLOPGmEPaTqPIuFSkbZlJ42l87qZ2/vluoQBqryp93k2EZDyMP67gcJeHxbWT92S6us2BWzYUIG0TU0qPb3A5iKHkdIcY14LROBYCqIw2FlSZORStE4RAIULE35/Tcn+sx0ur05jjlbyw2sKpfh/JVLBdsVAeEIqaGquekLoizytLJcdQv17sEeSE6NrIwh0rannkcG/e4k4xnB3001pZwANPllMKh9Sxsqc8LadzvbyWYHTknDttlSbqbXq8Ph8aXf7xUisVOJwuBgfKJC0KIBKNkpxtAlM7Rt68ZU0d721P8pVHTnBuMIDLkCKLp3D9l0TKt/S9q6wc6HBnWuZf10rbCe0R6gSZlO4qKQJJktAkg4U957Ohr8jcp9++vpFf7Opgx5khOoaD7D2VqjWLvIdCIbGw2oxXWQF+QXD96MVzbG4xU1VR+t7SWFeHKeElmTXe7O8YxaJXc838yjFLpkIYZ48QiMQx6QpPvm9c5OLp4wOiddxYCf4+ziZrabLPPBGq05uIeCe+rweiCVRSIs9OqNqiw6xTczGsh+Aw/kgcLXE0l/O+MxOkrSxPYI8wQZtzNgKDog4tBxUtcPwhEVo20XWQDZVGELdF9qnZYcBu0Iyl2F9qpJW2hZCttI3ntof3uMPU2fRCiDESJBpPMuSP8PnbFvKT96+/BDs+h7DmvXDk14Xr/dAo6EvbygBgdCIFh9jU5sizlhmPnFDlifxyZxLpcTJ1DZu0KtY22XnuVPHFJX841bkw3fnUFGHQqHjwY1fz+Geu5U2r8hdbGux6DBol56MV4hrN9lPPRol76XAggsOoLer3fgWzjyuk7RW8tmGqzKgVMgNJWkmW/ttaB54CQUTB4Tlij2ArSXq5LDqanUb2jLvBjZbwmpRS7/fQ6YhoaSmgtP3v589y13dfzngyKuNBDGYbG1rtvHBqkKPdXpbUWlmbat/9wOYWADa2lSC6C7QRZ2N+lYnT/UU8kQAVMewWc8qnLEWyXUp7hOAIQ0kTNqOGJruB80O5+3q6389tS6uFN9A4xFLzKKNGRX2FfqytyuDMJRujAUbjGm5dWoM7FGPAl5pIpvyeCh6/kXNgbyUaTxYMIgPRBldt0ZFIyuUldOps4rjGI6LgnirKVUJPN4hsEvYIIFRAaY/r9ioTp0qcd6UQiiZ44Xg333zmApvnO1leV0ZhOg53rqylO6wh4BkjpkLROFop36OvHEgKBUGFhQudQqkdiiUwSyFUBivtVWaRMl7RXFht6+/Labk/1OVheb0tZ5PWSiOxRJKu0ZBQ2k6g3F5UY8EtWfNUNipiaF4PSlutFZDyzvONrQ5MWhX37863rymEswOBPHsNQNhcyMmxyWJFs/hX+iMp0UzVeeTd1fOc6IjiLEJkNdXV4xsdLCvVuRBCkSjJ2S6BddYcn+fldpmFVSYe2NOBw5D67JlupUx1vFilEO/a2MR3njlNMinjC8fRKOQ5prStujRKW2OlIPvKIblKtaSnYa3LqJW2tFcyz2XiHT/axXXffI5o2I+s1JYkxxdUmRmSLRAYQJZl9ne6aa1QTzjZb6hrQC0l6BoQ4+zPXrnA3/7uCJvnOWhyGOgaDWY8OPMwjrQdCUaLdk1dv6iK504OiMWo1LE4GnLmWOjMFCxGA1JodMLrOBCJC0uRcaStJEksqjFz0is8rv2hCBophnQZ1G4ZaC3TJ21jIWHLVEpp6+0tK2RYkLZlqkKbrxZ++K5FE287HgUsG9KQJIk3LK+ZVGfKjCIeLl7nZgciRnPbw3s9IWqtehoqDHSOBBkNCvVlWRZkrzdULYHKBXBie/5z5YybIM7DwKDwOJ7AsiwniCzqm9wiwnSg1gmCP2veuXVBJc+fLG6R4AvHRcdBPHJZ7BEmgiRJLK61cNCjE7Wmv8iCdwl7hCF/FKf5j/C8n0P4I5kRXMHrFsYC7XXBodwCxVo/t+0RdLYJyaiMiXgK8UQSbziOrZgCLuQmqTFxoNtPyNwkfMmykEzKfOuJUxzsdPMPjxwHQJMIYDBZeffGJn744nkeOdzLkloLn76xnb+/YzGfv20h//2u1SyoKrHaWaBFOhvzq8ycGihMnsmJOCqSVFiMgrTtuxz2CMMMxI1YdEItm61c8UfiDPgivGNDI7vPj+RNjiKpri+9RimUtiNppW2uioxoAHdMTZ1NR41Fx4WhwNhzxUK9hs8i21tLKm0B1jSL87noeZENg13sV2yaCfWFlLYXXoL99479HY8K4nraStupqTTaq8ycGfQTjZeniMzGsV4vimSUW1Y08q23rszx9CsXC6stSDorr566kHksFE2iVUw9PT6ms9PTI8a1cCyBTQoi6awsqDZxss8HVUsLk7a+XPJ8f6ebFfW5RLRaqaCt0sSRHg/uUGzCCcriGjP9CVNusA6gkeNodK+D4AGFIuVNnXv+KRUSf3fHYv7tiVOlvbpTOD9URGkbT40VaSWQSgPv+i3c/s3p7vlrA+OS0AE+feN8NjYYqKywFXxJe3MDuriHoz0lWsJLIBKNkGSWCUxdPnmzbVk1L54eolIvCZXtbKhWUkq/91/dwsk+Hx+5dx897hAGFeJcnitI2yMU8nGfDLKtRQpBoQRzbSaMrCRCnuLqxjSsDRkhgCRJ/OT963nkU5v50XvX8tVtLUgThPssrLHQETWBf4Dth/sY9EWoMkgTLp5qDFYSKDjX0YU3HOPvfn+UKouOT90wn1qbnkRSptdTRG0b9uDHwGf/7wBHuj0c7/WxsIgP+7I6K9FEkgvDQbjpa7Dq3XSMhnLCKmcKFpMJk+zjYonWY8gibQsQIotqLBwcUYKcJOwdEgnul5O0nQmlbbqOLnYu2hohFihqR5CDwFD5pG3rdcJKYcWflLd9Nsw14Ct+jd2xopbHj/QRjl0Gi4RYUNi3FYLJNXb/CbtzFjd63GFqbDoaUkrbIX8Em0GNWjmHxtFLiYV3wKlH8x8PuSdB2g6xslFYlhVdZAJGAzHs6a7BEgFZswKdLeca3rrAxY6zw0XDwX3hWEppG7u8Y08JrG6s4JULXnGdFuo+jkcgGQeNkUNd7rzrdMgfKU8QdAWzhj/SUecKXjcwufKLlsC4dHRLET+z4Eh5N5nZhtE5Ydv3xlYHO8+PbZO+cRRVwIXdKPR26mx6DvgrROpnYuxm0zESREbmqc9u4d5dFzk/FECbDGEwWVnVWMHf37GYmxdXsanNSYVRw/uvbkGtVHDr0prSrRF6W8lidb7LRLT/NPJ/XQVnn8l5LhASRXtFSml7ss8nbuiX0h4hOEJPzIhVr6ahQp8TMNI9GsKkVbGpzYkkwaFx3ryRBKiVEhqVQqzK5yhtx8gsORpgOKbGYdTS5DDmTlZSq9C5b+yD0QvEHEL5oClRLP7Tm5fxzbesKM/byZKaxAaHp2cToq8QbeMp/ydkGe5/O/z+42Mka2AQkMqfOBT8nPI9bcejxWnEqFFypIgXcSmc7PNh18psnF87Lc+sKlcVZzrGxqFgLI5Gyg9WKRcai4uurk6i8SR7LoxikYKgE0rb0wM+oYoYOJb/wiylbTSeZM/5Ea5qy2+d3NTm5LevdiPLTOiRvKbZztmAPmdxIimDmjha7euAtIXMZGM8rlvgYl2znS/97siENgnd7hD1FQWORyws/s0me+bdAM2bp7PHrx0U8Gd0mLRY1YmiZJzGWkWtJsBzZaRQF0IkHCEuzbIipgB5s22puPZqTMrZU+SkuneqrToe/fNreLVjlO+/cA6bTpmnVLysMLqE7cgkOigKooQ6KANLbekAljTC7jKUtg05QgC9RsmSWivXLXDRYGRCRdiqRhsnfTr6ezv5q18f5IvbFqEmNnFbrUJBSGmmu7eH504OsrDazL0f3EBrpQm1HKfWpqdjpAj5GfGysyfOb1/t5oE9HZzu97GktnDXiFIhMd9l5kSfFxbcCnf9Jx0jwVlR2soaEw7Jx86zpf0tg9EEKuIF75eLqi0cHoiCSk9kNPUbX4YW5QxmgrQNuQV5WqwTR2MUc5vhM2LRY8d/Zuw28jAZewSDHf6mC5a8afL7XGDxLRvL661UWrSXR20b9Re/LrM7PbIsKV7tGOX8kF8obe3i2hr2R0sGs77u0Xw1dO7OV3iHRide7IKUXdwg811mJOBUCduyHKVtLDzxGD+TGCdAaq8ysaHVzr8+fqLg5r5IXIQHJiIz71M/Q7hpcRXPnBggaSnSfRwRv8XFgJI7//Nl/uPp0zlPdwwHqbW9Tur51yiukLZX8NqGsVIU7JEs9WZwKLdAGVdgZzBXlLZltAhubLFzrGfM17ZrNITNoEavKUIipfyFrmp18HyfRrTZZg3SJ/p8tFWamOcysbHVwUsne9ESxWC2AfD+q1v4wXvWTj4ZdQJ7hBankRuSLyMNHINXf5bz3KhHKKbMRgNNDgOJpEyPOyQmUJfCHkGWIThMT1SHRa/OVcsiUmTrbHqUColbllTz5T8c40yWajiSJBPsUW/X4wvHRdqs0ZnyjhUeQrGQD39Si9Ospclh4OJIltLWVJVf9PYfA5OLiE4Qq1p18d/EqFVx95oywyMsdaJd1D8wPdLW4ACkMbLZfVGsijvmwZmnxWP+PrHddEgKg0Ncs1Noh5YkiTVN9oK2FhPhVL8Piyo57UlgZaWLWGCUwZQdRiASR6OYmj0CgNleRbXKz3eeOc3XHj6KVRECrYX5VWaG/FG81nbR5jgevn4xuQJ+uaeDCoOa9qr8lv27Vtby1PF+zDpV8XEmhXXNFXRGDARGx87dWEJGK8XQvh48baEoaQvwj29ayok+L//6+MmSb9HjDhcuemNBQabNwba6S4Ji/oyxUPHwHFMVFYkRdp6d/DUNEI2ESMw2gamzQjhXCVxj1bHzCzfw0WsbZ+/3zvL/thk0/OnmFhJJGYtOMbfsETQG0Uo+XV/bcib0ltqJw8gScWFnMVECuq1B7HN6sSVnXyYmkOe7zIxKNnq6O7lnTT0furY1FXY58WQ/rrHS19/LC6cG2ZIOQjr7LPxDJbeYzuYsNOcgNMoxt4Imh4F7d3bQ7DQWXkBKYWG1mRMpiypZlrkwHKDFOfPtyWG1HR0Rnj10uuR2gWgcpVz4fpm205INDuJp0nY6lk/TxThblCkhMCi6tErBMQ+GTsOBe+GJL8Jjny/xXpcgNMtcU9KCRJIkPri5tWCw8qwj4hcezYWQff9Jhb/1e8O8+b928GqHm9VNNhpTnXfDgQjOP2a1Ye0qcW8ZPQ89B6Bnv3i8VGheNlLCFKVCYlm9lQOd7oKbybLMaDA6JhiIh4p7Es8G9LacuawkSXx0SxvbD/exv2OUt/z3DhHWmIIvHMesVY4FO89BrKi3oVMrGVFVFr4XRrygUPOHI8MYNEp+uaeTWJYQYc+FEdY0zQGh2x8xrpC2V/Dahr5CrLwHskjPwNBYkikUDiJLJgWRNheCyIyVE05aXBYdrZUmdpwRpMHJfh/tpWwKUq0qm+Y5eOncKFQ05fjanuzzsSgVKLa8zsrJTkG2mC3THJAn8J/VqZVs1Z6it+XNcOaZHAJuxCvIS0mlQ61U0Ow0ClJ03M1z1hD2gJygM2zAolNTn62WRajk6lKTnA9c04JNr+aN332Zi8NivyMJMKTILYtOjVWfSptNn4spNVE05Ceq0GHUKGlyGEULYhqFCPz+w1C1NNPaX0ppOymYa4S30cDx6V0HSrV4fdojqWsv1CwXSbPde8Vj/oEMUThlGOyiDTZWuo2yGN6wvIZf7+2atAfmuaEARmVi2pNAndlBozHGjpSiqGs0hFmVnHKBJxmd3NCo5DvPnOH2hRUokjHQWTFpVbQ4jRxPNsLAidzAgURcTOBMVcQSSf79qdP8w5uWFlTPr2iw8e9vW8m9H9gw4b4YNCqM9mq8w2MTtnRKtN7wOlmZNzpz7zNZcFl0/PA9a7kvFUhUCN5wDH8kTo21wPGYqL379Y5iCq1Sx8VchToZ5uiFHob8pQOmCiEaCZOQZnlypbUUvB9WW3Wo5cKqwRnBuI6NP7umla/cuSSltJ1DpC3MTBhZuUrbiewR0urIiZS2RpcYtwtNfMuwG1IqJGyVdWgjw9ySUl6Lc31iUkJrcXK+o5Nf7+vixkUpm5uUFdHbQ/fnKW2fOtbP/C/8HsIeXh1S8qnr5/O9d67mVx++qmTX1LJ6KwdT3UQDvgiReHJW7BHiSj1JjZnO86cZLWExE4jEURS5ZuZXmfBH4sS0FWPt+ZeS4BkPvW3KXUEZ+HqFpUcpuBZB32EhgFj9Hjj9JCQLWA9Mxh5hOphAaQtw+7IaTvR5M3XzJUM0AJoipK21QcwRs8Lfth/uZZ7LxI/ft455LnOKtA3S743gMM1NUu6SQK2HlmvhhX+DH2yBH2wV3sqeLrCUIRjJWvxe3+LglSKLrv5InFhCFtZciZho27/kSttctfzaZjsLq838yQ92crDLw+d/c4gBn1i484Zi2LSp8XSO2iMoFBI3La7iZMhaUMgW8rmRtWZe7fTw2Zva0amVGR/fcCzB4W4P65vngNDtjxhXSNsreG1DksZ80dIIDo9T2qbsEbKLmbBbEFZzIYiszDCOGxdV8chhQYqc7veV9pZNtapcPc/JsR4vUUsTjF7IPH2y38uClJ/ZsnorpzvF+9qskw9ZyoHOOiHB2s4F9lVsE35c7rEAH4/PRxIp077ZVmnk7KD/0tkj+HqR1QaGYhosehUNdn2Op23nSDCjTFlYbeGnf7qebcuq+X9PCYVINCFlSFsQaZ2dI6lEeI0pU6gkwj4UWhOSJNHkMNCRTdqaq/IN4kfOg6ONaGKGSVuVRlw7fYenrzg31wgFJ8DwWXC2Q80K6D0oHvP1ic+aDnSpMKgpToZuXVpNnzc8FnBXJrpGgmgV8em3W+qsNBnimSK1YySIUSVPnbgxOGk3R9jYaudty23iMW1qIabeyq5RiyBoRs6OvSYwCMhgquLTDxzAqFWxtb347/LGVXWsaLCVtTs1tQ3EvWNEUSgmugLUr4cgMihsxZOF1koTH7ymle8+d6bg873uMEaNEkuhxPZSitI/BhRT2kYDxSdqOhsoNVxXL/OrvQU6aSZAPBomOVukaRqlFHeJ2OwpcsaRtiqlgvduahZKxbmktAXx23vLCAgrhYmCyEAs3k+ktA27xTg/0XspFKJTJat+yd2XicnNjcsXUq30clVrasG0TG95vcXJlgYVSoXEmsYUudy9F974PVoCB/D256oYnzjWh00W97zDI0oWVJu5bVnNhD7lqxsrONDhJpGUuTAUoMaim5Y9UClI1jpWWf3su1i8zgtGEijleEF1uk6tZEmthVHMKNL10+VUuxkr8/zdJw1f78QL3a1bYc8PRZ11/d+JOU2h7prJ2CNMBwVsbsbDalBzzfzKzFzmkqGUPYK1TrS1BwYzitFzgwGuX+jiuoWiPqqvMKCQJHadG8Zlnpuk3CXDmvfDgV/A5s9A+22w939SYcktE782fW+SZba0O3nx9GBBX9teTxi9OlUvxVLzsEtK2tryFlyVCon7PrSRE1+7lRNfvZUNLXbe9797ONDpFtZXltT4OEeVtgA3L6lm54gReTRf7f5fjx+gM6DkuZMDrGu286ZVdfx6n6it9ne4sRs1NNj/iMUFcwBXSNsreO3DWJlLeo73tDXXimImu5gIjYqB9VKlUZZCmrSdQAH49vUNPH9qkF/t7eTxo/2saylBtKUKD6dJy4JqC91SVQ5pe6LXlyFtl9dbGRoZJSBrsRmnSRzo7aX9eSN+LAk3e4MuQexlFZijXj8xSZMJZmmrNKWUthUpFezUUsLLhruDhKURkDJKW08ohjcsyKdjvWNEdxof3tLGHw714I/EiSTBoB2b1LQ4TZxLh4wZx3xtkxE/ar1Y8W9yGLgwHBhTfxYi8EcvQEUzkVgSjVIxpSCsorC3QufO6SvOzVVjpMvwGXC0CbVt7yGhavf1ioJ+OlAoiwe1lQGdWsk18508eax8VVciKdM1GkJLbPrtljorVZowO84Oi/cdCWFUJafeIm10ogiN8MCfXcXaaqVQJKb2cXm9jYPdPqHEyZ7E+ftAb+e8O8aTx/q59wMbZux8WtzWiio8nAkvCEdTi2SX01twJlHCHiGN91zVxJFub0Gf1R53iFqbvrC67Y9eaVsjruv4OMVsqW4YSQJTFfcsUHH/7g6SJQJNCiEai5Cc7clVgSCyDJKx2bNHMDoLn6tyYm4FkYFQwJYILyoL8dDE10859gjlJqCDsEgoZLsVDQjbhwmwcdlC7HiR0vf+aKC8elRfwVsWGzn21VvE2B0aFTVC+62MVm2ioevhnM07R0LUqPyEFCaGw5Stll1YbQYJDna5uTgcpHkWrBHSkC31rK0Isudi4Xu7LMsEonEkOVHUk3nzPCddEQPaYJ/wqp6NgL9yYayEwNRsWzLw9opzthRaroWalbDxY2CqFDVXXwHSdrxl3GxhAnuENG5fVsP2y0LaFlHaqvWiI87dmVHaXhgO0OQYu1aUCon5VSaePTlIk2MOzBsvJxbfCZ/aD9d/CVa+Aw79n6j77a0Tv9boFPVO1M+KehvxpMyR7vx75NkBEdoqSZLYHi5tjVTCl1qSJBQKiX+5ZwULqs288bsvs+fCCG0Vqfv5HCZtr2p1cDzqIjaQa0cjyzJ9AwP4MZCURRjl29Y18MLpQXacHWLPhRHWNdtLZ9pcwaxjjlVvV3AFU4DJldu2Or5AUWkEGZZdsAdHBME4FwYgU6WYdERKKwCbHEb+4+2r+MtfH8ITimUCTQoiy0x/8zwHR4MVMHqBZFLmwf1dnBsKsKhaqPKqLTosBAmgn7yHbd53cRVtIQZEoJbKyMFhZV5QUu+wl6Ri7GY3z2USSlu9TUw2Jzg+04a7g6ipHo1KgU6txKpXY9Gp6BwJIssyR7q9LKvLVSK3VZposBvYcXaYSGLM0xag3WUaM9k3jE2ipYgPlV68T5PDiC8cxx1MhcQV8rQdvQgVzUQTyen/PuNRvza1f9NV2mYFOQyfFl5rzgXidxs5K4phW+P0PiO9nxOE9pXC3avruX93R45PUyn0e8PEkklUchkhMRNBX4EVHz3uEHsvjBBPJtEp5KkTNwbHGDET9uQkHq9sEK2tsmsJ9B8de03Kz/bp4/1cPc9Bo2Pm2l3bmptwSF6ePS7Og1g0TALFpVVHzCaMzgk7IiqMGj6ypY3/fCZfbXtx3CQwB7HgH7fS1lgpfNezx754VKhUSy0omapY74wTjMZ5eYIgo/FIRMKzZ0+QRqnwxET00pO2yeKk12VDuQFhpVCO0tZSN7E9wmTCaa2NhcNcyk05Hx/CFg2U9zp9BYRG0apSC8Qj58Q1YrBjWP9ubok8Tu/omNd+52iQ21rVDCRMmHUqrPryzjmVUsFtS6t56EBPisCaRdLW1shi3TB7LxRW2npDcZIyKXuEwufvLUuqOeZRown159SRlwVZasIpw9cz8UK3xggffh5u+or42zFP1F/jMd4ybrZgrhH12fjFt3G4cXEVp/r8nE+LGi4FJloUsdbD0CmxmKav4MJwgOZx5/zC1Jyp2TnzNiGvOdhbhZCi/Vbxm4dGyyNtdTZxDQcGUSkVbJ7n5NkCi9znhgK0VaZI9lhQ1AeX0vN/glBtAI1KwbfftpI1TRVcHA7SZEvt3xy1RwCxz/rqBai8ueHk54YCJCM+Gmpc/Og9a1EoJBrsBr6wbRGffuAA9+3qYN0Va4TLjiuk7RW89mF05aamBobzCxRrfW6BHRqZG362kGnzLNV6m8Z1C1zcsaKWb7x5GapSbfJRf6ZVevP8Sl4aNuPtOcPCLz3GF357mO+/ew3VVkESSJLEe5YbZ2Yl3lRVPMEWYPQCcWszZwYCyI55MDRGbgy4PTkrlG2VJs4OBkSCrqSYfYsE90WCxrqcSU1jyr6gxxPGH4nnKW0Brp1fySvnRogkQJ/VPthebeZkX4q0NTozZKMq5kNjEjc/k1aF06ThQtrfy1xdWGlrayISS6KdadK2+drUv9dM733MKRWTLAt7BMc8ERhStUS07nk6hW/YdGFwTMsr7sZFVSRkmT0XynuPU/0+muwGpER0+oWY0YUyMMiqRhv/89J5mp1GFHJs6sRRlnpbkLaWzFOLa6yMBmO4Le25pK2/D0xV7O90s3aGCzDJVImGGI/uF9d0IhYmIunmxsLYTMBY2h4hjXdubORkny/vHLswHKTRXmTSeKmTkecaFMr8Bav04kypBSVTFargIG9Z28B9uwq0qpdAPBZGnm0VeClLjUT8ktkjZDAX7RHKIVMnQllBZHXi3hov7ps6KUWirUEsqObtS5nkq8YglH/p+30sWLbSNseCauR8hiwxrHgzRlWSQ0/dB0A8kaTXE+baOokh2UxtIT/tErhzRR2PHO7l7KCf5hlc4MtD5UIa4xc53OXJdGpko9cbwqxVCd/2IsTN8norSZ0dbbAf+XIr3YxOIcSIToOUHL0ozrHJwDlfBJNlIxYWi1/TtacqB0anqGcKKdCzYNWruW1ZNd9+8tTs71MapTxtQRy7iy+BpCChMdPjDtM4TpV+yxIhlCl6H/9jhEoDb/s5vP2B8oLIJClHif7m1fXct6sjk4GQxtEeD/NdadI2LMbUS1lLlmH1l8anbpiPRqmgyaYU99e55hs/Di1t7SSQMvevrtEg9+/qYJlTwmyxc+Piqsy279rQyLZlNfR5w1dI2zmAK6TtFbz2MZHSFvLDyILD01cXzhRSbZ7lhnF85+2r2LZsghX4iC8zAVjfbOdI0AbuC3z1zsXs/dubMsVHGm9qV+OqngFSLf1bFFMYeDrR2BsJROO4Dc1iZTuFQbcPKYsYm+cy4QnF6PZGLo2vbferjBpbczwnF1VbONbr5fxggPoK/Zi6JQvrW+zsvegW9ghZnrZLai2cGfATjMZzlLaamBeteUzN0+QwjoWHmKog6hsr9iN+8bellmgiMfNK2/ab4W8HoHLB9N7H3iImj4FBMUFIr7jXrIDeA8L7b7ITkELISkWfChQKiS3tlTmpr6VwpNvD0jqrUI5MdyJoEj5325ZW8cSxftpd5un5WhqcYy2YEW9mkQZAr1Gyqc3BUyPOgkrbAx1uVpbpVVs2dDZkhYqjp89xcThIMhYhpnwdKVLKsEcAEUL4zo1N/PdzZ3Me7xgJFlfa/rHbI0C+r21wGLTW0uoakwv8fbx9XSPPnBgoGgJXCIlYZPaVO6XU2bOqtC1yriYTc29COSOkbRlBZCZXSs1doi17Mt6fjnm5fuGZfSlD9ZuGsXKsdo2WS9racy2CskhblGqGl32I+qPfxxOMcn4ogFopscAcYUS2sHXh5MKormpzoFJIPH60f3btESoXoRs9RaVZmwnqzEavJ0yVVSfuw0UCxiRJorWpkWppBOXl7lrIUhNOCYk4DJ4A15LJvc4xX7SpZyM4BEiXJr9DoRTn4nDqujj/Ijz6+YLK27++dSHbD/fS5wnP/n5BzpyoIGpXw4H7wDGPwUCCRFKmypJ7Hl2/0MVf37pwdhcwXotoux4W3Fb+9lmhrjcsdGHVq/nFzo6MTZw/EufZE4PctCRFHsZDlz5YsIQ9wnhsaa/k1Ndvw6ScerDwpcTWRTVclKuJDZ7iSLeHG775PM+eHGBdjRq0ucIkSZL4/G0L+ZttCwuKlq7g0uIKaXsFr32Ya8aCLKJBUcAXVNpmrf5Opg3uUsDkmn6CcjaiAdCKVUq9RknL/CVYpBBvXmTApC3QXhYYnJmVeJNLTEYLJGYD4O1Baauj0W7grFwrCkxZxhuOMeLxodKO3ZiNWhUr6q28fGZIkJlTLYAnwt4fw39dBR07ueDciiVLabu0zsrhbg/nh/y0FJm0rGu2c3rAzxmPREPF2GStvsJAlUUnwjWMDlE8xyNo5AgGy9j52WQ3cGEoRdrqK4RSIXUuRD09xFDzUleCSHwW7BFgZlp57G2iTXP4jJiEp4vjmhXQuVuocG1N0/+cQvYRk8TWBZWZRNSJcLjbIywxZkRpWwnJOG9aKI5NtVWXIm2n2K5sdApCPx7Js0cA+MiWNr5zRCNUzmnFgKeDgK6aHk+I5fXTDB0cD0lCMji5vVXFfbs7iUbDxFWvI0XKJFpe/3RzM0+fGKD5849wrEcEUZ0e8NFaWUxp+0ceRAZjav00yllYTXmANzoMfP1Ny/jwvfsY9JVuzU0jEYvkLBLOCowuQbAl4gV2IDp79gwGZ+FzVU7OQaVtGV6zE6GcRQ+FMlUrliCIA0PiOi8Hjjahahx/jMslXyGXsI76y1PojrcIGjkHFWMBQO23fYwmqY/HHvkNR3o8LK6xoPJ3c83aFXz+1oXl7VcKSoXEf75jNR+/ro3rFsyeUlN2LUHy93FPu4rHj+TXwX2eMLUWjfidSxDim1YsxCYFUF3u8MuMmnCKYWTDZ8R1Wk6wUzac88X5kB26HBgU58xU64zJwjlfiDHiUfjV+2DX9+DFb+VtVmvTc1Wbg98fyL/2zwz4ef+Pd9PtDuU9N2VkzYkKon6tGB9tTfR6QjhN2rx6W6mQ+OjWttJdjlcwMbK8jxUKib+5fRHfevIUd333ZXacHeLLDx1lWb01Y0cxqYWwmcJE+SyFkIhOP/viEmBVg41eVT3//sB23vfjPbx5dT1Pf24rS+zkkbYg8kD+7No2lDOZp3IFU8KVkecKXvuwNYI71aYWHBJqivGE7HjSNjQyd5S2kLJ4KO2XOCmM82/61rs3kzA40XiLtJD6B8ufrJSCxiQmHsW+SyqQam2znSf7TEIh6O/nQIebGpMC1TjiYvM8Z4q0dU2brCuIaAAe/yKs/xC8/QEGsWPRjU2kl9dbOdDp5uxgvr9VGpVmLWsabZzwKFjdZMt5bmOrg53nhsFULfY/tXJrto1Zc7Q4jZwZTHnQpVXXPjFxeXn/UfplK//yxEk8wRjmQsnzcwH2VvHbdr8qFEhpVC+Hzl2iAJoJT1tL7bTPg2vmVXJ6wE/XaHDCbTM+xjOhtNUYQW3ElnTz6pdu4q9vXTg94iatnAkMQdibY48AsKnNQYWjCr+2asw7evQi5xNO2l1mzLpZIIxMLu5oVfKL3Z30eCPoTZaJX/NagalSJExHvBNu6jLr+J/3rmVpnYU3f+9lHjrYQ+dIKM8TO4MrSltwZCm0QEyYJlI9msc6VO5ZU8/KBhs/eulcXhq1XIBoDwRDqLWzTO6k979QknxyNu0RnKlzdZwPfDI+N5W2oRFBdk4V5ShtQaTElyKIJ0XazhOL0+Mn9mFPwYlvQdgaRRcKpOwRyiBtxy9cjpzL8ZKUtGbcS99LzZHv86u9XaJTZPQiusrWKYXIrGmq4C9vWTg7C8Zp6CxQs4I7Lad48ng/8XGe872eMPXm1L6XILaV6eMwE7XGdGF0Tl1ocPoJQSJO9lq1NYlFBHeWbcdkzumZgLNdqIRPbhck6bt+C3t+WNCW5M2r6/jVvq68jIH7dnXw7MlBvv7IsbzXTBkT2SPUrxPHqWE9fZ4wNdY/8kXU2YSlNmfx7LoFLnZ/8QZWN1bwuf87yLEeL99+28qx7WOXQWlbytqoGBIzME+4BJAkiTWr17HV6UWrUvD+q5vFE8GhuWMbeQUFcYW0vYLXPiqahDeLLIsCRW/PT0i21IE3i7QNzBBJOVMwzTRp6xdesCmolQqU9hYYPV94+5k6HmmFQTHVsLcHLHXcuaKW3x4ZQbY2wNBpXj4zxJJKbd4Nb/P8Sl4+M4Q8CfuISeHsM2Iit+b90H4z3nAsR2m7rM5KIinzkx0XihMuwF/cNJ9Go8yaRlvO4xtb7ew6NyI+w9MFITdhNLgqxsisNU0V7Dk/MkYsZBERFy6cJ2FwcazHy+kBP/W2OdqWZXSKyeSu74viN42qpeI8bLl2ZvyozNXTThq3GtTcsNDFz14p4EeYQiAS55kT/XS7QyypMQkvyJlQ5ZlEO6zdqEGvUU6PuFGqRBtmcChFFOQSpJIk8dGt89gfbSDeuVc86L7IzlEzG1pnacHK2sB8nZv/fucqbqkOojO+jkhbrSXlPV6eeuqGRVU8/Mlr+OqdS/nU/ftpsOuxGYr81leUtvmtvb4+sZhZCuPuC5+7eQG/fbWbtf/wJC+eFhOuIX+Eli9sZ9e5MXJNlmXCoSBa7SwT5SqtUMAXmvwlorOnftNZxWLQeLJ4LtojGJ3iuiojdb4oyvWEnkjVGxgsf9KqNQvF2HgP0cnUUtmkbTQI6jIUuuYacc6n64XR83kBQPU3/zlXK44w3HmCd29sEiTeXCAyS6HtBlpGd6CQYM+4QLL9HaMsrkyNnaV+5/RxmAtddMV8pSdCyA2vfBfW/9nkX6tUCXVu9jl5qec6DRvg/Auw939h9Xug9TpBtJ97Nm/T25bWoFJI3PztFzgzMBae99zJAb72xqU8eax/5tS2waHSnquSBH9xGq79S3qvkLaziwKWOAaNii/fuYRXvnAD2//8GupsWdf5BAr7WUF6Tp4sL7QYEAsTs+2TP0Mw1CxgnXmElz9/Pe1VKa7APyhqqiuYs7hC2l7Bax+2RhH+EBwWE71Ciavjlbb+gbk1OJmqREjQTCHqz2/Rq2gWoVaF4O0WhNhMINWyWvhzesBSw+Z5TpwmLd3KegYuHOE3r3azvsmUR4ytbLARjCYYkSpy3vM3+7r48kNH88zrJ42+I1C3NkMoekMxrPqxibRKqeD6hYI4SP9bCKsabXxueSJPvbix1cHBLjd+bTV4u0kER3HLRmqzCpJVjRUMByIidA1SLZxiYukf7sJgr6XSrOXhQz3UV8xRNZ4kQcsW8HRA48axx1Ua+HwHvOm/Z+ZzzDUzorj+8JY27tvVgScYy3tOlmX+9fGT/OlP9rK0zoJVnSraZqIYM1bmXhvTJW7SxyPizbNHALh5cRXHNUu48OrTkIghe7r5xUl4w/LaqX9mKaTG2c3zHLQZQqWVLa81SFKqI2Jyi0dvWVvP529byL/ds6L4RleUtqnk8yzSduTcxO3B5pocr/qVDTZe+fz1/MUtC/jk/fsZ9EU4mrKn+NfHT2a284bjyIkYOt0lmJiPv+bTSERnT5VTrD17LgaRSdL0LRLKbZ+dyD83OElV4vhzFiZHkqUFB8lk+UFk5ioxXoTdwvPe35+f2m6uQrnwNh7ZfE6E+YxenBl7otnE4jtRnH6c2xbaeOzIGIEfjMbZdX6Ea5pTx6aU4i7d/i7NgantVEnbg/eLWn3RHVP7XMf83I6Fyfg0zwRarhWLBOefh9XvFQKapXfD4V/lbapTK/ntxzaxpb2ST92/n3giiScY49xQgNuX1XDN/Ep+s690qFlZSCbB3Qm25tLbSRJIEueHAnkhZFcwg7DUThhWl4PLYY9gdIn75WSyVF4j9ghA4XuXv18IS65gzmIO3Nmu4AqmCY1RFEijF0XhbylASFgbBKmbbsHz91+aNNVyMZ5Uni4ikyBt41HoPSiM+GcCxVTDspyyR6hFoZD4zI3zeX7Exgs7XuaGhS4WFVDaalQKNrTYORM0ZMgSfyTOV/5wlJ/suMBPXi7wfSaDgWPgGvN5G/ZHsY9Tw/3rPSv4wyc2U2Gc/M24wW5gYbWFp3rUEBjEO9SNRzbmBBzoNUpuW1rDvTtTyk9bE7g7cQejqIIDWJz1rG22c6rfP3dJW4CrPg43fU2EEmRDoZi5wJ3xYUVTxJqmCtY1V/CBn+7hkUO93L+7g2RS5ssPHaXlC9v5yY4LfO+dq/n1RzaJlieYmWLM6MolUhKx6flapsmOAvYIIPzCbrrtblwje/jR//0Wn6zlA9s2s655lpRItoaMckyVCL++SFvIa+srB5Ik8ZEtbWxoLaHgu6K0FV6I3u6xEMYCCsI82JpEa31kTKWlUip454Ymrm5z8vcPHeFkn5eNrXYOd3s41S/sAno9IUyqBJrZtkeA/Gs+jUR89jxtoXB79lxU2oIgUz3TIG3LDaqZiCwIFAixLQXHPBguoLQtt7ZMK23jIUAuj7TVmsW46uuDoZNCVVrI6mvt+1Ed+IVoVY8FRdv6XEb1cjA6ea/rHL/e18W3nzzFx3/xKh/62V6aHQYazZSXIL/5M3DN5y7JLpfEVD1tzz0PC7dNvTPJ3pIbkBcYzM/4mE1oDPBnz8F7Hx67lpa9BU48Mja2Z8GgUfGFbQsJxxJ899mzPHxYiBPsRg1vXVvPr/Z1kkzm29tMCoEBUcdZ68va/GiPhyV1r6MuobmGydZRl8MeQWMQ42ygiACpEGZzIXam4Zgv5lLZFkpzTcx2BXm4QtpewesDFc3gvlCctDU6hVIufaOYa4NTdpvcTCAayPdVK0badu4UxbBz/sx8tslV+EYXGhUKkdTvc9PiKpatWMtCdT9fumMxikL7jGgzfrZbQk4pLL/5xEmW1Fr5j7ev4jevTpPoHjwJlYsyf/Z5UynFWdCoFCybRmjTn6xv4Ht7PMhKDeGOVwkoLXn+cH+6uYX/29uJJxTLnAsHuzw0a/1oK2pZ3yImZYtrZzg8aiZRuxKu/tTskgLmGmEFMB3/wxT+39tXsaLBxjcePc7/e+o0G77xNL/e18WbVtXx0l9fx23LatCplWNebDOhtDVV5l4b0/W1tKbIjrBHWCUUQMvya9Abzaw5/wP6LCt416a2KXkblrc/Y4tPqmQYudxAntcKskjpGcUVpa0gObQWobCF8pS2BruYWGV7OKbwlbuW8MrZYX664yIbWx3ctrSan+y4AMD+DjdVRsWlaWUs5m0Zn2Wi3uTKX+Cai0FkIBbVPZ1Te20yISbL5YR4WeqKk7Zpe63JKG2d7aKGyHmPSdojpBfdoLzvAGLx0tsDPQegZmVhgq9lqzgH7v8T0bJejl/u5YQkweK7mDf0NB/e0saeCyPMc5nwhGJ8+No2pHLVdjd+GaqXzvruTgiDY2pK26490Lhp6p/raBuntB2+9FZwtaug5Zqxv6uWiAW2k48W3FyrUvJvb13B/758nn969AR/s03U5NcvrCIQSbDz/CQDocZhz/4DDFDB46fcE26bSMqc6POxuGYO19qvdVjqxfhVRqgrkLJHuAzj12QDwmci++JSwWAXc4a02laWxdxkLvEiV5CHK6TtFbw+YEu1mXl7BJExHpKUIjg6RavMXFPa2hpF+85k/HOKIRETq8rlKG3jEXj0r2HDh2fGcxSK2yN4u0FrzbSwSZLE8hVrWarpx6RViXa/Ai3eb13bwCAVeIe6SSZlHjrQw6dvnM/1C11cHA5yZiA3bOVAp5sv/PYQ4dgE1gmyLAiYLGKg3xumyjyzE+l71tTjjSTxGZsxnHuUEW3+av/KBhuLayz8ck9HhrQ91OmmWesHcxVvXVvP05/bkiFv/2hhcAh12gxYiVh0ar70hsW89NfX86uPXMXGVge//dgmvv22ldRXZBWIaaXtTKiFxwcOTtcewVIvrqvQSHEfP4UC9bo/ZVV0L+3Xvm3qn1UOrI0Z8kWVfB0qbWe6IyKNK0pbcf9xtAk/xlhY3M8dEywkStLYvX8cnCYtX7lrKe5glD9Z18inbpjP7/d38+kH9vP3Dx1lgVNzaSZYxRYxY7NM1Fvr89Wrc1VpW1H4NywLsZTnZTnXT0VzQYIfEAvd8dDklLZ1q6F73xj5EPULgqHc9zDXinN48Li4r5Xrm+6YLxS0F18Wi6WFoFDAbf8sar4NHynvfS83Ft8FJx/lU1saue9DG/nMTe08/MlruHtNfWqMnOPEczaMlZNT6YFYjA4OTbxYVQr2tnyl7aW0RygESYJl9xS0SEhjdWMFr37pJg7+3c1sWyYs7jQqBXevruPH0+ioC0UT7Hv2N/Som/jXx0/mhVSOx8XhAPGkTGvl62zBeS7BUiPG2nKtB2LBy1MfGV3C57VcJKIzk31xKSBJYtEx7X8dGhX7P5eyfq4gD1dI2yt4faAiFbbg6RJqikKwNYmWy9CIULjNpRUla73Yp5nwtY2mWkXHEyaVCwWhEvaMPbb/XvHvTLaTmVyFfUe9PfkqaGe7IE5j4aJqQY1KwbtuWIcqOMivU0mza5oqMGlVbGmv5JFDY58VjiX42L37uH93J//zUpHQtTSCw6JwyDpf+r1hqmc4gECrUvLRrW3sDdVi9Z1BW72w4HZ/urmFX+zqQLY1gPsiBztHqVK4wVSNVqWkrfJ1RoBNBZI0Y7622WiwG/jO21eNGfJnIx0uMBOLGuN97hKxGVDadokFn1Ktf1f/Obzxv4XH3GzCWi++XyyEOh7MC0d7zWM6isBSuKK0FXC2w9ApQUhpTeW1s5boUrlzRS17/vZGqq06WitN/OA9a1EqFPzHn6xkkUt/afznirVJz7bSNr2gk41kfG6Stram4n77EyFN2pZz/VQ0i8lpyJ3/XGAQFKqiHQsFUbNCvFc64HX0oggTK/c9lCpRf1x8RdRG5d5jalbAzu/B6Sdh1buLb9dyLfztICx6Q3nve7lRu1os3J97Lv+5WPDS+1pOB5aaSVvp4O0WbeDTSXB3tImaIJ5abJ4rocvL7oEzT0NwpOgmSoWEQpF7DXzo2lZ2nh3mlm+/wAO7J9/l8szO3bxP/j2L3/nPhKIJHj5U+jc51utlQZUZtfIKPTJr0JqFgKfc62O2FziLwVQiVLsQXkv2CABVi6H/qPj/wRNiblXAZu0K5g6ujEpX8PpARQsMnoL+I4KcLITKBWKbkXOCsJ1LrbsqrRgwZ6L1Nu0bNV6VYHSKz0gP0gDHfieInJnyHIXCk0UoTNqaa8TvMHJWTH6KpLuuWrwAoxTmy7/ZzdvXN6JKFVT3rKnn3l0Xha0A8OD+bsw6Nfd/aCPfe+4sQ/5I8f10d4jiONU2GIknGA3GcFlmfqX0rWsbOCEJ9cTCJasKbnP9QhdDvghHg1aIeDnb2YM5PjK3FOFzAenW0EuFRGTmVs9N44PIpulp61wAfYdEG7S1ofh2ah2sfLtQX80mjJUpG5pudLFR5JkKN5wrsDZcUdrOJmpXQ9decR+vWloeiZVesC0Cg2ZMyX71PCfffOsKbl1agyJxiVoZiwWRXRKl7bhzdS4GkUFpBexEiPoE2VrOGK23CUK10GcFh4X352QW59R6aNok/DoBel4VreGTeQ97iyApS43f49GwXiwerfuAIOlK4bUSjAMZiwSO/T7/ucsRRjQdWBvF9VduCziI39RaP70FYnOtGNfSiyCTtfyYLVQ0C5Lo1OOTepnLrOO3H9vE29Y18PXtx3nkUHmZBucG/VwYCqA49Es67Vehad7IJ6+fx5d+d4Tb/t+LfPjnewlF87vxDnV5WFxzhbiadUzG1zZ+ma59U9Xk1PKvJXsEANdiGDgu/r//qPj7CuY0rpC2V/D6QNMm6Ngh1JpVSwpv42wXwQ1Dp0WAxFzDTPnaRvxCZVuIoKleBr2HxP/7B+Hijqmn1BZD+nuML1YLkbbZLbFF7BEA0FcgKzX8+J5GPnH92G930+IqVjbY2PSNp/n8bw7xzSdO8tGtbVzV5mBjq4P/eFq0fsQTBWwnPF2ZiZIsyxzr8WLRqXAYZ5601amVfPAzXydy27eoXH5z0W3evr6RL27vIKK24Ih0ogqPCJLyCsYwQ2FkZWMmCzFzTe6+J2PTWzBxLUwp5+W5cZ4oFGCtQ0qRtpgL+Iu/lmFrEKrmyUzEy0E8fOmDNuYiGtZD12648JJoPS8HRewRJsR0Ve7loth4NdtK27QKPxtz2R7B2y1+k8ki4hfKrXKJrmLe/lNtI1/1Ltj1A0HMX9xR/nmbRu0qcc6XGZIEwLwb4EPPwDV/MbnPei2g/VahIB5vFfZas0ew1otxfTJhZKU6BcuFQiECHIfPTt5jebax8A1w8pFJv2x+lZk/3dzCP715OX/7u8OMBqITvub6bz7PG//rZUzDh1E0C4/ge9bU87Z1Ddy8uIo+b4SvPnyMg51uvvbwMbrdISLxBL99tZtbl82BWur1Dktt+V1Ll2vB5vVsjwCiYyNt79N3qDh3cgVzBldI2yt4fcDeKojK+nXFB03XYug7LNJ+5yxpO0W1STaigeIq4vr10PGK+P8TDwtlUyEP4OnA1iha2cYXq96ewgVp2lenRJgSkoRkqmJDZQyzTp31sMQP3r2Gn31gPUP+KB/Y3MpdKwVR9PnbFvLLPZ0c7HSz8qtP8vH7XuV4rwj8iCeS/O75nRzwmfnMLw+w/MtP8J1nznDj4iqUihlogy8Ajd6IdsMHMp6+hfC5mxdQY9VzOmLn66s9SEr13LLxmAuwpoizS4WZLMRsjcLaIR4RhVJimqRtdnDfXCFj7G1IQ6fQx0aRC4VCvpZhrRfKvmyLmZnAa631d7ZQvVyoJg/eD/NuKu81FU1TW+y8VErbtF/9eFwKpa23J5f8mqtBZOYasV9TsR6J+EBTwNamGIqStkNTI22X3gMN6+Bbi8V5u+pdk3t9wwbx72RIW4C6NSVridcsGjaIGnbgaO7jr7UxUmMQym3PJMYmf//MLL462oTNjLdbLAzbJqHink0s2AZnnhFj3xSwbVk1qxsr+Majx0tu1+MWlinuYIzFnKNx6dUAqJQKvnj7Yj5zUzvffccqfn+gm7u++zI7zw3z3v/dzTPHB9CqFGyZP0dI7tcz7C1jtjITIRa6PIvar+cgMhDz/1hIqGxPPQFt11/uPbqCCSDJ8kxLRv544fV6sVqtbP36I6h0uaTZD9+zlmankQtDAT70s70FX//kZ7cA8PypQf7h4WN5zzf9//buPD6q6uwD+G+yJySZ7HvIwr6IQEBWgSLghoBLa8UGsNJWKC7FpcVSQVqXtq+4FsGKvIhvi1pxp2gQZJFFhKAsGgLIFhKykcmemSTn/eOQTCbrTHLn3juZ3/fz4RPmzp0752RyZu489znPCQ/A63NHAgDe3HsGG/a2DPBd2ycST9wiU9xXfHwcu7JbXiVKH5OEOWOSAQDz1x/A2aKWK7EvnT4QE/vKD66pK3e0uF8IgZ/HmzD39puQYzLro08jogFPX8zfcLD1Pt3YBxM3jQA8vDC1/qVWF+7R9HWqKJA154JirX3qzOtkqQDKLslAdvM+rd0pT+TC+8gvSD49AP8w5fu0/FHsCrjO9kup6TzSB3pjzp132vapskhmJFwpgr70tmta/9srOSuDun5Gu1+nx98/gn/tPwdvTwN8vTxRUVMLP29PBPh4Iqr6NJ5OysRbIQvw7YUSnC+uRIzRDz5NalnZ+7d314h4bN68GR8Wx+L85aoW+3Q0ngDr6/RjQTl+9cqHMKAeqKttfB0b+gS4xntE0z4pOp62HZZ1m5tMJ3VqnyyVMlMurJcyfSrIQlJqP7z+y3HAn8Px5oRd2HC45YIMdvepjwWwVGH+5zX6eJ2+/Cv+99sy/F9eIkR4HxiaBJNd/m9v71n5ZTgkqTGQr0ifSs5i6bhATLz+Nm361Iymr1O1SX4eBEYBMHTcp9oaJJV+g9f/vAQwGOzv0zeZVz7/rOcBTunT+v1AYTZEeB+UV1QiMDAQBoMBGQlrgYSR2BHxcye9TgIoyEL6tDGY85Mhsk9P/A1newxpEfzSdDw1uFK26tpByY797f1jM87m5csSWfb0qSJfBq8DY2z7tPoz+aW72YUmu/tUdApvHrqMDUcqWuzT4etUeRnp18RhzjQZwNXl+55DfZI6Gk9CCEyJKMXDs2+Et7e3tU+mC/Jv9Ept13/OGYHkkxtwJisTvyqares+AU1epzUTMbX4UduLq1e0+jqV5wMQjRfqO92nykL5t+wXgmstu/HEn55Wrk/o4t8eFgIzX8GOusGdep0sdfW4WFKF5IgeWHV3Gv61/1yLPlVZ6lBSacH4JH+sPncL5iduxllTbYvnumdcMmKMfpjYNwqDlm1BtaUeIf7eiAyyXqRXczwtuaEPNm/ejEyk4qtTLWv/6v7cqJU+tTmeqooBcyXSbxjXcZ9CPsfE3iHAhEfV7dOOY/J7eZPPlnb7VFkI1JnlZ66rvE6lObgWh/FEj03A4u+xYnO29u8RTfr054+Poby8vPG8ya4+wfW+a8QG1GPDgskwmUwIDm67PAszban78PZvv2ajpzfQZypQY2r1JEpznj6dmx7YnBBtTxX09gdgaPzAdNrvwTeoZV/qLK1n0nr7y6t99fWAob3Xz/Hfz9KbByB9dBISQwMQa/RDSmQPeHsaUFRhRrhvPYZddRWe+9nVmDMmCT3DAmwCtloxGAwwePvJ10fJWsPdhVLjxF5CoCF4pAhPbxkIrrsyxa+rGbIRfYDYIV1vl1J6joJHwQ8QMLQ/nl2Vp7fMXlKSqHetaXXO5Ge8ErSwc8x5+shp/w7XuW7nc1JJBk85Dpr/zVicXRLDIN9bmi661d65gdY6O67qax17n2nr86OrpSPCewGBncjUhQEICAOCOKOmkU8P69oMDSwVrldCJiTRsb9poVD5Ei9/ayKEf1jXj6ek5HGyjEgneXt64LbhCRgcb8RNL+3CyfyyFvtY6uoRHuiD1bdEy99FG3Wd40MDMLm/nF0XHeyHID8vhPVwoUxJV+bpYz0H7khdjTalUTy8ZOKMvYSAy4XVekTIxcdmruL3TVcgSDEmk0kAECaTSeumOJ3ZbBYffPCBMJvNWjfFMZYaIXIytW5F684fEOKvqV0/zuGNQqy9oe37D70lxLJgIf4zv+vP1ZZ35gmx8znr7fp6IZ6KFyLvWMt9zVWyPcuChTDltH3ML/+mSJvr6+vFV9kFon71BCGOfdDl4wnhhPFw6kv5+/jvH5Q5XndSeFKIJ8OFqKtV5/mOfyzEq+OVO96bs4Q48IYQZZfka2ypVu7YelBrEWJZsLi4cpLrfT7Y4+10IXY9r+wxX0oTInurssd0Jy8OEyI7w7HHrL1eiO/edU57mnt1nLAc+cD2M+J/pwtxaINzn3fNRCGOvm+9/XRi65/BevDx74T4bKnjjzvwhhAbbrN//1NfCvH84Jbb3/uVEDv+7vjzU6e1ed5UeFKIFRFC1JRbt/13iRCbf69uA7vqv0uE2PyY/fu/9VMh9r/W9eetMslzpDWThNj2VNePp6Rv1gnxxk2KHGp3doEY9MQWsW73aZvtL249IX63MVOIExlCvDxCkedSg8t+r+6MgmwhVkQKUVfX8b4bbhfi69ed36bmKorkOXqVnTGdLY87Nt6pQ+4yJuyNH7rYJQGiLvLyAeKGat2K1kX0ldMrHFm4oDXm8vZrnQ27G3ggE5i1qmvP057mdQYri2UtyNZqa3n7ASkTZRZFezUwHamB1A6DwYCxvSNgKDnn2IrNakocBUx4FBi/WOuW6E9IT5mZWJqjzvPV1SibBdlQu7qmTGYbdLcMS08vWB44im+SF2rdEueI7C9LJCipttq16jXqTdQAIP8Hxx5TU6bejJuQJBia12t1eqYtZJ3Upp/Deq4LGtmvc+OqpkyuZ2CvqIHyd1Jdaru9swuRkfLCUmVt16YZmeV5V0qmuJAQB+vvVxY1loToEr9gIHUScPEQ0Pf6rh9PSUnjgQsHZPkGR5hbTl0e1zsCG+69Bs9vzcbUlTvw5MfHIITA2aJKxIf6y3rCej3Hd3chPWUWeumFjvfV6vzIPxTwDbZ/rZna6u53Pk+6wqAtkV74BQPBCUCBg18+m2tvIbIGYanOnQrRfFG1opOyVm9bX5J/8R7wSHb7xwxNkXXvGuQdaX1BEXtUFMkSEXpckA6QgezJS4FALojQgqe3DEYUdz2Ab5daM+CpZND2ygWNapM8IeyOgmJQ79FNpxlG9O36e3RzWi200V1E9gcK2l+cpoXqUhWDtj1bLkhUq8KK2OF95GcvIEsC1Fu0mWZqj4i+QEGW448zlzv2OgZGAoExcvGVpioKgR78vNUFgwHodR1wapt1W3m+Mot0qan5RZOOVBXLUhlKuOUFYPoLQOwwZY6nlPBesgROzkH7H5OdATwdCxxY2+KuYT1DsWnhWKSPScKWo3l4edtJbPvhEsb3jpABc70swka2vHzk52LT73Rt0epio8Egz9cv2xm0dfbiouT2GLQl0pPIfgoEbcsdyzxxhtAUoOiU9XbRyfYDpJ7eMmjdnrAUmYlQXSo/6FePB969p3PtK/gBCI7v+DlJn8JSFcm6tktdTZs10Tol9MpJoJqZfqScyP5AwYkr9csUwkzbrulUpq26QVtD84w7NTJtI/pas1ctVxbI1OvfWWQ/eaHX0nIhz3Z15n00ZjBw6ajttvJ8Bm31pNdk4OQX1ttleY0LdLmM8N5A8Sm5XoM9KouVq0FrTABG3NP+Oh9aMBiApLHA2a/sf8z+1UDSOGDbX1p9f+gVGYg5Y5Kx6u7heOmLbKRE9MDI5DC52DIzbfUrrJft98S2aBkMDU1yINO2SibcEDmJzt7NidxcZ758Nmeu0D5oGzVQftA1LCZRmCWvsHdFQJi8Qn/5R+D4h0DPMTJbxp4P/Qa53wEXDsqsrMj+XWsPaScsxbHXvSsUz7RNlhniNaW8aOCKwnvLRXEcXviqHRYVsi67s8j+MkvT3kC6ECqXR+gpy/E0pUagPtKFgrZBsYB3D2tmsL0cLY8AADFXAXnfWW/XmoHyS/JCLulDygT5t2C6Mn26PN/1grZhvWQZAHumgNfXydk3SmXa6lmSA4uRWaqA0zuAGS/L0hEntrS567CeoTi24nq8e99YeHgYrmTa9lSo0aS4yH72za7QMhjKTFvSEQZtifQksj+Q7+A0z+ZqytqvaauGwCiZMdCQNXwxE4gd2vXjhqUChdlA9lZgyM+AuGHAuX32PbboFPDaJOD1yUDGclk3llxTQ5BGDUpn2kb0kbWrL5/pvuURujNvPyA0WV6IUkKdRa4azpP9zovoK8epPVMtARkIEHXqjb+IvkDxSRhEnW0bnJ1pG95Hzk6pKJJTTD289btCtMEgg8yOvq9XFDpeizZ6MJDXJNO2LBcweLje9PvuzD8ESBghSyRUlwI1pvbXPNAjLx+ZrGDP33RVCQChXKatniWPA87tl599Hcn/XpZ7C0sFBkwHsv7b7u6+Xp7w9DDIG6bzMuOY9CnmKlnmriOWKo0zbe0sccJMW3IyBm2J9CQ+TQY47TmZaYs9NW2dzWAAogfJzNb6eiAnU/atq2KHAuf2yoUMkicAidcA5/fb99hvNwL9bwJmvSoXRRs4s+vtIW1ED2pZk9BZamuUzbT1C5ZT9s7vZ9DWVUUNtA36dEVjBiRP9jvNy0cG4i5m2rd/TZn8qVambVgqAKBHzSXrttoa52e9+gXLDNbCE1eyuXVaz7ZBhJ2ZV02V5sg+OiJ2qPz8aFgMqeEYHp6OHYecq6GubeEJWbrCFbNQowcBud92vF9lkbyI46PzMaqEyAHy4pE9v5dLx2Rwz2AA+t0EnPgMqKvt+HF1FnkxhuUR9KshaNtR+RCLxpm29pZHYKYtORmDtkR6Etkf8PSy7+pjW2pK9REMShwFnP9aBqc8vWTphy4f8xrgwOsyIya8F9BztHwOe5zMAAbMAIbOBn5/BohieQSXFT1ITjmsutz+fiXngXfmAgfXyynRdRZZG88RdWZlM20BORbO7mVNW1cVnwbkfKPMsWqr5U+e7HdN/HAg55B9+9aUyd+3WlmnHp4QEf0QXHWlrm19nXq15yP6NAna6vxvrLVasx0py3W8rEHzxZBMOYCRpRF0p9dk4NR2GbiL6Kd1azonPs2+RbeqFKxnq3ceHrJEwpldHe976ag83wPk79LTGzhvx+y60hwABscv6JB6IvrJ85+OgqKWSu1K/oWlykWP6+s63peZtuRkDNoS6YmHB5DgQPZoa6pN8guJ1nqOAU5uBXY8CwycpcwX5N5T5c+hs+WV94RrZAmGqpL2H2epkoHwhpII/qFdbwtpxz8UCE4ALh1vf79tf5EnhNufBtbdCDw/GHiuH/DZH+1/LqUzbQF58aGykDVtXVXCCOCCQkFbS5Wcmq3XaeuuIm4YcNHeoK2Ki5A1iBpkDdo2TIUOCHf+80YOAPKPa7cCtyPihtkfeAdkLdqKAiDYwcCMwQAkjwdOfylvF56Q9UdJX+KHAxDAN28oc9FfCwkj5fl8R9mhlcXqvB/oRepE4MedHe936ZicRQHITPjeU4Hszzt+XMl5eTHH06tr7STn8fKRyTPtJSnVmmXihFazR8NSAVEvA7cdYaYtORmDtkR603OU/XVaW1NtAvxCFGtOp6VOklfGKwqBSUuUOWZgJLC0AJjwmPV2aFLHmQwXM+UJMRcl6D46KpFQZwG+/0guYLFgD9DvRvn/+w8Bh96Uma72qDMDXgoHbVMmyp/xI5Q9LqkjbpjM8FNiMbLaKyf6BkPXj+XO4obL6bb2TJ2tLJY1M1UkogciuPpK0LaySJYqUGMqdHyavMDgCuURYoYAFflAaa59+5fnyQsePaIcf65+NwJZm+X/c78FYq92/BjkXA1ButzDwJA7tW5N5ySMBDy8gKxPgQ9/C7yc1vrssKpiIMCNkglSJshzsFpz2/sIIQN6DZm2ANBnilzToiOm80AISyPoXswQ20UhmzOXy59aZdp6eskF0/LtKMfGTFtyMgZtifQmabycNmTPl8/WVJXoI9PW0wuYvRFY8BUQpOCqv14+MiO5QdywjmsZXjggT54ZGOk+oge1f7KX+60MtkYNAnqEA+MeBPpOk1Njh88B9q+273lqawBPhcsjJIwE5nwkF9Mj1+MbJDMYlci21bJeW3cS2U8GR9p7T2hw+UcgNMX5bWpCRA2EsapJ0FatrLqEEfJ3Ul2i/0xb30A5Zdbe2sQ5B60lpRzVZxpQeFLW3c89zKCtXt3yIvCLTUDiSK1b0jkensC4h4B35si/t343Af+511rLvEGlG5VHAOS49Q2S5+ZtKb0oZ0U0zbLuNVnOrjPltH980wXWs3UFCSPaT1IyV8ifWl5wjB5s3xoatTXMtCWnYtCWSG8Sr5HZI2d3d+7xeimPoJa4NmoZll6UV+oBmdmQ4KIn/dS6hJHt1zM+/7Ush+HRysfcNb+SWVYdnfgDclV6pTNtDQY5PZAXEVxXz1HA2a+6fpxaTqlThIen/XUSi083Lg6mFhE7DH7mYhlMqCxSr0RPWKrMUjq3T/9BW8C+i7ANsrbIIE5n+IcAQ+8C1k8HzJVXpuKT7vgGAr2v07oVXTN6AfDQUeCe/wJTnpRTvY9ust2nstC9yiMYDDLbtr0SCfnH5ftX0/ct/1B57neyg2zby2fkLDzSt6TxMnDfsChkc+YKwLtH6+fxarF34WNegCcnY9CWSG88PGXN1q9esi6eVHBCrqJ76E15stdWFm5tjZyi4U5B2+RxMsDdtFD8tr8AKwcA786TdYZ+3AmkXKtZE8kJeo6WtQjLC1q/P/+47bS6pkKTZfmOb//V8fM4I9OWXF+v64CTX3T9ODzRV07KBOBHe4O26mbawjcIJQEpMJzdrW6mrcEggxxndum/PAIAJKTZV9P/+0+A7z8Ghs/t/HP95I9yoaK0ucpfmCNqYDDIqfoeHvJf2lwgc4PtPuX5coFdd5I6EfhxR9v3XzrW+jlcnylyYeH2FJ0Ewvt0rX3kfBF95MLZbZW4M5fLCzdaciRoywvw5EQM2hLp0dgHZEBq5UDgqVhgzbXAp48A324EMpYBHy60ZpE2VV0qf7pT0DZ2KACDNTun5LwMeM/bLKc9rpkgTwrimEnTrQSEAVEDgXNt1KbN/17e35ar7wIO/7v1cdSUuVL9RYtI/1Inymyey2e6dhxm2ionZQJwdo+80NmW+nrg4uH23xucpDBoIDzO7FI3aAtYL3C5wgKcydfKoG1bmVcAUFEEfLAQmLUKiOzb+efqEQH8dj9w/VOdPwaRo4bcKWeHFWZbt5XlAYGdqM3sylInySzLthYSvnRMlrdqrs/1wKnt8tysLYXZshQW6ZvBIBNvzrQxs9Rcrt0iZA1irpLneZXFbe9jqZaz8tzpuzepjkFbIj3qEQH8Zidw62pg0QHg8YvAA4eAezYD87fKAv77VrV8XLVJrnTvTplbHp7y5O/UNnk78y05ZTJ5HDD7HcCYAMx4iVPRu6Oksa1PUa+vl3XPIvu3/dh+N8lF8jqqS2ou0/6kkfTHN0gGwzqaptkRZtoqJ2qgXNyrtUzN+nrg6HvAzr8DlkpZOkVlhYEDYDizUwYj1AwoDJwpf/a/Wb3n7KyIvvKLb3vvy5kbgLirgUGzVGsWkWICwuRCeN/+27qtPB8IdLNM25Cesl5t9uet359/HIhu5eJazFXyscc/bP1xFUVyYTcGbV1D6iQgu43MaXOFdouQNegRITOC20oQAeR3b4BBW3IqBm2J9CogTGZzhaXIwGSDoGiZYbL9GaDsku1jqopdI5tGab1+Ik/86utk0Hb4HLk9sh+Qvsn1a6JR61InypO95tmypvMygzGinSwsbz9g8K0dl0jQw0kj6VPfG+QU7a4wl/PvSykeHjIY0tpr8tXzwGd/BLI/A657Qi5oqbKiwL7yverof4CeY9R74vBesp6mKwRtDQYgeXz7tYmP/AcY+gv12kSktKt/Dnz3jryYBADlbphpCwD9pwM/fNJye50FKMhqfUaEwQAM+4W1xER9PbDnZeD9+4DiH2X2bnhvBtBcRb+bZHmE0tyW99Xo5PwoaZycxdOW6hJZfkiD8wpyHwzaErmilGuB3pOBbX+23W66ABjjtWmTlgbMAPKOyFq2gFwZmrq/XtcBZbkyI6Op/O/lSXtHJ1BXz5bZd5bqtvfRy0kj6c+gW+W0vuYXzxxRXQr4BSvXJnc3YKYM2jYEQwBZA37famDGK8CvtsmFCDVQ7+GDuukvAqk/kQuOqilprO3FXz1LmWCdOdNcRSFw6SjQe4q6bSJSUu8pMuP/7FcyQFlZBARGa90q9fWfDmRvlRfHmyrIAjy9gdA2ao8P+TmQ+508f/vwt8DX/5QX6jfMkhfFksY5vemkkMAoOWupteC9HmraAlcuJLazOHhVCeAXolZryE0xaEvkqqY8CRx5F7jUJGBluiDLAbibgDBgzCJg90rguj8Bnl5at4jU4BMgA/TNp8nlH5fT7jqSeA0QEAGc+G/b+5grWB6BWmeMBxJHA8fe7/wxakpZM1lJKRPkhZacJtPrL2YCdWY5I0Njotd1wJwP+J7Snr43yvIIZXkt7zu3V5a96aFiTWAipXl6A4NvB77bKOuvevdwv4XIALnIU1hKy8/Qc3vlAooebYQpeoQD058HNv1GlsL65Rbg9jeA+DT5vWjInc5vOyln4Ez5ujWnl/PvpHFA3ndA1eXW768uAfxD1GwRuSEGbYlcVVgKMOKXwNZl1m2mC4AxUbs2aWnyUuDR03LaGbmPQbPkyV7TzLqOFiFrYDBYFyRri7lMH1f6SZ+uvlNO0+xoQbu21JQBvpzGqRgvH+CqO4BD663bfvxSBnNdJdPU3QVFywtqrWVend0js4aJXN3VdwHHPgB+3CnrtLrj+5PBAAyfCxxcb7v9zG6Z3dieIT+V6338ahsQHCcDvDNXAb/YJNe0INcx5GdytuTFw7bbK4v0UfIvOBaIGQL8sLn1+5lpSypg0JbIlU14VC66kn1lMRx3zbQF5Mkfs2/cT7+bZWbd6e3Wbfnf25dpC8ig26ltciGQ5oTQz5V+0qfBd8gayu0tUtGeambaKm7EPcCR96yrkp/eIetfk+sYMEMGtJo7s5sBGeoe4ocDsUOBLb8H4oZq3RrtDPmZLHmSc1DetlTJtQr63tDxY718bBcZ9vbjGhauyD9UJtzsX227vfQiEKyTkn+DbgWObWr9PmbakgoYtCVyZQFhskzChwtlAf5ze+VJIJG78PIB0uYC+9fI27U1QGEbC1i0JqSnrKd1+P9a3ldbA9TXAj4MqlEbfALkokjNv2zYq8bEmrZKi7kKiL0aOLgOMFcC578GUiZp3SpyxODb5QXpolPWbdUmGdxhvUrqLmb9Q07lH79Y65Zoxz8EGDkf+PwJOWPqyLuy9FDMVVq3jNQ0ZpG8UJf7nXVb6UWZRa0Hg2YBp7+UddWbY6YtqYBBWyJXlzYPGHAL8PJwWSdL7QVOiLQ2cr5c0OPMbvkzIAIIS7X/8WPvB/a80nIxjIbbzLSl9oxeAGRtAfJ/cPyxNWWAL4O2ipv4KPDVS8C3/wZCk4HwXlq3iBwRFC3Pa755w7rt3H65MJE71v6k7ik0GbjtNfn37s4mPgaUXwLeuhX4/E/ATx63zaCl7i+8FzD6PuDTxXJxPgAo01HQNjQZSL7WmiDS1OUzQIibliYk1TBoS+TqDAbgxr8DP10PzP3YPetikXsLipEn/Z8sBnatBPrd4NgJf59pMuN236u2283lgMED8PZXtr3UvYQkAkPvAnb81fHHsjyCc/S6TpZI+XQxMHYRAwCuaNR9stZl6UV5+9QXQMq12raJiJTnGwTcsxmIGw7c9D9yKjq5nwmPytkxn/9JlifTU3kEALj2YeDrNXLWR1NF2UB4H23aRG6DQVui7sDDAxg4A4jsp3VLiLQxagEQN0xmx078g2OPNRiA658Gdj3XcjqubxADPtSxCY8B2Z8DZ75y7HE1pSyP4AwGA5D+PvDAYWD4HK1bQ52ReA3Q/ybg00dkqZpjH8hVxomo+wmMAqYskwuMkXvy6QH8/C05Q2bj3YB3ABCSpHWrrJLHy+8Znz1u3SYEUJgNRDBoS87FoC0REbk+Lx/gtjXAr7d3bqph0hgZ3HlnLlB1WW4rOgmEcVo12cEYL7O9P33YOrXPHpXFrIXmLF6+QFiK1q2grrj+aeDSEeDFoUBgJJA8QesWERGRs4SlAndtlGtTTPy9PLfXC4MBmPkP4PuPgQOvy2353wO11QzaktMxaEtERAQA0/4ip7q/dYfMsi08wex1st+oBQAEsPN/7NvfUgVUFQPGBKc2i8hl9YgA5m8DJjwC3P0fwNNL6xYREZEzJY0B7j8oa9zqjTEBmP0O8MUK4P37gC2/lzNAuPYFORmDtkRERIBcyO+OdUBAOLB2mryaHtFX61aRq/DyAW5fC+x5GTi5teP9Sy8CHt5y4Twial1gJDDyXi5ARkRE2us5Gvj1DhmoDUsFrn9G6xaRG2DQloiIqIG3H/DzfwH9b5ZZXkPu1LpF5EpiBgM3Pwe8Nx+4dKz9fUtz5MrIHjwVIyIiInIJYSnyXO+WF4Ee4Vq3htwA5xkRERE15ekFXPeE1q0gVzX0LsB0AVh/CzD3YyB6UOv7mXL0tTIyERERERHpCtM7iIiIiJQ08VFg9EJg7fXAsfdb3+fiISBqgLrtIiIiIiIil8GgLREREZHSJjwC3LYG+OhBWSP50AagplzeZ6kGsrYAfaZp20YiIiIiItItBm2bWbVqFVJSUuDn54e0tDTs2rVL6yYRERGRK+p/M/DgYWDw7cD+NcCzicDfUoGVA+TCSr1+onULiYiIiIhIp1jTtom3334bDz30EFatWoVx48ZhzZo1uPHGG3H8+HH07NlT6+YRERGRqwkIA0b9Rv4z5QAV+UCtGYgfDnh6a906IiIiIiLSKWbaNrFy5Urce++9mD9/PgYMGIAXXngBiYmJePXVV7VuGhEREbk6YzwQNwzoOYoBWyIiIiIiaheDtleYzWYcPHgQ06bZ1pebNm0a9uzZo1GriIiIiIiIiIiIyN2wPMIVhYWFqKurQ3R0tM326Oho5OXltfqYmpoa1NTUNN4uLS0FAFgsFlgsFuc1Vgca+tfd+0lkD44HIiuOByJbHBNEtjgmiKw4HohsucuYsLd/DNo2YzAYbG4LIVpsa/DMM8/gySefbLH9888/R0BAgFPapzcZGRlaN4FINzgeiKw4HohscUwQ2eKYILLieCCy1d3HRGVlpV37MWh7RUREBDw9PVtk1ebn57fIvm2wZMkSLF68uPF2aWkpEhMTMW3aNAQHBzu1vVqzWCzIyMjA1KlT4e3Nunzk3jgeiKw4HohscUwQ2eKYILLieCCy5S5jomGmfkcYtL3Cx8cHaWlpyMjIwK233tq4PSMjAzNnzmz1Mb6+vvD19W2x3dvbu1v/cTXlTn0l6gjHA5EVxwORLY4JIlscE0RWHA9Etrr7mLC3bwzaNrF48WKkp6djxIgRGDNmDF577TWcO3cO9913n9ZNIyIiIiIiIiIiIjfBoG0Td955J4qKirBixQrk5uZi8ODB2Lx5M5KSkrRuGhEREREREREREbkJBm2bWbhwIRYuXKh1M4iIiIiIiIiIiMhNeWjdACIiIiIiIiIiIiKyYtCWiIiIiIiIiIiISEcYtCUiIiIiIiIiIiLSEQZtiYiIiIiIiIiIiHSEQVsiIiIiIiIiIiIiHWHQloiIiIiIiIiIiEhHGLQlIiIiIiIiIiIi0hEGbYmIiIiIiIiIiIh0hEFbIiIiIiIiIiIiIh1h0JaIiIiIiIiIiIhIRxi0JSIiIiIiIiIiItIRBm2JiIiIiIiIiIiIdMRL6wZ0J0IIAEBpaanGLXE+i8WCyspKlJaWwtvbW+vmEGmK44HIiuOByBbHBJEtjgkiK44HIlvuMiYa4oYNccS2MGiroLKyMgBAYmKixi0hIiIiIiIiIiIivSorK4PRaGzzfoPoKKxLdquvr8fFixcRFBQEg8GgdXOcqrS0FImJiTh//jyCg4O1bg6RpjgeiKw4HohscUwQ2eKYILLieCCy5S5jQgiBsrIyxMXFwcOj7cq1zLRVkIeHBxISErRuhqqCg4O79UAicgTHA5EVxwORLY4JIlscE0RWHA9EttxhTLSXYduAC5ERERERERERERER6QiDtkREREREREREREQ6wqAtdYqvry+WLVsGX19frZtCpDmOByIrjgciWxwTRLY4JoisOB6IbHFM2OJCZEREREREREREREQ6wkxbIiIiIiIiIiIiIh1h0JaIiIiIiIiIiIhIRxi0JSIiIiIiIiIiItIRBm3d1DPPPIORI0ciKCgIUVFRmDVrFrKysmz2EUJg+fLliIuLg7+/PyZNmoRjx47Z7FNTU4P7778fERER6NGjB2bMmIELFy7Y7JOcnAyDwWDz7w9/+IPT+0hkLzXHAwB8+umnGDVqFPz9/REREYHbbrvNqf0jcpRaY+LLL79s8fnQ8O/AgQOq9JWoI2p+Rpw4cQIzZ85EREQEgoODMW7cOGzfvt3pfSRyhJpj4tChQ5g6dSpCQkIQHh6OX//61ygvL3d6H4nspdR4eO211zBp0iQEBwfDYDCgpKSkxXNdvnwZ6enpMBqNMBqNSE9Pb3U/Ii2pOSaeeuopjB07FgEBAQgJCXFir7TDoK2b2rFjB377299i3759yMjIQG1tLaZNm4aKiorGff72t79h5cqVeOWVV3DgwAHExMRg6tSpKCsra9znoYcewvvvv4+NGzdi9+7dKC8vx/Tp01FXV2fzfCtWrEBubm7jv6VLl6rWV6KOqDke3nvvPaSnp+Oee+7Bt99+i6+++gqzZ89Wtb9EHVFrTIwdO9bmsyE3Nxfz589HcnIyRowYoXq/iVqj5mfEzTffjNraWmzbtg0HDx7E0KFDMX36dOTl5anaZ6L2qDUmLl68iClTpqB3797Yv38/tmzZgmPHjmHevHlqd5moTUqNh8rKStxwww14/PHH23yu2bNn4/Dhw9iyZQu2bNmCw4cPIz093an9I3KUmmPCbDbjpz/9KRYsWODUPmlKEAkh8vPzBQCxY8cOIYQQ9fX1IiYmRjz77LON+1RXVwuj0ShWr14thBCipKREeHt7i40bNzbuk5OTIzw8PMSWLVsatyUlJYnnn39enY4QKcBZ48FisYj4+Hjx+uuvq9gboq5z5mdEU2azWURFRYkVK1Y4sTdEXeOs8VBQUCAAiJ07dzbuU1paKgCIrVu3qtE1ok5x1phYs2aNiIqKEnV1dY37ZGZmCgAiOztbja4ROawz46Gp7du3CwDi8uXLNtuPHz8uAIh9+/Y1btu7d68AIH744QfndIZIAc4aE02tW7dOGI1GpZuuC8y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" + ], + "text/plain": [ + " date hh:mm Q_m3s\n", + "0 1901-01-01 --:-- 2035.0\n", + "1 1901-01-02 --:-- 2270.0\n", + "2 1901-01-03 --:-- 2445.0\n", + "3 1901-01-04 --:-- 2325.0\n", + "4 1901-01-05 --:-- 2175.0" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from pathlib import Path\n", + "\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "import shutil\n", + "import numpy as np\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources\n", + "\n", + "bestand = Path(\"/home/niels/BEP-Niels/Data Lobith/data grdc/6435060_Q_Day.Cmd.txt\")\n", + "\n", + "df = pd.read_csv(\n", + " bestand,\n", + " sep=\";\",\n", + " comment=\"#\",\n", + " skipinitialspace=True,\n", + " na_values=-999.000,\n", + " encoding=\"latin1\"\n", + ")\n", + "\n", + "df.columns = df.columns.str.strip()\n", + "\n", + "df = df.rename(columns={\n", + " \"YYYY-MM-DD\": \"date\",\n", + " \"Value\": \"Q_m3s\"\n", + "})\n", + "\n", + "df[\"date\"] = pd.to_datetime(df[\"date\"])\n", + "df[\"Q_m3s\"] = pd.to_numeric(df[\"Q_m3s\"])\n", + "\n", + "df = df.dropna(subset=[\"Q_m3s\"])\n", + "\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3ea5ea05-a36b-4673-b7d3-b145cd6c8c1f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(12, 5))\n", + "\n", + "plt.plot(\n", + " grdc_1920_1935[\"date\"],\n", + " grdc_1920_1935[\"Q_m3s\"],\n", + " linewidth=0.7,\n", + " label=\"Geobserveerde data\"\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\", color='r')\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\", color='orange')\n", + "\n", + "plt.xlabel(\"Year\")\n", + "plt.ylabel(\"Discharge Q (m³/s)\")\n", + "plt.title(\"Observed daily discharge at Lobith, GRDC, 1920-1935\")\n", + "plt.grid()\n", + "plt.legend()\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "99647fd2-b89c-46e2-94d2-9340a435a27e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Q_mean_m3sQ_min_m3sQ_max_m3sdays_below_1600days_below_1020
year
19202306.051913835.011365.010351
19211095.684932670.02800.0336209
19222788.712329975.06090.0111
19232435.4246581060.06210.0640
19242695.9562841145.09300.0640
19251943.9726031170.07185.01140
19262719.7671231060.013000.0510
19272664.3424661320.05200.0220
19281991.4480871020.06490.01350
19291489.438356575.04345.024746
19302564.369863945.09075.05614
19312741.5479451320.06055.0460
19322069.0437161020.05820.01320
19331603.082192825.04070.022231
19341345.219178850.02905.031148
19352351.5616441145.05820.0870
\n", + "
" + ], + "text/plain": [ + " Q_mean_m3s Q_min_m3s Q_max_m3s days_below_1600 days_below_1020\n", + "year \n", + "1920 2306.051913 835.0 11365.0 103 51\n", + "1921 1095.684932 670.0 2800.0 336 209\n", + "1922 2788.712329 975.0 6090.0 11 1\n", + "1923 2435.424658 1060.0 6210.0 64 0\n", + "1924 2695.956284 1145.0 9300.0 64 0\n", + "1925 1943.972603 1170.0 7185.0 114 0\n", + "1926 2719.767123 1060.0 13000.0 51 0\n", + "1927 2664.342466 1320.0 5200.0 22 0\n", + "1928 1991.448087 1020.0 6490.0 135 0\n", + "1929 1489.438356 575.0 4345.0 247 46\n", + "1930 2564.369863 945.0 9075.0 56 14\n", + "1931 2741.547945 1320.0 6055.0 46 0\n", + "1932 2069.043716 1020.0 5820.0 132 0\n", + "1933 1603.082192 825.0 4070.0 222 31\n", + "1934 1345.219178 850.0 2905.0 311 48\n", + "1935 2351.561644 1145.0 5820.0 87 0" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grdc_1920_1935[\"year\"] = grdc_1920_1935[\"date\"].dt.year\n", + "\n", + "annual_stats = grdc_1920_1935.groupby(\"year\").agg(\n", + " Q_mean_m3s=(\"Q_m3s\", \"mean\"),\n", + " Q_min_m3s=(\"Q_m3s\", \"min\"),\n", + " Q_max_m3s=(\"Q_m3s\", \"max\"),\n", + " days_below_1600=(\"Q_m3s\", lambda x: (x < 1600).sum()),\n", + " days_below_1020=(\"Q_m3s\", lambda x: (x < 1020).sum())\n", + ")\n", + "\n", + "annual_stats" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "5f5d4f7a-7968-4cd2-8858-0a88cc43d481", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(10, 5))\n", + "\n", + "plt.bar(\n", + " annual_stats.index,\n", + " annual_stats[\"days_below_1600\"]\n", + ")\n", + "\n", + "plt.xlabel(\"Year\")\n", + "plt.ylabel(\"Number of days below 1600 m³/s\")\n", + "plt.title(\"Low-flow days per year at Lobith\")\n", + "plt.grid(axis=\"y\")\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "4eb6d081-ab19-4584-af4e-e79ad6234a2c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Temp runs: /home/niels/BEP-Niels/temp_runs\n", + "Results: /home/niels/BEP-Niels/results\n", + "Figures: /home/niels/BEP-Niels/Results-figures\n" + ] + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"Results-figures\"\n", + "\n", + "temp_dir.mkdir(exist_ok=True)\n", + "results_dir.mkdir(exist_ok=True)\n", + "figures_dir.mkdir(exist_ok=True)\n", + "\n", + "print(\"Temp runs:\", temp_dir)\n", + "print(\"Results:\", results_dir)\n", + "print(\"Figures:\", figures_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "104a056e-051f-46b3-8929-0d9e0b095b4e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Mislukte oude forcingmap verwijderd\n" + ] + } + ], + "source": [ + "mislukte_map = temp_dir / \"forcing_wflow_lobith_1990_1991\"\n", + "\n", + "if mislukte_map.exists():\n", + " shutil.rmtree(mislukte_map)\n", + " print(\"Mislukte oude forcingmap verwijderd\")\n", + "else:\n", + " print(\"Geen oude mislukte forcingmap gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "d8015031-45ea-4620-9dd4-e1814709791f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/niels/BEP-Niels/temp_runs/forcing_wflow_lobith_1991_pointcheck\n" + ] + } + ], + "source": [ + "start_time = \"1991-01-01T00:00:00Z\"\n", + "end_time = \"1992-01-01T00:00:00Z\"\n", + "\n", + "run_name = \"wflow_lobith_1991_pointcheck\"\n", + "forcing_directory = temp_dir / f\"forcing_{run_name}\"\n", + "\n", + "print(forcing_directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "9f75c90c-494e-4bd6-a4e0-d86c334fc839", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "DEM bestaat: True\n" + ] + } + ], + "source": [ + "shape_file = project_dir / \"Rhine\" / \"Rhine.shp\"\n", + "dem_file = Path(\"/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem.map\")\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"DEM bestaat:\", dem_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "327a6096-4c80-4797-88fa-284e4498ff87", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bestaande forcingmap wordt verwijderd:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_wflow_lobith_1991_pointcheck\n", + "Forcing aangemaakt\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_wflow_lobith_1991_pointcheck/work/diagnostic/script\n" + ] + } + ], + "source": [ + "if forcing_directory.exists():\n", + " print(\"Bestaande forcingmap wordt verwijderd:\")\n", + " print(forcing_directory)\n", + " shutil.rmtree(forcing_directory)\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing.generate(\n", + " dataset=\"ERA5\",\n", + " start_time=start_time,\n", + " end_time=end_time,\n", + " shape=str(shape_file),\n", + " dem_file=str(dem_file),\n", + " directory=str(forcing_directory),\n", + ")\n", + "\n", + "print(\"Forcing aangemaakt\")\n", + "print(\"Forcing directory:\", forcing.directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "1cdbaba2-0685-4748-910a-6b9f56df8ac7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing grootte MB: 315.477674\n" + ] + } + ], + "source": [ + "def map_grootte_mb(map_pad):\n", + " totaal = 0\n", + " for bestand in Path(map_pad).rglob(\"*\"):\n", + " if bestand.is_file():\n", + " totaal += bestand.stat().st_size\n", + " return totaal / 1_000_000\n", + "\n", + "print(\"Forcing grootte MB:\", map_grootte_mb(forcing_directory))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "60b3275c-bfb7-4fb0-9537-229e60636ac4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set: /data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config bestaat: True\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(\"Parameter set:\", parameter_set.directory)\n", + "print(\"Config bestaat:\", parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "b5604716-c7d3-4249-9f6d-38a41f661d63", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The history saving thread hit an unexpected error (OperationalError('unable to open database file')).History will not be written to the database.\n" + ] + }, + { + "data": { + "text/html": [ + "
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mapgrootte_MB
0wflow_forcing_calibrated_2004_20056959.018746
2wflow_base_with_calibrated_infiltration_full1214.243875
1wflow_base_with_calibrated_infiltration1132.479054
4wflow_20260519_100624463.995404
5forcing_wflow_lobith_1991_pointcheck315.477674
6wflow_20260519_115429211.394228
3.ipynb_checkpoints0.000000
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" + ], + "text/plain": [ + " map grootte_MB\n", + "0 wflow_forcing_calibrated_2004_2005 6959.018746\n", + "2 wflow_base_with_calibrated_infiltration_full 1214.243875\n", + "1 wflow_base_with_calibrated_infiltration 1132.479054\n", + "4 wflow_20260519_100624 463.995404\n", + "5 forcing_wflow_lobith_1991_pointcheck 315.477674\n", + "6 wflow_20260519_115429 211.394228\n", + "3 .ipynb_checkpoints 0.000000" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from pathlib import Path\n", + "import shutil\n", + "import pandas as pd\n", + "\n", + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "\n", + "def map_grootte_mb(map_pad):\n", + " totaal = 0\n", + " for bestand in Path(map_pad).rglob(\"*\"):\n", + " if bestand.is_file():\n", + " totaal += bestand.stat().st_size\n", + " return totaal / 1_000_000\n", + "\n", + "mappen = []\n", + "\n", + "for item in temp_dir.iterdir():\n", + " if item.is_dir():\n", + " mappen.append({\n", + " \"map\": item.name,\n", + " \"grootte_MB\": map_grootte_mb(item)\n", + " })\n", + "\n", + "ruimte_df = pd.DataFrame(mappen).sort_values(\"grootte_MB\", ascending=False)\n", + "ruimte_df" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "a07fd80e-77b5-4328-96d5-564765b19c51", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Verwijderen: /home/niels/BEP-Niels/temp_runs/wflow_forcing_calibrated_2004_2005\n", + "Verwijderen: /home/niels/BEP-Niels/temp_runs/wflow_base_with_calibrated_infiltration\n", + "Verwijderen: /home/niels/BEP-Niels/temp_runs/wflow_base_with_calibrated_infiltration_full\n", + "Verwijderen: /home/niels/BEP-Niels/temp_runs/wflow_20260519_100624\n", + "Verwijderen: /home/niels/BEP-Niels/temp_runs/forcing_wflow_lobith_1991_pointcheck\n", + "Verwijderen: /home/niels/BEP-Niels/temp_runs/wflow_20260519_115429\n", + "Tijdelijke wflow- en forcingmappen verwijderd.\n" + ] + } + ], + "source": [ + "for item in temp_dir.iterdir():\n", + " if item.is_dir():\n", + " if item.name.startswith(\"wflow_\") or item.name.startswith(\"forcing_wflow\"):\n", + " print(\"Verwijderen:\", item)\n", + " shutil.rmtree(item)\n", + "\n", + "print(\"Tijdelijke wflow- en forcingmappen verwijderd.\")" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "a81a5b58-26e2-4980-bf09-bc451c32230b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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mapgrootte_MB
0.ipynb_checkpoints0.0
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" + ], + "text/plain": [ + " map grootte_MB\n", + "0 .ipynb_checkpoints 0.0" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "mappen = []\n", + "\n", + "for item in temp_dir.iterdir():\n", + " if item.is_dir():\n", + " mappen.append({\n", + " \"map\": item.name,\n", + " \"grootte_MB\": map_grootte_mb(item)\n", + " })\n", + "\n", + "ruimte_df = pd.DataFrame(mappen).sort_values(\"grootte_MB\", ascending=False)\n", + "ruimte_df" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "0f227b59-8ade-4021-944c-02ecfb6da5d3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Totale ruimte GB: 268.3\n", + "Gebruikt GB: 258.01\n", + "Vrij GB: 10.3\n" + ] + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "\n", + "# totale schijfruimte checken\n", + "total, used, free = shutil.disk_usage(project_dir)\n", + "\n", + "print(\"Totale ruimte GB:\", round(total / 1e9, 2))\n", + "print(\"Gebruikt GB:\", round(used / 1e9, 2))\n", + "print(\"Vrij GB:\", round(free / 1e9, 2))" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "e8104d14-08a7-4529-9107-53b385684c32", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "DEM bestaat: True\n" + ] + } + ], + "source": [ + "shape_file = project_dir / \"Rhine\" / \"Rhine.shp\"\n", + "dem_file = Path(\"/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem.map\")\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"DEM bestaat:\", dem_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "25602d6f-476c-4b42-8519-ff2efa24a36b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing aangemaakt\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_wflow_lobith_1991_pointcheck/work/diagnostic/script\n" + ] + } + ], + "source": [ + "if forcing_directory.exists():\n", + " print(\"Bestaande korte forcingmap wordt verwijderd:\")\n", + " shutil.rmtree(forcing_directory)\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing.generate(\n", + " dataset=\"ERA5\",\n", + " start_time=start_time,\n", + " end_time=end_time,\n", + " shape=str(shape_file),\n", + " dem_file=str(dem_file),\n", + " directory=str(forcing_directory),\n", + ")\n", + "\n", + "print(\"Forcing aangemaakt\")\n", + "print(\"Forcing directory:\", forcing.directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "f2102e47-d544-4a43-b8c3-0bfbd4405d5d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start time: 662688000.0\n", + "End time: 694224000.0\n", + "Output variables: ('RiverRunoff',)\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "cfg_dir_pointcheck = temp_dir / \"wflow_pointcheck_run\"\n", + "\n", + "if cfg_dir_pointcheck.exists():\n", + " shutil.rmtree(cfg_dir_pointcheck)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(cfg_dir_pointcheck))\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Output variables:\", model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "6506e930-6a64-4a3e-8a62-0eb83c932c2e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Modeltijd: 1991-01-20 00:00:00\n" + ] + } + ], + "source": [ + "for i in range(20):\n", + " model.update()\n", + "\n", + "print(\"Modeltijd:\", model.time_as_datetime)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "536ff397-bcfc-465c-8cc5-da3344ac6fb2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " lat lon Q_model_m3s afstand\n", + "99 51.65 6.50 188.137604 0.433820\n", + "137 51.75 6.40 180.731949 0.303645\n", + "136 51.75 6.35 178.777664 0.256320\n", + "155 51.80 6.30 171.988373 0.194165\n", + "154 51.80 6.25 166.569260 0.145602\n", + "173 51.85 6.20 164.453125 0.090554\n", + "172 51.85 6.15 159.742355 0.041231\n", + "171 51.85 6.10 155.959702 0.014142\n", + "183 51.90 5.70 79.080322 0.414367\n", + "182 51.90 5.65 67.935280 0.463897\n", + "138 51.75 6.45 0.001363 0.351710\n", + "174 51.85 6.25 0.000905 0.140357\n", + "118 51.70 6.45 0.000900 0.367696\n", + "168 51.85 5.95 0.000636 0.160312\n", + "166 51.85 5.85 0.000348 0.260192\n", + "191 51.90 6.10 0.000000 0.060828\n", + "186 51.90 5.85 0.000000 0.266833\n", + "185 51.90 5.80 0.000000 0.315753\n", + "184 51.90 5.75 0.000000 0.364966\n", + "187 51.90 5.90 0.000000 0.218403" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lat_lobith_station = 51.84\n", + "lon_lobith_station = 6.11\n", + "\n", + "test_lats = np.arange(51.45, 52.15, 0.05)\n", + "test_lons = np.arange(5.55, 6.55, 0.05)\n", + "\n", + "punten = []\n", + "\n", + "for lat in test_lats:\n", + " for lon in test_lons:\n", + " try:\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[float(lat)],\n", + " lon=[float(lon)]\n", + " )[0]\n", + "\n", + " afstand = ((lat - lat_lobith_station)**2 + (lon - lon_lobith_station)**2)**0.5\n", + "\n", + " punten.append({\n", + " \"lat\": float(lat),\n", + " \"lon\": float(lon),\n", + " \"Q_model_m3s\": float(q),\n", + " \"afstand\": float(afstand)\n", + " })\n", + "\n", + " except:\n", + " pass\n", + "\n", + "punten_df = pd.DataFrame(punten)\n", + "\n", + "punten_df.sort_values(\"Q_model_m3s\", ascending=False).head(20)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "54013f22-7a2f-4b24-95f2-bd70b5a97107", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Maximale gevonden Q: 188.13760375976562\n", + "Gekozen Lobith-modelpunt:\n", + "Latitude: 51.84999999999998\n", + "Longitude: 6.099999999999998\n", + "Q op testmoment: 155.95970153808594\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/lobith_model_point_wflow.csv\n" + ] + } + ], + "source": [ + "max_q = punten_df[\"Q_model_m3s\"].max()\n", + "\n", + "print(\"Maximale gevonden Q:\", max_q)\n", + "\n", + "if max_q > 0:\n", + " kandidaten = punten_df[punten_df[\"Q_model_m3s\"] > 0.7 * max_q].copy()\n", + " beste_punt = kandidaten.sort_values(\"afstand\").iloc[0]\n", + "\n", + " lat_lobith_model = beste_punt[\"lat\"]\n", + " lon_lobith_model = beste_punt[\"lon\"]\n", + "\n", + " print(\"Gekozen Lobith-modelpunt:\")\n", + " print(\"Latitude:\", lat_lobith_model)\n", + " print(\"Longitude:\", lon_lobith_model)\n", + " print(\"Q op testmoment:\", beste_punt[\"Q_model_m3s\"])\n", + "\n", + " lobith_point = pd.DataFrame([{\n", + " \"station\": \"Lobith\",\n", + " \"lat_model\": lat_lobith_model,\n", + " \"lon_model\": lon_lobith_model,\n", + " \"lat_station\": lat_lobith_station,\n", + " \"lon_station\": lon_lobith_station,\n", + " \"Q_test_m3s\": beste_punt[\"Q_model_m3s\"]\n", + " }])\n", + "\n", + " lobith_point_file = results_dir / \"lobith_model_point_wflow.csv\"\n", + " lobith_point.to_csv(lobith_point_file, index=False)\n", + "\n", + " print(\"Opgeslagen als:\", lobith_point_file)\n", + "\n", + "else:\n", + " print(\"Alle punten zijn 0. Dan zit het probleem niet in het Lobith-punt, maar in model/forcing.\")" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "710f9d14-5c8f-4404-a49e-75743dd05a1f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model afgesloten\n", + "Korte forcing en tijdelijke modelmap verwijderd\n" + ] + } + ], + "source": [ + "model.finalize()\n", + "\n", + "shutil.rmtree(cfg_dir_pointcheck, ignore_errors=True)\n", + "shutil.rmtree(forcing_directory, ignore_errors=True)\n", + "\n", + "print(\"Model afgesloten\")\n", + "print(\"Korte forcing en tijdelijke modelmap verwijderd\")" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "25e164dc-de5d-4b6f-aa87-adb1a2c5bc5c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_wflow_lobith_1991_1992\n", + "Model run directory: /home/niels/BEP-Niels/temp_runs/run_wflow_lobith_1991_1992\n" + ] + } + ], + "source": [ + "start_time = \"1991-01-01T00:00:00Z\"\n", + "end_time = \"1993-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1992-01-01\"\n", + "calibration_end = \"1992-12-31\"\n", + "\n", + "run_name = \"wflow_lobith_1991_1992\"\n", + "\n", + "forcing_directory = temp_dir / f\"forcing_{run_name}\"\n", + "cfg_dir_run = temp_dir / f\"run_{run_name}\"\n", + "\n", + "print(\"Forcing directory:\", forcing_directory)\n", + "print(\"Model run directory:\", cfg_dir_run)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "6274fffc-dbed-4512-9e15-8474d178dfbc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing aangemaakt\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_wflow_lobith_1991_1992/work/diagnostic/script\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing.generate(\n", + " dataset=\"ERA5\",\n", + " start_time=start_time,\n", + " end_time=end_time,\n", + " shape=str(shape_file),\n", + " dem_file=str(dem_file),\n", + " directory=str(forcing_directory),\n", + ")\n", + "\n", + "print(\"Forcing aangemaakt\")\n", + "print(\"Forcing directory:\", forcing.directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "f5a82c25-5a19-42f3-94c7-20fc930862e9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Lobith modelpunt:\n", + "Latitude: 51.849999998\n", + "Longitude: 6.0999999998\n" + ] + } + ], + "source": [ + "lat_lobith_model = 51.849999998\n", + "lon_lobith_model = 6.0999999998\n", + "\n", + "print(\"Lobith modelpunt:\")\n", + "print(\"Latitude:\", lat_lobith_model)\n", + "print(\"Longitude:\", lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "35615908-2189-408a-84bf-93162dc1d2a7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Vrije ruimte GB: 9.82\n", + "Forcing grootte MB: 472.8\n" + ] + } + ], + "source": [ + "total, used, free = shutil.disk_usage(project_dir)\n", + "\n", + "print(\"Vrije ruimte GB:\", round(free / 1e9, 2))\n", + "print(\"Forcing grootte MB:\", round(map_grootte_mb(forcing_directory), 1))" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "89c29a67-1125-4940-8d5b-fe5d9ba16a2e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config bestaat: True\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(\"Config bestaat:\", parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "4d061a8b-2e6c-4ca3-b014-7123e522cd4e", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start time: 662688000.0\n", + "End time: 725846400.0\n", + "Output variables: ('RiverRunoff',)\n" + ] + } + ], + "source": [ + "if cfg_dir_run.exists():\n", + " print(\"Oude modelrunmap wordt verwijderd:\")\n", + " print(cfg_dir_run)\n", + " shutil.rmtree(cfg_dir_run)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(cfg_dir_run))\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Output variables:\", model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "94db5aa4-9c86-440e-8025-07ad2aeb57db", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Stap: 100 Tijd: 1991-04-10 00:00:00 Q: 950.380126953125\n", + "Stap: 200 Tijd: 1991-07-19 00:00:00 Q: 763.1840209960938\n", + "Stap: 300 Tijd: 1991-10-27 00:00:00 Q: 1803.3531494140625\n", + "Stap: 400 Tijd: 1992-02-04 00:00:00 Q: 607.1539306640625\n", + "Stap: 500 Tijd: 1992-05-14 00:00:00 Q: 1852.216796875\n", + "Stap: 600 Tijd: 1992-08-22 00:00:00 Q: 616.5467529296875\n", + "Stap: 700 Tijd: 1992-11-30 00:00:00 Q: 8264.458984375\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01991-01-010.000794
11991-01-020.203240
21991-01-030.261454
31991-01-040.295617
41991-01-050.367961
\n", + "
" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1991-01-01 0.000794\n", + "1 1991-01-02 0.203240\n", + "2 1991-01-03 0.261454\n", + "3 1991-01-04 0.295617\n", + "4 1991-01-05 0.367961" + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Q_model = []\n", + "time_model = []\n", + "\n", + "i = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[float(lat_lobith_model)],\n", + " lon=[float(lon_lobith_model)]\n", + " )[0]\n", + " \n", + " Q_model.append(float(q_lobith))\n", + " time_model.append(model.time_as_datetime)\n", + " \n", + " i += 1\n", + " \n", + " if i % 100 == 0:\n", + " print(\"Stap:\", i, \"Tijd:\", model.time_as_datetime, \"Q:\", float(q_lobith))\n", + "\n", + "model_output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model, utc=True),\n", + " \"Q_model_m3s\": Q_model\n", + "})\n", + "\n", + "model_output[\"date\"] = model_output[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_output.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "98df5b96-3775-48c8-ada3-313ce60ea7d3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model afgesloten\n" + ] + } + ], + "source": [ + "model.finalize()\n", + "\n", + "print(\"Model afgesloten\")" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "1488bf01-78c1-4d01-8b66-fd2641f5924c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Min Q: 0.0007941406220197678\n", + "Max Q: 12492.3798828125\n", + "Mean Q: 2115.7720392997367\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01991-01-010.000794
11991-01-020.203240
21991-01-030.261454
31991-01-040.295617
41991-01-050.367961
\n", + "
" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1991-01-01 0.000794\n", + "1 1991-01-02 0.203240\n", + "2 1991-01-03 0.261454\n", + "3 1991-01-04 0.295617\n", + "4 1991-01-05 0.367961" + ] + }, + "execution_count": 41, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "print(\"Min Q:\", model_output[\"Q_model_m3s\"].min())\n", + "print(\"Max Q:\", model_output[\"Q_model_m3s\"].max())\n", + "print(\"Mean Q:\", model_output[\"Q_model_m3s\"].mean())\n", + "\n", + "model_output.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "21c99958-76ca-4448-bf75-2faec8a2fdf8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start vergelijking: 1992-01-01 00:00:00\n", + "Einde vergelijking: 1992-12-31 00:00:00\n", + "Aantal dagen: 366\n", + "Modeloutput opgeslagen als:\n", + "/home/niels/BEP-Niels/results/wflow_lobith_1992_daily.csv\n" + ] + } + ], + "source": [ + "model_output_1992 = model_output[\n", + " (model_output[\"date\"] >= calibration_start) &\n", + " (model_output[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "print(\"Start vergelijking:\", model_output_1992[\"date\"].min())\n", + "print(\"Einde vergelijking:\", model_output_1992[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(model_output_1992))\n", + "\n", + "output_file = results_dir / \"wflow_lobith_1992_daily.csv\"\n", + "model_output_1992.to_csv(output_file, index=False)\n", + "\n", + "print(\"Modeloutput opgeslagen als:\")\n", + "print(output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "e62348a0-8db7-4f83-9138-b713470ea3cc", + "metadata": {}, + "outputs": [], + "source": [ + "figures_dir = project_dir / \"figures\"" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "d43d0d6f-4d90-4032-ace9-80ba505d1843", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01992-01-014977.022461
11992-01-024200.267578
21992-01-033560.075439
31992-01-043080.268311
41992-01-052791.143799
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" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1992-01-01 4977.022461\n", + "1 1992-01-02 4200.267578\n", + "2 1992-01-03 3560.075439\n", + "3 1992-01-04 3080.268311\n", + "4 1992-01-05 2791.143799" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "results_dir = project_dir / \"results\"\n", + "\n", + "calibration_start = \"1992-01-01\"\n", + "calibration_end = \"1992-12-31\"\n", + "\n", + "# Wflow-output opnieuw inlezen vanuit results\n", + "model_file = results_dir / \"wflow_lobith_1992_daily.csv\"\n", + "\n", + "model_output_1992 = pd.read_csv(model_file)\n", + "model_output_1992[\"date\"] = pd.to_datetime(model_output_1992[\"date\"])\n", + "\n", + "model_output_1992.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "c38cc5b7-b132-49f5-b513-6ed07d6bb4f8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal overlappende dagen: 366\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_model_m3s
01992-01-012830.04977.022461
11992-01-022592.04200.267578
21992-01-032385.03560.075439
31992-01-042182.03080.268311
41992-01-052051.02791.143799
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_model_m3s\n", + "0 1992-01-01 2830.0 4977.022461\n", + "1 1992-01-02 2592.0 4200.267578\n", + "2 1992-01-03 2385.0 3560.075439\n", + "3 1992-01-04 2182.0 3080.268311\n", + "4 1992-01-05 2051.0 2791.143799" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grdc_1992 = df[\n", + " (df[\"date\"] >= calibration_start) &\n", + " (df[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_1992 = grdc_1992[[\"date\", \"Q_m3s\"]]\n", + "grdc_1992 = grdc_1992.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "comparison = pd.merge(\n", + " grdc_1992,\n", + " model_output_1992,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal overlappende dagen:\", len(comparison))\n", + "comparison.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "b860f60c-63f0-4096-8c32-4ad2d743e2b3", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Figuur opgeslagen als:\n", + "/home/niels/BEP-Niels/figures/grdc_wflow_lobith_1992.png\n" + ] + } + ], + "source": [ + "plt.figure(figsize=(12, 5))\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_model_m3s\"],\n", + " label=\"Wflow model\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"GRDC and wflow discharge at Lobith, 1992\")\n", + "plt.grid()\n", + "plt.legend()\n", + "\n", + "plt.tight_layout()\n", + "\n", + "figure_file = figures_dir / \"grdc_wflow_lobith_1992.png\"\n", + "plt.savefig(figure_file, dpi=200)\n", + "\n", + "plt.show()\n", + "\n", + "print(\"Figuur opgeslagen als:\")\n", + "print(figure_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "6d556356-96ce-40d6-9dc1-c5716bddbfd8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model start: 1979-01-01T00:00:00Z\n", + "Model end: 1991-01-01T00:00:00Z\n", + "Vergelijking start: 1980-01-01\n", + "Vergelijking eind: 1990-12-31\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1980_1990\n", + "Model run directory: /home/niels/BEP-Niels/temp_runs/run_basisrun_1980_1990\n" + ] + } + ], + "source": [ + "# Basisrun voor kalibratie: 1980-1990\n", + "\n", + "start_time = \"1979-01-01T00:00:00Z\"\n", + "end_time = \"1991-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1980-01-01\"\n", + "calibration_end = \"1990-12-31\"\n", + "\n", + "run_name = \"basisrun_1980_1990\"\n", + "\n", + "forcing_directory = temp_dir / f\"forcing_{run_name}\"\n", + "cfg_dir_run = temp_dir / f\"run_{run_name}\"\n", + "\n", + "print(\"Model start:\", start_time)\n", + "print(\"Model end:\", end_time)\n", + "print(\"Vergelijking start:\", calibration_start)\n", + "print(\"Vergelijking eind:\", calibration_end)\n", + "\n", + "print(\"Forcing directory:\", forcing_directory)\n", + "print(\"Model run directory:\", cfg_dir_run)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "204e05cf-937d-409f-a659-6c2ce454a510", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start GRDC: 1980-01-01 00:00:00\n", + "Einde GRDC: 1990-12-31 00:00:00\n", + "Aantal dagen: 4018\n" + ] + }, + { + "data": { + "text/html": [ + "
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288581980-01-052573.0
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s\n", + "28854 1980-01-01 2888.0\n", + "28855 1980-01-02 2935.0\n", + "28856 1980-01-03 2878.0\n", + "28857 1980-01-04 2724.0\n", + "28858 1980-01-05 2573.0" + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# GRDC-data selecteren voor 1980-1990\n", + "\n", + "grdc_calibration = df[\n", + " (df[\"date\"] >= calibration_start) &\n", + " (df[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_calibration = grdc_calibration[[\"date\", \"Q_m3s\"]]\n", + "grdc_calibration = grdc_calibration.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "print(\"Start GRDC:\", grdc_calibration[\"date\"].min())\n", + "print(\"Einde GRDC:\", grdc_calibration[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(grdc_calibration))\n", + "\n", + "grdc_calibration.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "680534c2-7270-4d65-a03d-6155e6b1d418", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(12, 5))\n", + "\n", + "plt.plot(\n", + " grdc_calibration[\"date\"],\n", + " grdc_calibration[\"Q_grdc_m3s\"],\n", + " linewidth=0.8,\n", + " label=\"GRDC observed\"\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Observed GRDC discharge at Lobith, 1980-1990\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "f818b1c6-ca92-409e-a1e6-bff6d4e31da0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model start: 1986-01-01T00:00:00Z\n", + "Model end: 1991-01-01T00:00:00Z\n", + "Vergelijking start: 1987-01-01\n", + "Vergelijking eind: 1990-12-31\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1990\n", + "Model run directory: /home/niels/BEP-Niels/temp_runs/run_basisrun_1987_1990\n" + ] + } + ], + "source": [ + "# Basisrun met beschikbare ERA5-data\n", + "\n", + "start_time = \"1986-01-01T00:00:00Z\"\n", + "end_time = \"1991-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1987-01-01\"\n", + "calibration_end = \"1990-12-31\"\n", + "\n", + "run_name = \"basisrun_1987_1990\"\n", + "\n", + "forcing_directory = temp_dir / f\"forcing_{run_name}\"\n", + "cfg_dir_run = temp_dir / f\"run_{run_name}\"\n", + "\n", + "print(\"Model start:\", start_time)\n", + "print(\"Model end:\", end_time)\n", + "print(\"Vergelijking start:\", calibration_start)\n", + "print(\"Vergelijking eind:\", calibration_end)\n", + "\n", + "print(\"Forcing directory:\", forcing_directory)\n", + "print(\"Model run directory:\", cfg_dir_run)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "62f28621-517e-4e54-b4e4-09e6eb80fa9e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "DEM bestaat: True\n", + "Shape file: /home/niels/BEP-Niels/Rhine/Rhine.shp\n", + "DEM file: /data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem.map\n" + ] + } + ], + "source": [ + "shape_file = project_dir / \"Rhine\" / \"Rhine.shp\"\n", + "dem_file = Path(\"/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem.map\")\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"DEM bestaat:\", dem_file.exists())\n", + "\n", + "print(\"Shape file:\", shape_file)\n", + "print(\"DEM file:\", dem_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "5519f49a-d379-4491-998f-f220ed3d1344", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing aangemaakt\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1990/work/diagnostic/script\n" + ] + } + ], + "source": [ + "# Forcing maken voor de basisrun 1980-1990\n", + "# Let op: 1979 is het inspeeljaar\n", + "\n", + "if forcing_directory.exists():\n", + " print(\"Bestaande forcingmap wordt verwijderd:\")\n", + " print(forcing_directory)\n", + " shutil.rmtree(forcing_directory)\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing.generate(\n", + " dataset=\"ERA5\",\n", + " start_time=start_time,\n", + " end_time=end_time,\n", + " shape=str(shape_file),\n", + " dem_file=str(dem_file),\n", + " directory=str(forcing_directory),\n", + ")\n", + "\n", + "print(\"Forcing aangemaakt\")\n", + "print(\"Forcing directory:\", forcing.directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "28150d1b-9df3-4a70-b1ce-d1290ca531cc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing grootte MB: 944.9\n", + "Vrije ruimte GB: 20.83\n" + ] + } + ], + "source": [ + "print(\"Forcing grootte MB:\", round(map_grootte_mb(forcing_directory), 1))\n", + "\n", + "total, used, free = shutil.disk_usage(project_dir)\n", + "\n", + "print(\"Vrije ruimte GB:\", round(free / 1e9, 2))" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "692eb451-74a7-4518-840a-2eda2d13db36", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Lobith modelpunt:\n", + "Latitude: 51.849999998\n", + "Longitude: 6.0999999998\n" + ] + } + ], + "source": [ + "lat_lobith_model = 51.849999998\n", + "lon_lobith_model = 6.0999999998\n", + "\n", + "print(\"Lobith modelpunt:\")\n", + "print(\"Latitude:\", lat_lobith_model)\n", + "print(\"Longitude:\", lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "fbf5fee1-c253-43b1-9de9-0d8f41ba7a34", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe modelrunmap:\n", + "/home/niels/BEP-Niels/temp_runs/run_basisrun_1987_1990\n" + ] + } + ], + "source": [ + "if cfg_dir_run.exists():\n", + " print(\"Oude modelrunmap wordt verwijderd:\")\n", + " print(cfg_dir_run)\n", + " shutil.rmtree(cfg_dir_run)\n", + "\n", + "print(\"Nieuwe modelrunmap:\")\n", + "print(cfg_dir_run)" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "4cb2fad0-c7aa-40e4-8e77-87635fc8d3cc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set: /data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config bestaat: True\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(\"Parameter set:\", parameter_set.directory)\n", + "print(\"Config bestaat:\", parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "4788d8b5-1f99-4dc8-aed8-4224c347115a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Oude runmap verwijderen:\n", + "/home/niels/BEP-Niels/temp_runs/run_basisrun_1987_1990\n", + "Bestaat runmap nog? False\n" + ] + } + ], + "source": [ + "# Oude modelrun netjes opruimen\n", + "\n", + "try:\n", + " model.finalize()\n", + "except:\n", + " pass\n", + "\n", + "cfg_dir_run = temp_dir / \"run_basisrun_1987_1990\"\n", + "\n", + "if cfg_dir_run.exists():\n", + " print(\"Oude runmap verwijderen:\")\n", + " print(cfg_dir_run)\n", + " shutil.rmtree(cfg_dir_run)\n", + "\n", + "print(\"Bestaat runmap nog?\", cfg_dir_run.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "2b6a1444-2e92-478c-818d-6050940fa11f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start time: 504921600.0\n", + "End time: 662688000.0\n", + "Output variables: ('RiverRunoff',)\n" + ] + } + ], + "source": [ + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(cfg_dir_run))\n", + "model.initialize(cfg_file)\n", + "\n", + "print(\"Start time:\", model.start_time)\n", + "print(\"End time:\", model.end_time)\n", + "print(\"Output variables:\", model.output_var_names)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "eedafa2a-6f0d-43b8-841b-01bcb6e66eb6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11876.8\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2224.0\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3958.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4676.8\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6410.8\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01986-01-010.000008
11986-01-020.080924
21986-01-030.216883
31986-01-040.213483
41986-01-050.387448
\n", + "
" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1986-01-01 0.000008\n", + "1 1986-01-02 0.080924\n", + "2 1986-01-03 0.216883\n", + "3 1986-01-04 0.213483\n", + "4 1986-01-05 0.387448" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Q_model = []\n", + "time_model = []\n", + "\n", + "i = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + " \n", + " q_lobith = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[float(lat_lobith_model)],\n", + " lon=[float(lon_lobith_model)]\n", + " )[0]\n", + " \n", + " Q_model.append(float(q_lobith))\n", + " time_model.append(model.time_as_datetime)\n", + " \n", + " i += 1\n", + " \n", + " if i % 365 == 0:\n", + " print(\"Stap:\", i, \"Tijd:\", model.time_as_datetime, \"Q:\", round(float(q_lobith), 1))\n", + "\n", + "model_output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model, utc=True),\n", + " \"Q_model_m3s\": Q_model\n", + "})\n", + "\n", + "model_output[\"date\"] = model_output[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_output.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "ca5863a9-27cf-4067-b140-41a2aaa4815c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model afgesloten\n" + ] + } + ], + "source": [ + "model.finalize()\n", + "\n", + "print(\"Model afgesloten\")" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "5360e111-68c5-4d2a-8ff6-246f665f1ebb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen modeloutput: 1827\n", + "Start modeloutput: 1986-01-01 00:00:00\n", + "Einde modeloutput: 1991-01-01 00:00:00\n", + "Min Q: 8.140679710777476e-06\n", + "Max Q: 18166.568359375\n", + "Mean Q: 2999.607516387636\n" + ] + } + ], + "source": [ + "print(\"Aantal dagen modeloutput:\", len(model_output))\n", + "print(\"Start modeloutput:\", model_output[\"date\"].min())\n", + "print(\"Einde modeloutput:\", model_output[\"date\"].max())\n", + "\n", + "print(\"Min Q:\", model_output[\"Q_model_m3s\"].min())\n", + "print(\"Max Q:\", model_output[\"Q_model_m3s\"].max())\n", + "print(\"Mean Q:\", model_output[\"Q_model_m3s\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "81c4be6e-510c-4b64-9f26-8cef0a71931b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal vergelijkingsdagen: 1461\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1990-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_model_m3s
01987-01-014865.013869.678711
11987-01-025756.015741.568359
21987-01-036160.016061.675781
31987-01-046973.015124.300781
41987-01-057579.013978.630859
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_model_m3s\n", + "0 1987-01-01 4865.0 13869.678711\n", + "1 1987-01-02 5756.0 15741.568359\n", + "2 1987-01-03 6160.0 16061.675781\n", + "3 1987-01-04 6973.0 15124.300781\n", + "4 1987-01-05 7579.0 13978.630859" + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# GRDC en wflow modeloutput combineren voor vergelijking\n", + "\n", + "# Zorg dat dates netjes datetime zijn\n", + "df[\"date\"] = pd.to_datetime(df[\"date\"])\n", + "model_output[\"date\"] = pd.to_datetime(model_output[\"date\"]).dt.floor(\"D\")\n", + "\n", + "# Alleen vergelijkingsperiode selecteren\n", + "grdc_calibration = df[\n", + " (df[\"date\"] >= calibration_start) &\n", + " (df[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_calibration = grdc_calibration[[\"date\", \"Q_m3s\"]]\n", + "grdc_calibration = grdc_calibration.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "model_calibration = model_output[\n", + " (model_output[\"date\"] >= calibration_start) &\n", + " (model_output[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "model_calibration = model_calibration[[\"date\", \"Q_model_m3s\"]]\n", + "\n", + "# Samenvoegen op datum\n", + "comparison = pd.merge(\n", + " grdc_calibration,\n", + " model_calibration,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal vergelijkingsdagen:\", len(comparison))\n", + "print(\"Start:\", comparison[\"date\"].min())\n", + "print(\"Einde:\", comparison[\"date\"].max())\n", + "\n", + "comparison.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "f29a6fe6-cbbe-494b-9e3e-00d012a909d8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_model_m3s\"],\n", + " label=\"wflow basisrun\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"wflow basisrun versus GRDC discharge at Lobith, 1987-1990\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "65e7dc2d-d399-472e-98bb-9d8264ad6ce2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(6, 6))\n", + "\n", + "plt.scatter(\n", + " comparison[\"Q_grdc_m3s\"],\n", + " comparison[\"Q_model_m3s\"],\n", + " s=8,\n", + " alpha=0.5\n", + ")\n", + "\n", + "max_q = max(\n", + " comparison[\"Q_grdc_m3s\"].max(),\n", + " comparison[\"Q_model_m3s\"].max()\n", + ")\n", + "\n", + "plt.plot([0, max_q], [0, max_q], linestyle=\"--\", label=\"1:1 line\")\n", + "\n", + "plt.xlabel(\"GRDC observed [m³/s]\")\n", + "plt.ylabel(\"wflow basisrun [m³/s]\")\n", + "plt.title(\"Observed versus modelled discharge at Lobith\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "0e518b57-b650-489e-a8a5-b5ae44bf6d4e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Staticmaps map:\n", + "/home/niels/BEP-Niels/temp_runs/run_basisrun_1987_1990/staticmaps\n", + "Bestaat: True\n", + "Aantal map-bestanden: 31\n", + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n" + ] + } + ], + "source": [ + "# Check welke parameterkaarten beschikbaar zijn in de runmap\n", + "\n", + "staticmaps_dir = cfg_dir_run / \"staticmaps\"\n", + "\n", + "print(\"Staticmaps map:\")\n", + "print(staticmaps_dir)\n", + "print(\"Bestaat:\", staticmaps_dir.exists())\n", + "\n", + "map_files = sorted(staticmaps_dir.glob(\"*.map\"))\n", + "\n", + "print(\"Aantal map-bestanden:\", len(map_files))\n", + "\n", + "for file in map_files:\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "7d4e8eaa-82af-44f4-8ad7-2d381d1173a4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- N ---\n", + "ChannelDepth.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_demmin.map\n", + "wflow_landuse.map\n", + "wflow_riverburnin.map\n", + "wflow_riverlength_fact.map\n", + "\n", + "--- River ---\n", + "RiverWidth.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "\n", + "--- M ---\n", + "ChannelDepth.map\n", + "DCL.map\n", + "RiverWidth.map\n", + "cc.map\n", + "cutout.map\n", + "dem.map\n", + "gauges.map\n", + "tt.map\n", + "ttt.map\n", + "wflow_bankfulldepth.map\n", + "wflow_catchment.map\n", + "wflow_dem.map\n", + "wflow_dem10.map\n", + "wflow_dem25.map\n", + "wflow_dem33.map\n", + "wflow_dem66.map\n", + "wflow_dem75.map\n", + "wflow_dem90.map\n", + "wflow_demmax.map\n", + "wflow_demmin.map\n", + "wflow_gauges.map\n", + "wflow_landuse.map\n", + "wflow_ldd.map\n", + "wflow_outlet.map\n", + "wflow_river.map\n", + "wflow_riverburnin.map\n", + "wflow_riverdem.map\n", + "wflow_riverlength_fact.map\n", + "wflow_soil.map\n", + "wflow_streamorder.map\n", + "wflow_subcatch.map\n", + "\n", + "--- Soil ---\n", + "wflow_soil.map\n", + "\n", + "--- Thickness ---\n", + "Niets gevonden\n", + "\n", + "--- Ksat ---\n", + "Niets gevonden\n", + "\n", + "--- Root ---\n", + "Niets gevonden\n", + "\n", + "--- theta ---\n", + "Niets gevonden\n" + ] + } + ], + "source": [ + "zoekwoorden = [\n", + " \"N\",\n", + " \"River\",\n", + " \"M\",\n", + " \"Soil\",\n", + " \"Thickness\",\n", + " \"Ksat\",\n", + " \"Root\",\n", + " \"theta\"\n", + "]\n", + "\n", + "for woord in zoekwoorden:\n", + " print(\"\\n---\", woord, \"---\")\n", + " \n", + " gevonden = False\n", + " \n", + " for file in map_files:\n", + " if woord.lower() in file.name.lower():\n", + " print(file.name)\n", + " gevonden = True\n", + " \n", + " if not gevonden:\n", + " print(\"Niets gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "eedd7f1e-9209-47d9-89c5-ceb246789388", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Config file:\n", + "/home/niels/BEP-Niels/temp_runs/run_basisrun_1987_1990/wflow_ewatercycle.ini\n", + "\n", + "Run directory:\n", + "/home/niels/BEP-Niels/temp_runs/run_basisrun_1987_1990\n", + "\n", + "Bestanden in de run directory:\n", + "inmaps.nc\n", + "instates.nc\n", + "intbl/CanopyGapFraction.tbl\n", + "intbl/Cfmax.tbl\n", + "intbl/EoverR.tbl\n", + "intbl/FirstZoneCapacity.tbl\n", + "intbl/FirstZoneKsatVer.tbl\n", + "intbl/FirstZoneMinCapacity.tbl\n", + "intbl/InfiltCapPath.tbl\n", + "intbl/InfiltCapSoil.tbl\n", + "intbl/M.tbl\n", + "intbl/MaxCanopyStorage.tbl\n", + "intbl/MaxLeakage.tbl\n", + "intbl/N.tbl\n", + "intbl/N_Floodplain.tbl\n", + "intbl/N_Floodplain.txt\n", + "intbl/N_River.tbl\n", + "intbl/PathFrac.tbl\n", + "intbl/RootingDepth.tbl\n", + "intbl/TT.tbl\n", + "intbl/TTI.tbl\n", + "intbl/WHC.tbl\n", + "intbl/cf_soil.tbl\n", + "intbl/thetaR.tbl\n", + "intbl/thetaS.tbl\n", + "intss/Lobith.tss\n", + "intss/Lobith1200.tss\n", + "intss/Lobith3600.tss\n", + "intss/Lobith600.tss\n", + "intss/update.tss\n", + "run_default/configofrun.ini\n", + "run_default/intbl/CanopyGapFraction.tbl\n", + "run_default/intbl/Cfmax.tbl\n", + "run_default/intbl/EoverR.tbl\n", + "run_default/intbl/FirstZoneCapacity.tbl\n", + "run_default/intbl/FirstZoneKsatVer.tbl\n", + "run_default/intbl/FirstZoneMinCapacity.tbl\n", + "run_default/intbl/InfiltCapPath.tbl\n", + "run_default/intbl/InfiltCapSoil.tbl\n", + "run_default/intbl/M.tbl\n", + "run_default/intbl/MaxCanopyStorage.tbl\n", + "run_default/intbl/MaxLeakage.tbl\n", + "run_default/intbl/N.tbl\n", + "run_default/intbl/N_Floodplain.tbl\n", + "run_default/intbl/N_River.tbl\n", + "run_default/intbl/PathFrac.tbl\n", + "run_default/intbl/RootingDepth.tbl\n", + "run_default/intbl/TT.tbl\n", + "run_default/intbl/TTI.tbl\n", + "run_default/intbl/WHC.tbl\n", + "run_default/intbl/cf_soil.tbl\n", + "run_default/intbl/thetaR.tbl\n", + "run_default/intbl/thetaS.tbl\n", + "run_default/lek.tss\n", + "run_default/lev.tss\n", + "run_default/outmaps.nc\n", + "run_default/outstate/CanopyStorage.map\n", + "run_default/outstate/LandRunoff.map\n", + "run_default/outstate/LandRunoffsub.map\n", + "run_default/outstate/RiverRunoff.map\n", + "run_default/outstate/RiverRunoffsub.map\n", + "run_default/outstate/SatWaterDepth.map\n", + "run_default/outstate/Snow.map\n", + "run_default/outstate/SnowWater.map\n", + "run_default/outstate/SubsurfaceFlow.map\n", + "run_default/outstate/TSoil.map\n", + "run_default/outstate/UStoreLayerDepth_0.map\n", + "run_default/outstate/WaterLevelL.map\n", + "run_default/outstate/WaterLevelLsub.map\n", + "run_default/outstate/WaterLevelR.map\n", + "run_default/outstate/WaterLevelRsub.map\n", + "run_default/outsum/Bw.map\n", + "run_default/outsum/CanopyGapFraction.map\n", + "run_default/outsum/Cmax.map\n", + "run_default/outsum/DCL.map\n", + "run_default/outsum/DL.map\n", + "run_default/outsum/DW.map\n", + "run_default/outsum/EoverR.map\n", + "run_default/outsum/InfiltCapPath.map\n", + "run_default/outsum/InfiltCapSoil.map\n", + "run_default/outsum/KsatVer.map\n", + "run_default/outsum/M.map\n", + "run_default/outsum/MaxLeakage.map\n", + "run_default/outsum/N.map\n", + "run_default/outsum/PathFrac.map\n", + "run_default/outsum/PathInfiltExceeded.map\n", + "run_default/outsum/RiverFrac.map\n", + "run_default/outsum/RiverWidth.map\n", + "run_default/outsum/RootingDepth.map\n", + "run_default/outsum/SW.map\n", + "run_default/outsum/SoilInfiltExceeded.map\n", + "run_default/outsum/SoilMinThickness.map\n", + "run_default/outsum/SoilThickness.map\n", + "run_default/outsum/SoilWaterCapacity.map\n", + "run_default/outsum/Sumprecip.map\n", + "run_default/outsum/WaterFrac.map\n", + "run_default/outsum/avgprecip.map\n", + "run_default/outsum/csize.map\n", + "run_default/outsum/et_RefToPot.map\n", + "run_default/outsum/landSlope.map\n", + "run_default/outsum/maxprecip.map\n", + "run_default/outsum/reallength.map\n", + "run_default/outsum/riverSlope.map\n", + "run_default/outsum/thetaR.map\n", + "run_default/outsum/thetaS.map\n", + "run_default/outsum/upsize.map\n", + "run_default/outsum/xl.map\n", + "run_default/outsum/yl.map\n", + "run_default/run.tss\n", + "run_default/runinfo/wflow_ewatercycle.ini\n", + "run_default/tra_lu.csv\n", + "run_default/wflow.log\n", + "staticmaps/ChannelDepth.map\n", + "staticmaps/DCL.map\n", + "staticmaps/RiverWidth.map\n", + "staticmaps/cc.map\n", + "staticmaps/cutout.map\n", + "staticmaps/dem.map\n", + "staticmaps/gauges.col\n", + "staticmaps/gauges.map\n", + "staticmaps/tt.map\n", + "staticmaps/ttt.map\n", + "staticmaps/wflow_bankfulldepth.map\n", + "staticmaps/wflow_catchment.map\n", + "staticmaps/wflow_dem.map\n", + "staticmaps/wflow_dem10.map\n", + "staticmaps/wflow_dem25.map\n", + "staticmaps/wflow_dem33.map\n", + "staticmaps/wflow_dem66.map\n", + "staticmaps/wflow_dem75.map\n", + "staticmaps/wflow_dem90.map\n", + "staticmaps/wflow_demmax.map\n", + "staticmaps/wflow_demmin.map\n", + "staticmaps/wflow_gauges.map\n", + "staticmaps/wflow_landuse.map\n", + "staticmaps/wflow_ldd.map\n", + "staticmaps/wflow_ldd.map.aux.xml\n", + "staticmaps/wflow_outlet.map\n", + "staticmaps/wflow_river.map\n", + "staticmaps/wflow_river.map.aux.xml\n", + "staticmaps/wflow_riverburnin.map\n", + "staticmaps/wflow_riverdem.map\n", + "staticmaps/wflow_riverlength_fact.map\n", + "staticmaps/wflow_soil.map\n", + "staticmaps/wflow_streamorder.map\n", + "staticmaps/wflow_subcatch.map\n", + "staticmaps/wflow_subcatch.map.aux.xml\n", + "staticmaps.nc\n", + "wflow_ERA5_Rhine_1986_1991.nc\n", + "wflow_bmi.log\n", + "wflow_ewatercycle.ini\n", + "wflow_sbm_NC.ini\n", + "wflow_sbm_NC2.ini\n" + ] + } + ], + "source": [ + "cfg_dir_path = Path(cfg_dir)\n", + "\n", + "print(\"Config file:\")\n", + "print(cfg_file)\n", + "\n", + "print(\"\\nRun directory:\")\n", + "print(cfg_dir_path)\n", + "\n", + "print(\"\\nBestanden in de run directory:\")\n", + "\n", + "for file in sorted(cfg_dir_path.rglob(\"*\")):\n", + " if file.is_file():\n", + " print(file.relative_to(cfg_dir_path))" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "a4680d1a-aebe-4e98-9144-26f4f2d5c217", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[inputmapstacks]\n", + "Temperature = /tas\n", + "Inflow = /inmaps/IF\n", + "[modelparameters]\n", + "starttime = 1986-01-01 00:00:00\n", + "endtime = 1991-01-01 00:00:00\n", + "timestepsecs = 86400\n", + "[model]\n", + "modeltype = sbm\n", + "ModelSnow = 0\n", + "InterpolationMethod = inv\n", + "WIMaxScale = 0.8\n", + "UpdMaxDist = 300000.0\n", + "[misc]\n", + "[framework]\n", + "netcdfoutput = outmaps.nc\n", + "sizeinmetres = 0\n", + "[outputmaps]\n", + "self.RiverRunoff = run\n", + "self.InwaterMM = iwm\n", + "[summary]\n", + "self.MaxLeakage = MaxLeakage.map\n", + "[summary_sum]\n", + "self.Precipitation = Sumprecip.map\n", + "[summary_max]\n", + "self.Precipitation = maxprecip.map\n", + "[summary_min]\n", + "[summary_avg]\n", + "self.Precipitation = avgprecip.map\n", + "samplemap = staticmaps/wflow_landuse.map\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "self.RiverRunoff = run.tss\n", + "samplemap = staticmaps/wflow_gauges.map\n", + "RiverRunoff = 2, m/s\n" + ] + } + ], + "source": [ + "cfg_path = Path(cfg_file)\n", + "\n", + "text = cfg_path.read_text()\n", + "\n", + "zoekwoorden = [\n", + " \"N_River\",\n", + " \"n_river\",\n", + " \"manning\",\n", + " \"M\",\n", + " \"SoilThickness\",\n", + " \"soilthickness\",\n", + " \"Ksat\",\n", + " \"KsatVer\",\n", + " \"KsatHor\",\n", + " \"theta\",\n", + " \"RootingDepth\",\n", + " \"root\",\n", + " \"landuse\",\n", + " \"soil\",\n", + " \"river\"\n", + "]\n", + "\n", + "for line in text.splitlines():\n", + " line_lower = line.lower()\n", + " \n", + " for woord in zoekwoorden:\n", + " if woord.lower() in line_lower:\n", + " print(line)\n", + " break" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "fc91d431-1036-4d39-89f0-be3142619fc2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal NetCDF-bestanden: 5\n", + "\n", + "---\n", + "inmaps.nc\n", + "Variabelen:\n", + " projection\n", + " P\n", + " PET\n", + " TEMP\n", + "\n", + "---\n", + "instates.nc\n", + "Variabelen:\n", + " crs\n", + " SurfaceRunoff.map\n", + " WaterLevel.map\n", + " FirstZoneDepth.map\n", + " Snow.map\n", + " TSoil.map\n", + " UStoreDepth.map\n", + " SnowWater.map\n", + " CanopyStorage.map\n", + " LowerZoneStorage.map\n", + "\n", + "---\n", + "run_default/outmaps.nc\n", + "Variabelen:\n", + " crs\n", + " iflow\n", + " run\n", + " iwm\n", + " PET\n", + " P\n", + "\n", + "---\n", + "staticmaps.nc\n", + "Variabelen:\n", + " crs\n", + " wflow_bankfulldepth.map\n", + " wflow_catchment.map\n", + " wflow_dem.map\n", + " wflow_dem10.map\n", + " wflow_dem25.map\n", + " wflow_dem33.map\n", + " wflow_dem66.map\n", + " wflow_dem75.map\n", + " wflow_dem90.map\n", + " wflow_demmax.map\n", + " wflow_demmin.map\n", + " wflow_gauges.map\n", + " wflow_landuse.map\n", + " wflow_ldd.map\n", + " wflow_outlet.map\n", + " wflow_river.map\n", + " wflow_riverburnin.map\n", + " wflow_riverdem.map\n", + " wflow_riverlength_fact.map\n", + " wflow_soil.map\n", + " wflow_streamorder.map\n", + " wflow_subcatch.map\n", + "\n", + "---\n", + "wflow_ERA5_Rhine_1986_1991.nc\n", + "Variabelen:\n", + " pr\n", + " time_bnds\n", + " lat_bnds\n", + " lon_bnds\n", + " tas\n", + " pet\n" + ] + } + ], + "source": [ + "import xarray as xr\n", + "\n", + "nc_files = sorted(cfg_dir_path.rglob(\"*.nc\"))\n", + "\n", + "print(\"Aantal NetCDF-bestanden:\", len(nc_files))\n", + "\n", + "for nc_file in nc_files:\n", + " print(\"\\n---\")\n", + " print(nc_file.relative_to(cfg_dir_path))\n", + " \n", + " try:\n", + " ds = xr.open_dataset(nc_file)\n", + " print(\"Variabelen:\")\n", + " for var in ds.data_vars:\n", + " print(\" \", var)\n", + " ds.close()\n", + " except Exception as e:\n", + " print(\"Kon bestand niet openen:\", e)" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "2b729b30-e9f5-4bf8-84c5-1da7cc6642ef", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal .tbl bestanden: 44\n", + "intbl/CanopyGapFraction.tbl\n", + "intbl/Cfmax.tbl\n", + "intbl/EoverR.tbl\n", + "intbl/FirstZoneCapacity.tbl\n", + "intbl/FirstZoneKsatVer.tbl\n", + "intbl/FirstZoneMinCapacity.tbl\n", + "intbl/InfiltCapPath.tbl\n", + "intbl/InfiltCapSoil.tbl\n", + "intbl/M.tbl\n", + "intbl/MaxCanopyStorage.tbl\n", + "intbl/MaxLeakage.tbl\n", + "intbl/N.tbl\n", + "intbl/N_Floodplain.tbl\n", + "intbl/N_River.tbl\n", + "intbl/PathFrac.tbl\n", + "intbl/RootingDepth.tbl\n", + "intbl/TT.tbl\n", + "intbl/TTI.tbl\n", + "intbl/WHC.tbl\n", + "intbl/cf_soil.tbl\n", + "intbl/thetaR.tbl\n", + "intbl/thetaS.tbl\n", + "run_default/intbl/CanopyGapFraction.tbl\n", + "run_default/intbl/Cfmax.tbl\n", + "run_default/intbl/EoverR.tbl\n", + "run_default/intbl/FirstZoneCapacity.tbl\n", + "run_default/intbl/FirstZoneKsatVer.tbl\n", + "run_default/intbl/FirstZoneMinCapacity.tbl\n", + "run_default/intbl/InfiltCapPath.tbl\n", + "run_default/intbl/InfiltCapSoil.tbl\n", + "run_default/intbl/M.tbl\n", + "run_default/intbl/MaxCanopyStorage.tbl\n", + "run_default/intbl/MaxLeakage.tbl\n", + "run_default/intbl/N.tbl\n", + "run_default/intbl/N_Floodplain.tbl\n", + "run_default/intbl/N_River.tbl\n", + "run_default/intbl/PathFrac.tbl\n", + "run_default/intbl/RootingDepth.tbl\n", + "run_default/intbl/TT.tbl\n", + "run_default/intbl/TTI.tbl\n", + "run_default/intbl/WHC.tbl\n", + "run_default/intbl/cf_soil.tbl\n", + "run_default/intbl/thetaR.tbl\n", + "run_default/intbl/thetaS.tbl\n" + ] + } + ], + "source": [ + "# Zoek alle tabelbestanden in de runmap\n", + "\n", + "cfg_dir_path = Path(cfg_dir)\n", + "\n", + "tbl_files = sorted(cfg_dir_path.rglob(\"*.tbl\"))\n", + "\n", + "print(\"Aantal .tbl bestanden:\", len(tbl_files))\n", + "\n", + "for file in tbl_files:\n", + " print(file.relative_to(cfg_dir_path))" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "eac5b1bd-0284-4704-91b5-3c798b174e2f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- N ---\n", + "intbl/CanopyGapFraction.tbl\n", + "intbl/FirstZoneCapacity.tbl\n", + "intbl/FirstZoneKsatVer.tbl\n", + "intbl/FirstZoneMinCapacity.tbl\n", + "intbl/InfiltCapPath.tbl\n", + "intbl/InfiltCapSoil.tbl\n", + "intbl/MaxCanopyStorage.tbl\n", + "intbl/N.tbl\n", + "intbl/N_Floodplain.tbl\n", + "intbl/N_River.tbl\n", + "intbl/RootingDepth.tbl\n", + "run_default/intbl/CanopyGapFraction.tbl\n", + "run_default/intbl/FirstZoneCapacity.tbl\n", + "run_default/intbl/FirstZoneKsatVer.tbl\n", + "run_default/intbl/FirstZoneMinCapacity.tbl\n", + "run_default/intbl/InfiltCapPath.tbl\n", + "run_default/intbl/InfiltCapSoil.tbl\n", + "run_default/intbl/MaxCanopyStorage.tbl\n", + "run_default/intbl/N.tbl\n", + "run_default/intbl/N_Floodplain.tbl\n", + "run_default/intbl/N_River.tbl\n", + "run_default/intbl/RootingDepth.tbl\n", + "\n", + "--- River ---\n", + "intbl/N_River.tbl\n", + "run_default/intbl/N_River.tbl\n", + "\n", + "--- M ---\n", + "intbl/Cfmax.tbl\n", + "intbl/FirstZoneMinCapacity.tbl\n", + "intbl/M.tbl\n", + "intbl/MaxCanopyStorage.tbl\n", + "intbl/MaxLeakage.tbl\n", + "run_default/intbl/Cfmax.tbl\n", + "run_default/intbl/FirstZoneMinCapacity.tbl\n", + "run_default/intbl/M.tbl\n", + "run_default/intbl/MaxCanopyStorage.tbl\n", + "run_default/intbl/MaxLeakage.tbl\n", + "\n", + "--- Ksat ---\n", + "intbl/FirstZoneKsatVer.tbl\n", + "run_default/intbl/FirstZoneKsatVer.tbl\n", + "\n", + "--- Soil ---\n", + "intbl/InfiltCapSoil.tbl\n", + "intbl/cf_soil.tbl\n", + "run_default/intbl/InfiltCapSoil.tbl\n", + "run_default/intbl/cf_soil.tbl\n", + "\n", + "--- Thickness ---\n", + "Niets gevonden\n", + "\n", + "--- Root ---\n", + "intbl/RootingDepth.tbl\n", + "run_default/intbl/RootingDepth.tbl\n", + "\n", + "--- theta ---\n", + "intbl/thetaR.tbl\n", + "intbl/thetaS.tbl\n", + "run_default/intbl/thetaR.tbl\n", + "run_default/intbl/thetaS.tbl\n", + "\n", + "--- Infilt ---\n", + "intbl/InfiltCapPath.tbl\n", + "intbl/InfiltCapSoil.tbl\n", + "run_default/intbl/InfiltCapPath.tbl\n", + "run_default/intbl/InfiltCapSoil.tbl\n", + "\n", + "--- Leakage ---\n", + "intbl/MaxLeakage.tbl\n", + "run_default/intbl/MaxLeakage.tbl\n" + ] + } + ], + "source": [ + "# Zoek naar relevante parameterbestanden\n", + "\n", + "zoekwoorden = [\n", + " \"N\",\n", + " \"River\",\n", + " \"M\",\n", + " \"Ksat\",\n", + " \"Soil\",\n", + " \"Thickness\",\n", + " \"Root\",\n", + " \"theta\",\n", + " \"Infilt\",\n", + " \"Leakage\"\n", + "]\n", + "\n", + "for woord in zoekwoorden:\n", + " print(\"\\n---\", woord, \"---\")\n", + " \n", + " gevonden = False\n", + " \n", + " for file in tbl_files:\n", + " if woord.lower() in file.name.lower():\n", + " print(file.relative_to(cfg_dir_path))\n", + " gevonden = True\n", + " \n", + " if not gevonden:\n", + " print(\"Niets gevonden\")" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "a3042511-a8c2-4cfa-8181-84b2a65ed51c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "==============================\n", + "intbl/CanopyGapFraction.tbl\n", + "==============================\n", + "1\t<,14]\t1 0.8\n", + "2\t<,14]\t1 0.5\n", + "3\t<,14]\t1 0.1\n", + "4\t<,14]\t1 0.5\n", + "5\t<,14]\t1 0.8\n", + "6\t<,14]\t1 0.8\n", + "\n", + "==============================\n", + "intbl/Cfmax.tbl\n", + "==============================\n", + "<,7] <,14] 1 3.75653\n", + "\n", + "==============================\n", + "intbl/FirstZoneCapacity.tbl\n", + "==============================\n", + "1\t1\t1\t400\n", + "2\t1\t1\t7100\n", + "3\t1\t1\t7100\n", + "4\t1\t1\t7100\n", + "5\t1\t1\t7100\n", + "6\t1\t1\t7100\n", + "1\t2\t1\t3200\n", + "2\t2\t1\t10000\n", + "3\t2\t1\t10000\n", + "4\t2\t1\t10000\n", + "5\t2\t1\t10000\n", + "6\t2\t1\t10000\n", + "1\t3\t1\t400\n", + "2\t3\t1\t1000\n", + "3\t3\t1\t1000\n", + "4\t3\t1\t1000\n", + "5\t3\t1\t1000\n", + "6\t3\t1\t1000\n", + "1\t4\t1\t800\n", + "2\t4\t1\t14200\n", + "3\t4\t1\t14200\n", + "4\t4\t1\t14200\n", + "5\t4\t1\t14200\n", + "6\t4\t1\t14200\n", + "1\t5\t1\t800\n", + "2\t5\t1\t14200\n", + "3\t5\t1\t14200\n", + "4\t5\t1\t14200\n", + "5\t5\t1\t14200\n", + "6\t5\t1\t14200\n", + "1\t6\t1\t800\n", + "2\t6\t1\t14200\n", + "3\t6\t1\t14200\n", + "4\t6\t1\t14200\n", + "5\t6\t1\t14200\n", + "6\t6\t1\t14200\n", + "1\t7\t1\t1200\n", + "2\t7\t1\t6750\n", + "3\t7\t1\t6750\n", + "4\t7\t1\t6750\n", + "5\t7\t1\t6750\n", + "6\t7\t1\t6750\n", + "1\t8\t1\t400\n", + "2\t8\t1\t1750\n", + "3\t8\t1\t1750\n", + "4\t8\t1\t1750\n", + "5\t8\t1\t1750\n", + "6\t8\t1\t1750\n", + "1\t9\t1\t800\n", + "2\t9\t1\t14200\n", + "3\t9\t1\t14200\n", + "4\t9\t1\t14200\n", + "5\t9\t1\t14200\n", + "6\t9\t1\t14200\n", + "1\t10\t1\t800\n", + "2\t10\t1\t14200\n", + "3\t10\t1\t14200\n", + "4\t10\t1\t14200\n", + "5\t10\t1\t14200\n", + "6\t10\t1\t14200\n", + "1\t11\t1\t12800\n", + "2\t11\t1\t24000\n", + "3\t11\t1\t24000\n", + "4\t11\t1\t24000\n", + "5\t11\t1\t24000\n", + "6\t11\t1\t24000\n", + "1\t12\t1\t400\n", + "2\t12\t1\t1250\n", + "3\t12\t1\t1250\n", + "4\t12\t1\t1250\n", + "5\t12\t1\t1250\n", + "6\t12\t1\t1250\n", + "1\t13\t1\t1600\n", + "2\t13\t1\t3000\n", + "3\t13\t1\t3000\n", + "4\t13\t1\t3000\n", + "5\t13\t1\t3000\n", + "6\t13\t1\t3000\n", + "1\t14\t1\t400\n", + "2\t14\t1\t750\n", + "3\t14\t1\t750\n", + "4\t14\t1\t750\n", + "5\t14\t1\t750\n", + "6\t14\t1\t750\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "==============================\n", + "intbl/FirstZoneKsatVer.tbl\n", + "==============================\n", + "<,7]\t1 1 8000\n", + "<,7]\t2 1 100\n", + "<,7]\t3 1 100\n", + "<,7]\t4 1 1000\n", + "<,7]\t5 1 1000\n", + "<,7]\t6 1 1000\n", + "<,7]\t7 1 1500\n", + "<,7]\t8 1 100\n", + "<,7]\t9 1 1000\n", + "<,7]\t10 1 1000\n", + "<,7]\t11 1 750\n", + "<,7]\t12 1 4000\n", + "<,7]\t13 1 1500\n", + "<,7]\t14 1 8000\n", + "\n", + "==============================\n", + "intbl/FirstZoneMinCapacity.tbl\n", + "==============================\n", + "1 1\t1\t95\n", + "2 1\t1\t350\n", + "3 1\t1\t350\n", + "4 1\t1\t350\n", + "5 1\t1\t190\n", + "6 1\t1\t350\n", + "1 2\t1\t95\n", + "2 2\t1\t250\n", + "3 2\t1\t250\n", + "4 2\t1\t250\n", + "5 2\t1\t90\n", + "6 2\t1\t250\n", + "1 3\t1\t95\n", + "2 3\t1\t150\n", + "3 3\t1\t150\n", + "4 3\t1\t150\n", + "5 3\t1\t100\n", + "6 3\t1\t150\n", + "1 4\t1\t95\n", + "2 4\t1\t350\n", + "3 4\t1\t350\n", + "4 4\t1\t350\n", + "5 4\t1\t190\n", + "6 4\t1\t350\n", + "1 5\t1\t95\n", + "2 5\t1\t350\n", + "3 5\t1\t350\n", + "4 5\t1\t350\n", + "5 5\t1\t190\n", + "6 5\t1\t350\n", + "1 6\t1\t95\n", + "2 6\t1\t350\n", + "3 6\t1\t350\n", + "4 6\t1\t350\n", + "5 6\t1\t190\n", + "6 6\t1\t350\n", + "1 7\t1\t95\n", + "2 7\t1\t350\n", + "3 7\t1\t350\n", + "4 7\t1\t350\n", + "5 7\t1\t190\n", + "6 7\t1\t350\n", + "1 8\t1\t20\n", + "2 8\t1\t100\n", + "3 8\t1\t100\n", + "4 8\t1\t100\n", + "5 8\t1\t100\n", + "6 8\t1\t100\n", + "1 9\t1\t95\n", + "2 9\t1\t350\n", + "3 9\t1\t350\n", + "4 9\t1\t350\n", + "5 9\t1\t190\n", + "6 9\t1\t350\n", + "1 10\t1\t95\n", + "2 10\t1\t350\n", + "3 10\t1\t350\n", + "4 10\t1\t350\n", + "5 10\t1\t190\n", + "6 10\t1\t350\n", + "1 11\t1\t95\n", + "2 11\t1\t350\n", + "3 11\t1\t350\n", + "4 11\t1\t350\n", + "5 11\t1\t190\n", + "6 11\t1\t350\n", + "1 12\t1\t95\n", + "2 12\t1\t250\n", + "3 12\t1\t250\n", + "4 12\t1\t250\n", + "5 12\t1\t90\n", + "6 12\t1\t250\n", + "1 13\t1\t95\n", + "2 13\t1\t250\n", + "3 13\t1\t250\n", + "4 13\t1\t250\n", + "5 13\t1\t90\n", + "6 13\t1\t250\n", + "1 14\t1\t95\n", + "2 14\t1\t250\n", + "3 14\t1\t250\n", + "4 14\t1\t250\n", + "5 14\t1\t90\n", + "6 14\t1\t250\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "==============================\n", + "intbl/InfiltCapPath.tbl\n", + "==============================\n", + "1 <,14]\t1 5\n", + "2 <,14]\t1 5\n", + "3 <,14]\t1 5\n", + "4 <,14]\t1 5\n", + "5 <,14]\t1 5\n", + "6 <,14]\t1 5\n", + "\n", + "==============================\n", + "intbl/InfiltCapSoil.tbl\n", + "==============================\n", + "1 <,14]\t1 5000\n", + "2 <,14]\t1 5000\n", + "3 <,14]\t1 5000\n", + "4 <,14]\t1 5000\n", + "5 <,14]\t1 5000\n", + "6 <,14]\t1 5000\n", + "\n", + "==============================\n", + "intbl/M.tbl\n", + "==============================\n", + "<,7]\t1\t1 1504\n", + "<,7]\t2\t1 193\n", + "<,7]\t3\t1 12880\n", + "<,7]\t4\t1 183\n", + "<,7]\t5\t1 176\n", + "<,7]\t6\t1 183\n", + "<,7]\t7\t1 133\n", + "<,7]\t8\t1 1450\t\n", + "<,7]\t9\t1 183\n", + "<,7]\t10\t1 190\n", + "<,7]\t11\t1 1100\n", + "<,7]\t12\t1 17\n", + "<,7]\t13\t1 128\n", + "<,7]\t14\t1 17\n", + "\n", + "==============================\n", + "intbl/MaxCanopyStorage.tbl\n", + "==============================\n", + "1\t<,14]\t1 0.001\n", + "2\t<,14]\t1 0.3\n", + "3\t<,14]\t1 1.2\n", + "4\t<,14]\t1 0.2\n", + "5\t<,14]\t1 0.05\n", + "6\t<,14]\t1 0.001\n", + "\n", + "==============================\n", + "intbl/MaxLeakage.tbl\n", + "==============================\n", + "<,10]\t<,14]\t1 0.0\n", + "\n", + "\n", + "==============================\n", + "intbl/N.tbl\n", + "==============================\n", + "<,7]\t1\t1 0.072\n", + "<,7]\t2\t1 0.048\n", + "<,7]\t3\t1 0.036\n", + "<,7]\t4\t1 0.12\n", + "<,7]\t5\t1 0.12\n", + "<,7]\t6\t1 0.12\n", + "<,7]\t7\t1 0.06\n", + "<,7]\t8\t1 0.048\n", + "<,7]\t9\t1 0.12\n", + "<,7]\t10\t1 0.12\n", + "<,7]\t11\t1 0.09\n", + "<,7]\t12\t1 0.054\n", + "<,7]\t13\t1 0.048\n", + "<,7]\t14\t1 0.072\n", + "\n", + "\n", + "==============================\n", + "intbl/N_Floodplain.tbl\n", + "==============================\n", + "<,7]\t<,20]\t1 0.1\n", + "\n", + "==============================\n", + "intbl/N_River.tbl\n", + "==============================\n", + "<,7]\t1\t1 0.054\n", + "<,7]\t2\t1 0.036\n", + "<,7]\t3\t1 0.027\n", + "<,7]\t4\t1 0.18\n", + "<,7]\t5\t1 0.18\n", + "<,7]\t6\t1 0.18\n", + "<,7]\t7\t1 0.045\n", + "<,7]\t8\t1 0.036\n", + "<,7]\t9\t1 0.18\n", + "<,7]\t10\t1 0.18\n", + "<,7]\t11\t1 0.0675\n", + "<,7]\t12\t1 0.0405\n", + "<,7]\t13\t1 0.036\n", + "<,7]\t14\t1 0.054\n", + "\n", + "==============================\n", + "intbl/RootingDepth.tbl\n", + "==============================\n", + "1\t1 \t1 2\n", + "2\t1\t1 84\n", + "3\t1\t1 245\n", + "4\t1\t1 140\n", + "5\t1\t1 84\n", + "6\t1\t1 2\n", + "1\t2\t1 2\n", + "2\t2\t1 84\n", + "3\t2\t1 245\n", + "4\t2\t1 140\n", + "5\t2\t1 84\n", + "6\t2\t1 2\n", + "1\t3\t1 2\n", + "2\t3\t1 48\n", + "3\t3\t1 140\n", + "4\t3\t1 80\n", + "5\t3\t1 48\n", + "6\t3\t1 2\n", + "1\t4\t1 2\n", + "2\t4\t1 120\n", + "3\t4\t1 350\n", + "4\t4\t1 200\n", + "5\t4\t1 120\n", + "6\t4\t1 2\n", + "1\t5\t1 2\n", + "2\t5\t1 120\n", + "3\t5\t1 350\n", + "4\t5\t1 200\n", + "5\t5\t1 120\n", + "6\t5\t1 2\n", + "1\t6\t1 2\n", + "2\t6\t1 120\n", + "3\t6\t1 350\n", + "4\t6\t1 200\n", + "5\t6\t1 120\n", + "6\t6\t1 2\n", + "1\t7\t1 2\n", + "2\t7\t1 84\n", + "3\t7\t1 245\n", + "4\t7\t1 140\n", + "5\t7\t1 84\n", + "6\t7\t1 2\n", + "1\t8\t1 2\n", + "2\t8\t1 84\n", + "3\t8\t1 245\n", + "4\t8\t1 140\n", + "5\t8\t1 84\n", + "6\t8\t1 2\n", + "1\t9\t1 2\n", + "2\t9\t1 120\n", + "3\t9\t1 350\n", + "4\t9\t1 200\n", + "5\t9\t1 120\n", + "6\t9\t1 2\n", + "1\t10\t1 2\n", + "2\t10\t1 120\n", + "3\t10\t1 350\n", + "4\t10\t1 200\n", + "5\t10\t1 120\n", + "6\t10\t1 2\n", + "1\t11\t1 2\n", + "2\t11\t1 108\n", + "3\t11\t1 315\n", + "4\t11\t1 180\n", + "5\t11\t1 108\n", + "6\t11\t1 2\n", + "1\t12\t1 2\n", + "2\t12\t1 48\n", + "3\t12\t1 140\n", + "4\t12\t1 80\n", + "5\t12\t1 48\n", + "6\t12\t1 2\n", + "1\t13\t1 2\n", + "2\t13\t1 180\n", + "3\t13\t1 525\n", + "4\t13\t1 300\n", + "5\t13\t1 180\n", + "6\t13\t1 2\n", + "1\t14\t1 2\n", + "2\t14\t1 48\n", + "3\t14\t1 140\n", + "4\t14\t1 80\n", + "5\t14\t1 48\n", + "6\t14\t1 2\n", + "\n", + "\n", + "==============================\n", + "intbl/cf_soil.tbl\n", + "==============================\n", + "<,7] <,14] 1 0.038\n", + "\n", + "\n", + "==============================\n", + "run_default/intbl/CanopyGapFraction.tbl\n", + "==============================\n", + "1\t<,14]\t1 0.8\n", + "2\t<,14]\t1 0.5\n", + "3\t<,14]\t1 0.1\n", + "4\t<,14]\t1 0.5\n", + "5\t<,14]\t1 0.8\n", + "6\t<,14]\t1 0.8\n", + "\n", + "==============================\n", + "run_default/intbl/Cfmax.tbl\n", + "==============================\n", + "<,7] <,14] 1 3.75653\n", + "\n", + "==============================\n", + "run_default/intbl/FirstZoneCapacity.tbl\n", + "==============================\n", + "1\t1\t1\t400\n", + "2\t1\t1\t7100\n", + "3\t1\t1\t7100\n", + "4\t1\t1\t7100\n", + "5\t1\t1\t7100\n", + "6\t1\t1\t7100\n", + "1\t2\t1\t3200\n", + "2\t2\t1\t10000\n", + "3\t2\t1\t10000\n", + "4\t2\t1\t10000\n", + "5\t2\t1\t10000\n", + "6\t2\t1\t10000\n", + "1\t3\t1\t400\n", + "2\t3\t1\t1000\n", + "3\t3\t1\t1000\n", + "4\t3\t1\t1000\n", + "5\t3\t1\t1000\n", + "6\t3\t1\t1000\n", + "1\t4\t1\t800\n", + "2\t4\t1\t14200\n", + "3\t4\t1\t14200\n", + "4\t4\t1\t14200\n", + "5\t4\t1\t14200\n", + "6\t4\t1\t14200\n", + "1\t5\t1\t800\n", + "2\t5\t1\t14200\n", + "3\t5\t1\t14200\n", + "4\t5\t1\t14200\n", + "5\t5\t1\t14200\n", + "6\t5\t1\t14200\n", + "1\t6\t1\t800\n", + "2\t6\t1\t14200\n", + "3\t6\t1\t14200\n", + "4\t6\t1\t14200\n", + "5\t6\t1\t14200\n", + "6\t6\t1\t14200\n", + "1\t7\t1\t1200\n", + "2\t7\t1\t6750\n", + "3\t7\t1\t6750\n", + "4\t7\t1\t6750\n", + "5\t7\t1\t6750\n", + "6\t7\t1\t6750\n", + "1\t8\t1\t400\n", + "2\t8\t1\t1750\n", + "3\t8\t1\t1750\n", + "4\t8\t1\t1750\n", + "5\t8\t1\t1750\n", + "6\t8\t1\t1750\n", + "1\t9\t1\t800\n", + "2\t9\t1\t14200\n", + "3\t9\t1\t14200\n", + "4\t9\t1\t14200\n", + "5\t9\t1\t14200\n", + "6\t9\t1\t14200\n", + "1\t10\t1\t800\n", + "2\t10\t1\t14200\n", + "3\t10\t1\t14200\n", + "4\t10\t1\t14200\n", + "5\t10\t1\t14200\n", + "6\t10\t1\t14200\n", + "1\t11\t1\t12800\n", + "2\t11\t1\t24000\n", + "3\t11\t1\t24000\n", + "4\t11\t1\t24000\n", + "5\t11\t1\t24000\n", + "6\t11\t1\t24000\n", 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"run_default/intbl/InfiltCapPath.tbl\n", + "==============================\n", + "1 <,14]\t1 5\n", + "2 <,14]\t1 5\n", + "3 <,14]\t1 5\n", + "4 <,14]\t1 5\n", + "5 <,14]\t1 5\n", + "6 <,14]\t1 5\n", + "\n", + "==============================\n", + "run_default/intbl/InfiltCapSoil.tbl\n", + "==============================\n", + "1 <,14]\t1 5000\n", + "2 <,14]\t1 5000\n", + "3 <,14]\t1 5000\n", + "4 <,14]\t1 5000\n", + "5 <,14]\t1 5000\n", + "6 <,14]\t1 5000\n", + "\n", + "==============================\n", + "run_default/intbl/M.tbl\n", + "==============================\n", + "<,7]\t1\t1 1504\n", + "<,7]\t2\t1 193\n", + "<,7]\t3\t1 12880\n", + "<,7]\t4\t1 183\n", + "<,7]\t5\t1 176\n", + "<,7]\t6\t1 183\n", + "<,7]\t7\t1 133\n", + "<,7]\t8\t1 1450\t\n", + "<,7]\t9\t1 183\n", + "<,7]\t10\t1 190\n", + "<,7]\t11\t1 1100\n", + "<,7]\t12\t1 17\n", + "<,7]\t13\t1 128\n", + "<,7]\t14\t1 17\n", + "\n", + "==============================\n", + "run_default/intbl/MaxCanopyStorage.tbl\n", + "==============================\n", + "1\t<,14]\t1 0.001\n", + "2\t<,14]\t1 0.3\n", + "3\t<,14]\t1 1.2\n", + "4\t<,14]\t1 0.2\n", + "5\t<,14]\t1 0.05\n", + "6\t<,14]\t1 0.001\n", + "\n", + "==============================\n", + "run_default/intbl/MaxLeakage.tbl\n", + "==============================\n", + "<,10]\t<,14]\t1 0.0\n", + "\n", + "\n", + "==============================\n", + "run_default/intbl/N.tbl\n", + "==============================\n", + "<,7]\t1\t1 0.072\n", + "<,7]\t2\t1 0.048\n", + "<,7]\t3\t1 0.036\n", + "<,7]\t4\t1 0.12\n", + "<,7]\t5\t1 0.12\n", + "<,7]\t6\t1 0.12\n", + "<,7]\t7\t1 0.06\n", + "<,7]\t8\t1 0.048\n", + "<,7]\t9\t1 0.12\n", + "<,7]\t10\t1 0.12\n", + "<,7]\t11\t1 0.09\n", + "<,7]\t12\t1 0.054\n", + "<,7]\t13\t1 0.048\n", + "<,7]\t14\t1 0.072\n", + "\n", + "\n", + "==============================\n", + "run_default/intbl/N_Floodplain.tbl\n", + "==============================\n", + "<,7]\t<,20]\t1 0.1\n", + "\n", + "==============================\n", + "run_default/intbl/N_River.tbl\n", + "==============================\n", + "<,7]\t1\t1 0.054\n", + "<,7]\t2\t1 0.036\n", + "<,7]\t3\t1 0.027\n", + "<,7]\t4\t1 0.18\n", + "<,7]\t5\t1 0.18\n", + "<,7]\t6\t1 0.18\n", + "<,7]\t7\t1 0.045\n", + "<,7]\t8\t1 0.036\n", + "<,7]\t9\t1 0.18\n", + "<,7]\t10\t1 0.18\n", + "<,7]\t11\t1 0.0675\n", + "<,7]\t12\t1 0.0405\n", + "<,7]\t13\t1 0.036\n", + "<,7]\t14\t1 0.054\n", + "\n", + "==============================\n", + "run_default/intbl/RootingDepth.tbl\n", + "==============================\n", + "1\t1 \t1 2\n", + "2\t1\t1 84\n", + "3\t1\t1 245\n", + "4\t1\t1 140\n", + "5\t1\t1 84\n", + "6\t1\t1 2\n", + "1\t2\t1 2\n", + "2\t2\t1 84\n", + "3\t2\t1 245\n", + "4\t2\t1 140\n", + "5\t2\t1 84\n", + "6\t2\t1 2\n", + "1\t3\t1 2\n", + "2\t3\t1 48\n", + "3\t3\t1 140\n", + "4\t3\t1 80\n", + "5\t3\t1 48\n", + "6\t3\t1 2\n", + "1\t4\t1 2\n", + "2\t4\t1 120\n", + "3\t4\t1 350\n", + "4\t4\t1 200\n", + "5\t4\t1 120\n", + "6\t4\t1 2\n", + "1\t5\t1 2\n", + "2\t5\t1 120\n", + "3\t5\t1 350\n", + "4\t5\t1 200\n", + "5\t5\t1 120\n", + "6\t5\t1 2\n", + "1\t6\t1 2\n", + "2\t6\t1 120\n", + "3\t6\t1 350\n", + "4\t6\t1 200\n", + "5\t6\t1 120\n", + "6\t6\t1 2\n", + "1\t7\t1 2\n", + "2\t7\t1 84\n", + "3\t7\t1 245\n", + "4\t7\t1 140\n", + "5\t7\t1 84\n", + "6\t7\t1 2\n", + "1\t8\t1 2\n", + "2\t8\t1 84\n", + "3\t8\t1 245\n", + "4\t8\t1 140\n", + "5\t8\t1 84\n", + "6\t8\t1 2\n", + "1\t9\t1 2\n", + "2\t9\t1 120\n", + "3\t9\t1 350\n", + "4\t9\t1 200\n", + "5\t9\t1 120\n", + "6\t9\t1 2\n", + "1\t10\t1 2\n", + "2\t10\t1 120\n", + "3\t10\t1 350\n", + "4\t10\t1 200\n", + "5\t10\t1 120\n", + "6\t10\t1 2\n", + "1\t11\t1 2\n", + "2\t11\t1 108\n", + "3\t11\t1 315\n", + "4\t11\t1 180\n", + "5\t11\t1 108\n", + "6\t11\t1 2\n", + "1\t12\t1 2\n", + "2\t12\t1 48\n", + "3\t12\t1 140\n", + "4\t12\t1 80\n", + "5\t12\t1 48\n", + "6\t12\t1 2\n", + "1\t13\t1 2\n", + "2\t13\t1 180\n", + "3\t13\t1 525\n", + "4\t13\t1 300\n", + "5\t13\t1 180\n", + "6\t13\t1 2\n", + "1\t14\t1 2\n", + "2\t14\t1 48\n", + "3\t14\t1 140\n", + "4\t14\t1 80\n", + "5\t14\t1 48\n", + "6\t14\t1 2\n", + "\n", + "\n", + "==============================\n", + "run_default/intbl/cf_soil.tbl\n", + "==============================\n", + "<,7] <,14] 1 0.038\n", + "\n" + ] + } + ], + "source": [ + "# Inhoud van mogelijke kalibratietabellen bekijken\n", + "\n", + "kandidaat_woorden = [\n", + " \"N\",\n", + " \"River\",\n", + " \"M\",\n", + " \"Ksat\",\n", + " \"Soil\",\n", + " \"Thickness\"\n", + "]\n", + "\n", + "for file in tbl_files:\n", + " if any(woord.lower() in file.name.lower() for woord in kandidaat_woorden):\n", + " print(\"\\n==============================\")\n", + " print(file.relative_to(cfg_dir_path))\n", + " print(\"==============================\")\n", + " \n", + " try:\n", + " print(file.read_text()[:1500])\n", + " except:\n", + " print(\"Kon bestand niet als tekst lezen\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "41a8ba43-da8a-42cd-a4ea-d87220c9faaf", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/09_nieuwe kalibratie.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/09_nieuwe kalibratie.ipynb new file mode 100644 index 00000000..32ae0c6f --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/03_kalibratiepogingen/09_nieuwe kalibratie.ipynb @@ -0,0 +1,3129 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "40611434-e056-4a6b-a1f0-2eafc5467786", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "from pathlib import Path\n", + "\n", + "import warnings\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "import shutil\n", + "import numpy as np\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "7ecd9fa8-ebb7-4297-b90d-ff627204a2c9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " date hh:mm Q_m3s\n", + "0 1901-01-01 --:-- 2035.0\n", + "1 1901-01-02 --:-- 2270.0\n", + "2 1901-01-03 --:-- 2445.0\n", + "3 1901-01-04 --:-- 2325.0\n", + "4 1901-01-05 --:-- 2175.0" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "bestand = Path(\"/home/niels/BEP-Niels/Data Lobith/data grdc/6435060_Q_Day.Cmd.txt\")\n", + "\n", + "df = pd.read_csv(\n", + " bestand,\n", + " sep=\";\",\n", + " comment=\"#\",\n", + " skipinitialspace=True,\n", + " na_values=-999.000,\n", + " encoding=\"latin1\"\n", + ")\n", + "\n", + "df.columns = df.columns.str.strip()\n", + "\n", + "df = df.rename(columns={\n", + " \"YYYY-MM-DD\": \"date\",\n", + " \"Value\": \"Q_m3s\"\n", + "})\n", + "\n", + "df[\"date\"] = pd.to_datetime(df[\"date\"])\n", + "df[\"Q_m3s\"] = pd.to_numeric(df[\"Q_m3s\"])\n", + "\n", + "df = df.dropna(subset=[\"Q_m3s\"])\n", + "\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "935a6fb8-d968-42e9-9573-17f9eeea7659", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Project: /home/niels/BEP-Niels\n", + "Temp runs: /home/niels/BEP-Niels/temp_runs\n", + "Results: /home/niels/BEP-Niels/results\n", + "Figures: /home/niels/BEP-Niels/Results-figures\n" + ] + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"Results-figures\"\n", + "\n", + "temp_dir.mkdir(exist_ok=True)\n", + "results_dir.mkdir(exist_ok=True)\n", + "figures_dir.mkdir(exist_ok=True)\n", + "\n", + "print(\"Project:\", project_dir)\n", + "print(\"Temp runs:\", temp_dir)\n", + "print(\"Results:\", results_dir)\n", + "print(\"Figures:\", figures_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "500e3690-dcdb-4971-bd57-96558bcbc6a7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Model start: 1986-01-01T00:00:00Z\n", + "Model end: 1995-01-01T00:00:00Z\n", + "Vergelijking start: 1987-01-01\n", + "Vergelijking eind: 1991-12-31\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995\n", + "Run directory: /home/niels/BEP-Niels/temp_runs/run_basisrun_1987_1995\n" + ] + } + ], + "source": [ + "start_time = \"1986-01-01T00:00:00Z\"\n", + "end_time = \"1995-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1987-01-01\"\n", + "calibration_end = \"1991-12-31\"\n", + "\n", + "run_name = \"basisrun_1987_1995\"\n", + "\n", + "forcing_directory = temp_dir / f\"forcing_{run_name}\"\n", + "cfg_dir_run = temp_dir / f\"run_{run_name}\"\n", + "\n", + "print(\"Model start:\", start_time)\n", + "print(\"Model end:\", end_time)\n", + "print(\"Vergelijking start:\", calibration_start)\n", + "print(\"Vergelijking eind:\", calibration_end)\n", + "print(\"Forcing directory:\", forcing_directory)\n", + "print(\"Run directory:\", cfg_dir_run)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "6789ca64-257d-407a-a278-35a2b7dd7bcb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Shape bestaat: True\n", + "DEM bestaat: True\n" + ] + } + ], + "source": [ + "shape_file = project_dir / \"Rhine\" / \"Rhine.shp\"\n", + "dem_file = Path(\"/data/shared/parameter-sets/wflow_rhine_sbm_nc/staticmaps/wflow_dem.map\")\n", + "\n", + "print(\"Shape bestaat:\", shape_file.exists())\n", + "print(\"DEM bestaat:\", dem_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c9df6121-17ca-4516-a93f-3b308b98947d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bestaande forcingmap wordt verwijderd:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995\n", + "Forcing aangemaakt\n", + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script\n" + ] + } + ], + "source": [ + "if forcing_directory.exists():\n", + " print(\"Bestaande forcingmap wordt verwijderd:\")\n", + " print(forcing_directory)\n", + " shutil.rmtree(forcing_directory)\n", + "\n", + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing.generate(\n", + " dataset=\"ERA5\",\n", + " start_time=start_time,\n", + " end_time=end_time,\n", + " shape=str(shape_file),\n", + " dem_file=str(dem_file),\n", + " directory=str(forcing_directory),\n", + ")\n", + "\n", + "print(\"Forcing aangemaakt\")\n", + "print(\"Forcing directory:\", forcing.directory)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "9fe51a5e-9e62-41c5-81f2-4a8487971d08", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set: /data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config bestaat: True\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(\"Parameter set:\", parameter_set.directory)\n", + "print(\"Config bestaat:\", parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "3e745022-58d0-4c18-aea8-6d95d05aeb92", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Lobith modelpunt:\n", + "Latitude: 51.849999998\n", + "Longitude: 6.0999999998\n" + ] + } + ], + "source": [ + "lat_lobith_model = 51.849999998\n", + "lon_lobith_model = 6.0999999998\n", + "\n", + "print(\"Lobith modelpunt:\")\n", + "print(\"Latitude:\", lat_lobith_model)\n", + "print(\"Longitude:\", lon_lobith_model)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "0d6dc5d0-86c2-45ed-b62d-820df0681fda", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal GRDC dagen: 1826\n", + " date Q_grdc_m3s\n", + "31411 1987-01-01 4865.0\n", + "31412 1987-01-02 5756.0\n", + "31413 1987-01-03 6160.0\n", + "31414 1987-01-04 6973.0\n", + "31415 1987-01-05 7579.0\n" + ] + } + ], + "source": [ + "grdc_calibration = df[\n", + " (df[\"date\"] >= calibration_start) &\n", + " (df[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_calibration = grdc_calibration[[\"date\", \"Q_m3s\"]]\n", + "grdc_calibration = grdc_calibration.rename(columns={\"Q_m3s\": \"Q_grdc_m3s\"})\n", + "\n", + "print(\"Aantal GRDC dagen:\", len(grdc_calibration))\n", + "print(grdc_calibration.head())" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "80e1247d-fba9-4a8e-ab6f-69367dce228a", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_last_column(tbl_file, factor):\n", + " tbl_file = Path(tbl_file)\n", + "\n", + " original_text = tbl_file.read_text()\n", + "\n", + " # Backup maken, zodat je altijd kunt terugkijken\n", + " backup_file = tbl_file.with_suffix(tbl_file.suffix + \".backup\")\n", + "\n", + " if not backup_file.exists():\n", + " backup_file.write_text(original_text)\n", + "\n", + " new_lines = []\n", + "\n", + " for line in original_text.splitlines():\n", + " stripped = line.strip()\n", + "\n", + " # lege regels en commentaar niet aanpassen\n", + " if stripped == \"\" or stripped.startswith(\"#\"):\n", + " new_lines.append(line)\n", + " continue\n", + "\n", + " parts = line.split()\n", + "\n", + " try:\n", + " old_value = float(parts[-1])\n", + " new_value = old_value * factor\n", + "\n", + " parts[-1] = str(new_value)\n", + " new_lines.append(\" \".join(parts))\n", + "\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " tbl_file.write_text(\"\\n\".join(new_lines) + \"\\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "a0149192-7538-4547-9332-8e47e4a5acd0", + "metadata": {}, + "outputs": [], + "source": [ + "def apply_parameter_factors(cfg_dir, factors):\n", + " cfg_dir = Path(cfg_dir)\n", + "\n", + " intbl_dirs = [\n", + " cfg_dir / \"intbl\",\n", + " cfg_dir / \"run_default\" / \"intbl\"\n", + " ]\n", + "\n", + " for tbl_name, factor in factors.items():\n", + "\n", + " found = False\n", + "\n", + " for intbl_dir in intbl_dirs:\n", + " tbl_file = intbl_dir / tbl_name\n", + "\n", + " if tbl_file.exists():\n", + " multiply_tbl_last_column(tbl_file, factor)\n", + " print(\"Aangepast:\", tbl_file.relative_to(cfg_dir), \"factor:\", factor)\n", + " found = True\n", + "\n", + " if not found:\n", + " print(\"Niet gevonden:\", tbl_name)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "d7b530c4-d04f-43e1-a6bc-d512e0f0a67d", + "metadata": {}, + "outputs": [], + "source": [ + "factors = {\n", + " \"FirstZoneCapacity.tbl\": 1.5,\n", + " \"MaxLeakage.tbl\": 0.75,\n", + " \"M.tbl\": 0.8\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "973b3a55-6b52-4937-979f-e236a6cc3a78", + "metadata": {}, + "outputs": [], + "source": [ + "def run_calibration_model(run_name, factors):\n", + " cfg_dir_test = temp_dir / f\"run_{run_name}\"\n", + "\n", + " # Oude map verwijderen als dezelfde run al eerder is gedraaid\n", + " if cfg_dir_test.exists():\n", + " print(\"Oude runmap verwijderen:\")\n", + " print(cfg_dir_test)\n", + " shutil.rmtree(cfg_dir_test)\n", + "\n", + " # Model aanmaken\n", + " model_test = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + " )\n", + "\n", + " # Setup maakt nieuwe runmap\n", + " cfg_file_test, cfg_dir_test = model_test.setup(\n", + " cfg_dir=str(cfg_dir_test)\n", + " )\n", + "\n", + " cfg_dir_test = Path(cfg_dir_test)\n", + "\n", + " print(\"Runmap aangemaakt:\")\n", + " print(cfg_dir_test)\n", + "\n", + " # Parameters aanpassen vóór initialize\n", + " apply_parameter_factors(cfg_dir_test, factors)\n", + "\n", + " # Model initialiseren\n", + " model_test.initialize(cfg_file_test)\n", + "\n", + " print(\"Model gestart\")\n", + " print(\"Start time:\", model_test.start_time)\n", + " print(\"End time:\", model_test.end_time)\n", + "\n", + " Q_model = []\n", + " time_model = []\n", + "\n", + " i = 0\n", + "\n", + " while model_test.time < model_test.end_time:\n", + " model_test.update()\n", + "\n", + " q_lobith = model_test.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[float(lat_lobith_model)],\n", + " lon=[float(lon_lobith_model)]\n", + " )[0]\n", + "\n", + " Q_model.append(float(q_lobith))\n", + " time_model.append(model_test.time_as_datetime)\n", + "\n", + " i += 1\n", + "\n", + " if i % 365 == 0:\n", + " print(\"Stap:\", i, \"Tijd:\", model_test.time_as_datetime, \"Q:\", round(float(q_lobith), 1))\n", + "\n", + " model_test.finalize()\n", + "\n", + " # Output naar dataframe\n", + " output = pd.DataFrame({\n", + " \"date\": pd.to_datetime(time_model, utc=True),\n", + " \"Q_model_m3s\": Q_model\n", + " })\n", + "\n", + " output[\"date\"] = output[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + " # Alleen kalibratieperiode bewaren\n", + " output = output[\n", + " (output[\"date\"] >= calibration_start) &\n", + " (output[\"date\"] <= calibration_end)\n", + " ].copy()\n", + "\n", + " # Opslaan\n", + " output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + " output.to_csv(output_file, index=False)\n", + "\n", + " print(\"Run klaar:\", run_name)\n", + " print(\"Aantal dagen:\", len(output))\n", + " print(\"Opgeslagen als:\", output_file)\n", + "\n", + " return output" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "72d1fc88-bf4a-466d-91a4-49d45885c930", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing root: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995\n", + "Bestaat: True\n", + "Aantal nc-bestanden: 7\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/orog/OBS6_ERA5_reanaly_1_fx_orog.nc\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/pr/OBS6_ERA5_reanaly_1_day_pr_1986-1995.nc\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/psl/OBS6_ERA5_reanaly_1_day_psl_1986-1995.nc\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/rsds/OBS6_ERA5_reanaly_1_day_rsds_1986-1995.nc\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/rsdt/OBS6_ERA5_reanaly_1_CFday_rsdt_1986-1995.nc\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/tas/OBS6_ERA5_reanaly_1_day_tas_1986-1995.nc\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script/wflow_ERA5_Rhine_1986_1995.nc\n" + ] + } + ], + "source": [ + "forcing_root = temp_dir / \"forcing_basisrun_1987_1995\"\n", + "\n", + "print(\"Forcing root:\", forcing_root)\n", + "print(\"Bestaat:\", forcing_root.exists())\n", + "\n", + "nc_files = sorted(forcing_root.rglob(\"*.nc\"))\n", + "\n", + "print(\"Aantal nc-bestanden:\", len(nc_files))\n", + "\n", + "for file in nc_files:\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "8aeff92b-ba21-4cd3-9faf-9bb1dda01479", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing directory: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script\n", + "Bestaat directory: True\n", + "Forcing file: /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script/wflow_ERA5_Rhine_1986_1995.nc\n", + "Bestaat file: True\n" + ] + } + ], + "source": [ + "forcing_dir = forcing_root / \"work\" / \"diagnostic\" / \"script\"\n", + "forcing_file = forcing_dir / \"wflow_ERA5_Rhine_1986_1995.nc\"\n", + "\n", + "print(\"Forcing directory:\", forcing_dir)\n", + "print(\"Bestaat directory:\", forcing_dir.exists())\n", + "\n", + "print(\"Forcing file:\", forcing_file)\n", + "print(\"Bestaat file:\", forcing_file.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "58208aa6-acc8-4bba-b584-5d6168df4e36", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Size: 1GB\n", + "Dimensions: (time: 3652, lat: 169, lon: 187, bnds: 2)\n", + "Coordinates:\n", + " * time (time) datetime64[ns] 29kB 1986-01-01T12:00:00 ... 1995-12-31T...\n", + " * lat (lat) float64 1kB 52.05 52.02 51.98 51.94 ... 45.97 45.93 45.89\n", + " * lon (lon) float64 1kB 5.227 5.264 5.3 5.337 ... 11.97 12.01 12.05\n", + " height float64 8B ...\n", + "Dimensions without coordinates: bnds\n", + "Data variables:\n", + " pr (time, lat, lon) float32 462MB ...\n", + " time_bnds (time, bnds) datetime64[ns] 58kB ...\n", + " lat_bnds (lat, bnds) float64 3kB ...\n", + " lon_bnds (lon, bnds) float64 3kB ...\n", + " tas (time, lat, lon) float32 462MB ...\n", + " pet (time, lat, lon) float32 462MB ...\n", + "Attributes:\n", + " Conventions: CF-1.7\n", + " software: Created with ESMValTool v2.11.1\n", + " caption: Forcings for the wflow hydrological model.\n", + "Start forcing: 1986-01-01T12:00:00.000000000\n", + "Einde forcing: 1995-12-31T12:00:00.000000000\n", + "Variabelen: ['pr', 'time_bnds', 'lat_bnds', 'lon_bnds', 'tas', 'pet']\n" + ] + } + ], + "source": [ + "import xarray as xr\n", + "\n", + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(ds)\n", + "print(\"Start forcing:\", ds[\"time\"].values[0])\n", + "print(\"Einde forcing:\", ds[\"time\"].values[-1])\n", + "print(\"Variabelen:\", list(ds.data_vars))\n", + "\n", + "ds.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "ce32fffb-72bb-4e0d-993c-79c8c2acc3de", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "start_time='1986-01-01T00:00:00Z' end_time='1996-01-01T00:00:00Z' directory=PosixPath('/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script') shape=PosixPath('/home/niels/BEP-Niels/Rhine/Rhine.shp') filenames={} netcdfinput='wflow_ERA5_Rhine_1986_1995.nc' Precipitation='/pr' EvapoTranspiration='/pet' Temperature='/tas' Inflow=None\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing(\n", + " start_time=\"1986-01-01T00:00:00Z\",\n", + " end_time=\"1996-01-01T00:00:00Z\",\n", + " directory=str(forcing_dir),\n", + " shape=str(shape_file),\n", + " netcdfinput=\"wflow_ERA5_Rhine_1986_1995.nc\",\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(forcing)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "22e40415-a7bb-4361-98b8-75b2d98efe58", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Geen bestaande basisrun gevonden.\n", + "Basisrun wordt nu één keer gedraaid.\n", + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_basisrun_1987_1995\n", + "Model gestart\n", + "Start time: 504921600.0\n", + "End time: 820454400.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11876.8\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2224.0\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3958.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4676.8\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6410.8\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7189.5\n", + "Stap: 2555 Tijd: 1992-12-29 00:00:00 Q: 1827.6\n", + "Stap: 2920 Tijd: 1993-12-29 00:00:00 Q: 10864.1\n", + "Stap: 3650 Tijd: 1995-12-29 00:00:00 Q: 10540.7\n", + "Run klaar: basisrun_1987_1995\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/basisrun_1987_1995_lobith_daily.csv\n", + " date Q_model_m3s\n", + "365 1987-01-01 13869.678711\n", + "366 1987-01-02 15741.568359\n", + "367 1987-01-03 16061.675781\n", + "368 1987-01-04 15124.300781\n", + "369 1987-01-05 13978.630859\n", + "Index(['date', 'Q_model_m3s'], dtype='object')\n" + ] + } + ], + "source": [ + "basis_file = results_dir / \"basisrun_1987_1995_lobith_daily.csv\"\n", + "\n", + "if basis_file.exists():\n", + " print(\"Bestaande basisrun gevonden:\")\n", + " print(basis_file)\n", + " \n", + " model_basis = pd.read_csv(basis_file)\n", + " model_basis[\"date\"] = pd.to_datetime(model_basis[\"date\"])\n", + " \n", + "else:\n", + " print(\"Geen bestaande basisrun gevonden.\")\n", + " print(\"Basisrun wordt nu één keer gedraaid.\")\n", + " \n", + " model_basis = run_calibration_model(\n", + " run_name=\"basisrun_1987_1995\",\n", + " factors={}\n", + " )\n", + "\n", + "print(model_basis.head())\n", + "print(model_basis.columns)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "a8192b39-a06d-46ef-b06f-3262c8f38250", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_basis_m3s
3651987-01-0113869.678711
3661987-01-0215741.568359
3671987-01-0316061.675781
3681987-01-0415124.300781
3691987-01-0513978.630859
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" + ], + "text/plain": [ + " date Q_basis_m3s\n", + "365 1987-01-01 13869.678711\n", + "366 1987-01-02 15741.568359\n", + "367 1987-01-03 16061.675781\n", + "368 1987-01-04 15124.300781\n", + "369 1987-01-05 13978.630859" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "if \"Q_model_m3s\" in model_basis.columns:\n", + " model_basis = model_basis.rename(columns={\"Q_model_m3s\": \"Q_basis_m3s\"})\n", + "\n", + "model_basis.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "4c53310e-7cc4-4e94-8793-28cf4c1b1aae", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal vergelijkingsdagen: 1826\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1991-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3s
01987-01-014865.013869.678711
11987-01-025756.015741.568359
21987-01-036160.016061.675781
31987-01-046973.015124.300781
41987-01-057579.013978.630859
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s\n", + "0 1987-01-01 4865.0 13869.678711\n", + "1 1987-01-02 5756.0 15741.568359\n", + "2 1987-01-03 6160.0 16061.675781\n", + "3 1987-01-04 6973.0 15124.300781\n", + "4 1987-01-05 7579.0 13978.630859" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison = pd.merge(\n", + " grdc_calibration,\n", + " model_basis,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal vergelijkingsdagen:\", len(comparison))\n", + "print(\"Start:\", comparison[\"date\"].min())\n", + "print(\"Einde:\", comparison[\"date\"].max())\n", + "\n", + "comparison.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "25b77331-1487-41a6-8d5b-1b0ce540e306", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_basis_m3s\"],\n", + " label=\"wflow basisrun\",\n", + " linewidth=0.9\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 5000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Basisrun versus GRDC at Lobith, 1987-1995\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "420c8a26-b318-4a50-ab31-f82f2d0b1fe5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal low-flow dagen volgens GRDC: 669\n", + "Gemiddelde fout tijdens low-flow: -147.0 m3/s\n", + "Gemiddelde absolute fout tijdens low-flow: 595.2 m3/s\n", + "Gemiddelde GRDC low-flow: 1264.1 m3/s\n", + "Gemiddelde model low-flow: 1117.1 m3/s\n", + "Dagen GRDC < 1600: 669\n", + "Dagen model < 1600: 760\n", + "Dagen GRDC < 1020: 96\n", + "Dagen model < 1020: 485\n" + ] + } + ], + "source": [ + "lowflow_limit = 1600\n", + "\n", + "low = comparison[comparison[\"Q_grdc_m3s\"] < lowflow_limit].copy()\n", + "\n", + "print(\"Aantal low-flow dagen volgens GRDC:\", len(low))\n", + "\n", + "bias_low = (low[\"Q_basis_m3s\"] - low[\"Q_grdc_m3s\"]).mean()\n", + "mae_low = abs(low[\"Q_basis_m3s\"] - low[\"Q_grdc_m3s\"]).mean()\n", + "\n", + "print(\"Gemiddelde fout tijdens low-flow:\", round(bias_low, 1), \"m3/s\")\n", + "print(\"Gemiddelde absolute fout tijdens low-flow:\", round(mae_low, 1), \"m3/s\")\n", + "\n", + "print(\"Gemiddelde GRDC low-flow:\", round(low[\"Q_grdc_m3s\"].mean(), 1), \"m3/s\")\n", + "print(\"Gemiddelde model low-flow:\", round(low[\"Q_basis_m3s\"].mean(), 1), \"m3/s\")\n", + "\n", + "print(\"Dagen GRDC < 1600:\", (comparison[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"Dagen model < 1600:\", (comparison[\"Q_basis_m3s\"] < 1600).sum())\n", + "\n", + "print(\"Dagen GRDC < 1020:\", (comparison[\"Q_grdc_m3s\"] < 1020).sum())\n", + "print(\"Dagen model < 1020:\", (comparison[\"Q_basis_m3s\"] < 1020).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "a367d4dc-c98e-4e64-928f-21a6d190ea25", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start comparison: 1987-01-01 00:00:00\n", + "Einde comparison: 1991-12-31 00:00:00\n", + "Aantal dagen: 1826\n" + ] + } + ], + "source": [ + "print(\"Start comparison:\", comparison[\"date\"].min())\n", + "print(\"Einde comparison:\", comparison[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison))" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "c3cfb8ee-b2b6-41fa-bcbb-df2556386588", + "metadata": {}, + "outputs": [], + "source": [ + "factors = {\n", + " \"FirstZoneCapacity.tbl\": 1.5,\n", + " \"MaxLeakage.tbl\": 0.5\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "ff71fdec-85c1-44b4-bfe8-41358e7fc933", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/data/shared/parameter-sets/wflow_rhine_sbm_nc/intbl/MaxLeakage.tbl\n", + "True\n", + "<,10]\t<,14]\t1 0.0\n", + "\n" + ] + } + ], + "source": [ + "maxleakage_file = Path(parameter_set.directory) / \"intbl\" / \"MaxLeakage.tbl\"\n", + "\n", + "print(maxleakage_file)\n", + "print(maxleakage_file.exists())\n", + "print(maxleakage_file.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "08074d55-fbc1-4be9-93b0-6ea0178dc042", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Runmap aangemaakt:\n", + "/home/niels/BEP-Niels/temp_runs/run_lowflow_storage_leakage_1\n", + "Aangepast: intbl/FirstZoneCapacity.tbl factor: 1.5\n", + "Aangepast: intbl/MaxLeakage.tbl factor: 0.5\n", + "Model gestart\n", + "Start time: 504921600.0\n", + "End time: 820454400.0\n", + "Stap: 365 Tijd: 1986-12-31 00:00:00 Q: 11876.8\n", + "Stap: 730 Tijd: 1987-12-31 00:00:00 Q: 2224.0\n", + "Stap: 1095 Tijd: 1988-12-30 00:00:00 Q: 3958.7\n", + "Stap: 1460 Tijd: 1989-12-30 00:00:00 Q: 4676.8\n", + "Stap: 1825 Tijd: 1990-12-30 00:00:00 Q: 6410.8\n", + "Stap: 2190 Tijd: 1991-12-30 00:00:00 Q: 7189.5\n", + "Stap: 2555 Tijd: 1992-12-29 00:00:00 Q: 1827.6\n", + "Stap: 2920 Tijd: 1993-12-29 00:00:00 Q: 10864.1\n", + "Stap: 3285 Tijd: 1994-12-29 00:00:00 Q: 5357.5\n", + "Stap: 3650 Tijd: 1995-12-29 00:00:00 Q: 10540.7\n", + "Run klaar: lowflow_storage_leakage_1\n", + "Aantal dagen: 1826\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/lowflow_storage_leakage_1_lobith_daily.csv\n" + ] + } + ], + "source": [ + "factors = {\n", + " \"FirstZoneCapacity.tbl\": 1.5,\n", + " \"MaxLeakage.tbl\": 0.5\n", + "}\n", + "\n", + "model_lowflow_1 = run_calibration_model(\n", + " run_name=\"lowflow_storage_leakage_1\",\n", + " factors=factors\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "0a43832f-b5fd-4328-879f-93e275332da7", + "metadata": {}, + "outputs": [], + "source": [ + "def calculate_scores(data, obs_col, sim_col):\n", + " # Alleen rijen gebruiken waar observatie en model allebei bestaan\n", + " d = data[[obs_col, sim_col]].dropna().copy()\n", + " \n", + " obs = d[obs_col].astype(float)\n", + " sim = d[sim_col].astype(float)\n", + " \n", + " # Bias: gemiddeld model - observatie\n", + " bias = (sim - obs).mean()\n", + " \n", + " # RMSE\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + " \n", + " # Log NSE\n", + " # Kleine waarde om log(0) te voorkomen\n", + " eps = 1.0\n", + " \n", + " log_obs = np.log(obs.clip(lower=eps))\n", + " log_sim = np.log(sim.clip(lower=eps))\n", + " \n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) ** 2).sum()\n", + " \n", + " return {\n", + " \"bias_m3s\": bias,\n", + " \"rmse_m3s\": rmse,\n", + " \"log_nse\": log_nse,\n", + " \"n_days\": len(d)\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "017d73f4-97fa-444e-a2a8-30dd7beec8cc", + "metadata": {}, + "outputs": [], + "source": [ + "def make_score_table(data, model_columns, obs_col=\"Q_grdc_m3s\"):\n", + " rows = []\n", + " \n", + " for name, sim_col in model_columns.items():\n", + " scores = calculate_scores(data, obs_col, sim_col)\n", + " \n", + " scores[\"run\"] = name\n", + " rows.append(scores)\n", + " \n", + " score_table = pd.DataFrame(rows)\n", + " \n", + " score_table = score_table[\n", + " [\"run\", \"bias_m3s\", \"rmse_m3s\", \"log_nse\", \"n_days\"]\n", + " ]\n", + " \n", + " score_table[\"bias_m3s\"] = score_table[\"bias_m3s\"].round(1)\n", + " score_table[\"rmse_m3s\"] = score_table[\"rmse_m3s\"].round(1)\n", + " score_table[\"log_nse\"] = score_table[\"log_nse\"].round(3)\n", + " \n", + " return score_table" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "151f7036-e4d6-4c76-af89-704559381c69", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
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runbias_m3srmse_m3slog_nsen_days
0basisrun-147.0740.8-21.205669
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun -147.0 740.8 -21.205 669" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lowflow_limit = 1600\n", + "\n", + "comparison_low = comparison[\n", + " comparison[\"Q_grdc_m3s\"] < lowflow_limit\n", + "].copy()\n", + "\n", + "score_table_low = make_score_table(\n", + " comparison_low,\n", + " model_columns\n", + ")\n", + "\n", + "score_table_low" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "4bcc347c-7b7d-4d2a-9fbf-8c53dd728770", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " date Q_grdc_m3s Q_basis_m3s Q_lowflow_1_m3s\n", + "0 1987-01-01 4865.0 13869.678711 13869.678711\n", + "1 1987-01-02 5756.0 15741.568359 15741.568359\n", + "2 1987-01-03 6160.0 16061.675781 16061.675781\n", + "3 1987-01-04 6973.0 15124.300781 15124.300781\n", + "4 1987-01-05 7579.0 13978.630859 13978.630859\n", + "Index(['date', 'Q_grdc_m3s', 'Q_basis_m3s', 'Q_lowflow_1_m3s'], dtype='object')\n" + ] + } + ], + "source": [ + "# Zorg dat de datumkolom goed staat\n", + "model_lowflow_1[\"date\"] = pd.to_datetime(model_lowflow_1[\"date\"])\n", + "\n", + "# Hernoem modelkolom als dat nog niet gedaan is\n", + "if \"Q_model_m3s\" in model_lowflow_1.columns:\n", + " model_lowflow_1 = model_lowflow_1.rename(\n", + " columns={\"Q_model_m3s\": \"Q_lowflow_1_m3s\"}\n", + " )\n", + "\n", + "# Voeg basisrun/GRDC comparison samen met lowflow-run\n", + "comparison_lowflow_1 = pd.merge(\n", + " comparison,\n", + " model_lowflow_1[[\"date\", \"Q_lowflow_1_m3s\"]],\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(comparison_lowflow_1.head())\n", + "print(comparison_lowflow_1.columns)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "d415283c-6379-41ca-b580-bfe967c62c47", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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runbias_m3srmse_m3slog_nsen_days
0basisrun582.01876.4-1.0421826
1lowflow_1582.01876.4-1.0421826
\n", + "
" + ], + "text/plain": [ + " run bias_m3s rmse_m3s log_nse n_days\n", + "0 basisrun 582.0 1876.4 -1.042 1826\n", + "1 lowflow_1 582.0 1876.4 -1.042 1826" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_columns = {\n", + " \"basisrun\": \"Q_basis_m3s\",\n", + " \"lowflow_1\": \"Q_lowflow_1_m3s\"\n", + "}\n", + "\n", + "score_table_all = make_score_table(\n", + " comparison_lowflow_1,\n", + " model_columns\n", + ")\n", + "\n", + "score_table_low = make_score_table(\n", + " comparison_lowflow_1[\n", + " comparison_lowflow_1[\"Q_grdc_m3s\"] < 1600\n", + " ],\n", + " model_columns\n", + ")\n", + "\n", + "score_table_all" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "1201c330-a4ca-4c72-8266-98309cdc057d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal low-flow dagen volgens GRDC: 669\n", + "Gemiddelde fout tijdens low-flow: -147.0 m3/s\n", + "Gemiddelde absolute fout tijdens low-flow: 595.2 m3/s\n", + "Gemiddelde GRDC low-flow: 1264.1\n", + "Gemiddelde model low-flow: 1117.1\n", + "Dagen GRDC < 1600: 669\n", + "Dagen model < 1600: 760\n", + "Dagen GRDC < 1020: 96\n", + "Dagen model < 1020: 485\n" + ] + } + ], + "source": [ + "lowflow_limit = 1600\n", + "\n", + "low = comparison_lowflow_1[\n", + " comparison_lowflow_1[\"Q_grdc_m3s\"] < lowflow_limit\n", + "].copy()\n", + "\n", + "bias_low = (low[\"Q_lowflow_1_m3s\"] - low[\"Q_grdc_m3s\"]).mean()\n", + "mae_low = abs(low[\"Q_lowflow_1_m3s\"] - low[\"Q_grdc_m3s\"]).mean()\n", + "\n", + "print(\"Aantal low-flow dagen volgens GRDC:\", len(low))\n", + "print(\"Gemiddelde fout tijdens low-flow:\", round(bias_low, 1), \"m3/s\")\n", + "print(\"Gemiddelde absolute fout tijdens low-flow:\", round(mae_low, 1), \"m3/s\")\n", + "\n", + "print(\"Gemiddelde GRDC low-flow:\", round(low[\"Q_grdc_m3s\"].mean(), 1))\n", + "print(\"Gemiddelde model low-flow:\", round(low[\"Q_lowflow_1_m3s\"].mean(), 1))\n", + "\n", + "print(\"Dagen GRDC < 1600:\", (comparison_lowflow_1[\"Q_grdc_m3s\"] < 1600).sum())\n", + "print(\"Dagen model < 1600:\", (comparison_lowflow_1[\"Q_lowflow_1_m3s\"] < 1600).sum())\n", + "\n", + "print(\"Dagen GRDC < 1020:\", (comparison_lowflow_1[\"Q_grdc_m3s\"] < 1020).sum())\n", + "print(\"Dagen model < 1020:\", (comparison_lowflow_1[\"Q_lowflow_1_m3s\"] < 1020).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "b5e718cb-0f95-4352-878b-8d4879c8de8e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_lowflow_1[\"date\"],\n", + " comparison_lowflow_1[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_lowflow_1[\"date\"],\n", + " comparison_lowflow_1[\"Q_basis_m3s\"],\n", + " label=\"wflow basisrun\",\n", + " linewidth=0.8\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_lowflow_1[\"date\"],\n", + " comparison_lowflow_1[\"Q_lowflow_1_m3s\"],\n", + " label=\"low-flow calibrated run\",\n", + " linewidth=0.9\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 5000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Low-flow calibration test at Lobith\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "feda4316-7ffb-4f2f-8260-b7ca1ed1ebb6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max absoluut verschil: 0.0\n", + "Gemiddeld verschil: 0.0\n", + "Aantal verschillende waarden: 0\n" + ] + } + ], + "source": [ + "verschil = comparison_lowflow_1[\"Q_lowflow_1_m3s\"] - comparison_lowflow_1[\"Q_basis_m3s\"]\n", + "\n", + "print(\"Max absoluut verschil:\", verschil.abs().max())\n", + "print(\"Gemiddeld verschil:\", verschil.mean())\n", + "print(\"Aantal verschillende waarden:\", (verschil.abs() > 0.0001).sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "8d37920b-188b-4f3e-89cb-a64044add11e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " date Q_lowflow_1_m3s\n", + "365 1987-01-01 13869.678711\n", + "366 1987-01-02 15741.568359\n", + "367 1987-01-03 16061.675781\n", + "368 1987-01-04 15124.300781\n", + "369 1987-01-05 13978.630859\n", + "Index(['date', 'Q_lowflow_1_m3s'], dtype='object')\n", + " date Q_basis_m3s\n", + "365 1987-01-01 13869.678711\n", + "366 1987-01-02 15741.568359\n", + "367 1987-01-03 16061.675781\n", + "368 1987-01-04 15124.300781\n", + "369 1987-01-05 13978.630859\n", + "Index(['date', 'Q_basis_m3s'], dtype='object')\n" + ] + } + ], + "source": [ + "print(model_lowflow_1.head())\n", + "print(model_lowflow_1.columns)\n", + "\n", + "print(model_basis.head())\n", + "print(model_basis.columns)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "a58735d1-a0f8-4b85-8c07-c630d47fa40c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " date Q_basis_m3s Q_lowflow_1_m3s\n", + "0 1987-01-01 13869.678711 13869.678711\n", + "1 1987-01-02 15741.568359 15741.568359\n", + "2 1987-01-03 16061.675781 16061.675781\n", + "3 1987-01-04 15124.300781 15124.300781\n", + "4 1987-01-05 13978.630859 13978.630859\n", + "Index(['date', 'Q_basis_m3s', 'Q_lowflow_1_m3s'], dtype='object')\n" + ] + } + ], + "source": [ + "test_merge = pd.merge(\n", + " model_basis,\n", + " model_lowflow_1,\n", + " on=\"date\",\n", + " how=\"inner\",\n", + " suffixes=(\"_basis\", \"_lowflow\")\n", + ")\n", + "\n", + "print(test_merge.head())\n", + "print(test_merge.columns)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "d7274a8a-0f1e-4e71-af5a-79ac221dbad9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/niels/BEP-Niels/temp_runs/run_lowflow_storage_leakage_1\n" + ] + } + ], + "source": [ + "run_dirs = sorted(\n", + " temp_dir.glob(\"run_*lowflow*\"),\n", + " key=lambda p: p.stat().st_mtime\n", + ")\n", + "\n", + "for run_dir in run_dirs:\n", + " print(run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "532c2405-166a-4584-a65c-1541019313b5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gekozen runmap:\n", + "/home/niels/BEP-Niels/temp_runs/run_lowflow_storage_leakage_1\n" + ] + } + ], + "source": [ + "run_dir = run_dirs[-1]\n", + "\n", + "print(\"Gekozen runmap:\")\n", + "print(run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "39735056-aa23-41a1-b895-34482a4e79aa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/niels/BEP-Niels/temp_runs/run_lowflow_storage_leakage_1/intbl/FirstZoneCapacity.tbl\n", + "True\n", + "1 1 1 600.0\n", + "2 1 1 10650.0\n", + "3 1 1 10650.0\n", + "4 1 1 10650.0\n", + "5 1 1 10650.0\n", + "6 1 1 10650.0\n", + "1 2 1 4800.0\n", + "2 2 1 15000.0\n", + "3 2 1 15000.0\n", + "4 2 1 15000.0\n", + "5 2 1 15000.0\n", + "6 2 1 15000.0\n", + "1 3 1 600.0\n", + "2 3 1 1500.0\n", + "3 3 1 1500.0\n", + "4 3 1 1500.0\n", + "5 3 1 1500.0\n", + "6 3 1 1500.0\n", + "1 4 1 1200.0\n", + "2 4 1 21300.0\n", + "3 4 1 21300.0\n", + "4 4 1 21300.0\n", + "5 4 1 21300.0\n", + "6 4 1 21300.0\n", + "1 5 1 1200.0\n", + "2 5 1 21300.0\n", + "3 5 1 21300.0\n", + "4 5 1 21300.0\n", + "5 5 1 21300.0\n", + "6 5 1 21300.0\n", + "1 6 1 1200.0\n", + "2 6 1 21300.0\n", + "3 6 1 21300.0\n", + "4 6 1 21300.0\n", + "5 6 1 21300.0\n", + "6 6 1 21300.0\n", + "1 7 1 1800.0\n", + "2 7 1 10125.0\n", + "3 7 1 10125.0\n", + "4 7 1 10125.0\n", + "5 7 1 10125.0\n", + "6 7 1 10125.0\n", + "1 8 1 600.0\n", + "2 8 1 2625.0\n", + "3 8 1 2625.0\n", + "4 8 1 2625.0\n", + "5 8 1 2625.0\n", + "6 8 1 2625.0\n", + "1 9 1 1200.0\n", + "2 9 1 21300.0\n", + "3 9 1 21300.0\n", + "4 9 1 21300.0\n", + "5 9 1 21300.0\n", + "6 9 1 21300.0\n", + "1 10 1 1200.0\n", + "2 10 1 21300.0\n", + "3 10 1 21300.0\n", + "4 10 1 21300.0\n", + "5 10 1 21300.0\n", + "6 10 1 21300.0\n", + "1 11 1 19200.0\n", + "2 11 1 36000.0\n", + "3 11 1 36000.0\n", + "4 11 1 36000.0\n", + "5 11 1 36000.0\n", + "6 11 1 36000.0\n", + "1 12 1 600.0\n", + "2 12 1 1875.0\n", + "3 12 1 1875.0\n", + "4 12 1 1875.0\n", + "5 12 1 1875.0\n", + "6 12 1 1875.0\n", + "1 13 1 2400.0\n", + "2 13 1 4500.0\n", + "3 13 1 4500.0\n", + "4 13 1 4500.0\n", + "5 13 1 4500.0\n", + "6 13 1 4500.0\n", + "1 14 1 600.0\n", + "2 14 1 1125.0\n", + "3 14 1 1125.0\n", + "4 14 1 1125.0\n", + "5 14 1 1125.0\n", + "6 14 1 1125.0\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n" + ] + } + ], + "source": [ + "tbl_file = run_dir / \"intbl\" / \"FirstZoneCapacity.tbl\"\n", + "\n", + "print(tbl_file)\n", + "print(tbl_file.exists())\n", + "print(tbl_file.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "6747202b-c3ab-453d-ad54-7fcdb4ce74fc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Origineel:\n", + "1\t1\t1\t400\n", + "2\t1\t1\t7100\n", + "3\t1\t1\t7100\n", + "4\t1\t1\t7100\n", + "5\t1\t1\t7100\n", + "6\t1\t1\t7100\n", + "1\t2\t1\t3200\n", + "2\t2\t1\t10000\n", + "3\t2\t1\t10000\n", + "4\t2\t1\t10000\n", + "5\t2\t1\t10000\n", + "6\t2\t1\t10000\n", + "1\t3\t1\t400\n", + "2\t3\t1\t1000\n", + "3\t3\t1\t1000\n", + "4\t3\t1\t1000\n", + "5\t3\t1\t1000\n", + "6\t3\t1\t1000\n", + "1\t4\t1\t800\n", + "2\t4\t1\t14200\n", + "3\t4\t1\t14200\n", + "4\t4\t1\t14200\n", + "5\t4\t1\t14200\n", + "6\t4\t1\t14200\n", + "1\t5\t1\t800\n", + "2\t5\t1\t14200\n", + "3\t5\t1\t14200\n", + "4\t5\t1\t14200\n", + "5\t5\t1\t14200\n", + "6\t5\t1\t14200\n", + "1\t6\t1\t800\n", + "2\t6\t1\t14200\n", + "3\t6\t1\t14200\n", + "4\t6\t1\t14200\n", + "5\t6\t1\t14200\n", + "6\t6\t1\t14200\n", + "1\t7\t1\t1200\n", + "2\t7\t1\t6750\n", + "3\t7\t1\t6750\n", + "4\t7\t1\t6750\n", + "5\t7\t1\t6750\n", + "6\t7\t1\t6750\n", + "1\t8\t1\t400\n", + "2\t8\t1\t1750\n", + "3\t8\t1\t1750\n", + "4\t8\t1\t1750\n", + "5\t8\t1\t1750\n", + "6\t8\t1\t1750\n", + "1\t9\t1\t800\n", + "2\t9\t1\t14200\n", + "3\t9\t1\t14200\n", + "4\t9\t1\t14200\n", + "5\t9\t1\t14200\n", + "6\t9\t1\t14200\n", + "1\t10\t1\t800\n", + "2\t10\t1\t14200\n", + "3\t10\t1\t14200\n", + "4\t10\t1\t14200\n", + "5\t10\t1\t14200\n", + "6\t10\t1\t14200\n", + "1\t11\t1\t12800\n", + "2\t11\t1\t24000\n", + "3\t11\t1\t24000\n", + "4\t11\t1\t24000\n", + "5\t11\t1\t24000\n", + "6\t11\t1\t24000\n", + "1\t12\t1\t400\n", + "2\t12\t1\t1250\n", + "3\t12\t1\t1250\n", + "4\t12\t1\t1250\n", + "5\t12\t1\t1250\n", + "6\t12\t1\t1250\n", + "1\t13\t1\t1600\n", + "2\t13\t1\t3000\n", + "3\t13\t1\t3000\n", + "4\t13\t1\t3000\n", + "5\t13\t1\t3000\n", + "6\t13\t1\t3000\n", + "1\t14\t1\t400\n", + "2\t14\t1\t750\n", + "3\t14\t1\t750\n", + "4\t14\t1\t750\n", + "5\t14\t1\t750\n", + "6\t14\t1\t750\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "Aangepaste run:\n", + "1 1 1 600.0\n", + "2 1 1 10650.0\n", + "3 1 1 10650.0\n", + "4 1 1 10650.0\n", + "5 1 1 10650.0\n", + "6 1 1 10650.0\n", + "1 2 1 4800.0\n", + "2 2 1 15000.0\n", + "3 2 1 15000.0\n", + "4 2 1 15000.0\n", + "5 2 1 15000.0\n", + "6 2 1 15000.0\n", + "1 3 1 600.0\n", + "2 3 1 1500.0\n", + "3 3 1 1500.0\n", + "4 3 1 1500.0\n", + "5 3 1 1500.0\n", + "6 3 1 1500.0\n", + "1 4 1 1200.0\n", + "2 4 1 21300.0\n", + "3 4 1 21300.0\n", + "4 4 1 21300.0\n", + "5 4 1 21300.0\n", + "6 4 1 21300.0\n", + "1 5 1 1200.0\n", + "2 5 1 21300.0\n", + "3 5 1 21300.0\n", + "4 5 1 21300.0\n", + "5 5 1 21300.0\n", + "6 5 1 21300.0\n", + "1 6 1 1200.0\n", + "2 6 1 21300.0\n", + "3 6 1 21300.0\n", + "4 6 1 21300.0\n", + "5 6 1 21300.0\n", + "6 6 1 21300.0\n", + "1 7 1 1800.0\n", + "2 7 1 10125.0\n", + "3 7 1 10125.0\n", + "4 7 1 10125.0\n", + "5 7 1 10125.0\n", + "6 7 1 10125.0\n", + "1 8 1 600.0\n", + "2 8 1 2625.0\n", + "3 8 1 2625.0\n", + "4 8 1 2625.0\n", + "5 8 1 2625.0\n", + "6 8 1 2625.0\n", + "1 9 1 1200.0\n", + "2 9 1 21300.0\n", + "3 9 1 21300.0\n", + "4 9 1 21300.0\n", + "5 9 1 21300.0\n", + "6 9 1 21300.0\n", + "1 10 1 1200.0\n", + "2 10 1 21300.0\n", + "3 10 1 21300.0\n", + "4 10 1 21300.0\n", + "5 10 1 21300.0\n", + "6 10 1 21300.0\n", + "1 11 1 19200.0\n", + "2 11 1 36000.0\n", + "3 11 1 36000.0\n", + "4 11 1 36000.0\n", + "5 11 1 36000.0\n", + "6 11 1 36000.0\n", + "1 12 1 600.0\n", + "2 12 1 1875.0\n", + "3 12 1 1875.0\n", + "4 12 1 1875.0\n", + "5 12 1 1875.0\n", + "6 12 1 1875.0\n", + "1 13 1 2400.0\n", + "2 13 1 4500.0\n", + "3 13 1 4500.0\n", + "4 13 1 4500.0\n", + "5 13 1 4500.0\n", + "6 13 1 4500.0\n", + "1 14 1 600.0\n", + "2 14 1 1125.0\n", + "3 14 1 1125.0\n", + "4 14 1 1125.0\n", + "5 14 1 1125.0\n", + "6 14 1 1125.0\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n" + ] + } + ], + "source": [ + "original_tbl = Path(parameter_set.directory) / \"intbl\" / \"FirstZoneCapacity.tbl\"\n", + "\n", + "print(\"Origineel:\")\n", + "print(original_tbl.read_text())\n", + "\n", + "print(\"Aangepaste run:\")\n", + "print(tbl_file.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "af9e3828-0cd3-48fa-9d96-bde729dc67ea", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/niels/BEP-Niels/temp_runs/run_lowflow_storage_leakage_1\n", + "/home/niels/BEP-Niels/temp_runs/run_lowflow_1\n", + "False\n", + "Gekozen runmap:\n", + "/home/niels/BEP-Niels/temp_runs/run_lowflow_storage_leakage_1\n" + ] + } + ], + "source": [ + "run_dirs = sorted(temp_dir.glob(\"run_*lowflow*\"))\n", + "\n", + "for run_dir in run_dirs:\n", + " print(run_dir)\n", + "\n", + "run_dir = temp_dir / \"run_lowflow_1\"\n", + "\n", + "print(run_dir)\n", + "print(run_dir.exists())\n", + "\n", + "run_dir = sorted(\n", + " temp_dir.glob(\"run_*lowflow*\"),\n", + " key=lambda p: p.stat().st_mtime\n", + ")[-1]\n", + "\n", + "print(\"Gekozen runmap:\")\n", + "print(run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "4fe8ab6b-2469-44fb-9b21-94c589eb9a05", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Origineel:\n", + "1\t1\t1\t400\n", + "2\t1\t1\t7100\n", + "3\t1\t1\t7100\n", + "4\t1\t1\t7100\n", + "5\t1\t1\t7100\n", + "6\t1\t1\t7100\n", + "1\t2\t1\t3200\n", + "2\t2\t1\t10000\n", + "3\t2\t1\t10000\n", + "4\t2\t1\t10000\n", + "5\t2\t1\t10000\n", + "6\t2\t1\t10000\n", + "1\t3\t1\t400\n", + "2\t3\t1\t1000\n", + "3\t3\t1\t1000\n", + "4\t3\t1\t1000\n", + "5\t3\t1\t1000\n", + "6\t3\t1\t1000\n", + "1\t4\t1\t800\n", + "2\t4\t1\t14200\n", + "3\t4\t1\t14200\n", + "4\t4\t1\t14200\n", + "5\t4\t1\t14200\n", + "6\t4\t1\t14200\n", + "1\t5\t1\t800\n", + "2\t5\t1\t14200\n", + "3\t5\t1\t14200\n", + "4\t5\t1\t14200\n", + "5\t5\t1\t14200\n", + "6\t5\t1\t14200\n", + "1\t6\t1\t800\n", + "2\t6\t1\t14200\n", + "3\t6\t1\t14200\n", + "4\t6\t1\t14200\n", + "5\t6\t1\t14200\n", + "6\t6\t1\t14200\n", + "1\t7\t1\t1200\n", + "2\t7\t1\t6750\n", + "3\t7\t1\t6750\n", + "4\t7\t1\t6750\n", + "5\t7\t1\t6750\n", + "6\t7\t1\t6750\n", + "1\t8\t1\t400\n", + "2\t8\t1\t1750\n", + "3\t8\t1\t1750\n", + "4\t8\t1\t1750\n", + "5\t8\t1\t1750\n", + "6\t8\t1\t1750\n", + "1\t9\t1\t800\n", + "2\t9\t1\t14200\n", + "3\t9\t1\t14200\n", + "4\t9\t1\t14200\n", + "5\t9\t1\t14200\n", + "6\t9\t1\t14200\n", + "1\t10\t1\t800\n", + "2\t10\t1\t14200\n", + "3\t10\t1\t14200\n", + "4\t10\t1\t14200\n", + "5\t10\t1\t14200\n", + "6\t10\t1\t14200\n", + "1\t11\t1\t12800\n", + "2\t11\t1\t24000\n", + "3\t11\t1\t24000\n", + "4\t11\t1\t24000\n", + "5\t11\t1\t24000\n", + "6\t11\t1\t24000\n", + "1\t12\t1\t400\n", + "2\t12\t1\t1250\n", + "3\t12\t1\t1250\n", + "4\t12\t1\t1250\n", + "5\t12\t1\t1250\n", + "6\t12\t1\t1250\n", + "1\t13\t1\t1600\n", + "2\t13\t1\t3000\n", + "3\t13\t1\t3000\n", + "4\t13\t1\t3000\n", + "5\t13\t1\t3000\n", + "6\t13\t1\t3000\n", + "1\t14\t1\t400\n", + "2\t14\t1\t750\n", + "3\t14\t1\t750\n", + "4\t14\t1\t750\n", + "5\t14\t1\t750\n", + "6\t14\t1\t750\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "Aangepast:\n", + "1 1 1 600.0\n", + "2 1 1 10650.0\n", + "3 1 1 10650.0\n", + "4 1 1 10650.0\n", + "5 1 1 10650.0\n", + "6 1 1 10650.0\n", + "1 2 1 4800.0\n", + "2 2 1 15000.0\n", + "3 2 1 15000.0\n", + "4 2 1 15000.0\n", + "5 2 1 15000.0\n", + "6 2 1 15000.0\n", + "1 3 1 600.0\n", + "2 3 1 1500.0\n", + "3 3 1 1500.0\n", + "4 3 1 1500.0\n", + "5 3 1 1500.0\n", + "6 3 1 1500.0\n", + "1 4 1 1200.0\n", + "2 4 1 21300.0\n", + "3 4 1 21300.0\n", + "4 4 1 21300.0\n", + "5 4 1 21300.0\n", + "6 4 1 21300.0\n", + "1 5 1 1200.0\n", + "2 5 1 21300.0\n", + "3 5 1 21300.0\n", + "4 5 1 21300.0\n", + "5 5 1 21300.0\n", + "6 5 1 21300.0\n", + "1 6 1 1200.0\n", + "2 6 1 21300.0\n", + "3 6 1 21300.0\n", + "4 6 1 21300.0\n", + "5 6 1 21300.0\n", + "6 6 1 21300.0\n", + "1 7 1 1800.0\n", + "2 7 1 10125.0\n", + "3 7 1 10125.0\n", + "4 7 1 10125.0\n", + "5 7 1 10125.0\n", + "6 7 1 10125.0\n", + "1 8 1 600.0\n", + "2 8 1 2625.0\n", + "3 8 1 2625.0\n", + "4 8 1 2625.0\n", + "5 8 1 2625.0\n", + "6 8 1 2625.0\n", + "1 9 1 1200.0\n", + "2 9 1 21300.0\n", + "3 9 1 21300.0\n", + "4 9 1 21300.0\n", + "5 9 1 21300.0\n", + "6 9 1 21300.0\n", + "1 10 1 1200.0\n", + "2 10 1 21300.0\n", + "3 10 1 21300.0\n", + "4 10 1 21300.0\n", + "5 10 1 21300.0\n", + "6 10 1 21300.0\n", + "1 11 1 19200.0\n", + "2 11 1 36000.0\n", + "3 11 1 36000.0\n", + "4 11 1 36000.0\n", + "5 11 1 36000.0\n", + "6 11 1 36000.0\n", + "1 12 1 600.0\n", + "2 12 1 1875.0\n", + "3 12 1 1875.0\n", + "4 12 1 1875.0\n", + "5 12 1 1875.0\n", + "6 12 1 1875.0\n", + "1 13 1 2400.0\n", + "2 13 1 4500.0\n", + "3 13 1 4500.0\n", + "4 13 1 4500.0\n", + "5 13 1 4500.0\n", + "6 13 1 4500.0\n", + "1 14 1 600.0\n", + "2 14 1 1125.0\n", + "3 14 1 1125.0\n", + "4 14 1 1125.0\n", + "5 14 1 1125.0\n", + "6 14 1 1125.0\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n" + ] + } + ], + "source": [ + "tbl_name = \"FirstZoneCapacity.tbl\"\n", + "\n", + "original_tbl = Path(parameter_set.directory) / \"intbl\" / tbl_name\n", + "changed_tbl = run_dir / \"intbl\" / tbl_name\n", + "\n", + "print(\"Origineel:\")\n", + "print(original_tbl.read_text())\n", + "\n", + "print(\"\\nAangepast:\")\n", + "print(changed_tbl.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "2c473420-6525-42ea-8851-a7662c764856", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "===================\n", + "FirstZoneCapacity.tbl\n", + "===================\n", + "Origineel:\n", + "1\t1\t1\t400\n", + "2\t1\t1\t7100\n", + "3\t1\t1\t7100\n", + "4\t1\t1\t7100\n", + "5\t1\t1\t7100\n", + "6\t1\t1\t7100\n", + "1\t2\t1\t3200\n", + "2\t2\t1\t10000\n", + "3\t2\t1\t10000\n", + "4\t2\t1\t10000\n", + "5\t2\t1\t10000\n", + "6\t2\t1\t10000\n", + "1\t3\t1\t400\n", + "2\t3\t1\t1000\n", + "3\t3\t1\t1000\n", + "4\t3\t1\t1000\n", + "5\t3\t1\t1000\n", + "6\t3\t1\t1000\n", + "1\t4\t1\t800\n", + "2\t4\t1\t14200\n", + "3\t4\t1\t14200\n", + "4\t4\t1\t14200\n", + "5\t4\t1\t14200\n", + "6\t4\t1\t14200\n", + "1\t5\t1\t800\n", + "2\t5\t1\t14200\n", + "3\t5\t1\t14200\n", + "4\t5\t1\t14200\n", + "5\t5\t1\t14200\n", + "6\t5\t1\t14200\n", + "1\t6\t1\t800\n", + "2\t6\t1\t14200\n", + "3\t6\t1\t14200\n", + "4\t6\t1\t14200\n", + "5\t6\t1\t14200\n", + "6\t6\t1\t14200\n", + "1\t7\t1\t1200\n", + "2\t7\t1\t6750\n", + "3\t7\t1\t6750\n", + "4\t7\t1\t6750\n", + "5\t7\t1\t6750\n", + "6\t7\t1\t6750\n", + "1\t8\t1\t400\n", + "2\t8\t1\t1750\n", + "3\t8\t1\t1750\n", + "4\t8\t1\t1750\n", + "5\t8\t1\t1750\n", + "6\t8\t1\t1750\n", + "1\t9\t1\t800\n", + "2\t9\t1\t14200\n", + "3\t9\t1\t14200\n", + "4\t9\t1\t14200\n", + "5\t9\t1\t14200\n", + "6\t9\t1\t14200\n", + "1\t10\t1\t800\n", + "2\t10\t1\t14200\n", + "3\t10\t1\t14200\n", + "4\t10\t1\t14200\n", + "5\t10\t1\t14200\n", + "6\t10\t1\t14200\n", + "1\t11\t1\t12800\n", + "2\t11\t1\t24000\n", + "3\t11\t1\t24000\n", + "4\t11\t1\t24000\n", + "5\t11\t1\t24000\n", + "6\t11\t1\t24000\n", + "1\t12\t1\t400\n", + "2\t12\t1\t1250\n", + "3\t12\t1\t1250\n", + "4\t12\t1\t1250\n", + "5\t12\t1\t1250\n", + "6\t12\t1\t1250\n", + "1\t13\t1\t1600\n", + "2\t13\t1\t3000\n", + "3\t13\t1\t3000\n", + "4\t13\t1\t3000\n", + "5\t13\t1\t3000\n", + "6\t13\t1\t3000\n", + "1\t14\t1\t400\n", + "2\t14\t1\t750\n", + "3\t14\t1\t750\n", + "4\t14\t1\t750\n", + "5\t14\t1\t750\n", + "6\t14\t1\t750\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "Aangepast:\n", + "1 1 1 600.0\n", + "2 1 1 10650.0\n", + "3 1 1 10650.0\n", + "4 1 1 10650.0\n", + "5 1 1 10650.0\n", + "6 1 1 10650.0\n", + "1 2 1 4800.0\n", + "2 2 1 15000.0\n", + "3 2 1 15000.0\n", + "4 2 1 15000.0\n", + "5 2 1 15000.0\n", + "6 2 1 15000.0\n", + "1 3 1 600.0\n", + "2 3 1 1500.0\n", + "3 3 1 1500.0\n", + "4 3 1 1500.0\n", + "5 3 1 1500.0\n", + "6 3 1 1500.0\n", + "1 4 1 1200.0\n", + "2 4 1 21300.0\n", + "3 4 1 21300.0\n", + "4 4 1 21300.0\n", + "5 4 1 21300.0\n", + "6 4 1 21300.0\n", + "1 5 1 1200.0\n", + "2 5 1 21300.0\n", + "3 5 1 21300.0\n", + "4 5 1 21300.0\n", + "5 5 1 21300.0\n", + "6 5 1 21300.0\n", + "1 6 1 1200.0\n", + "2 6 1 21300.0\n", + "3 6 1 21300.0\n", + "4 6 1 21300.0\n", + "5 6 1 21300.0\n", + "6 6 1 21300.0\n", + "1 7 1 1800.0\n", + "2 7 1 10125.0\n", + "3 7 1 10125.0\n", + "4 7 1 10125.0\n", + "5 7 1 10125.0\n", + "6 7 1 10125.0\n", + "1 8 1 600.0\n", + "2 8 1 2625.0\n", + "3 8 1 2625.0\n", + "4 8 1 2625.0\n", + "5 8 1 2625.0\n", + "6 8 1 2625.0\n", + "1 9 1 1200.0\n", + "2 9 1 21300.0\n", + "3 9 1 21300.0\n", + "4 9 1 21300.0\n", + "5 9 1 21300.0\n", + "6 9 1 21300.0\n", + "1 10 1 1200.0\n", + "2 10 1 21300.0\n", + "3 10 1 21300.0\n", + "4 10 1 21300.0\n", + "5 10 1 21300.0\n", + "6 10 1 21300.0\n", + "1 11 1 19200.0\n", + "2 11 1 36000.0\n", + "3 11 1 36000.0\n", + "4 11 1 36000.0\n", + "5 11 1 36000.0\n", + "6 11 1 36000.0\n", + "1 12 1 600.0\n", + "2 12 1 1875.0\n", + "3 12 1 1875.0\n", + "4 12 1 1875.0\n", + "5 12 1 1875.0\n", + "6 12 1 1875.0\n", + "1 13 1 2400.0\n", + "2 13 1 4500.0\n", + "3 13 1 4500.0\n", + "4 13 1 4500.0\n", + "5 13 1 4500.0\n", + "6 13 1 4500.0\n", + "1 14 1 600.0\n", + "2 14 1 1125.0\n", + "3 14 1 1125.0\n", + "4 14 1 1125.0\n", + "5 14 1 1125.0\n", + "6 14 1 1125.0\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "===================\n", + "MaxLeakage.tbl\n", + "===================\n", + "Origineel:\n", + "<,10]\t<,14]\t1 0.0\n", + "\n", + "Aangepast:\n", + "<,10] <,14] 1 0.0\n", + "\n" + ] + } + ], + "source": [ + "for tbl_name in factors.keys():\n", + " original_tbl = Path(parameter_set.directory) / \"intbl\" / tbl_name\n", + " changed_tbl = run_dir / \"intbl\" / tbl_name\n", + "\n", + " print(\"\\n===================\")\n", + " print(tbl_name)\n", + " print(\"===================\")\n", + "\n", + " print(\"Origineel:\")\n", + " print(original_tbl.read_text())\n", + "\n", + " print(\"Aangepast:\")\n", + " print(changed_tbl.read_text())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "71367b8c-f104-42ae-9283-0daf16e8d414", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "faa5faea-a1bd-461e-a2cc-d138aa86c958", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Controle aangepaste parameters:\n" + ] + }, + { + "ename": "NameError", + "evalue": "name 'cfg_dir_test' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[53], line 4\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;124mControle aangepaste parameters:\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 3\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m tbl_name \u001b[38;5;129;01min\u001b[39;00m factors\u001b[38;5;241m.\u001b[39mkeys():\n\u001b[0;32m----> 4\u001b[0m tbl_file \u001b[38;5;241m=\u001b[39m \u001b[43mcfg_dir_test\u001b[49m \u001b[38;5;241m/\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mintbl\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;241m/\u001b[39m tbl_name\n\u001b[1;32m 6\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;124m---\u001b[39m\u001b[38;5;124m\"\u001b[39m, tbl_name, \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m---\u001b[39m\u001b[38;5;124m\"\u001b[39m)\n\u001b[1;32m 7\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mBestaat:\u001b[39m\u001b[38;5;124m\"\u001b[39m, tbl_file\u001b[38;5;241m.\u001b[39mexists())\n", + "\u001b[0;31mNameError\u001b[0m: name 'cfg_dir_test' is not defined" + ] + } + ], + "source": [ + "print(\"\\nControle aangepaste parameters:\")\n", + "\n", + "for tbl_name in factors.keys():\n", + " tbl_file = cfg_dir_test / \"intbl\" / tbl_name\n", + " \n", + " print(\"\\n---\", tbl_name, \"---\")\n", + " print(\"Bestaat:\", tbl_file.exists())\n", + " \n", + " if tbl_file.exists():\n", + " print(tbl_file.read_text())\n", + "\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "48c8a2c8-26a5-4163-a314-e70ac2c99d24", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/014_Parametergevoeligheid.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/014_Parametergevoeligheid.ipynb new file mode 100644 index 00000000..9d591299 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/014_Parametergevoeligheid.ipynb @@ -0,0 +1,5054 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 3, + "id": "6d5489bf-ceeb-4ac0-9866-9f13d270dbce", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/esmvalcore/experimental/_warnings.py:13: UserWarning: \n", + " Thank you for trying out the new ESMValCore API.\n", + " Note that this API is experimental and may be subject to change.\n", + " More info: https://github.com/ESMValGroup/ESMValCore/issues/498\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "import shutil\n", + "import warnings\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources\n", + "\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "pd.set_option(\"display.max_columns\", None)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "f7e2e606-325c-4e58-8109-183bf7026710", + "metadata": {}, + "outputs": [], + "source": [ + "def scores(comparison):\n", + " obs = comparison[\"Q_grdc_m3s\"]\n", + " sim = comparison[\"Q_model_m3s\"]\n", + "\n", + " #algemene scores\n", + " bias = (sim - obs).mean()\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + "\n", + " #log-NSE\n", + " log_obs = np.log(obs)\n", + " log_sim = np.log(sim)\n", + "\n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) **2).sum()\n", + "\n", + " #low_flow selectie\n", + " low_1600 = obs < 1600\n", + "\n", + " #dagen onder drempels\n", + " grdc_days_below_1600 = (obs < 1600).sum()\n", + " model_days_below_1600 = (sim < 1600).sum()\n", + "\n", + " grdc_days_below_1020 = (obs < 1020).sum()\n", + " model_days_below_1020 = (sim < 1020).sum()\n", + "\n", + " #percentielen\n", + " grdc_p10 = obs.quantile(0.10)\n", + " model_p10 = sim.quantile(0.10)\n", + "\n", + " grdc_p17 = obs.quantile(0.17)\n", + " model_p17 = sim.quantile(0.17)\n", + "\n", + " scores = {\n", + " \"bias\": bias,\n", + " \"rmse\": rmse,\n", + " \"log_nse\": log_nse,\n", + "\n", + " \"bias_low_1600\": (sim[low_1600] - obs[low_1600]).mean(),\n", + " \"mae_low_1600\": abs(sim[low_1600] - obs[low_1600]).mean(),\n", + "\n", + " \"grdc_days_below_1600\": grdc_days_below_1600,\n", + " \"model_days_below_1600\": model_days_below_1600,\n", + " \"diff_days_below_1600\": model_days_below_1600 - grdc_days_below_1600,\n", + "\n", + " \"grdc_days_below_1020\": grdc_days_below_1020,\n", + " \"model_days_below_1020\": model_days_below_1020,\n", + " \"diff_days_below_1020\": model_days_below_1020 - grdc_days_below_1020,\n", + "\n", + " \"grdc_p10\": grdc_p10,\n", + " \"model_p10\": model_p10,\n", + " \"diff_p10\": model_p10 - grdc_p10,\n", + "\n", + " \"grdc_p17\": grdc_p17,\n", + " \"model_p17\": model_p17,\n", + " \"diff_p17\": model_p17 - grdc_p17,\n", + " }\n", + "\n", + " return scores" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "982e19a2-1d36-4de3-813e-00e016c2ba69", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Projectmap bestaat: True\n", + "Forcingmap bestaat: True\n", + "Resultsmap bestaat: True\n" + ] + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"Results-figures\"\n", + "\n", + "forcing_dir = temp_dir / \"forcing_basisrun_1987_1995\"\n", + "\n", + "model_start = \"1986-01-01T00:00:00Z\"\n", + "model_end = \"1996-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1987-01-01\"\n", + "calibration_end = \"1995-12-31\"\n", + "\n", + "print(\"Projectmap bestaat:\", project_dir.exists())\n", + "print(\"Forcingmap bestaat:\", forcing_dir.exists())\n", + "print(\"Resultsmap bestaat:\", results_dir.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "60874367-807e-4017-8e01-045330b6d385", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1995-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
dateQ_grdc_m3s
314111987-01-014865.0
314121987-01-025756.0
314131987-01-036160.0
314141987-01-046973.0
314151987-01-057579.0
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" + ], + "text/plain": [ + " date Q_grdc_m3s\n", + "31411 1987-01-01 4865.0\n", + "31412 1987-01-02 5756.0\n", + "31413 1987-01-03 6160.0\n", + "31414 1987-01-04 6973.0\n", + "31415 1987-01-05 7579.0" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grdc_file = project_dir / \"Data Lobith\" / \"data grdc\" / \"6435060_Q_Day.Cmd.txt\"\n", + "\n", + "grdc = pd.read_csv(\n", + " grdc_file,\n", + " sep=\";\",\n", + " comment=\"#\",\n", + " skipinitialspace=True,\n", + " na_values=-999.000,\n", + " encoding=\"latin1\"\n", + ")\n", + "\n", + "grdc.columns = grdc.columns.str.strip()\n", + "\n", + "grdc = grdc.rename(columns={\n", + " \"YYYY-MM-DD\": \"date\",\n", + " \"Value\": \"Q_grdc_m3s\"\n", + "})\n", + "\n", + "grdc[\"date\"] = pd.to_datetime(grdc[\"date\"])\n", + "grdc[\"Q_grdc_m3s\"] = pd.to_numeric(grdc[\"Q_grdc_m3s\"])\n", + "\n", + "grdc = grdc.dropna(subset=[\"Q_grdc_m3s\"])\n", + "\n", + "grdc_calibration = grdc[\n", + " (grdc[\"date\"] >= calibration_start) &\n", + " (grdc[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_calibration = grdc_calibration[[\"date\", \"Q_grdc_m3s\"]]\n", + "\n", + "print(\"Aantal dagen:\", len(grdc_calibration))\n", + "print(\"Start:\", grdc_calibration[\"date\"].min())\n", + "print(\"Einde:\", grdc_calibration[\"date\"].max())\n", + "\n", + "grdc_calibration.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "68393a17-16d2-4788-9e35-1a8fb6eb76fe", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal .nc bestanden gevonden: 7\n", + "0 /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/orog/OBS6_ERA5_reanaly_1_fx_orog.nc\n", + "1 /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/pr/OBS6_ERA5_reanaly_1_day_pr_1986-1995.nc\n", + "2 /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/psl/OBS6_ERA5_reanaly_1_day_psl_1986-1995.nc\n", + "3 /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/rsds/OBS6_ERA5_reanaly_1_day_rsds_1986-1995.nc\n", + "4 /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/rsdt/OBS6_ERA5_reanaly_1_CFday_rsdt_1986-1995.nc\n", + "5 /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/preproc/diagnostic/tas/OBS6_ERA5_reanaly_1_day_tas_1986-1995.nc\n", + "6 /home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script/wflow_ERA5_Rhine_1986_1995.nc\n" + ] + } + ], + "source": [ + "nc_files = sorted(forcing_dir.rglob(\"*.nc\"))\n", + "\n", + "print(\"Aantal .nc bestanden gevonden:\", len(nc_files))\n", + "\n", + "for i, file in enumerate(nc_files):\n", + " print(i, file)" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "66cf54ab-c812-41f8-a16a-aaa28e2ecf4e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gekozen forcingbestand:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script/wflow_ERA5_Rhine_1986_1995.nc\n", + "\n", + "Variabelen in dit bestand:\n", + "['pr', 'time_bnds', 'lat_bnds', 'lon_bnds', 'tas', 'pet']\n" + ] + } + ], + "source": [ + "forcing_file = nc_files[-1]\n", + "\n", + "print(\"Gekozen forcingbestand:\")\n", + "print(forcing_file)\n", + "\n", + "ds = xr.open_dataset(forcing_file)\n", + "\n", + "print(\"\\nVariabelen in dit bestand:\")\n", + "print(list(ds.data_vars))\n", + "\n", + "ds.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "02ebd3a4-9f49-4268-9893-c5ed39c78eb5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bestaande forcing is gekoppeld\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_file.parent),\n", + " netcdfinput=forcing_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"Bestaande forcing is gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "c4e5e662-8b37-4e23-9189-ccb30dbb78a2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set: /data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config bestaat: True\n", + "Lobith: 51.849999998 6.0999999998\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "lat_lobith = 51.849999998\n", + "lon_lobith = 6.0999999998\n", + "\n", + "print(\"Parameter set:\", parameter_set.directory)\n", + "print(\"Config bestaat:\", parameter_set.config.exists())\n", + "print(\"Lobith:\", lat_lobith, lon_lobith)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "b70eb343-d5a2-432e-bd81-a9ea83ad9b62", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Basisrun-output bestaat: True\n", + "/home/niels/BEP-Niels/results/basisrun_1987_1995_lobith_daily.csv\n" + ] + } + ], + "source": [ + "basis_file = results_dir / \"basisrun_1987_1995_lobith_daily.csv\"\n", + "\n", + "print(\"Basisrun-output bestaat:\", basis_file.exists())\n", + "print(basis_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "7fb9109a-c8c2-4384-ba62-55db05f0b162", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_model_m3s
01987-01-0113869.678711
11987-01-0215741.568359
21987-01-0316061.675781
31987-01-0415124.300781
41987-01-0513978.630859
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" + ], + "text/plain": [ + " date Q_model_m3s\n", + "0 1987-01-01 13869.678711\n", + "1 1987-01-02 15741.568359\n", + "2 1987-01-03 16061.675781\n", + "3 1987-01-04 15124.300781\n", + "4 1987-01-05 13978.630859" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "model_basis = pd.read_csv(basis_file)\n", + "model_basis[\"date\"] = pd.to_datetime(model_basis[\"date\"])\n", + "\n", + "model_basis.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "8664cc90-38b2-48b9-aaf7-775236463f84", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal overlappende dagen: 1826\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_model_m3s
01987-01-014865.013869.678711
11987-01-025756.015741.568359
21987-01-036160.016061.675781
31987-01-046973.015124.300781
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_model_m3s\n", + "0 1987-01-01 4865.0 13869.678711\n", + "1 1987-01-02 5756.0 15741.568359\n", + "2 1987-01-03 6160.0 16061.675781\n", + "3 1987-01-04 6973.0 15124.300781\n", + "4 1987-01-05 7579.0 13978.630859" + ] + }, + "execution_count": 47, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_basis = pd.merge(\n", + " grdc_calibration,\n", + " model_basis,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "print(\"Aantal overlappende dagen:\", len(comparison_basis))\n", + "\n", + "comparison_basis.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "b8f2e633-6018-4309-81dd-bf60c01099a4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
0581.951876.37-1.04-146.99595.266976091964853891131.0496.45-634.551271.0735.06-535.94
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" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "0 581.95 1876.37 -1.04 -146.99 595.2 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 diff_days_below_1600 \\\n", + "0 669 760 91 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 diff_days_below_1020 \\\n", + "0 96 485 389 \n", + "\n", + " grdc_p10 model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "0 1131.0 496.45 -634.55 1271.0 735.06 -535.94 " + ] + }, + "execution_count": 48, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "basis_scores = scores(comparison_basis)\n", + "\n", + "pd.DataFrame([basis_scores]).round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "2b22c13e-02f0-485d-ad76-51a0a222a19b", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl(tbl_file, factor):\n", + " lines = Path(tbl_file).read_text().splitlines()\n", + " new_lines = []\n", + "\n", + " for line in lines:\n", + " parts = line.split()\n", + "\n", + " if len(parts) == 0:\n", + " new_lines.append(line)\n", + " continue\n", + "\n", + " try:\n", + " value = float(parts[-1])\n", + " parts[-1] = str(value * factor)\n", + " new_lines.append(\" \".join(parts))\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " Path(tbl_file).write_text(\"\\n\".join(new_lines))" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "7092811a-f8ea-4cef-8b96-eea40f716d78", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_RootingDepth_x0p75\n", + "Parameter: RootingDepth.tbl\n", + "Factor: 0.75\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_RootingDepth_x0p75\n" + ] + } + ], + "source": [ + "run_name = \"sens_RootingDepth_x0p75\"\n", + "\n", + "parameter_name = \"RootingDepth.tbl\"\n", + "factor = 0.75\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "255722f7-4eaf-46bf-aebb-f89df9ba7af3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_RootingDepth_x0p75/intbl/RootingDepth.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "ab2cec2c-5d68-4926-8fc0-cdf8bf516f47", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11877.4\n", + "730 1987-12-31 00:00:00 2224.1\n", + "1095 1988-12-30 00:00:00 3990.0\n", + "1460 1989-12-30 00:00:00 4737.5\n", + "1825 1990-12-30 00:00:00 6614.1\n", + "2190 1991-12-30 00:00:00 7365.6\n", + "2555 1992-12-29 00:00:00 1836.9\n", + "2920 1993-12-29 00:00:00 10872.5\n", + "3285 1994-12-29 00:00:00 5405.4\n", + "3650 1995-12-29 00:00:00 10603.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\") " + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "186cca91-4d89-4420-b225-de2eda39d7b6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_RootingDepth_x0p75_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_sens = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_sens[\"date\"] = model_sens[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_sens = model_sens[\n", + " (model_sens[\"date\"] >= calibration_start) &\n", + " (model_sens[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_sens.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_sens))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "86c49670-099d-498d-adf3-41eefbfb3bde", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis581.951876.37-1.04-146.99595.2066976091964853891131.0496.45-634.551271.00735.06-535.94
sens_RootingDepth_x0p75731.002024.48-0.95-103.10581.15115012811311258046791187.2577.05-610.151310.62784.62-526.00
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis 581.95 1876.37 -1.04 -146.99 \n", + "sens_RootingDepth_x0p75 731.00 2024.48 -0.95 -103.10 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis 595.20 669 \n", + "sens_RootingDepth_x0p75 581.15 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis 760 91 \n", + "sens_RootingDepth_x0p75 1281 131 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis 96 485 \n", + "sens_RootingDepth_x0p75 125 804 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 diff_p10 \\\n", + "basis 389 1131.0 496.45 -634.55 \n", + "sens_RootingDepth_x0p75 679 1187.2 577.05 -610.15 \n", + "\n", + " grdc_p17 model_p17 diff_p17 \n", + "basis 1271.00 735.06 -535.94 \n", + "sens_RootingDepth_x0p75 1310.62 784.62 -526.00 " + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_sens = pd.merge(\n", + " grdc_calibration,\n", + " model_sens,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "sens_scores = scores(comparison_sens)\n", + "\n", + "pd.DataFrame([basis_scores, sens_scores], index=[\"basis\", run_name]).round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "5c6a0c8f-8c91-4250-8e71-4e29bf29c34d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Basis:\n", + "aantal rijen: 1826\n", + "unieke datums: 1826\n", + "\n", + "Sensitivity:\n", + "aantal rijen: 3287\n", + "unieke datums: 3287\n", + "\n", + "Dubbele datums in sensitivity:\n", + "0\n" + ] + } + ], + "source": [ + "print(\"Basis:\")\n", + "print(\"aantal rijen:\", len(model_basis))\n", + "print(\"unieke datums:\", model_basis[\"date\"].nunique())\n", + "\n", + "print(\"\\nSensitivity:\")\n", + "print(\"aantal rijen:\", len(model_sens))\n", + "print(\"unieke datums:\", model_sens[\"date\"].nunique())\n", + "\n", + "print(\"\\nDubbele datums in sensitivity:\")\n", + "print(model_sens[\"date\"].duplicated().sum())" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "ee4f1369-d38e-46ec-82f8-7d84648e90c2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC:\n", + "1987-01-01 00:00:00 1995-12-31 00:00:00 3287\n", + "\n", + "Basisrun:\n", + "1987-01-01 00:00:00 1991-12-31 00:00:00 1826\n", + "\n", + "Sensitivity:\n", + "1987-01-01 00:00:00 1995-12-31 00:00:00 3287\n" + ] + } + ], + "source": [ + "print(\"GRDC:\")\n", + "print(grdc_calibration[\"date\"].min(), grdc_calibration[\"date\"].max(), len(grdc_calibration))\n", + "\n", + "print(\"\\nBasisrun:\")\n", + "print(model_basis[\"date\"].min(), model_basis[\"date\"].max(), len(model_basis))\n", + "\n", + "print(\"\\nSensitivity:\")\n", + "print(model_sens[\"date\"].min(), model_sens[\"date\"].max(), len(model_sens))" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "a5979b82-31e2-4718-854f-e7beb4ecbc42", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: basisrun_full_1987_1995\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/basisrun_full_1987_1995\n" + ] + } + ], + "source": [ + "run_name = \"basisrun_full_1987_1995\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "7854bf14-1e98-4aa7-9a78-e2ad802e14a6", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Basisrun is voorbereid\n", + "/home/niels/BEP-Niels/temp_runs/basisrun_full_1987_1995/wflow_ewatercycle.ini\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "\n", + "print(\"Basisrun is voorbereid\")\n", + "print(cfg_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "10670805-41d7-4e3f-9532-6b4575cc038a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Basisrun klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Basisrun klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "a90743be-ffac-4202-9fe3-7bf9bb5e3127", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/basisrun_full_1987_1995_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_basis_full = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_basis_full[\"date\"] = model_basis_full[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_basis_full = model_basis_full[\n", + " (model_basis_full[\"date\"] >= calibration_start) &\n", + " (model_basis_full[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "basis_full_file = results_dir / \"basisrun_full_1987_1995_lobith_daily.csv\"\n", + "\n", + "model_basis_full.to_csv(basis_full_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_basis_full))\n", + "print(\"Opgeslagen als:\", basis_full_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "ee135328-15ed-4a94-a981-d3630e34dabb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_RootingDepth_x0p75731.02024.48-0.95-103.10581.15115012811311258046791187.2577.05-610.151310.62784.62-526.00
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 575.02 \n", + "sens_RootingDepth_x0p75 731.0 2024.48 -0.95 -103.10 581.15 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_RootingDepth_x0p75 1150 1281 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_RootingDepth_x0p75 131 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 \\\n", + "basis_full 812 687 \n", + "sens_RootingDepth_x0p75 804 679 \n", + "\n", + " grdc_p10 model_p10 diff_p10 grdc_p17 model_p17 \\\n", + "basis_full 1187.2 572.26 -614.94 1310.62 779.24 \n", + "sens_RootingDepth_x0p75 1187.2 577.05 -610.15 1310.62 784.62 \n", + "\n", + " diff_p17 \n", + "basis_full -531.38 \n", + "sens_RootingDepth_x0p75 -526.00 " + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_basis_full = pd.merge(\n", + " grdc_calibration,\n", + " model_basis_full,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "comparison_sens = pd.merge(\n", + " grdc_calibration,\n", + " model_sens,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "basis_scores_full = scores(comparison_basis_full)\n", + "sens_scores = scores(comparison_sens)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, sens_scores],\n", + " index=[\"basis_full\", \"sens_RootingDepth_x0p75\"]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "ea94cfdf-237f-498b-bc22-8fe7d3486607", + "metadata": {}, + "outputs": [], + "source": [ + "parameter_name = \"FirstZoneCapacity.tbl\"\n", + "factor = 1.25\n", + "run_name = \"sens_FirstZoneCapacity_x1p25\"" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "f46dc5ab-5ead-44bf-8d72-5c3f9763bf51", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_FirstZoneCapacity_x1p25\n", + "Parameter: FirstZoneCapacity.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_FirstZoneCapacity_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_FirstZoneCapacity_x1p25\"\n", + "\n", + "parameter_name = \"FirstZoneCapacity.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "84fbf10e-a50b-4bc8-a094-bd27554ed5ec", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_FirstZoneCapacity_x1p25731.02024.48-0.95-103.10581.15115012811311258046791187.2577.05-610.151310.62784.62-526.00
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 \n", + "sens_FirstZoneCapacity_x1p25 731.0 2024.48 -0.95 -103.10 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_FirstZoneCapacity_x1p25 581.15 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_FirstZoneCapacity_x1p25 1281 131 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_FirstZoneCapacity_x1p25 125 804 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "sens_FirstZoneCapacity_x1p25 679 1187.2 577.05 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "sens_FirstZoneCapacity_x1p25 -610.15 1310.62 784.62 -526.00 " + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(\n", + " [basis_scores_full, sens_scores],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "209ea591-9001-4e8f-87c5-e697e83f8d2f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_FirstZoneCapacity_x1p25/intbl/FirstZoneCapacity.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "ddcf974d-5558-40af-bc41-15e118b60ad4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "73677cd9-edaf-465f-8671-b63c4776c1d2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_FirstZoneCapacity_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_FirstZoneCapacity = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_FirstZoneCapacity[\"date\"] = model_FirstZoneCapacity[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_FirstZoneCapacity = model_FirstZoneCapacity[\n", + " (model_FirstZoneCapacity[\"date\"] >= calibration_start) &\n", + " (model_FirstZoneCapacity[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_FirstZoneCapacity.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_FirstZoneCapacity))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "849a04c1-4d2a-499c-b2ad-31dcb99ca3a1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_FirstZoneCapacity_x1p25710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 \n", + "sens_FirstZoneCapacity_x1p25 710.1 1998.63 -0.94 -116.22 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_FirstZoneCapacity_x1p25 575.02 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_FirstZoneCapacity_x1p25 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_FirstZoneCapacity_x1p25 125 812 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "sens_FirstZoneCapacity_x1p25 687 1187.2 572.26 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "sens_FirstZoneCapacity_x1p25 -614.94 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_FirstZoneCapacity = pd.merge(\n", + " grdc_calibration,\n", + " model_FirstZoneCapacity,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_FirstZoneCapacity = scores(comparison_FirstZoneCapacity)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_FirstZoneCapacity],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "50bcf1ee-4250-43a7-acef-85a80d94196d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_RootingDepth_x0p75731.02024.48-0.95-103.10581.15115012811311258046791187.2577.05-610.151310.62784.62-526.00
sens_FirstZoneCapacity_x1p25710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 \n", + "sens_RootingDepth_x0p75 731.0 2024.48 -0.95 -103.10 \n", + "sens_FirstZoneCapacity_x1p25 710.1 1998.63 -0.94 -116.22 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_RootingDepth_x0p75 581.15 1150 \n", + "sens_FirstZoneCapacity_x1p25 575.02 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_RootingDepth_x0p75 1281 131 \n", + "sens_FirstZoneCapacity_x1p25 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_RootingDepth_x0p75 125 804 \n", + "sens_FirstZoneCapacity_x1p25 125 812 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "sens_RootingDepth_x0p75 679 1187.2 577.05 \n", + "sens_FirstZoneCapacity_x1p25 687 1187.2 572.26 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "sens_RootingDepth_x0p75 -610.15 1310.62 784.62 -526.00 \n", + "sens_FirstZoneCapacity_x1p25 -614.94 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 69, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(\n", + " [basis_scores_full, sens_scores, scores_FirstZoneCapacity],\n", + " index=[\n", + " \"basis_full\",\n", + " \"sens_RootingDepth_x0p75\",\n", + " \"sens_FirstZoneCapacity_x1p25\"\n", + " ]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "d464a72b-3b3b-4297-8798-c2323903a469", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 0.0\n", + "Gemiddeld verschil: 0.0\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_model_m3s_basisQ_model_m3s_firstzoneverschil
01987-01-0113869.67871113869.6787110.0
11987-01-0215741.56835915741.5683590.0
21987-01-0316061.67578116061.6757810.0
31987-01-0415124.30078115124.3007810.0
41987-01-0513978.63085913978.6308590.0
\n", + "
" + ], + "text/plain": [ + " date Q_model_m3s_basis Q_model_m3s_firstzone verschil\n", + "0 1987-01-01 13869.678711 13869.678711 0.0\n", + "1 1987-01-02 15741.568359 15741.568359 0.0\n", + "2 1987-01-03 16061.675781 16061.675781 0.0\n", + "3 1987-01-04 15124.300781 15124.300781 0.0\n", + "4 1987-01-05 13978.630859 13978.630859 0.0" + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_FirstZoneCapacity,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_firstzone\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_firstzone\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())\n", + "check.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "ae65820c-d6fb-4fdb-af06-9e6ac7277614", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden bestanden: 2\n", + "/home/niels/BEP-Niels/temp_runs/sens_FirstZoneCapacity_x1p25/intbl/FirstZoneCapacity.tbl\n", + "/home/niels/BEP-Niels/temp_runs/sens_FirstZoneCapacity_x1p25/run_default/intbl/FirstZoneCapacity.tbl\n" + ] + } + ], + "source": [ + "tbl_files = list(run_dir.rglob(\"FirstZoneCapacity.tbl\"))\n", + "\n", + "print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + "for file in tbl_files:\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "4b3e14ae-d041-4589-a1d6-ce7b6aee5f3d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1 1 1 500.0\n", + "2 1 1 8875.0\n", + "3 1 1 8875.0\n", + "4 1 1 8875.0\n", + "5 1 1 8875.0\n", + "6 1 1 8875.0\n", + "1 2 1 4000.0\n", + "2 2 1 12500.0\n", + "3 2 1 12500.0\n", + "4 2 1 12500.0\n", + "5 2 1 12500.0\n", + "6 2 1 12500.0\n", + "1 3 1 500.0\n", + "2 3 1 1250.0\n", + "3 3 1 1250.0\n" + ] + } + ], + "source": [ + "tbl_file = tbl_files[0]\n", + "\n", + "lines = Path(tbl_file).read_text().splitlines()\n", + "\n", + "for line in lines[:15]:\n", + " print(line)" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "4c2eaa16-a6d3-4bc1-8926-d3211a92439b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_FirstZoneKsatVer_x0p75\n", + "Parameter: FirstZoneKsatVer.tbl\n", + "Factor: 0.75\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_FirstZoneKsatVer_x0p75\n" + ] + } + ], + "source": [ + "run_name = \"sens_FirstZoneKsatVer_x0p75\"\n", + "\n", + "parameter_name = \"FirstZoneKsatVer.tbl\"\n", + "factor = 0.75\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "f86ddeca-d09e-4712-ad0c-48a5fa985354", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_FirstZoneKsatVer_x0p75/intbl/FirstZoneKsatVer.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "68b367ef-8289-4dc1-b1f0-85b2493a2c41", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "a4b70797-551b-4d3d-a73a-4052b70f3f52", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_FirstZoneKsatVer_x0p75_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_FirstZoneKsatVer = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_FirstZoneKsatVer[\"date\"] = model_FirstZoneKsatVer[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_FirstZoneKsatVer = model_FirstZoneKsatVer[\n", + " (model_FirstZoneKsatVer[\"date\"] >= calibration_start) &\n", + " (model_FirstZoneKsatVer[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_FirstZoneKsatVer.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_FirstZoneKsatVer))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "c9ba2b2d-cb00-4408-b7a5-4c1e714237b3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_FirstZoneKsatVer_x0p75710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 \n", + "sens_FirstZoneKsatVer_x0p75 710.1 1998.63 -0.94 -116.22 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_FirstZoneKsatVer_x0p75 575.02 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_FirstZoneKsatVer_x0p75 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_FirstZoneKsatVer_x0p75 125 812 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "sens_FirstZoneKsatVer_x0p75 687 1187.2 572.26 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "sens_FirstZoneKsatVer_x0p75 -614.94 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 78, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_FirstZoneKsatVer = pd.merge(\n", + " grdc_calibration,\n", + " model_FirstZoneKsatVer,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_FirstZoneKsatVer = scores(comparison_FirstZoneKsatVer)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_FirstZoneKsatVer],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "0c3dc533-52ea-45eb-92f0-4a6013034fa6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 0.0\n", + "Gemiddeld verschil: 0.0\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_FirstZoneKsatVer,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_ksat\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_ksat\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "id": "03946aac-3bd3-49aa-b155-3652961128ea", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_MaxCanopyStorage_x0p75\n", + "Parameter: MaxCanopyStorage.tbl\n", + "Factor: 0.75\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_MaxCanopyStorage_x0p75\n" + ] + } + ], + "source": [ + "run_name = \"sens_MaxCanopyStorage_x0p75\"\n", + "\n", + "parameter_name = \"MaxCanopyStorage.tbl\"\n", + "factor = 0.75\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "995cd7c4-46fb-4686-ad96-fead7c60dd56", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_MaxCanopyStorage_x0p75/intbl/MaxCanopyStorage.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "4b986b4b-2279-4ba8-aeb4-277adcfe62ae", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11882.7\n", + "730 1987-12-31 00:00:00 2226.3\n", + "1095 1988-12-30 00:00:00 3961.0\n", + "1460 1989-12-30 00:00:00 4679.0\n", + "1825 1990-12-30 00:00:00 6419.0\n", + "2190 1991-12-30 00:00:00 7190.0\n", + "2555 1992-12-29 00:00:00 1829.1\n", + "2920 1993-12-29 00:00:00 10868.7\n", + "3285 1994-12-29 00:00:00 5359.6\n", + "3650 1995-12-29 00:00:00 10546.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "id": "8481e347-8644-4c0d-a433-44789e4b0a14", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_MaxCanopyStorage_x0p75_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_MaxCanopyStorage = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_MaxCanopyStorage[\"date\"] = model_MaxCanopyStorage[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_MaxCanopyStorage = model_MaxCanopyStorage[\n", + " (model_MaxCanopyStorage[\"date\"] >= calibration_start) &\n", + " (model_MaxCanopyStorage[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_MaxCanopyStorage.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_MaxCanopyStorage))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 84, + "id": "43ec7c20-7749-4254-a49e-5bcd31c45d14", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_MaxCanopyStorage_x0p75721.42005.52-0.93-108.78575.95115012841341258046791187.2576.41-610.791310.62783.59-527.03
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 \n", + "sens_MaxCanopyStorage_x0p75 721.4 2005.52 -0.93 -108.78 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_MaxCanopyStorage_x0p75 575.95 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_MaxCanopyStorage_x0p75 1284 134 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_MaxCanopyStorage_x0p75 125 804 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "sens_MaxCanopyStorage_x0p75 679 1187.2 576.41 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "sens_MaxCanopyStorage_x0p75 -610.79 1310.62 783.59 -527.03 " + ] + }, + "execution_count": 84, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_MaxCanopyStorage = pd.merge(\n", + " grdc_calibration,\n", + " model_MaxCanopyStorage,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_MaxCanopyStorage = scores(comparison_MaxCanopyStorage)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_MaxCanopyStorage],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "id": "e9862d3b-23e8-450a-abf1-06c3de4ed187", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 72.298828125\n", + "Gemiddeld verschil: 11.306983413905186\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_MaxCanopyStorage,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_canopy\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_canopy\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "id": "ca0f1680-b261-4ec6-ae23-e706c7126b78", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_InfiltCapSoil_x1p25\n", + "Parameter: InfiltCapSoil.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_InfiltCapSoil_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_InfiltCapSoil_x1p25\"\n", + "\n", + "parameter_name = \"InfiltCapSoil.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "b0c7794d-dd3a-4e06-9c1d-00dd37726ba8", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_InfiltCapSoil_x1p25/intbl/InfiltCapSoil.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "16609436-ef17-4598-aac4-6d6ef141037a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "f93e1d65-128f-4ace-97ac-cde8ad9eda0a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_InfiltCapSoil_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_InfiltCapSoil = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_InfiltCapSoil[\"date\"] = model_InfiltCapSoil[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_InfiltCapSoil = model_InfiltCapSoil[\n", + " (model_InfiltCapSoil[\"date\"] >= calibration_start) &\n", + " (model_InfiltCapSoil[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_InfiltCapSoil.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_InfiltCapSoil))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "id": "9bb6bb9a-fdc6-4330-98a7-ff2489759a57", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_InfiltCapSoil_x1p25710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 \n", + "sens_InfiltCapSoil_x1p25 710.1 1998.63 -0.94 -116.22 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_InfiltCapSoil_x1p25 575.02 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_InfiltCapSoil_x1p25 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_InfiltCapSoil_x1p25 125 812 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 diff_p10 \\\n", + "basis_full 687 1187.2 572.26 -614.94 \n", + "sens_InfiltCapSoil_x1p25 687 1187.2 572.26 -614.94 \n", + "\n", + " grdc_p17 model_p17 diff_p17 \n", + "basis_full 1310.62 779.24 -531.38 \n", + "sens_InfiltCapSoil_x1p25 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 90, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_InfiltCapSoil = pd.merge(\n", + " grdc_calibration,\n", + " model_InfiltCapSoil,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_InfiltCapSoil = scores(comparison_InfiltCapSoil)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_InfiltCapSoil],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "8c35dce7-99b8-4ff8-b2b0-8ccfa624f866", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 0.0\n", + "Gemiddeld verschil: 0.0\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_InfiltCapSoil,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_infilt\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_infilt\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "id": "cb6ac70f-f2e9-4530-84ca-c3ccd529defc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe forcing opgeslagen:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script/wflow_ERA5_Rhine_1986_1995_pet_x0p90.nc\n" + ] + } + ], + "source": [ + "pet_factor = 0.90\n", + "\n", + "forcing_pet_file = forcing_file.parent / \"wflow_ERA5_Rhine_1986_1995_pet_x0p90.nc\"\n", + "\n", + "ds = xr.open_dataset(forcing_file)\n", + "ds_new = ds.copy()\n", + "\n", + "ds_new[\"pet\"] = ds_new[\"pet\"] * pet_factor\n", + "\n", + "ds_new.to_netcdf(forcing_pet_file)\n", + "\n", + "ds.close()\n", + "ds_new.close()\n", + "\n", + "print(\"Nieuwe forcing opgeslagen:\")\n", + "print(forcing_pet_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "id": "311c9682-558f-4804-83c8-c58ead835621", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET forcing gekoppeld\n" + ] + } + ], + "source": [ + "forcing_pet = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_pet_file.parent),\n", + " netcdfinput=forcing_pet_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"PET forcing gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "9d42f334-7a81-4a2d-9ea5-cbeca31803ca", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_PET_x0p90\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_PET_x0p90\n" + ] + } + ], + "source": [ + "run_name = \"sens_PET_x0p90\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "id": "20b48671-bf2e-480c-9b00-c7d58f274b53", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET-run voorbereid\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "\n", + "print(\"PET-run voorbereid\")" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "id": "fb5406b1-b9ed-4968-8c27-72736b53fcf0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 12001.1\n", + "730 1987-12-31 00:00:00 2274.2\n", + "1095 1988-12-30 00:00:00 4104.1\n", + "1460 1989-12-30 00:00:00 5041.4\n", + "1825 1990-12-30 00:00:00 6808.0\n", + "2190 1991-12-30 00:00:00 7592.7\n", + "2555 1992-12-29 00:00:00 1891.6\n", + "2920 1993-12-29 00:00:00 10952.1\n", + "3285 1994-12-29 00:00:00 5772.1\n", + "3650 1995-12-29 00:00:00 10962.2\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "id": "d3ab4ede-e24a-48c8-a3e6-39aa0ed11676", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_PET_x0p90_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_pet = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_pet[\"date\"] = model_pet[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_pet = model_pet[\n", + " (model_pet[\"date\"] >= calibration_start) &\n", + " (model_pet[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_pet.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_pet))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "id": "972db7fa-7cc7-4e67-a8c2-45bececf794e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_PET_x0p90987.992256.18-0.9555.32635.2911501121-291256925671187.2648.40-538.801310.62879.59-431.03
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 575.02 \n", + "sens_PET_x0p90 987.99 2256.18 -0.95 55.32 635.29 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_PET_x0p90 1150 1121 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_PET_x0p90 -29 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_PET_x0p90 692 567 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_PET_x0p90 648.40 -538.80 1310.62 879.59 -431.03 " + ] + }, + "execution_count": 99, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_pet = pd.merge(\n", + " grdc_calibration,\n", + " model_pet,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_pet = scores(comparison_pet)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_pet],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "id": "427457fc-9352-4ff3-8a23-a97b9d068e41", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe PET x0.95 forcing opgeslagen:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_pet_x0p95_1987_1995/wflow_ERA5_Rhine_1986_1995_pet_x0p95.nc\n" + ] + } + ], + "source": [ + "pet_factor = 0.95\n", + "\n", + "forcing_pet_dir = temp_dir / \"forcing_pet_x0p95_1987_1995\"\n", + "forcing_pet_dir.mkdir(exist_ok=True)\n", + "\n", + "forcing_pet_file = forcing_pet_dir / \"wflow_ERA5_Rhine_1986_1995_pet_x0p95.nc\"\n", + "\n", + "if forcing_pet_file.exists():\n", + " print(\"PET x0.95 forcing bestaat al:\")\n", + " print(forcing_pet_file)\n", + "\n", + "else:\n", + " ds = xr.open_dataset(forcing_file)\n", + " ds_new = ds.copy()\n", + "\n", + " ds_new[\"pet\"] = ds_new[\"pet\"] * pet_factor\n", + "\n", + " ds_new.to_netcdf(forcing_pet_file)\n", + "\n", + " ds.close()\n", + " ds_new.close()\n", + "\n", + " print(\"Nieuwe PET x0.95 forcing opgeslagen:\")\n", + " print(forcing_pet_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "id": "f02c5bec-b827-4869-973f-02fed636b2e9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET x0.95 forcing gekoppeld\n" + ] + } + ], + "source": [ + "forcing_pet_095 = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_pet_file.parent),\n", + " netcdfinput=forcing_pet_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"PET x0.95 forcing gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "dde6170f-b38a-4ac9-94f2-31b625b5a201", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_PET_x0p95\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_PET_x0p95\n" + ] + } + ], + "source": [ + "run_name = \"sens_PET_x0p95\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "id": "bfef22a9-2af4-4361-9c1b-82ff80b099ee", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run voorbereid\n", + "/home/niels/BEP-Niels/temp_runs/sens_PET_x0p95/wflow_ewatercycle.ini\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_095\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "\n", + "print(\"Run voorbereid\")\n", + "print(cfg_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "id": "9ba37129-e196-445b-b450-6bd7d34117d8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11939.9\n", + "730 1987-12-31 00:00:00 2251.8\n", + "1095 1988-12-30 00:00:00 4042.6\n", + "1460 1989-12-30 00:00:00 4897.5\n", + "1825 1990-12-30 00:00:00 6673.8\n", + "2190 1991-12-30 00:00:00 7405.1\n", + "2555 1992-12-29 00:00:00 1860.8\n", + "2920 1993-12-29 00:00:00 10913.7\n", + "3285 1994-12-29 00:00:00 5593.5\n", + "3650 1995-12-29 00:00:00 10778.2\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "id": "7395ad8c-a284-42ab-8f20-96401847d6f8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_PET_x0p95_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_pet_095 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_pet_095[\"date\"] = model_pet_095[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_pet_095 = model_pet_095[\n", + " (model_pet_095[\"date\"] >= calibration_start) &\n", + " (model_pet_095[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_pet_095.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_pet_095))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 106, + "id": "2e900f18-8a39-4bda-82f7-4c9c9fb2a9eb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_PET_x0p95847.862126.10-0.93-33.91598.9511501211611257576321187.2603.01-584.191310.62830.79-479.83
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 575.02 \n", + "sens_PET_x0p95 847.86 2126.10 -0.93 -33.91 598.95 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_PET_x0p95 1150 1211 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_PET_x0p95 61 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_PET_x0p95 757 632 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_PET_x0p95 603.01 -584.19 1310.62 830.79 -479.83 " + ] + }, + "execution_count": 106, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_pet_095 = pd.merge(\n", + " grdc_calibration,\n", + " model_pet_095,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_pet_095 = scores(comparison_pet_095)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_pet_095],\n", + " index=[\"basis_full\", \"sens_PET_x0p95\"]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 107, + "id": "5e1cf565-acc4-49f0-8885-32bcf1c7b29e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_PET_x0p95847.862126.10-0.93-33.91598.9511501211611257576321187.2603.01-584.191310.62830.79-479.83
sens_PET_x0p90987.992256.18-0.9555.32635.2911501121-291256925671187.2648.40-538.801310.62879.59-431.03
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 575.02 \n", + "sens_PET_x0p95 847.86 2126.10 -0.93 -33.91 598.95 \n", + "sens_PET_x0p90 987.99 2256.18 -0.95 55.32 635.29 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_PET_x0p95 1150 1211 \n", + "sens_PET_x0p90 1150 1121 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_PET_x0p95 61 125 \n", + "sens_PET_x0p90 -29 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_PET_x0p95 757 632 1187.2 \n", + "sens_PET_x0p90 692 567 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_PET_x0p95 603.01 -584.19 1310.62 830.79 -479.83 \n", + "sens_PET_x0p90 648.40 -538.80 1310.62 879.59 -431.03 " + ] + }, + "execution_count": 107, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(\n", + " [basis_scores_full, scores_pet_095, scores_pet],\n", + " index=[\n", + " \"basis_full\",\n", + " \"sens_PET_x0p95\",\n", + " \"sens_PET_x0p90\"\n", + " ]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 108, + "id": "f8b37162-f25d-43d0-b637-da7ab56888da", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_N_River_x1p25\n", + "Parameter: N_River.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_N_River_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_N_River_x1p25\"\n", + "\n", + "parameter_name = \"N_River.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "id": "c9eb7496-bb6f-4e26-a572-48fa42182d0a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_N_River_x1p25/intbl/N_River.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 110, + "id": "ff3e2b00-f526-4e8c-b5d8-b9fd6c94168a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11489.1\n", + "730 1987-12-31 00:00:00 2573.9\n", + "1095 1988-12-30 00:00:00 4400.0\n", + "1460 1989-12-30 00:00:00 5228.9\n", + "1825 1990-12-30 00:00:00 6010.8\n", + "2190 1991-12-30 00:00:00 8162.0\n", + "2555 1992-12-29 00:00:00 2061.9\n", + "2920 1993-12-29 00:00:00 11560.6\n", + "3285 1994-12-29 00:00:00 4545.4\n", + "3650 1995-12-29 00:00:00 10139.6\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "id": "f440d910-06cb-4bf0-9a43-adaa0dfa86a2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_N_River_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_N_River = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_N_River[\"date\"] = model_N_River[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_N_River = model_N_River[\n", + " (model_N_River[\"date\"] >= calibration_start) &\n", + " (model_N_River[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_N_River.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_N_River))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "id": "742cb3b7-3af0-488b-8b9b-e70d7fc4ca18", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_N_River_x1p25709.761912.76-0.79-90.25551.86115012651151257806551187.2609.42-577.781310.62811.16-499.46
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 575.02 \n", + "sens_N_River_x1p25 709.76 1912.76 -0.79 -90.25 551.86 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_N_River_x1p25 1150 1265 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_N_River_x1p25 115 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_N_River_x1p25 780 655 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_N_River_x1p25 609.42 -577.78 1310.62 811.16 -499.46 " + ] + }, + "execution_count": 112, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_N_River = pd.merge(\n", + " grdc_calibration,\n", + " model_N_River,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_N_River = scores(comparison_N_River)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_N_River],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 113, + "id": "7eb41ce2-3b69-4e66-9424-05f2067d6650", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 3221.3681640625\n", + "Gemiddeld verschil: -0.33083137858048156\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_N_River,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_nriver\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_nriver\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 114, + "id": "a9980fff-5a63-41bb-8782-05a4f426e9f4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_N_x1p25\n", + "Parameter: N.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_N_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_N_x1p25\"\n", + "\n", + "parameter_name = \"N.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 115, + "id": "2250190f-b91d-4242-b4a6-088c59d81cdb", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_N_x1p25/intbl/N.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 116, + "id": "4caeb552-7497-425f-8a80-efb7436b9afb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11666.1\n", + "730 1987-12-31 00:00:00 2357.7\n", + "1095 1988-12-30 00:00:00 4109.4\n", + "1460 1989-12-30 00:00:00 4892.3\n", + "1825 1990-12-30 00:00:00 6191.2\n", + "2190 1991-12-30 00:00:00 7446.8\n", + "2555 1992-12-29 00:00:00 1908.1\n", + "2920 1993-12-29 00:00:00 11266.4\n", + "3285 1994-12-29 00:00:00 5005.1\n", + "3650 1995-12-29 00:00:00 10430.9\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 117, + "id": "f7bc1868-9a5a-4c65-89e1-7833fe011945", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_N = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_N[\"date\"] = model_N[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_N = model_N[\n", + " (model_N[\"date\"] >= calibration_start) &\n", + " (model_N[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_N.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_N))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 118, + "id": "aaa57ec3-0fe2-477a-9ed6-fc4433056c05", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_N_x1p25709.751949.19-0.81-104.22558.28115012721221257956701187.2600.21-586.991310.62807.94-502.68
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 575.02 \n", + "sens_N_x1p25 709.75 1949.19 -0.81 -104.22 558.28 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_N_x1p25 1150 1272 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_N_x1p25 122 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_N_x1p25 795 670 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_N_x1p25 600.21 -586.99 1310.62 807.94 -502.68 " + ] + }, + "execution_count": 118, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_N = pd.merge(\n", + " grdc_calibration,\n", + " model_N,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_N = scores(comparison_N)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_N],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 119, + "id": "bd917373-1b3c-4b79-949a-3ff82a742c0d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 1178.3056640625\n", + "Gemiddeld verschil: -0.3430404222080473\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_N,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_n\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_n\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 120, + "id": "578ff146-a44b-4ba3-a65d-88744077ae4d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_N_Floodplain_x1p25\n", + "Parameter: N_Floodplain.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_N_Floodplain_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_N_Floodplain_x1p25\"\n", + "\n", + "parameter_name = \"N_Floodplain.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 122, + "id": "ed5c9bea-0c08-4135-b04a-2371ef11f99b", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_N_Floodplain_x1p25/intbl/N_Floodplain.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 123, + "id": "6f935b70-c1e4-48b6-8589-8c9d39f67e34", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 124, + "id": "46466258-990e-44e1-8417-3f2c49130b74", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/sens_N_Floodplain_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_N_Floodplain = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_N_Floodplain[\"date\"] = model_N_Floodplain[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_N_Floodplain = model_N_Floodplain[\n", + " (model_N_Floodplain[\"date\"] >= calibration_start) &\n", + " (model_N_Floodplain[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_N_Floodplain.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_N_Floodplain))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 125, + "id": "2744e081-c7e4-4911-bc85-cd65f18c96bb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
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sens_N_Floodplain_x1p25710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
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" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 575.02 \n", + "sens_N_Floodplain_x1p25 710.1 1998.63 -0.94 -116.22 575.02 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_N_Floodplain_x1p25 1150 1291 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_N_Floodplain_x1p25 141 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 \\\n", + "basis_full 812 687 \n", + "sens_N_Floodplain_x1p25 812 687 \n", + "\n", + " grdc_p10 model_p10 diff_p10 grdc_p17 model_p17 \\\n", + "basis_full 1187.2 572.26 -614.94 1310.62 779.24 \n", + "sens_N_Floodplain_x1p25 1187.2 572.26 -614.94 1310.62 779.24 \n", + "\n", + " diff_p17 \n", + "basis_full -531.38 \n", + "sens_N_Floodplain_x1p25 -531.38 " + ] + }, + "execution_count": 125, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_N_Floodplain = pd.merge(\n", + " grdc_calibration,\n", + " model_N_Floodplain,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_N_Floodplain = scores(comparison_N_Floodplain)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_N_Floodplain],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "e2604569-1ca3-4ed9-9d81-931d4546fbb9", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_max1(tbl_file, factor):\n", + " lines = Path(tbl_file).read_text().splitlines()\n", + " new_lines = []\n", + "\n", + " for line in lines:\n", + " parts = line.split()\n", + "\n", + " try:\n", + " value = float(parts[-1])\n", + " new_value = value * factor\n", + " new_value = min(new_value, 1.0)\n", + " parts[-1] = str(new_value)\n", + " new_lines.append(\" \".join(parts))\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " Path(tbl_file).write_text(\"\\n\".join(new_lines))" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "0add7803-6ae4-46c0-81a8-7b092f53eee1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_CanopyGapFraction_x1p25\n", + "Parameter: CanopyGapFraction.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_CanopyGapFraction_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_CanopyGapFraction_x1p25\"\n", + "\n", + "parameter_name = \"CanopyGapFraction.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a1fef3ee-faf5-42e9-9c13-57ae19a11cee", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/015_pmgevoeligheid2 b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/015_pmgevoeligheid2 new file mode 100644 index 00000000..7c8d51a5 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/015_pmgevoeligheid2 @@ -0,0 +1,4952 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "0473c604-b743-46f0-b746-60a81f3276fb", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/esmvalcore/experimental/_warnings.py:13: UserWarning: \n", + " Thank you for trying out the new ESMValCore API.\n", + " Note that this API is experimental and may be subject to change.\n", + " More info: https://github.com/ESMValGroup/ESMValCore/issues/498\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "import shutil\n", + "import warnings\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources\n", + "\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "pd.set_option(\"display.max_columns\", None)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "38e75885-f830-48b7-9308-bb8e1427dafb", + "metadata": {}, + "outputs": [], + "source": [ + "def scores(comparison):\n", + " obs = comparison[\"Q_grdc_m3s\"]\n", + " sim = comparison[\"Q_model_m3s\"]\n", + "\n", + " #algemene scores\n", + " bias = (sim - obs).mean()\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + "\n", + " #log-NSE\n", + " log_obs = np.log(obs)\n", + " log_sim = np.log(sim)\n", + "\n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) **2).sum()\n", + "\n", + " #low_flow selectie\n", + " low_1600 = obs < 1600\n", + "\n", + " #dagen onder drempels\n", + " grdc_days_below_1600 = (obs < 1600).sum()\n", + " model_days_below_1600 = (sim < 1600).sum()\n", + "\n", + " grdc_days_below_1020 = (obs < 1020).sum()\n", + " model_days_below_1020 = (sim < 1020).sum()\n", + "\n", + " #percentielen\n", + " grdc_p10 = obs.quantile(0.10)\n", + " model_p10 = sim.quantile(0.10)\n", + "\n", + " grdc_p17 = obs.quantile(0.17)\n", + " model_p17 = sim.quantile(0.17)\n", + "\n", + " scores = {\n", + " \"bias\": bias,\n", + " \"rmse\": rmse,\n", + " \"log_nse\": log_nse,\n", + "\n", + " \"bias_low_1600\": (sim[low_1600] - obs[low_1600]).mean(),\n", + " \"mae_low_1600\": abs(sim[low_1600] - obs[low_1600]).mean(),\n", + "\n", + " \"grdc_days_below_1600\": grdc_days_below_1600,\n", + " \"model_days_below_1600\": model_days_below_1600,\n", + " \"diff_days_below_1600\": model_days_below_1600 - grdc_days_below_1600,\n", + "\n", + " \"grdc_days_below_1020\": grdc_days_below_1020,\n", + " \"model_days_below_1020\": model_days_below_1020,\n", + " \"diff_days_below_1020\": model_days_below_1020 - grdc_days_below_1020,\n", + "\n", + " \"grdc_p10\": grdc_p10,\n", + " \"model_p10\": model_p10,\n", + " \"diff_p10\": model_p10 - grdc_p10,\n", + "\n", + " \"grdc_p17\": grdc_p17,\n", + " \"model_p17\": model_p17,\n", + " \"diff_p17\": model_p17 - grdc_p17,\n", + " }\n", + "\n", + " return scores" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "b358c590-a4eb-4db9-a31a-5431210ca77b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Projectmap bestaat: True\n", + "Forcingmap bestaat: True\n", + "Resultsmap bestaat: True\n" + ] + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"Results-figures\"\n", + "\n", + "forcing_dir = temp_dir / \"forcing_basisrun_1987_1995\"\n", + "\n", + "model_start = \"1986-01-01T00:00:00Z\"\n", + "model_end = \"1996-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1987-01-01\"\n", + "calibration_end = \"1995-12-31\"\n", + "\n", + "print(\"Projectmap bestaat:\", project_dir.exists())\n", + "print(\"Forcingmap bestaat:\", forcing_dir.exists())\n", + "print(\"Resultsmap bestaat:\", results_dir.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "caf36f11-8296-4e61-82c1-b926edfacc63", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Start: 1987-01-01 00:00:00\n", + "Einde: 1995-12-31 00:00:00\n" + ] + }, + { + "data": { + "text/html": [ + "
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314151987-01-057579.0
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" + ], + "text/plain": [ + " date Q_grdc_m3s\n", + "31411 1987-01-01 4865.0\n", + "31412 1987-01-02 5756.0\n", + "31413 1987-01-03 6160.0\n", + "31414 1987-01-04 6973.0\n", + "31415 1987-01-05 7579.0" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "grdc_file = project_dir / \"Data Lobith\" / \"data grdc\" / \"6435060_Q_Day.Cmd.txt\"\n", + "\n", + "grdc = pd.read_csv(\n", + " grdc_file,\n", + " sep=\";\",\n", + " comment=\"#\",\n", + " skipinitialspace=True,\n", + " na_values=-999.000,\n", + " encoding=\"latin1\"\n", + ")\n", + "\n", + "grdc.columns = grdc.columns.str.strip()\n", + "\n", + "grdc = grdc.rename(columns={\n", + " \"YYYY-MM-DD\": \"date\",\n", + " \"Value\": \"Q_grdc_m3s\"\n", + "})\n", + "\n", + "grdc[\"date\"] = pd.to_datetime(grdc[\"date\"])\n", + "grdc[\"Q_grdc_m3s\"] = pd.to_numeric(grdc[\"Q_grdc_m3s\"])\n", + "\n", + "grdc = grdc.dropna(subset=[\"Q_grdc_m3s\"])\n", + "\n", + "grdc_calibration = grdc[\n", + " (grdc[\"date\"] >= calibration_start) &\n", + " (grdc[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_calibration = grdc_calibration[[\"date\", \"Q_grdc_m3s\"]]\n", + "\n", + "print(\"Aantal dagen:\", len(grdc_calibration))\n", + "print(\"Start:\", grdc_calibration[\"date\"].min())\n", + "print(\"Einde:\", grdc_calibration[\"date\"].max())\n", + "\n", + "grdc_calibration.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "dfd9b96d-f035-4448-8099-f0ff5d7dd4bf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Map bestaat: True\n", + "/home/niels/BEP-Niels/results/Parameter_Gevoeligheid\n" + ] + } + ], + "source": [ + "parameter_results_dir = results_dir / \"Parameter_Gevoeligheid\"\n", + "\n", + "print(\"Map bestaat:\", parameter_results_dir.exists())\n", + "print(parameter_results_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "4f9d6305-feea-46e2-b307-88bab1127d71", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal runbestanden gevonden: 10\n", + "sens_FirstZoneCapacity_x1p25_lobith_daily.csv\n", + "sens_FirstZoneKsatVer_x0p75_lobith_daily.csv\n", + "sens_InfiltCapSoil_x1p25_lobith_daily.csv\n", + "sens_MaxCanopyStorage_x0p75_lobith_daily.csv\n", + "sens_N_Floodplain_x1p25_lobith_daily.csv\n", + "sens_N_River_x1p25_lobith_daily.csv\n", + "sens_N_x1p25_lobith_daily.csv\n", + "sens_PET_x0p90_lobith_daily.csv\n", + "sens_PET_x0p95_lobith_daily.csv\n", + "sens_RootingDepth_x0p75_lobith_daily.csv\n" + ] + } + ], + "source": [ + "run_files = sorted(parameter_results_dir.glob(\"*_lobith_daily.csv\"))\n", + "\n", + "print(\"Aantal runbestanden gevonden:\", len(run_files))\n", + "\n", + "for file in run_files:\n", + " print(file.name)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "dafd96a6-a819-425a-b4f0-a18b397fedce", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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run_namefilebiasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
0sens_FirstZoneCapacity_x1p25sens_FirstZoneCapacity_x1p25_lobith_daily.csv710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
1sens_FirstZoneKsatVer_x0p75sens_FirstZoneKsatVer_x0p75_lobith_daily.csv710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
2sens_InfiltCapSoil_x1p25sens_InfiltCapSoil_x1p25_lobith_daily.csv710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
3sens_MaxCanopyStorage_x0p75sens_MaxCanopyStorage_x0p75_lobith_daily.csv721.402005.52-0.93-108.78575.95115012841341258046791187.2576.41-610.791310.62783.59-527.03
4sens_N_Floodplain_x1p25sens_N_Floodplain_x1p25_lobith_daily.csv710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
5sens_N_River_x1p25sens_N_River_x1p25_lobith_daily.csv709.761912.76-0.79-90.25551.86115012651151257806551187.2609.42-577.781310.62811.16-499.46
6sens_N_x1p25sens_N_x1p25_lobith_daily.csv709.751949.19-0.81-104.22558.28115012721221257956701187.2600.21-586.991310.62807.94-502.68
7sens_PET_x0p90sens_PET_x0p90_lobith_daily.csv987.992256.18-0.9555.32635.2911501121-291256925671187.2648.40-538.801310.62879.59-431.03
8sens_PET_x0p95sens_PET_x0p95_lobith_daily.csv847.862126.10-0.93-33.91598.9511501211611257576321187.2603.01-584.191310.62830.79-479.83
9sens_RootingDepth_x0p75sens_RootingDepth_x0p75_lobith_daily.csv731.002024.48-0.95-103.10581.15115012811311258046791187.2577.05-610.151310.62784.62-526.00
\n", + "
" + ], + "text/plain": [ + " run_name \\\n", + "0 sens_FirstZoneCapacity_x1p25 \n", + "1 sens_FirstZoneKsatVer_x0p75 \n", + "2 sens_InfiltCapSoil_x1p25 \n", + "3 sens_MaxCanopyStorage_x0p75 \n", + "4 sens_N_Floodplain_x1p25 \n", + "5 sens_N_River_x1p25 \n", + "6 sens_N_x1p25 \n", + "7 sens_PET_x0p90 \n", + "8 sens_PET_x0p95 \n", + "9 sens_RootingDepth_x0p75 \n", + "\n", + " file bias rmse log_nse \\\n", + "0 sens_FirstZoneCapacity_x1p25_lobith_daily.csv 710.10 1998.63 -0.94 \n", + "1 sens_FirstZoneKsatVer_x0p75_lobith_daily.csv 710.10 1998.63 -0.94 \n", + "2 sens_InfiltCapSoil_x1p25_lobith_daily.csv 710.10 1998.63 -0.94 \n", + "3 sens_MaxCanopyStorage_x0p75_lobith_daily.csv 721.40 2005.52 -0.93 \n", + "4 sens_N_Floodplain_x1p25_lobith_daily.csv 710.10 1998.63 -0.94 \n", + "5 sens_N_River_x1p25_lobith_daily.csv 709.76 1912.76 -0.79 \n", + "6 sens_N_x1p25_lobith_daily.csv 709.75 1949.19 -0.81 \n", + "7 sens_PET_x0p90_lobith_daily.csv 987.99 2256.18 -0.95 \n", + "8 sens_PET_x0p95_lobith_daily.csv 847.86 2126.10 -0.93 \n", + "9 sens_RootingDepth_x0p75_lobith_daily.csv 731.00 2024.48 -0.95 \n", + "\n", + " bias_low_1600 mae_low_1600 grdc_days_below_1600 model_days_below_1600 \\\n", + "0 -116.22 575.02 1150 1291 \n", + "1 -116.22 575.02 1150 1291 \n", + "2 -116.22 575.02 1150 1291 \n", + "3 -108.78 575.95 1150 1284 \n", + "4 -116.22 575.02 1150 1291 \n", + "5 -90.25 551.86 1150 1265 \n", + "6 -104.22 558.28 1150 1272 \n", + "7 55.32 635.29 1150 1121 \n", + "8 -33.91 598.95 1150 1211 \n", + "9 -103.10 581.15 1150 1281 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 model_days_below_1020 \\\n", + "0 141 125 812 \n", + "1 141 125 812 \n", + "2 141 125 812 \n", + "3 134 125 804 \n", + "4 141 125 812 \n", + "5 115 125 780 \n", + "6 122 125 795 \n", + "7 -29 125 692 \n", + "8 61 125 757 \n", + "9 131 125 804 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 diff_p10 grdc_p17 model_p17 \\\n", + "0 687 1187.2 572.26 -614.94 1310.62 779.24 \n", + "1 687 1187.2 572.26 -614.94 1310.62 779.24 \n", + "2 687 1187.2 572.26 -614.94 1310.62 779.24 \n", + "3 679 1187.2 576.41 -610.79 1310.62 783.59 \n", + "4 687 1187.2 572.26 -614.94 1310.62 779.24 \n", + "5 655 1187.2 609.42 -577.78 1310.62 811.16 \n", + "6 670 1187.2 600.21 -586.99 1310.62 807.94 \n", + "7 567 1187.2 648.40 -538.80 1310.62 879.59 \n", + "8 632 1187.2 603.01 -584.19 1310.62 830.79 \n", + "9 679 1187.2 577.05 -610.15 1310.62 784.62 \n", + "\n", + " diff_p17 \n", + "0 -531.38 \n", + "1 -531.38 \n", + "2 -531.38 \n", + "3 -527.03 \n", + "4 -531.38 \n", + "5 -499.46 \n", + "6 -502.68 \n", + "7 -431.03 \n", + "8 -479.83 \n", + "9 -526.00 " + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_rows = []\n", + "\n", + "for file_path in run_files:\n", + " model_output = pd.read_csv(file_path)\n", + " model_output[\"date\"] = pd.to_datetime(model_output[\"date\"])\n", + "\n", + " comparison = pd.merge(\n", + " grdc_calibration,\n", + " model_output,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + " )\n", + "\n", + " run_scores = scores(comparison)\n", + "\n", + " run_name = file_path.stem.replace(\"_lobith_daily\", \"\")\n", + "\n", + " run_scores[\"run_name\"] = run_name\n", + " run_scores[\"file\"] = file_path.name\n", + "\n", + " score_rows.append(run_scores)\n", + "\n", + "scores_all = pd.DataFrame(score_rows)\n", + "\n", + "scores_all = scores_all[\n", + " [\"run_name\", \"file\"] + [col for col in scores_all.columns if col not in [\"run_name\", \"file\"]]\n", + "]\n", + "\n", + "scores_all.round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "f0b6f9a1-1ee9-4556-bed2-f5aae66b38d0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CSV opgeslagen als:\n", + "/home/niels/BEP-Niels/results/Parameter_Gevoeligheid/parametergevoeligheid_scores_1987_1995_tussenstand.csv\n", + "\n", + "Excel opgeslagen als:\n", + "/home/niels/BEP-Niels/results/Parameter_Gevoeligheid/parametergevoeligheid_scores_1987_1995_tussenstand.xlsx\n" + ] + } + ], + "source": [ + "csv_file = parameter_results_dir / \"parametergevoeligheid_scores_1987_1995_tussenstand.csv\"\n", + "excel_file = parameter_results_dir / \"parametergevoeligheid_scores_1987_1995_tussenstand.xlsx\"\n", + "\n", + "scores_all.round(2).to_csv(csv_file, index=False)\n", + "scores_all.round(2).to_excel(excel_file, index=False)\n", + "\n", + "print(\"CSV opgeslagen als:\")\n", + "print(csv_file)\n", + "\n", + "print(\"\\nExcel opgeslagen als:\")\n", + "print(excel_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "6eb7d48c-c112-48e9-a5f1-9a78367f74b3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set:\n", + "/data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config bestaat:\n", + "The history saving thread hit an unexpected error (OperationalError('unable to open database file')).History will not be written to the database.\n", + "True\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "print(\"Parameter set:\")\n", + "print(parameter_set.directory)\n", + "\n", + "print(\"Config bestaat:\")\n", + "print(parameter_set.config.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "9fc4d1a7-7f24-438e-b312-46c5d046a3af", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Projectmap: True\n", + "Parameter results: True\n" + ] + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "parameter_results_dir = results_dir / \"Parameter_Gevoeligheid\"\n", + "\n", + "model_start = \"1986-01-01T00:00:00Z\"\n", + "model_end = \"1996-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1987-01-01\"\n", + "calibration_end = \"1995-12-31\"\n", + "\n", + "print(\"Projectmap:\", project_dir.exists())\n", + "print(\"Parameter results:\", parameter_results_dir.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "04001d1b-f58f-47f2-911c-720ded9f956f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcingbestand bestaat: True\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script/wflow_ERA5_Rhine_1986_1995.nc\n" + ] + } + ], + "source": [ + "forcing_file = temp_dir / \"forcing_basisrun_1987_1995\" / \"work\" / \"diagnostic\" / \"script\" / \"wflow_ERA5_Rhine_1986_1995.nc\"\n", + "\n", + "print(\"Forcingbestand bestaat:\", forcing_file.exists())\n", + "print(forcing_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "48b5d960-eb2a-4b67-991c-d2497a9889c5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing is gekoppeld\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_file.parent),\n", + " netcdfinput=forcing_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"Forcing is gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "006665f5-993e-4e79-8ebb-8922b76ba8f0", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "618d3549-3251-4720-bff2-32dbcd672ccf", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_max1(tbl_file, factor):\n", + " lines = Path(tbl_file).read_text().splitlines()\n", + " new_lines = []\n", + "\n", + " for line in lines:\n", + " parts = line.split()\n", + "\n", + " try:\n", + " value = float(parts[-1])\n", + " value_new = value * factor\n", + " value_new = min(value_new, 1.0)\n", + "\n", + " parts[-1] = str(value_new)\n", + " new_lines.append(\" \".join(parts))\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " Path(tbl_file).write_text(\"\\n\".join(new_lines))" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "1edd168a-c8ee-42b9-9a05-56d898f5f50f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_CanopyGapFraction_x1p25\n", + "Parameter: CanopyGapFraction.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_CanopyGapFraction_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_CanopyGapFraction_x1p25\"\n", + "\n", + "parameter_name = \"CanopyGapFraction.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "0030fb3e-ce17-4af6-9a6f-606867ebf28a", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_CanopyGapFraction_x1p25/intbl/CanopyGapFraction.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl_max1(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "c3a79a21-84bc-4b36-8f67-6ed284770caa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Lobith latitude: 51.849999998\n", + "Lobith longitude: 6.0999999998\n" + ] + } + ], + "source": [ + "lat_lobith = 51.849999998\n", + "lon_lobith = 6.0999999998\n", + "\n", + "print(\"Lobith latitude:\", lat_lobith)\n", + "print(\"Lobith longitude:\", lon_lobith)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "76326501-66a0-492e-b78f-a7b5240d5185", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11890.3\n", + "730 1987-12-31 00:00:00 2257.4\n", + "1095 1988-12-30 00:00:00 3997.9\n", + "1460 1989-12-30 00:00:00 4755.8\n", + "1825 1990-12-30 00:00:00 6526.3\n", + "2190 1991-12-30 00:00:00 7277.2\n", + "2555 1992-12-29 00:00:00 1848.1\n", + "2920 1993-12-29 00:00:00 10876.5\n", + "3285 1994-12-29 00:00:00 5472.2\n", + "3650 1995-12-29 00:00:00 10637.3\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "c440ec98-c1d6-4ac5-bbc8-007d9b1de634", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Basisbestand gevonden: True\n", + "/home/niels/BEP-Niels/results/basisrun_full_1987_1995_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
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" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 575.02 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1150 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 diff_days_below_1020 \\\n", + "basis_full 125 812 687 \n", + "\n", + " grdc_p10 model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 1187.2 572.26 -614.94 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "basis_file = parameter_results_dir / \"basisrun_full_1987_1995_lobith_daily.csv\"\n", + "\n", + "if not basis_file.exists():\n", + " basis_file = results_dir / \"basisrun_full_1987_1995_lobith_daily.csv\"\n", + "\n", + "print(\"Basisbestand gevonden:\", basis_file.exists())\n", + "print(basis_file)\n", + "\n", + "model_basis_full = pd.read_csv(basis_file)\n", + "model_basis_full[\"date\"] = pd.to_datetime(model_basis_full[\"date\"])\n", + "\n", + "comparison_basis_full = pd.merge(\n", + " grdc_calibration,\n", + " model_basis_full,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "basis_scores_full = scores(comparison_basis_full)\n", + "\n", + "pd.DataFrame([basis_scores_full], index=[\"basis_full\"]).round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "d81fca5c-223d-4e47-9b98-8fcc61bd9b8c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/sens_CanopyGapFraction_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_CanopyGapFraction = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_CanopyGapFraction[\"date\"] = model_CanopyGapFraction[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_CanopyGapFraction = model_CanopyGapFraction[\n", + " (model_CanopyGapFraction[\"date\"] >= calibration_start) &\n", + " (model_CanopyGapFraction[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_CanopyGapFraction.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_CanopyGapFraction))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "6488e381-2514-4492-ba59-b8601e53cb98", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_CanopyGapFraction_x1p25882.652082.37-0.7139.22596.8411501137-131256675421187.2672.49-514.711310.62901.80-408.82
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 \n", + "sens_CanopyGapFraction_x1p25 882.65 2082.37 -0.71 39.22 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_CanopyGapFraction_x1p25 596.84 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_CanopyGapFraction_x1p25 1137 -13 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_CanopyGapFraction_x1p25 125 667 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "sens_CanopyGapFraction_x1p25 542 1187.2 672.49 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "sens_CanopyGapFraction_x1p25 -514.71 1310.62 901.80 -408.82 " + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_CanopyGapFraction = pd.merge(\n", + " grdc_calibration,\n", + " model_CanopyGapFraction,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_CanopyGapFraction = scores(comparison_CanopyGapFraction)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_CanopyGapFraction],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "e0ae51c6-3f09-4fc4-a788-5db1b1e42d98", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_InfiltCapPath_x1p25\n", + "Parameter: InfiltCapPath.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_InfiltCapPath_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_InfiltCapPath_x1p25\"\n", + "\n", + "parameter_name = \"InfiltCapPath.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "6de74079-c5a2-4633-836f-13c259fc9d50", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl(tbl_file, factor):\n", + " lines = Path(tbl_file).read_text().splitlines()\n", + " new_lines = []\n", + "\n", + " for line in lines:\n", + " parts = line.split()\n", + "\n", + " if len(parts) == 0:\n", + " new_lines.append(line)\n", + " continue\n", + "\n", + " try:\n", + " value = float(parts[-1])\n", + " parts[-1] = str(value * factor)\n", + " new_lines.append(\" \".join(parts))\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " Path(tbl_file).write_text(\"\\n\".join(new_lines))" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "48833bee-6f7a-47d8-bb0d-8b173c86c1bd", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_InfiltCapPath_x1p25/intbl/InfiltCapPath.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "82a7ec49-5115-42dc-8d1b-ac9710a534ba", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "6915f1b9-fe0a-4f6b-87b2-62340334dc35", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/sens_InfiltCapPath_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_InfiltCapPath = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_InfiltCapPath[\"date\"] = model_InfiltCapPath[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_InfiltCapPath = model_InfiltCapPath[\n", + " (model_InfiltCapPath[\"date\"] >= calibration_start) &\n", + " (model_InfiltCapPath[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_InfiltCapPath.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_InfiltCapPath))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "86d2a10d-79ac-4321-9127-4283d1931ce4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_InfiltCapPath_x1p25710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 \n", + "sens_InfiltCapPath_x1p25 710.1 1998.63 -0.94 -116.22 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_InfiltCapPath_x1p25 575.02 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_InfiltCapPath_x1p25 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_InfiltCapPath_x1p25 125 812 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 diff_p10 \\\n", + "basis_full 687 1187.2 572.26 -614.94 \n", + "sens_InfiltCapPath_x1p25 687 1187.2 572.26 -614.94 \n", + "\n", + " grdc_p17 model_p17 diff_p17 \n", + "basis_full 1310.62 779.24 -531.38 \n", + "sens_InfiltCapPath_x1p25 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_InfiltCapPath = pd.merge(\n", + " grdc_calibration,\n", + " model_InfiltCapPath,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_InfiltCapPath = scores(comparison_InfiltCapPath)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_InfiltCapPath],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "e10ee45a-4a36-415c-ac2f-d0b740fd0099", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 0.0009765625\n", + "Gemiddeld verschil: -1.6154726471054842e-06\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_InfiltCapPath,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_infiltpath\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_infiltpath\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "09e301f3-c1cb-4a99-865b-63b629457bce", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_FirstZoneMinCapacity_x1p25\n", + "Parameter: FirstZoneMinCapacity.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_FirstZoneMinCapacity_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_FirstZoneMinCapacity_x1p25\"\n", + "\n", + "parameter_name = \"FirstZoneMinCapacity.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "acae5e7e-efc3-4452-965e-33f21b18aecb", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_FirstZoneMinCapacity_x1p25/intbl/FirstZoneMinCapacity.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "247b21f7-f156-4b41-a40e-dbe33d19daa1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "0ac34986-395c-427a-a638-ce6ed363a834", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/sens_FirstZoneMinCapacity_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_FirstZoneMinCapacity = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_FirstZoneMinCapacity[\"date\"] = model_FirstZoneMinCapacity[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_FirstZoneMinCapacity = model_FirstZoneMinCapacity[\n", + " (model_FirstZoneMinCapacity[\"date\"] >= calibration_start) &\n", + " (model_FirstZoneMinCapacity[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_FirstZoneMinCapacity.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_FirstZoneMinCapacity))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "a489cb34-fd24-4bb7-b42a-f14280f1dd8f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_FirstZoneMinCapacity_x1p25710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 \n", + "sens_FirstZoneMinCapacity_x1p25 710.1 1998.63 -0.94 -116.22 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "sens_FirstZoneMinCapacity_x1p25 575.02 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "sens_FirstZoneMinCapacity_x1p25 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "sens_FirstZoneMinCapacity_x1p25 125 812 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "sens_FirstZoneMinCapacity_x1p25 687 1187.2 572.26 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "sens_FirstZoneMinCapacity_x1p25 -614.94 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_FirstZoneMinCapacity = pd.merge(\n", + " grdc_calibration,\n", + " model_FirstZoneMinCapacity,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_FirstZoneMinCapacity = scores(comparison_FirstZoneMinCapacity)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_FirstZoneMinCapacity],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "4263d953-85b2-42df-909c-3151b82f3847", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 2.2737367544323206e-13\n", + "Gemiddeld verschil: 8.257600397333686e-16\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_FirstZoneMinCapacity,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_firstzonemin\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_firstzonemin\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "93c40737-fd32-4cd4-985c-64d1179da879", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_WHC_x1p25\n", + "Parameter: WHC.tbl\n", + "Factor: 1.25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_WHC_x1p25\n" + ] + } + ], + "source": [ + "run_name = \"sens_WHC_x1p25\"\n", + "\n", + "parameter_name = \"WHC.tbl\"\n", + "factor = 1.25\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "7f761a06-abab-46b3-81b9-7de6fc4bf0b3", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_WHC_x1p25/intbl/WHC.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "821ad99b-1b01-4bc3-b2a6-e97225883006", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "41f0cd1d-f2c0-4851-8295-e2f6bb6788a8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/sens_WHC_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_WHC = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_WHC[\"date\"] = model_WHC[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_WHC = model_WHC[\n", + " (model_WHC[\"date\"] >= calibration_start) &\n", + " (model_WHC[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_WHC.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_WHC))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "06718e3a-8e18-47c3-947f-b508b33a7603", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_WHC_x1p25710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 575.02 \n", + "sens_WHC_x1p25 710.1 1998.63 -0.94 -116.22 575.02 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_WHC_x1p25 1150 1291 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_WHC_x1p25 141 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_WHC_x1p25 812 687 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_WHC_x1p25 572.26 -614.94 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_WHC = pd.merge(\n", + " grdc_calibration,\n", + " model_WHC,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_WHC = scores(comparison_WHC)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_WHC],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "c234d30b-ed04-4756-9301-4f5656c08939", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_Cfmax_x0p75\n", + "Parameter: Cfmax.tbl\n", + "Factor: 0.75\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_Cfmax_x0p75\n" + ] + } + ], + "source": [ + "run_name = \"sens_Cfmax_x0p75\"\n", + "\n", + "parameter_name = \"Cfmax.tbl\"\n", + "factor = 0.75\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "ee264fa1-46d3-442a-b5df-483bbee6c9d1", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_Cfmax_x0p75/intbl/Cfmax.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "99323386-b087-4f6e-a764-46bf9db627c6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.7\n", + "1460 1989-12-30 00:00:00 4676.8\n", + "1825 1990-12-30 00:00:00 6410.8\n", + "2190 1991-12-30 00:00:00 7189.5\n", + "2555 1992-12-29 00:00:00 1827.6\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5357.5\n", + "3650 1995-12-29 00:00:00 10540.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "016fff3e-f5df-43be-bcfb-c51d7dfcf79e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/sens_Cfmax_x0p75_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_Cfmax = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_Cfmax[\"date\"] = model_Cfmax[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_Cfmax = model_Cfmax[\n", + " (model_Cfmax[\"date\"] >= calibration_start) &\n", + " (model_Cfmax[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_Cfmax.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_Cfmax))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "e8d82200-5c85-4e74-becc-df97473f3f96", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_Cfmax_x0p75710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 575.02 \n", + "sens_Cfmax_x0p75 710.1 1998.63 -0.94 -116.22 575.02 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_Cfmax_x0p75 1150 1291 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_Cfmax_x0p75 141 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_Cfmax_x0p75 812 687 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_Cfmax_x0p75 572.26 -614.94 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 57, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_Cfmax = pd.merge(\n", + " grdc_calibration,\n", + " model_Cfmax,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_Cfmax = scores(comparison_Cfmax)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_Cfmax],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "f1ddc918-cdf1-48d4-872e-845b9b097400", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_thetaS_x1p10\n", + "Parameter: thetaS.tbl\n", + "Factor: 1.1\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_thetaS_x1p10\n" + ] + } + ], + "source": [ + "run_name = \"sens_thetaS_x1p10\"\n", + "\n", + "parameter_name = \"thetaS.tbl\"\n", + "factor = 1.10\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "a8bc0d20-a24b-4bea-b309-c225c3960c4f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_thetaS_x1p10/intbl/thetaS.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl_max1(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "ca5d2929-1b9e-4a76-8586-28adb9c08e81", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11875.0\n", + "730 1987-12-31 00:00:00 2224.1\n", + "1095 1988-12-30 00:00:00 3950.3\n", + "1460 1989-12-30 00:00:00 4671.4\n", + "1825 1990-12-30 00:00:00 6366.3\n", + "2190 1991-12-30 00:00:00 7135.3\n", + "2555 1992-12-29 00:00:00 1822.8\n", + "2920 1993-12-29 00:00:00 10859.8\n", + "3285 1994-12-29 00:00:00 5343.3\n", + "3650 1995-12-29 00:00:00 10532.1\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "fe328a99-c433-41e5-b36c-02875cc1353e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/sens_thetaS_x1p10_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_thetaS = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_thetaS[\"date\"] = model_thetaS[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_thetaS = model_thetaS[\n", + " (model_thetaS[\"date\"] >= calibration_start) &\n", + " (model_thetaS[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_thetaS.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_thetaS))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "4b723fe0-ad59-4dce-b0a2-28b7cc168f41", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
sens_thetaS_x1p10706.091993.19-0.94-117.86574.19115012911411258126871187.2570.98-616.221310.62778.50-532.12
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 575.02 \n", + "sens_thetaS_x1p10 706.09 1993.19 -0.94 -117.86 574.19 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_thetaS_x1p10 1150 1291 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_thetaS_x1p10 141 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_thetaS_x1p10 812 687 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_thetaS_x1p10 570.98 -616.22 1310.62 778.50 -532.12 " + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_thetaS = pd.merge(\n", + " grdc_calibration,\n", + " model_thetaS,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_thetaS = scores(comparison_thetaS)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_thetaS],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "b08f0fe6-bda5-4da9-83ae-0c82d767dc2c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 354.1962890625\n", + "Gemiddeld verschil: -4.002596238626329\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_thetaS,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_thetaS\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_thetaS\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "bed804f9-d06f-4c24-bec9-95bf2ca92e22", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: sens_thetaR_x1p10\n", + "Parameter: thetaR.tbl\n", + "Factor: 1.1\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/sens_thetaR_x1p10\n" + ] + } + ], + "source": [ + "run_name = \"sens_thetaR_x1p10\"\n", + "\n", + "parameter_name = \"thetaR.tbl\"\n", + "factor = 1.10\n", + "\n", + "run_dir = temp_dir / run_name\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Parameter:\", parameter_name)\n", + "print(\"Factor:\", factor)\n", + "print(\"Runmap:\", run_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "e519c93b-744a-4040-b82e-872b3eaa2a24", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/sens_thetaR_x1p10/intbl/thetaR.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl_max1(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "717c2857-535e-4cbb-a200-cf76c92fd4bd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11876.8\n", + "730 1987-12-31 00:00:00 2224.0\n", + "1095 1988-12-30 00:00:00 3958.9\n", + "1460 1989-12-30 00:00:00 4677.0\n", + "1825 1990-12-30 00:00:00 6411.7\n", + "2190 1991-12-30 00:00:00 7190.7\n", + "2555 1992-12-29 00:00:00 1827.7\n", + "2920 1993-12-29 00:00:00 10864.1\n", + "3285 1994-12-29 00:00:00 5358.5\n", + "3650 1995-12-29 00:00:00 10540.8\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "20286236-3281-4c67-a8b5-408459abcb63", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/sens_thetaR_x1p10_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_thetaR = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_thetaR[\"date\"] = model_thetaR[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_thetaR = model_thetaR[\n", + " (model_thetaR[\"date\"] >= calibration_start) &\n", + " (model_thetaR[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_thetaR.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_thetaR))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "029b817f-3da0-4834-99fd-ab924b6be1fd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
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sens_thetaR_x1p10710.181998.74-0.94-116.19575.03115012911411258126871187.2572.30-614.901310.62779.24-531.38
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 575.02 \n", + "sens_thetaR_x1p10 710.18 1998.74 -0.94 -116.19 575.03 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 \\\n", + "basis_full 1150 1291 \n", + "sens_thetaR_x1p10 1150 1291 \n", + "\n", + " diff_days_below_1600 grdc_days_below_1020 \\\n", + "basis_full 141 125 \n", + "sens_thetaR_x1p10 141 125 \n", + "\n", + " model_days_below_1020 diff_days_below_1020 grdc_p10 \\\n", + "basis_full 812 687 1187.2 \n", + "sens_thetaR_x1p10 812 687 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 572.26 -614.94 1310.62 779.24 -531.38 \n", + "sens_thetaR_x1p10 572.30 -614.90 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_thetaR = pd.merge(\n", + " grdc_calibration,\n", + " model_thetaR,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_thetaR = scores(comparison_thetaR)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_thetaR],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "7090c4e2-e22d-4d59-9457-60535f71dea6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 6.609375\n", + "Gemiddeld verschil: 0.08327950204002711\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_thetaR,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_thetaR\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_thetaR\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "bb7b06a1-3940-4d53-9e18-373024e6f25a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17run_namefile
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1710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38sens_Cfmax_x0p75sens_Cfmax_x0p75_lobith_daily.csv
2710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38sens_FirstZoneCapacity_x1p25sens_FirstZoneCapacity_x1p25_lobith_daily.csv
3710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38sens_FirstZoneKsatVer_x0p75sens_FirstZoneKsatVer_x0p75_lobith_daily.csv
4710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38sens_FirstZoneMinCapacity_x1p25sens_FirstZoneMinCapacity_x1p25_lobith_daily.csv
5710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38sens_InfiltCapPath_x1p25sens_InfiltCapPath_x1p25_lobith_daily.csv
6710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38sens_InfiltCapSoil_x1p25sens_InfiltCapSoil_x1p25_lobith_daily.csv
7721.402005.52-0.93-108.78575.95115012841341258046791187.2576.41-610.791310.62783.59-527.03sens_MaxCanopyStorage_x0p75sens_MaxCanopyStorage_x0p75_lobith_daily.csv
8710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38sens_N_Floodplain_x1p25sens_N_Floodplain_x1p25_lobith_daily.csv
9709.761912.76-0.79-90.25551.86115012651151257806551187.2609.42-577.781310.62811.16-499.46sens_N_River_x1p25sens_N_River_x1p25_lobith_daily.csv
10709.751949.19-0.81-104.22558.28115012721221257956701187.2600.21-586.991310.62807.94-502.68sens_N_x1p25sens_N_x1p25_lobith_daily.csv
11987.992256.18-0.9555.32635.2911501121-291256925671187.2648.40-538.801310.62879.59-431.03sens_PET_x0p90sens_PET_x0p90_lobith_daily.csv
12847.862126.10-0.93-33.91598.9511501211611257576321187.2603.01-584.191310.62830.79-479.83sens_PET_x0p95sens_PET_x0p95_lobith_daily.csv
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14710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38sens_WHC_x1p25sens_WHC_x1p25_lobith_daily.csv
15710.181998.74-0.94-116.19575.03115012911411258126871187.2572.30-614.901310.62779.24-531.38sens_thetaR_x1p10sens_thetaR_x1p10_lobith_daily.csv
16706.091993.19-0.94-117.86574.19115012911411258126871187.2570.98-616.221310.62778.50-532.12sens_thetaS_x1p10sens_thetaS_x1p10_lobith_daily.csv
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "0 882.65 2082.37 -0.71 39.22 596.84 \n", + "1 710.10 1998.63 -0.94 -116.22 575.02 \n", + "2 710.10 1998.63 -0.94 -116.22 575.02 \n", + "3 710.10 1998.63 -0.94 -116.22 575.02 \n", + "4 710.10 1998.63 -0.94 -116.22 575.02 \n", + "5 710.10 1998.63 -0.94 -116.22 575.02 \n", + "6 710.10 1998.63 -0.94 -116.22 575.02 \n", + "7 721.40 2005.52 -0.93 -108.78 575.95 \n", + "8 710.10 1998.63 -0.94 -116.22 575.02 \n", + "9 709.76 1912.76 -0.79 -90.25 551.86 \n", + "10 709.75 1949.19 -0.81 -104.22 558.28 \n", + "11 987.99 2256.18 -0.95 55.32 635.29 \n", + "12 847.86 2126.10 -0.93 -33.91 598.95 \n", + "13 731.00 2024.48 -0.95 -103.10 581.15 \n", + "14 710.10 1998.63 -0.94 -116.22 575.02 \n", + "15 710.18 1998.74 -0.94 -116.19 575.03 \n", + "16 706.09 1993.19 -0.94 -117.86 574.19 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 diff_days_below_1600 \\\n", + "0 1150 1137 -13 \n", + "1 1150 1291 141 \n", + "2 1150 1291 141 \n", + "3 1150 1291 141 \n", + "4 1150 1291 141 \n", + "5 1150 1291 141 \n", + "6 1150 1291 141 \n", + "7 1150 1284 134 \n", + "8 1150 1291 141 \n", + "9 1150 1265 115 \n", + "10 1150 1272 122 \n", + "11 1150 1121 -29 \n", + "12 1150 1211 61 \n", + "13 1150 1281 131 \n", + "14 1150 1291 141 \n", + "15 1150 1291 141 \n", + "16 1150 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 diff_days_below_1020 \\\n", + "0 125 667 542 \n", + "1 125 812 687 \n", + "2 125 812 687 \n", + "3 125 812 687 \n", + "4 125 812 687 \n", + "5 125 812 687 \n", + "6 125 812 687 \n", + "7 125 804 679 \n", + "8 125 812 687 \n", + "9 125 780 655 \n", + "10 125 795 670 \n", + "11 125 692 567 \n", + "12 125 757 632 \n", + "13 125 804 679 \n", + "14 125 812 687 \n", + "15 125 812 687 \n", + "16 125 812 687 \n", + "\n", + " grdc_p10 model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \\\n", + "0 1187.2 672.49 -514.71 1310.62 901.80 -408.82 \n", + "1 1187.2 572.26 -614.94 1310.62 779.24 -531.38 \n", + "2 1187.2 572.26 -614.94 1310.62 779.24 -531.38 \n", + "3 1187.2 572.26 -614.94 1310.62 779.24 -531.38 \n", + "4 1187.2 572.26 -614.94 1310.62 779.24 -531.38 \n", + "5 1187.2 572.26 -614.94 1310.62 779.24 -531.38 \n", + "6 1187.2 572.26 -614.94 1310.62 779.24 -531.38 \n", + "7 1187.2 576.41 -610.79 1310.62 783.59 -527.03 \n", + "8 1187.2 572.26 -614.94 1310.62 779.24 -531.38 \n", + "9 1187.2 609.42 -577.78 1310.62 811.16 -499.46 \n", + "10 1187.2 600.21 -586.99 1310.62 807.94 -502.68 \n", + "11 1187.2 648.40 -538.80 1310.62 879.59 -431.03 \n", + "12 1187.2 603.01 -584.19 1310.62 830.79 -479.83 \n", + "13 1187.2 577.05 -610.15 1310.62 784.62 -526.00 \n", + "14 1187.2 572.26 -614.94 1310.62 779.24 -531.38 \n", + "15 1187.2 572.30 -614.90 1310.62 779.24 -531.38 \n", + "16 1187.2 570.98 -616.22 1310.62 778.50 -532.12 \n", + "\n", + " run_name \\\n", + "0 sens_CanopyGapFraction_x1p25 \n", + "1 sens_Cfmax_x0p75 \n", + "2 sens_FirstZoneCapacity_x1p25 \n", + "3 sens_FirstZoneKsatVer_x0p75 \n", + "4 sens_FirstZoneMinCapacity_x1p25 \n", + "5 sens_InfiltCapPath_x1p25 \n", + "6 sens_InfiltCapSoil_x1p25 \n", + "7 sens_MaxCanopyStorage_x0p75 \n", + "8 sens_N_Floodplain_x1p25 \n", + "9 sens_N_River_x1p25 \n", + "10 sens_N_x1p25 \n", + "11 sens_PET_x0p90 \n", + "12 sens_PET_x0p95 \n", + "13 sens_RootingDepth_x0p75 \n", + "14 sens_WHC_x1p25 \n", + "15 sens_thetaR_x1p10 \n", + "16 sens_thetaS_x1p10 \n", + "\n", + " file \n", + "0 sens_CanopyGapFraction_x1p25_lobith_daily.csv \n", + "1 sens_Cfmax_x0p75_lobith_daily.csv \n", + "2 sens_FirstZoneCapacity_x1p25_lobith_daily.csv \n", + "3 sens_FirstZoneKsatVer_x0p75_lobith_daily.csv \n", + "4 sens_FirstZoneMinCapacity_x1p25_lobith_daily.csv \n", + "5 sens_InfiltCapPath_x1p25_lobith_daily.csv \n", + "6 sens_InfiltCapSoil_x1p25_lobith_daily.csv \n", + "7 sens_MaxCanopyStorage_x0p75_lobith_daily.csv \n", + "8 sens_N_Floodplain_x1p25_lobith_daily.csv \n", + "9 sens_N_River_x1p25_lobith_daily.csv \n", + "10 sens_N_x1p25_lobith_daily.csv \n", + "11 sens_PET_x0p90_lobith_daily.csv \n", + "12 sens_PET_x0p95_lobith_daily.csv \n", + "13 sens_RootingDepth_x0p75_lobith_daily.csv \n", + "14 sens_WHC_x1p25_lobith_daily.csv \n", + "15 sens_thetaR_x1p10_lobith_daily.csv \n", + "16 sens_thetaS_x1p10_lobith_daily.csv " + ] + }, + "execution_count": 70, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "run_files = sorted(parameter_results_dir.glob(\"*_lobith_daily.csv\"))\n", + "\n", + "score_rows = []\n", + "\n", + "for file_path in run_files:\n", + " model_output = pd.read_csv(file_path)\n", + " model_output[\"date\"] = pd.to_datetime(model_output[\"date\"])\n", + "\n", + " comparison = pd.merge(\n", + " grdc_calibration,\n", + " model_output,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + " )\n", + "\n", + " run_scores = scores(comparison)\n", + " run_scores[\"run_name\"] = file_path.stem.replace(\"_lobith_daily\", \"\")\n", + " run_scores[\"file\"] = file_path.name\n", + "\n", + " score_rows.append(run_scores)\n", + "\n", + "scores_all = pd.DataFrame(score_rows)\n", + "\n", + "scores_all.round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "45876e37-0773-419a-98bc-f589cd558e7a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17run_namefileparameterfactor
0882.6459262082.373942-0.70772139.219577596.83819811501137-131256675421187.2672.490784-514.7092161310.62901.795759-408.824241sens_CanopyGapFraction_x1p25sens_CanopyGapFraction_x1p25_lobith_daily.csvCanopyGapFraction.tbl1.25
1710.0952591998.625930-0.939368-116.224279575.015288115012911411258126871187.2572.261414-614.9385861310.62779.237164-531.382836sens_Cfmax_x0p75sens_Cfmax_x0p75_lobith_daily.csvCfmax.tbl0.75
2710.0952591998.625930-0.939368-116.224279575.015288115012911411258126871187.2572.261414-614.9385861310.62779.237164-531.382836sens_FirstZoneCapacity_x1p25sens_FirstZoneCapacity_x1p25_lobith_daily.csvFirstZoneCapacity.tbl1.25
3710.0952591998.625930-0.939368-116.224279575.015288115012911411258126871187.2572.261414-614.9385861310.62779.237164-531.382836sens_FirstZoneKsatVer_x0p75sens_FirstZoneKsatVer_x0p75_lobith_daily.csvFirstZoneKsatVer.tbl0.75
4710.0952591998.625930-0.939368-116.224279575.015288115012911411258126871187.2572.261414-614.9385861310.62779.237164-531.382836sens_FirstZoneMinCapacity_x1p25sens_FirstZoneMinCapacity_x1p25_lobith_daily.csvFirstZoneMinCapacity.tbl1.25
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "0 882.645926 2082.373942 -0.707721 39.219577 596.838198 \n", + "1 710.095259 1998.625930 -0.939368 -116.224279 575.015288 \n", + "2 710.095259 1998.625930 -0.939368 -116.224279 575.015288 \n", + "3 710.095259 1998.625930 -0.939368 -116.224279 575.015288 \n", + "4 710.095259 1998.625930 -0.939368 -116.224279 575.015288 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 diff_days_below_1600 \\\n", + "0 1150 1137 -13 \n", + "1 1150 1291 141 \n", + "2 1150 1291 141 \n", + "3 1150 1291 141 \n", + "4 1150 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 diff_days_below_1020 \\\n", + "0 125 667 542 \n", + "1 125 812 687 \n", + "2 125 812 687 \n", + "3 125 812 687 \n", + "4 125 812 687 \n", + "\n", + " grdc_p10 model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \\\n", + "0 1187.2 672.490784 -514.709216 1310.62 901.795759 -408.824241 \n", + "1 1187.2 572.261414 -614.938586 1310.62 779.237164 -531.382836 \n", + "2 1187.2 572.261414 -614.938586 1310.62 779.237164 -531.382836 \n", + "3 1187.2 572.261414 -614.938586 1310.62 779.237164 -531.382836 \n", + "4 1187.2 572.261414 -614.938586 1310.62 779.237164 -531.382836 \n", + "\n", + " run_name \\\n", + "0 sens_CanopyGapFraction_x1p25 \n", + "1 sens_Cfmax_x0p75 \n", + "2 sens_FirstZoneCapacity_x1p25 \n", + "3 sens_FirstZoneKsatVer_x0p75 \n", + "4 sens_FirstZoneMinCapacity_x1p25 \n", + "\n", + " file parameter \\\n", + "0 sens_CanopyGapFraction_x1p25_lobith_daily.csv CanopyGapFraction.tbl \n", + "1 sens_Cfmax_x0p75_lobith_daily.csv Cfmax.tbl \n", + "2 sens_FirstZoneCapacity_x1p25_lobith_daily.csv FirstZoneCapacity.tbl \n", + "3 sens_FirstZoneKsatVer_x0p75_lobith_daily.csv FirstZoneKsatVer.tbl \n", + "4 sens_FirstZoneMinCapacity_x1p25_lobith_daily.csv FirstZoneMinCapacity.tbl \n", + "\n", + " factor \n", + "0 1.25 \n", + "1 0.75 \n", + "2 1.25 \n", + "3 0.75 \n", + "4 1.25 " + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "parameter_info = {\n", + " \"basisrun_full_1987_1995\": [\"basis\", 1.00],\n", + "\n", + " \"sens_RootingDepth_x0p75\": [\"RootingDepth.tbl\", 0.75],\n", + " \"sens_FirstZoneCapacity_x1p25\": [\"FirstZoneCapacity.tbl\", 1.25],\n", + " \"sens_FirstZoneKsatVer_x0p75\": [\"FirstZoneKsatVer.tbl\", 0.75],\n", + " \"sens_MaxCanopyStorage_x0p75\": [\"MaxCanopyStorage.tbl\", 0.75],\n", + " \"sens_InfiltCapSoil_x1p25\": [\"InfiltCapSoil.tbl\", 1.25],\n", + " \"sens_InfiltCapPath_x1p25\": [\"InfiltCapPath.tbl\", 1.25],\n", + " \"sens_FirstZoneMinCapacity_x1p25\": [\"FirstZoneMinCapacity.tbl\", 1.25],\n", + "\n", + " \"sens_PET_x0p95\": [\"PET\", 0.95],\n", + " \"sens_PET_x0p90\": [\"PET\", 0.90],\n", + "\n", + " \"sens_N_River_x1p25\": [\"N_River.tbl\", 1.25],\n", + " \"sens_N_x1p25\": [\"N.tbl\", 1.25],\n", + " \"sens_N_Floodplain_x1p25\": [\"N_Floodplain.tbl\", 1.25],\n", + "\n", + " \"sens_CanopyGapFraction_x1p25\": [\"CanopyGapFraction.tbl\", 1.25],\n", + "\n", + " \"sens_WHC_x1p25\": [\"WHC.tbl\", 1.25],\n", + " \"sens_Cfmax_x0p75\": [\"Cfmax.tbl\", 0.75],\n", + " \"sens_thetaS_x1p10\": [\"thetaS.tbl\", 1.10],\n", + " \"sens_thetaR_x1p10\": [\"thetaR.tbl\", 1.10],\n", + "}\n", + "\n", + "scores_all[\"parameter\"] = scores_all[\"run_name\"].map(lambda x: parameter_info.get(x, [\"onbekend\", np.nan])[0])\n", + "scores_all[\"factor\"] = scores_all[\"run_name\"].map(lambda x: parameter_info.get(x, [\"onbekend\", np.nan])[1])\n", + "\n", + "scores_all.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "a23ff75a-732e-4ed6-9b98-94e841a599f0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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run_nameparameterfactorbiasrmselog_nsemae_low_1600diff_days_below_1600diff_days_below_1020model_p10diff_p10model_p17diff_p17
0sens_CanopyGapFraction_x1p25CanopyGapFraction.tbl1.25882.652082.37-0.71596.84-13542672.49-514.71901.80-408.82
1sens_Cfmax_x0p75Cfmax.tbl0.75710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
2sens_FirstZoneCapacity_x1p25FirstZoneCapacity.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
3sens_FirstZoneKsatVer_x0p75FirstZoneKsatVer.tbl0.75710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
4sens_FirstZoneMinCapacity_x1p25FirstZoneMinCapacity.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
5sens_InfiltCapPath_x1p25InfiltCapPath.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
6sens_InfiltCapSoil_x1p25InfiltCapSoil.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
7sens_MaxCanopyStorage_x0p75MaxCanopyStorage.tbl0.75721.402005.52-0.93575.95134679576.41-610.79783.59-527.03
8sens_N_Floodplain_x1p25N_Floodplain.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
9sens_N_River_x1p25N_River.tbl1.25709.761912.76-0.79551.86115655609.42-577.78811.16-499.46
10sens_N_x1p25N.tbl1.25709.751949.19-0.81558.28122670600.21-586.99807.94-502.68
11sens_PET_x0p90PET0.90987.992256.18-0.95635.29-29567648.40-538.80879.59-431.03
12sens_PET_x0p95PET0.95847.862126.10-0.93598.9561632603.01-584.19830.79-479.83
13sens_RootingDepth_x0p75RootingDepth.tbl0.75731.002024.48-0.95581.15131679577.05-610.15784.62-526.00
14sens_WHC_x1p25WHC.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
15sens_thetaR_x1p10thetaR.tbl1.10710.181998.74-0.94575.03141687572.30-614.90779.24-531.38
16sens_thetaS_x1p10thetaS.tbl1.10706.091993.19-0.94574.19141687570.98-616.22778.50-532.12
\n", + "
" + ], + "text/plain": [ + " run_name parameter factor bias \\\n", + "0 sens_CanopyGapFraction_x1p25 CanopyGapFraction.tbl 1.25 882.65 \n", + "1 sens_Cfmax_x0p75 Cfmax.tbl 0.75 710.10 \n", + "2 sens_FirstZoneCapacity_x1p25 FirstZoneCapacity.tbl 1.25 710.10 \n", + "3 sens_FirstZoneKsatVer_x0p75 FirstZoneKsatVer.tbl 0.75 710.10 \n", + "4 sens_FirstZoneMinCapacity_x1p25 FirstZoneMinCapacity.tbl 1.25 710.10 \n", + "5 sens_InfiltCapPath_x1p25 InfiltCapPath.tbl 1.25 710.10 \n", + "6 sens_InfiltCapSoil_x1p25 InfiltCapSoil.tbl 1.25 710.10 \n", + "7 sens_MaxCanopyStorage_x0p75 MaxCanopyStorage.tbl 0.75 721.40 \n", + "8 sens_N_Floodplain_x1p25 N_Floodplain.tbl 1.25 710.10 \n", + "9 sens_N_River_x1p25 N_River.tbl 1.25 709.76 \n", + "10 sens_N_x1p25 N.tbl 1.25 709.75 \n", + "11 sens_PET_x0p90 PET 0.90 987.99 \n", + "12 sens_PET_x0p95 PET 0.95 847.86 \n", + "13 sens_RootingDepth_x0p75 RootingDepth.tbl 0.75 731.00 \n", + "14 sens_WHC_x1p25 WHC.tbl 1.25 710.10 \n", + "15 sens_thetaR_x1p10 thetaR.tbl 1.10 710.18 \n", + "16 sens_thetaS_x1p10 thetaS.tbl 1.10 706.09 \n", + "\n", + " rmse log_nse mae_low_1600 diff_days_below_1600 \\\n", + "0 2082.37 -0.71 596.84 -13 \n", + "1 1998.63 -0.94 575.02 141 \n", + "2 1998.63 -0.94 575.02 141 \n", + "3 1998.63 -0.94 575.02 141 \n", + "4 1998.63 -0.94 575.02 141 \n", + "5 1998.63 -0.94 575.02 141 \n", + "6 1998.63 -0.94 575.02 141 \n", + "7 2005.52 -0.93 575.95 134 \n", + "8 1998.63 -0.94 575.02 141 \n", + "9 1912.76 -0.79 551.86 115 \n", + "10 1949.19 -0.81 558.28 122 \n", + "11 2256.18 -0.95 635.29 -29 \n", + "12 2126.10 -0.93 598.95 61 \n", + "13 2024.48 -0.95 581.15 131 \n", + "14 1998.63 -0.94 575.02 141 \n", + "15 1998.74 -0.94 575.03 141 \n", + "16 1993.19 -0.94 574.19 141 \n", + "\n", + " diff_days_below_1020 model_p10 diff_p10 model_p17 diff_p17 \n", + "0 542 672.49 -514.71 901.80 -408.82 \n", + "1 687 572.26 -614.94 779.24 -531.38 \n", + "2 687 572.26 -614.94 779.24 -531.38 \n", + "3 687 572.26 -614.94 779.24 -531.38 \n", + "4 687 572.26 -614.94 779.24 -531.38 \n", + "5 687 572.26 -614.94 779.24 -531.38 \n", + "6 687 572.26 -614.94 779.24 -531.38 \n", + "7 679 576.41 -610.79 783.59 -527.03 \n", + "8 687 572.26 -614.94 779.24 -531.38 \n", + "9 655 609.42 -577.78 811.16 -499.46 \n", + "10 670 600.21 -586.99 807.94 -502.68 \n", + "11 567 648.40 -538.80 879.59 -431.03 \n", + "12 632 603.01 -584.19 830.79 -479.83 \n", + "13 679 577.05 -610.15 784.62 -526.00 \n", + "14 687 572.26 -614.94 779.24 -531.38 \n", + "15 687 572.30 -614.90 779.24 -531.38 \n", + "16 687 570.98 -616.22 778.50 -532.12 " + ] + }, + "execution_count": 72, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "overview = scores_all[\n", + " [\n", + " \"run_name\",\n", + " \"parameter\",\n", + " \"factor\",\n", + " \"bias\",\n", + " \"rmse\",\n", + " \"log_nse\",\n", + " \"mae_low_1600\",\n", + " \"diff_days_below_1600\",\n", + " \"diff_days_below_1020\",\n", + " \"model_p10\",\n", + " \"diff_p10\",\n", + " \"model_p17\",\n", + " \"diff_p17\",\n", + " ]\n", + "].copy()\n", + "\n", + "overview = overview.round(2)\n", + "\n", + "overview" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "a91e56e8-6300-4cb1-b77a-fa5f1352dcd0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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run_nameparameterfactorbiasrmselog_nsemae_low_1600diff_days_below_1600diff_days_below_1020model_p10diff_p10model_p17diff_p17
0sens_CanopyGapFraction_x1p25CanopyGapFraction.tbl1.25882.652082.37-0.71596.84-13542672.49-514.71901.80-408.82
11sens_PET_x0p90PET0.90987.992256.18-0.95635.29-29567648.40-538.80879.59-431.03
12sens_PET_x0p95PET0.95847.862126.10-0.93598.9561632603.01-584.19830.79-479.83
9sens_N_River_x1p25N_River.tbl1.25709.761912.76-0.79551.86115655609.42-577.78811.16-499.46
10sens_N_x1p25N.tbl1.25709.751949.19-0.81558.28122670600.21-586.99807.94-502.68
13sens_RootingDepth_x0p75RootingDepth.tbl0.75731.002024.48-0.95581.15131679577.05-610.15784.62-526.00
7sens_MaxCanopyStorage_x0p75MaxCanopyStorage.tbl0.75721.402005.52-0.93575.95134679576.41-610.79783.59-527.03
14sens_WHC_x1p25WHC.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
8sens_N_Floodplain_x1p25N_Floodplain.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
6sens_InfiltCapSoil_x1p25InfiltCapSoil.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
5sens_InfiltCapPath_x1p25InfiltCapPath.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
4sens_FirstZoneMinCapacity_x1p25FirstZoneMinCapacity.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
3sens_FirstZoneKsatVer_x0p75FirstZoneKsatVer.tbl0.75710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
2sens_FirstZoneCapacity_x1p25FirstZoneCapacity.tbl1.25710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
1sens_Cfmax_x0p75Cfmax.tbl0.75710.101998.63-0.94575.02141687572.26-614.94779.24-531.38
15sens_thetaR_x1p10thetaR.tbl1.10710.181998.74-0.94575.03141687572.30-614.90779.24-531.38
16sens_thetaS_x1p10thetaS.tbl1.10706.091993.19-0.94574.19141687570.98-616.22778.50-532.12
\n", + "
" + ], + "text/plain": [ + " run_name parameter factor bias \\\n", + "0 sens_CanopyGapFraction_x1p25 CanopyGapFraction.tbl 1.25 882.65 \n", + "11 sens_PET_x0p90 PET 0.90 987.99 \n", + "12 sens_PET_x0p95 PET 0.95 847.86 \n", + "9 sens_N_River_x1p25 N_River.tbl 1.25 709.76 \n", + "10 sens_N_x1p25 N.tbl 1.25 709.75 \n", + "13 sens_RootingDepth_x0p75 RootingDepth.tbl 0.75 731.00 \n", + "7 sens_MaxCanopyStorage_x0p75 MaxCanopyStorage.tbl 0.75 721.40 \n", + "14 sens_WHC_x1p25 WHC.tbl 1.25 710.10 \n", + "8 sens_N_Floodplain_x1p25 N_Floodplain.tbl 1.25 710.10 \n", + "6 sens_InfiltCapSoil_x1p25 InfiltCapSoil.tbl 1.25 710.10 \n", + "5 sens_InfiltCapPath_x1p25 InfiltCapPath.tbl 1.25 710.10 \n", + "4 sens_FirstZoneMinCapacity_x1p25 FirstZoneMinCapacity.tbl 1.25 710.10 \n", + "3 sens_FirstZoneKsatVer_x0p75 FirstZoneKsatVer.tbl 0.75 710.10 \n", + "2 sens_FirstZoneCapacity_x1p25 FirstZoneCapacity.tbl 1.25 710.10 \n", + "1 sens_Cfmax_x0p75 Cfmax.tbl 0.75 710.10 \n", + "15 sens_thetaR_x1p10 thetaR.tbl 1.10 710.18 \n", + "16 sens_thetaS_x1p10 thetaS.tbl 1.10 706.09 \n", + "\n", + " rmse log_nse mae_low_1600 diff_days_below_1600 \\\n", + "0 2082.37 -0.71 596.84 -13 \n", + "11 2256.18 -0.95 635.29 -29 \n", + "12 2126.10 -0.93 598.95 61 \n", + "9 1912.76 -0.79 551.86 115 \n", + "10 1949.19 -0.81 558.28 122 \n", + "13 2024.48 -0.95 581.15 131 \n", + "7 2005.52 -0.93 575.95 134 \n", + "14 1998.63 -0.94 575.02 141 \n", + "8 1998.63 -0.94 575.02 141 \n", + "6 1998.63 -0.94 575.02 141 \n", + "5 1998.63 -0.94 575.02 141 \n", + "4 1998.63 -0.94 575.02 141 \n", + "3 1998.63 -0.94 575.02 141 \n", + "2 1998.63 -0.94 575.02 141 \n", + "1 1998.63 -0.94 575.02 141 \n", + "15 1998.74 -0.94 575.03 141 \n", + "16 1993.19 -0.94 574.19 141 \n", + "\n", + " diff_days_below_1020 model_p10 diff_p10 model_p17 diff_p17 \n", + "0 542 672.49 -514.71 901.80 -408.82 \n", + "11 567 648.40 -538.80 879.59 -431.03 \n", + "12 632 603.01 -584.19 830.79 -479.83 \n", + "9 655 609.42 -577.78 811.16 -499.46 \n", + "10 670 600.21 -586.99 807.94 -502.68 \n", + "13 679 577.05 -610.15 784.62 -526.00 \n", + "7 679 576.41 -610.79 783.59 -527.03 \n", + "14 687 572.26 -614.94 779.24 -531.38 \n", + "8 687 572.26 -614.94 779.24 -531.38 \n", + "6 687 572.26 -614.94 779.24 -531.38 \n", + "5 687 572.26 -614.94 779.24 -531.38 \n", + "4 687 572.26 -614.94 779.24 -531.38 \n", + "3 687 572.26 -614.94 779.24 -531.38 \n", + "2 687 572.26 -614.94 779.24 -531.38 \n", + "1 687 572.26 -614.94 779.24 -531.38 \n", + "15 687 572.30 -614.90 779.24 -531.38 \n", + "16 687 570.98 -616.22 778.50 -532.12 " + ] + }, + "execution_count": 73, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "overview_sorted = overview.sort_values(\"diff_days_below_1020\")\n", + "\n", + "overview_sorted" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "744bbb18-36e1-4752-af0c-2bbad8e76146", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5b397087-ad0a-4763-856a-75986e36e254", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/016_Calibratienapmgevoeligheid.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/016_Calibratienapmgevoeligheid.ipynb new file mode 100644 index 00000000..86e97095 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/04_parameter_gevoeligheid/016_Calibratienapmgevoeligheid.ipynb @@ -0,0 +1,6103 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "6e42768f-cdc9-4789-bd81-dffece1320a0", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/opt/conda/envs/ewatercycle2/lib/python3.12/site-packages/esmvalcore/experimental/_warnings.py:13: UserWarning: \n", + " Thank you for trying out the new ESMValCore API.\n", + " Note that this API is experimental and may be subject to change.\n", + " More info: https://github.com/ESMValGroup/ESMValCore/issues/498\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Imports geladen\n" + ] + } + ], + "source": [ + "from pathlib import Path\n", + "import shutil\n", + "import warnings\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "import xarray as xr\n", + "\n", + "from ewatercycle.models import Wflow\n", + "from ewatercycle.parameter_sets import available_parameter_sets\n", + "from ewatercycle.forcing import sources\n", + "\n", + "warnings.filterwarnings(\"ignore\", category=UserWarning)\n", + "\n", + "pd.set_option(\"display.max_columns\", None)\n", + "\n", + "print(\"Imports geladen\")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e01e51bc-cc41-4c77-acd8-a16fbc77852c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Projectmap bestaat: True\n", + "Parameter results map: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid\n" + ] + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "temp_dir = project_dir / \"temp_runs\"\n", + "results_dir = project_dir / \"results\"\n", + "parameter_results_dir = results_dir / \"Parameter_Gevoeligheid\"\n", + "\n", + "parameter_results_dir.mkdir(exist_ok=True)\n", + "\n", + "model_start = \"1986-01-01T00:00:00Z\"\n", + "model_end = \"1996-01-01T00:00:00Z\"\n", + "\n", + "calibration_start = \"1987-01-01\"\n", + "calibration_end = \"1995-12-31\"\n", + "\n", + "print(\"Projectmap bestaat:\", project_dir.exists())\n", + "print(\"Parameter results map:\", parameter_results_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "eb50437f-ab47-424b-abb4-9c7275cada55", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcingbestand bestaat: True\n", + "/home/niels/BEP-Niels/temp_runs/forcing_basisrun_1987_1995/work/diagnostic/script/wflow_ERA5_Rhine_1986_1995.nc\n" + ] + } + ], + "source": [ + "forcing_file = temp_dir / \"forcing_basisrun_1987_1995\" / \"work\" / \"diagnostic\" / \"script\" / \"wflow_ERA5_Rhine_1986_1995.nc\"\n", + "\n", + "print(\"Forcingbestand bestaat:\", forcing_file.exists())\n", + "print(forcing_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "7595d9c4-9846-44f0-a296-5a4704a60f8e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forcing gekoppeld\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_file.parent),\n", + " netcdfinput=forcing_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"Forcing gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "7647f694-96e1-4176-a70c-dccf2e210bf4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Parameter set: /data/shared/parameter-sets/wflow_rhine_sbm_nc\n", + "Config bestaat: True\n", + "Lobith: 51.849999998 6.0999999998\n" + ] + } + ], + "source": [ + "parameter_sets = available_parameter_sets(target_model=\"wflow\")\n", + "\n", + "parameter_set = parameter_sets[\"wflow_rhine_sbm_nc\"]\n", + "parameter_set.config = Path(parameter_set.directory) / \"wflow_sbm_NC.ini\"\n", + "\n", + "lat_lobith = 51.849999998\n", + "lon_lobith = 6.0999999998\n", + "\n", + "print(\"Parameter set:\", parameter_set.directory)\n", + "print(\"Config bestaat:\", parameter_set.config.exists())\n", + "print(\"Lobith:\", lat_lobith, lon_lobith)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "58df5cea-ed19-429f-9b40-bbcf9dcc7cbf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal GRDC dagen: 3287\n", + "1987-01-01 00:00:00 t/m 1995-12-31 00:00:00\n" + ] + } + ], + "source": [ + "grdc_file = project_dir / \"Data Lobith\" / \"data grdc\" / \"6435060_Q_Day.Cmd.txt\"\n", + "\n", + "grdc = pd.read_csv(\n", + " grdc_file,\n", + " sep=\";\",\n", + " comment=\"#\",\n", + " skipinitialspace=True,\n", + " na_values=-999.000,\n", + " encoding=\"latin1\"\n", + ")\n", + "\n", + "grdc.columns = grdc.columns.str.strip()\n", + "\n", + "grdc = grdc.rename(columns={\n", + " \"YYYY-MM-DD\": \"date\",\n", + " \"Value\": \"Q_grdc_m3s\"\n", + "})\n", + "\n", + "grdc[\"date\"] = pd.to_datetime(grdc[\"date\"])\n", + "grdc[\"Q_grdc_m3s\"] = pd.to_numeric(grdc[\"Q_grdc_m3s\"])\n", + "\n", + "grdc = grdc.dropna(subset=[\"Q_grdc_m3s\"])\n", + "\n", + "grdc_calibration = grdc[\n", + " (grdc[\"date\"] >= calibration_start) &\n", + " (grdc[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "grdc_calibration = grdc_calibration[[\"date\", \"Q_grdc_m3s\"]]\n", + "\n", + "print(\"Aantal GRDC dagen:\", len(grdc_calibration))\n", + "print(grdc_calibration[\"date\"].min(), \"t/m\", grdc_calibration[\"date\"].max())" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "a6b85b15-0759-42e9-86d1-3a9ae874616e", + "metadata": {}, + "outputs": [], + "source": [ + "def scores(comparison):\n", + " obs = comparison[\"Q_grdc_m3s\"]\n", + " sim = comparison[\"Q_model_m3s\"]\n", + "\n", + " bias = (sim - obs).mean()\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + "\n", + " log_obs = np.log(obs)\n", + " log_sim = np.log(sim)\n", + "\n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) ** 2).sum()\n", + "\n", + " low_1600 = obs < 1600\n", + "\n", + " return {\n", + " \"bias\": bias,\n", + " \"rmse\": rmse,\n", + " \"log_nse\": log_nse,\n", + "\n", + " \"bias_low_1600\": (sim[low_1600] - obs[low_1600]).mean(),\n", + " \"mae_low_1600\": abs(sim[low_1600] - obs[low_1600]).mean(),\n", + "\n", + " \"grdc_days_below_1600\": (obs < 1600).sum(),\n", + " \"model_days_below_1600\": (sim < 1600).sum(),\n", + " \"diff_days_below_1600\": (sim < 1600).sum() - (obs < 1600).sum(),\n", + "\n", + " \"grdc_days_below_1020\": (obs < 1020).sum(),\n", + " \"model_days_below_1020\": (sim < 1020).sum(),\n", + " \"diff_days_below_1020\": (sim < 1020).sum() - (obs < 1020).sum(),\n", + "\n", + " \"grdc_p10\": obs.quantile(0.10),\n", + " \"model_p10\": sim.quantile(0.10),\n", + " \"diff_p10\": sim.quantile(0.10) - obs.quantile(0.10),\n", + "\n", + " \"grdc_p17\": obs.quantile(0.17),\n", + " \"model_p17\": sim.quantile(0.17),\n", + " \"diff_p17\": sim.quantile(0.17) - obs.quantile(0.17),\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "c974268a-43af-41f4-a460-788a75024b71", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Basisbestand bestaat: True\n", + "/home/niels/BEP-Niels/results/basisrun_full_1987_1995_lobith_daily.csv\n" + ] + }, + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
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" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 mae_low_1600 \\\n", + "basis_full 710.1 1998.63 -0.94 -116.22 575.02 \n", + "\n", + " grdc_days_below_1600 model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1150 1291 141 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 diff_days_below_1020 \\\n", + "basis_full 125 812 687 \n", + "\n", + " grdc_p10 model_p10 diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full 1187.2 572.26 -614.94 1310.62 779.24 -531.38 " + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "basis_file = parameter_results_dir / \"basisrun_full_1987_1995_lobith_daily.csv\"\n", + "\n", + "if not basis_file.exists():\n", + " basis_file = results_dir / \"basisrun_full_1987_1995_lobith_daily.csv\"\n", + "\n", + "print(\"Basisbestand bestaat:\", basis_file.exists())\n", + "print(basis_file)\n", + "\n", + "model_basis_full = pd.read_csv(basis_file)\n", + "model_basis_full[\"date\"] = pd.to_datetime(model_basis_full[\"date\"])\n", + "\n", + "comparison_basis_full = pd.merge(\n", + " grdc_calibration,\n", + " model_basis_full,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "basis_scores_full = scores(comparison_basis_full)\n", + "\n", + "pd.DataFrame([basis_scores_full], index=[\"basis_full\"]).round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "7e115833-d26d-42ec-bdcc-0d37f555f9d5", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl(tbl_file, factor):\n", + " lines = Path(tbl_file).read_text().splitlines()\n", + " new_lines = []\n", + "\n", + " for line in lines:\n", + " parts = line.split()\n", + "\n", + " try:\n", + " value = float(parts[-1])\n", + " parts[-1] = str(value * factor)\n", + " new_lines.append(\" \".join(parts))\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " Path(tbl_file).write_text(\"\\n\".join(new_lines))" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "457cbbed-f74e-4f7a-9da0-ae47e210d3a8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib1_NRiver_x1p25_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib1_NRiver_x1p25_N_x1p25\n", + "N_River.tbl x 1.25\n", + "N.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib1_NRiver_x1p25_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 1.25,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "4cc939c9-d5d6-45c9-b8bd-69c4b18bc68f", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib1_NRiver_x1p25_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib1_NRiver_x1p25_N_x1p25/intbl/N.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "2a74fc25-38f8-4e99-81ae-fd074d6752fe", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11326.5\n", + "730 1987-12-31 00:00:00 2693.1\n", + "1095 1988-12-30 00:00:00 4531.5\n", + "1460 1989-12-30 00:00:00 5416.8\n", + "1825 1990-12-30 00:00:00 5827.5\n", + "2190 1991-12-30 00:00:00 8372.5\n", + "2555 1992-12-29 00:00:00 2140.3\n", + "2920 1993-12-29 00:00:00 11947.2\n", + "3285 1994-12-29 00:00:00 4300.7\n", + "3650 1995-12-29 00:00:00 9905.5\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "aacb4fe8-91c3-466a-8f0b-ce0dceb34dce", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib1_NRiver_x1p25_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib1 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib1[\"date\"] = model_calib1[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib1 = model_calib1[\n", + " (model_calib1[\"date\"] >= calibration_start) &\n", + " (model_calib1[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib1.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib1))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "c59dc6c2-911a-4d06-ae3a-e8b5219cb676", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib1_NRiver_x1p25_N_x1p25709.391874.04-0.69-76.24540.5111501247971257626371187.2629.46-557.741310.62835.37-475.25
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" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 \n", + "calib1_NRiver_x1p25_N_x1p25 709.39 1874.04 -0.69 -76.24 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "calib1_NRiver_x1p25_N_x1p25 540.51 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "calib1_NRiver_x1p25_N_x1p25 1247 97 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "calib1_NRiver_x1p25_N_x1p25 125 762 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "calib1_NRiver_x1p25_N_x1p25 637 1187.2 629.46 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "calib1_NRiver_x1p25_N_x1p25 -557.74 1310.62 835.37 -475.25 " + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib1 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib1,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_calib1 = scores(comparison_calib1)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib1],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "93a99ffc-55b7-4586-94b8-c507c32c067e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Max verschil: 4136.8984375\n", + "Gemiddeld verschil: -0.7056591798731865\n" + ] + } + ], + "source": [ + "check = pd.merge(\n", + " model_basis_full,\n", + " model_calib1,\n", + " on=\"date\",\n", + " suffixes=(\"_basis\", \"_calib1\")\n", + ")\n", + "\n", + "check[\"verschil\"] = check[\"Q_model_m3s_calib1\"] - check[\"Q_model_m3s_basis\"]\n", + "\n", + "print(\"Max verschil:\", check[\"verschil\"].abs().max())\n", + "print(\"Gemiddeld verschil:\", check[\"verschil\"].mean())" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "8e50a7e2-a5e3-47fa-9f3d-03b20827c97d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET x0.95 forcing bestaat al:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_pet_x0p95_1987_1995/wflow_ERA5_Rhine_1986_1995_pet_x0p95.nc\n" + ] + } + ], + "source": [ + "pet_factor = 0.95\n", + "\n", + "forcing_pet_dir = temp_dir / \"forcing_pet_x0p95_1987_1995\"\n", + "forcing_pet_dir.mkdir(exist_ok=True)\n", + "\n", + "forcing_pet_file = forcing_pet_dir / \"wflow_ERA5_Rhine_1986_1995_pet_x0p95.nc\"\n", + "\n", + "if forcing_pet_file.exists():\n", + " print(\"PET x0.95 forcing bestaat al:\")\n", + " print(forcing_pet_file)\n", + "\n", + "else:\n", + " ds = xr.open_dataset(forcing_file)\n", + " ds_new = ds.copy()\n", + "\n", + " ds_new[\"pet\"] = ds_new[\"pet\"] * pet_factor\n", + "\n", + " ds_new.to_netcdf(forcing_pet_file)\n", + "\n", + " ds.close()\n", + " ds_new.close()\n", + "\n", + " print(\"PET x0.95 forcing opgeslagen:\")\n", + " print(forcing_pet_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "d2adf4f4-1985-4dd9-a6fd-9c591ed4095c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET x0.95 forcing gekoppeld\n" + ] + } + ], + "source": [ + "WflowForcing = sources[\"WflowForcing\"]\n", + "\n", + "forcing_pet_095 = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_pet_file.parent),\n", + " netcdfinput=forcing_pet_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"PET x0.95 forcing gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "3d4a37f5-b217-4a57-a9f2-36e743340142", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib2_PET_x0p95_NRiver_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib2_PET_x0p95_NRiver_x1p25\n", + "Parameter: N_River.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib2_PET_x0p95_NRiver_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameter_name = \"N_River.tbl\"\n", + "factor = 1.25\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "print(\"Parameter:\", parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "8610cc7b-a03b-403a-87af-0fdffbddcf49", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal gevonden parameterbestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib2_PET_x0p95_NRiver_x1p25/intbl/N_River.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_095\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + "print(\"Aantal gevonden parameterbestanden:\", len(tbl_files))\n", + "\n", + "for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "6ddd2d71-2dac-484c-87fe-273d4da359df", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11551.0\n", + "730 1987-12-31 00:00:00 2609.7\n", + "1095 1988-12-30 00:00:00 4497.0\n", + "1460 1989-12-30 00:00:00 5495.2\n", + "1825 1990-12-30 00:00:00 6263.5\n", + "2190 1991-12-30 00:00:00 8403.3\n", + "2555 1992-12-29 00:00:00 2098.1\n", + "2920 1993-12-29 00:00:00 11612.8\n", + "3285 1994-12-29 00:00:00 4737.3\n", + "3650 1995-12-29 00:00:00 10443.0\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "cb4e785c-5c86-4f49-98e8-4c60da7ff8ea", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib2_PET_x0p95_NRiver_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib2 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib2[\"date\"] = model_calib2[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib2 = model_calib2[\n", + " (model_calib2[\"date\"] >= calibration_start) &\n", + " (model_calib2[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib2.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib2))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "53465964-f3ed-48c2-923f-158f6a9885f9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib2_PET_x0p95_NRiver_x1p25847.562037.71-0.78-9.33574.8211501191411257075821187.2642.60-544.601310.62862.45-448.17
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" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 \n", + "calib2_PET_x0p95_NRiver_x1p25 847.56 2037.71 -0.78 -9.33 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "calib2_PET_x0p95_NRiver_x1p25 574.82 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "calib2_PET_x0p95_NRiver_x1p25 1191 41 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "calib2_PET_x0p95_NRiver_x1p25 125 707 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "calib2_PET_x0p95_NRiver_x1p25 582 1187.2 642.60 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "calib2_PET_x0p95_NRiver_x1p25 -544.60 1310.62 862.45 -448.17 " + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib2 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib2,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_calib2 = scores(comparison_calib2)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib2],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "e2cfc306-890b-4113-a275-b3066bf18293", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib1_NRiver_x1p25_N_x1p25709.391874.04-0.69-76.24540.5111501247971257626371187.2629.46-557.741310.62835.37-475.25
calib2_PET_x0p95_NRiver_x1p25847.562037.71-0.78-9.33574.8211501191411257075821187.2642.60-544.601310.62862.45-448.17
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" + ], + "text/plain": [ + " bias rmse log_nse bias_low_1600 \\\n", + "basis_full 710.10 1998.63 -0.94 -116.22 \n", + "calib1_NRiver_x1p25_N_x1p25 709.39 1874.04 -0.69 -76.24 \n", + "calib2_PET_x0p95_NRiver_x1p25 847.56 2037.71 -0.78 -9.33 \n", + "\n", + " mae_low_1600 grdc_days_below_1600 \\\n", + "basis_full 575.02 1150 \n", + "calib1_NRiver_x1p25_N_x1p25 540.51 1150 \n", + "calib2_PET_x0p95_NRiver_x1p25 574.82 1150 \n", + "\n", + " model_days_below_1600 diff_days_below_1600 \\\n", + "basis_full 1291 141 \n", + "calib1_NRiver_x1p25_N_x1p25 1247 97 \n", + "calib2_PET_x0p95_NRiver_x1p25 1191 41 \n", + "\n", + " grdc_days_below_1020 model_days_below_1020 \\\n", + "basis_full 125 812 \n", + "calib1_NRiver_x1p25_N_x1p25 125 762 \n", + "calib2_PET_x0p95_NRiver_x1p25 125 707 \n", + "\n", + " diff_days_below_1020 grdc_p10 model_p10 \\\n", + "basis_full 687 1187.2 572.26 \n", + "calib1_NRiver_x1p25_N_x1p25 637 1187.2 629.46 \n", + "calib2_PET_x0p95_NRiver_x1p25 582 1187.2 642.60 \n", + "\n", + " diff_p10 grdc_p17 model_p17 diff_p17 \n", + "basis_full -614.94 1310.62 779.24 -531.38 \n", + "calib1_NRiver_x1p25_N_x1p25 -557.74 1310.62 835.37 -475.25 \n", + "calib2_PET_x0p95_NRiver_x1p25 -544.60 1310.62 862.45 -448.17 " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib1, scores_calib2],\n", + " index=[\n", + " \"basis_full\",\n", + " \"calib1_NRiver_x1p25_N_x1p25\",\n", + " \"calib2_PET_x0p95_NRiver_x1p25\"\n", + " ]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "6af473de-83a6-419b-b115-3252c5034ff3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib3_PET_x0p95_NRiver_x1p25_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib3_PET_x0p95_NRiver_x1p25_N_x1p25\n", + "N_River.tbl x 1.25\n", + "N.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib3_PET_x0p95_NRiver_x1p25_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 1.25,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "05fc4ede-df77-41ab-ba99-c9d538bd8795", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib3_PET_x0p95_NRiver_x1p25_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib3_PET_x0p95_NRiver_x1p25_N_x1p25/intbl/N.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_095\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "ba5d749f-a492-4174-af8e-ba65fabd708f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11388.4\n", + "730 1987-12-31 00:00:00 2735.2\n", + "1095 1988-12-30 00:00:00 4636.1\n", + "1460 1989-12-30 00:00:00 5716.3\n", + "1825 1990-12-30 00:00:00 6074.7\n", + "2190 1991-12-30 00:00:00 8634.3\n", + "2555 1992-12-29 00:00:00 2177.3\n", + "2920 1993-12-29 00:00:00 12003.0\n", + "3285 1994-12-29 00:00:00 4477.1\n", + "3650 1995-12-29 00:00:00 10245.3\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "38785c6b-35c5-4000-9429-6bba56e919dd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib3_PET_x0p95_NRiver_x1p25_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib3 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib3[\"date\"] = model_calib3[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib3 = model_calib3[\n", + " (model_calib3[\"date\"] >= calibration_start) &\n", + " (model_calib3[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib3.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib3))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "17c7a32a-23d7-471d-888e-6196887feb9e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib3_PET_x0p95_NRiver_x1p25_N_x1p25847.141997.49-0.695.00563.4711501182321256905651187.2674.99-512.211310.62889.36-421.26
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib1_NRiver_x1p25_N_x1p25709.391874.04-0.69-76.24540.5111501247971257626371187.2629.46-557.741310.62835.37-475.25
calib2_PET_x0p95_NRiver_x1p25847.562037.71-0.78-9.33574.8211501191411257075821187.2642.60-544.601310.62862.45-448.17
calib3_PET_x0p95_NRiver_x1p25_N_x1p25847.141997.49-0.695.00563.4711501182321256905651187.2674.99-512.211310.62889.36-421.26
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" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.10 1998.63 -0.94 \n", + "calib1_NRiver_x1p25_N_x1p25 709.39 1874.04 -0.69 \n", + "calib2_PET_x0p95_NRiver_x1p25 847.56 2037.71 -0.78 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 847.14 1997.49 -0.69 \n", + "\n", + " bias_low_1600 mae_low_1600 \\\n", + "basis_full -116.22 575.02 \n", + "calib1_NRiver_x1p25_N_x1p25 -76.24 540.51 \n", + "calib2_PET_x0p95_NRiver_x1p25 -9.33 574.82 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 5.00 563.47 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib1_NRiver_x1p25_N_x1p25 1150 \n", + "calib2_PET_x0p95_NRiver_x1p25 1150 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib1_NRiver_x1p25_N_x1p25 1247 \n", + "calib2_PET_x0p95_NRiver_x1p25 1191 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 1182 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib1_NRiver_x1p25_N_x1p25 97 \n", + "calib2_PET_x0p95_NRiver_x1p25 41 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 32 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib1_NRiver_x1p25_N_x1p25 125 \n", + "calib2_PET_x0p95_NRiver_x1p25 125 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib1_NRiver_x1p25_N_x1p25 762 \n", + "calib2_PET_x0p95_NRiver_x1p25 707 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 690 \n", + "\n", + " diff_days_below_1020 grdc_p10 \\\n", + "basis_full 687 1187.2 \n", + "calib1_NRiver_x1p25_N_x1p25 637 1187.2 \n", + "calib2_PET_x0p95_NRiver_x1p25 582 1187.2 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 565 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 \\\n", + "basis_full 572.26 -614.94 1310.62 \n", + "calib1_NRiver_x1p25_N_x1p25 629.46 -557.74 1310.62 \n", + "calib2_PET_x0p95_NRiver_x1p25 642.60 -544.60 1310.62 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 674.99 -512.21 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib1_NRiver_x1p25_N_x1p25 835.37 -475.25 \n", + "calib2_PET_x0p95_NRiver_x1p25 862.45 -448.17 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 889.36 -421.26 " + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib1, scores_calib2, scores_calib3],\n", + " index=[\n", + " \"basis_full\",\n", + " \"calib1_NRiver_x1p25_N_x1p25\",\n", + " \"calib2_PET_x0p95_NRiver_x1p25\",\n", + " \"calib3_PET_x0p95_NRiver_x1p25_N_x1p25\"\n", + " ]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "49db5ab1-2216-48ce-90be-7f00e30529d7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3sQ_calib3_m3s
01987-01-014865.013869.67871112996.366211
11987-01-025756.015741.56835914758.045898
21987-01-036160.016061.67578115536.477539
31987-01-046973.015124.30078115181.709961
41987-01-057579.013978.63085914339.648438
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s Q_calib3_m3s\n", + "0 1987-01-01 4865.0 13869.678711 12996.366211\n", + "1 1987-01-02 5756.0 15741.568359 14758.045898\n", + "2 1987-01-03 6160.0 16061.675781 15536.477539\n", + "3 1987-01-04 6973.0 15124.300781 15181.709961\n", + "4 1987-01-05 7579.0 13978.630859 14339.648438" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "plot_data = comparison_basis_full[[\"date\", \"Q_grdc_m3s\", \"Q_model_m3s\"]].copy()\n", + "plot_data = plot_data.rename(columns={\"Q_model_m3s\": \"Q_basis_m3s\"})\n", + "\n", + "calib3_plot = model_calib3[[\"date\", \"Q_model_m3s\"]].copy()\n", + "calib3_plot = calib3_plot.rename(columns={\"Q_model_m3s\": \"Q_calib3_m3s\"})\n", + "\n", + "plot_data = pd.merge(\n", + " plot_data,\n", + " calib3_plot,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "plot_data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "d2561c5e-034e-46a3-94af-a8024f122f77", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(plot_data[\"date\"], plot_data[\"Q_grdc_m3s\"], label=\"GRDC observed\", linewidth=1.2)\n", + "plt.plot(plot_data[\"date\"], plot_data[\"Q_basis_m3s\"], label=\"Basisrun\", linewidth=0.9)\n", + "plt.plot(plot_data[\"date\"], plot_data[\"Q_calib3_m3s\"], label=\"Calib3\", linewidth=0.9)\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"GRDC vs basisrun vs calib3, 1987-1995\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "68f67148-6ee9-44a9-9fb3-d83951979a9b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_start = \"1989-01-01\"\n", + "plot_end = \"1991-12-31\"\n", + "\n", + "zoom = plot_data[\n", + " (plot_data[\"date\"] >= plot_start) &\n", + " (plot_data[\"date\"] <= plot_end)\n", + "]\n", + "\n", + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(zoom[\"date\"], zoom[\"Q_grdc_m3s\"], label=\"GRDC observed\", linewidth=1.2)\n", + "plt.plot(zoom[\"date\"], zoom[\"Q_basis_m3s\"], label=\"Basisrun\", linewidth=0.9)\n", + "plt.plot(zoom[\"date\"], zoom[\"Q_calib3_m3s\"], label=\"Calib3\", linewidth=0.9)\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Low-flow zoom: GRDC vs basisrun vs calib3\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "f478c4b0-b793-4004-992a-8877a8651982", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fdc = pd.DataFrame()\n", + "\n", + "fdc[\"GRDC\"] = np.sort(plot_data[\"Q_grdc_m3s\"].values)[::-1]\n", + "fdc[\"Basisrun\"] = np.sort(plot_data[\"Q_basis_m3s\"].values)[::-1]\n", + "fdc[\"Calib3\"] = np.sort(plot_data[\"Q_calib3_m3s\"].values)[::-1]\n", + "\n", + "fdc[\"exceedance\"] = np.arange(1, len(fdc) + 1) / (len(fdc) + 1) * 100\n", + "\n", + "plt.figure(figsize=(10, 6))\n", + "\n", + "plt.plot(fdc[\"exceedance\"], fdc[\"GRDC\"], label=\"GRDC observed\", linewidth=1.2)\n", + "plt.plot(fdc[\"exceedance\"], fdc[\"Basisrun\"], label=\"Basisrun\", linewidth=1.0)\n", + "plt.plot(fdc[\"exceedance\"], fdc[\"Calib3\"], label=\"Calib3\", linewidth=1.0)\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Exceedance probability [%]\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Flow duration curve, 1987-1995\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "93430494-3257-4cf6-869b-c86be9ae7bdb", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fdc_zoom = fdc[fdc[\"exceedance\"] >= 60]\n", + "\n", + "plt.figure(figsize=(10, 6))\n", + "\n", + "plt.plot(fdc_zoom[\"exceedance\"], fdc_zoom[\"GRDC\"], label=\"GRDC observed\", linewidth=1.3)\n", + "plt.plot(fdc_zoom[\"exceedance\"], fdc_zoom[\"Basisrun\"], label=\"Basisrun\", linewidth=1.0)\n", + "plt.plot(fdc_zoom[\"exceedance\"], fdc_zoom[\"Calib3\"], label=\"Calib3\", linewidth=1.0)\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Exceedance probability [%]\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Low-flow part of flow duration curve, 1987-1995\")\n", + "plt.ylim(0, 3000)\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "32c4732c-14bd-4b7f-86e7-189c8971be14", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib4_PET_x0p95_NRiver_x1p50_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib4_PET_x0p95_NRiver_x1p50_N_x1p25\n", + "N_River.tbl x 1.5\n", + "N.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib4_PET_x0p95_NRiver_x1p50_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 1.50,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "03ebdd75-d656-42db-9de5-fc97986b912d", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib4_PET_x0p95_NRiver_x1p50_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib4_PET_x0p95_NRiver_x1p50_N_x1p25/intbl/N.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_095\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "f1dcd8e5-0e0c-4bc9-9083-3bfc41417d85", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11203.0\n", + "730 1987-12-31 00:00:00 3005.0\n", + "1095 1988-12-30 00:00:00 4980.6\n", + "1460 1989-12-30 00:00:00 6180.6\n", + "1825 1990-12-30 00:00:00 5813.5\n", + "2190 1991-12-30 00:00:00 9364.1\n", + "2555 1992-12-29 00:00:00 2400.6\n", + "2920 1993-12-29 00:00:00 12615.8\n", + "3285 1994-12-29 00:00:00 3992.4\n", + "3650 1995-12-29 00:00:00 9505.1\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "da46b662-e54a-4d39-81b1-f14717500f20", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib4_PET_x0p95_NRiver_x1p50_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib4 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib4[\"date\"] = model_calib4[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib4 = model_calib4[\n", + " (model_calib4[\"date\"] >= calibration_start) &\n", + " (model_calib4[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib4.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib4))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "5aab3bae-958c-4ee2-a101-14bc3525462d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
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calib4_PET_x0p95_NRiver_x1p50_N_x1p25846.811941.80-0.6037.91558.341150115221256565311187.2703.10-484.101310.62920.33-390.29
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" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.10 1998.63 -0.94 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 846.81 1941.80 -0.60 \n", + "\n", + " bias_low_1600 mae_low_1600 \\\n", + "basis_full -116.22 575.02 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 37.91 558.34 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 1152 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 2 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 656 \n", + "\n", + " diff_days_below_1020 grdc_p10 \\\n", + "basis_full 687 1187.2 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 531 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 \\\n", + "basis_full 572.26 -614.94 1310.62 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 703.10 -484.10 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 920.33 -390.29 " + ] + }, + "execution_count": 39, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib4 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib4,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_calib4 = scores(comparison_calib4)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib4],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "83e913b0-7e26-479b-9924-1419930410f6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib1_NRiver_x1p25_N_x1p25709.391874.04-0.69-76.24540.5111501247971257626371187.2629.46-557.741310.62835.37-475.25
calib2_PET_x0p95_NRiver_x1p25847.562037.71-0.78-9.33574.8211501191411257075821187.2642.60-544.601310.62862.45-448.17
calib3_PET_x0p95_NRiver_x1p25_N_x1p25847.141997.49-0.695.00563.4711501182321256905651187.2674.99-512.211310.62889.36-421.26
calib4_PET_x0p95_NRiver_x1p50_N_x1p25846.811941.80-0.6037.91558.341150115221256565311187.2703.10-484.101310.62920.33-390.29
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" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.10 1998.63 -0.94 \n", + "calib1_NRiver_x1p25_N_x1p25 709.39 1874.04 -0.69 \n", + "calib2_PET_x0p95_NRiver_x1p25 847.56 2037.71 -0.78 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 847.14 1997.49 -0.69 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 846.81 1941.80 -0.60 \n", + "\n", + " bias_low_1600 mae_low_1600 \\\n", + "basis_full -116.22 575.02 \n", + "calib1_NRiver_x1p25_N_x1p25 -76.24 540.51 \n", + "calib2_PET_x0p95_NRiver_x1p25 -9.33 574.82 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 5.00 563.47 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 37.91 558.34 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib1_NRiver_x1p25_N_x1p25 1150 \n", + "calib2_PET_x0p95_NRiver_x1p25 1150 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 1150 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib1_NRiver_x1p25_N_x1p25 1247 \n", + "calib2_PET_x0p95_NRiver_x1p25 1191 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 1182 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 1152 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib1_NRiver_x1p25_N_x1p25 97 \n", + "calib2_PET_x0p95_NRiver_x1p25 41 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 32 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 2 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib1_NRiver_x1p25_N_x1p25 125 \n", + "calib2_PET_x0p95_NRiver_x1p25 125 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 125 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib1_NRiver_x1p25_N_x1p25 762 \n", + "calib2_PET_x0p95_NRiver_x1p25 707 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 690 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 656 \n", + "\n", + " diff_days_below_1020 grdc_p10 \\\n", + "basis_full 687 1187.2 \n", + "calib1_NRiver_x1p25_N_x1p25 637 1187.2 \n", + "calib2_PET_x0p95_NRiver_x1p25 582 1187.2 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 565 1187.2 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 531 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 \\\n", + "basis_full 572.26 -614.94 1310.62 \n", + "calib1_NRiver_x1p25_N_x1p25 629.46 -557.74 1310.62 \n", + "calib2_PET_x0p95_NRiver_x1p25 642.60 -544.60 1310.62 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 674.99 -512.21 1310.62 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 703.10 -484.10 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib1_NRiver_x1p25_N_x1p25 835.37 -475.25 \n", + "calib2_PET_x0p95_NRiver_x1p25 862.45 -448.17 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 889.36 -421.26 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 920.33 -390.29 " + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib1, scores_calib2, scores_calib3, scores_calib4],\n", + " index=[\n", + " \"basis_full\",\n", + " \"calib1_NRiver_x1p25_N_x1p25\",\n", + " \"calib2_PET_x0p95_NRiver_x1p25\",\n", + " \"calib3_PET_x0p95_NRiver_x1p25_N_x1p25\",\n", + " \"calib4_PET_x0p95_NRiver_x1p50_N_x1p25\"\n", + " ]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "2ece0428-b65e-4152-8a92-2c2f523d16e0", + "metadata": {}, + "outputs": [], + "source": [ + "calib4_plot = model_calib4[[\"date\", \"Q_model_m3s\"]].copy()\n", + "calib4_plot = calib4_plot.rename(columns={\"Q_model_m3s\": \"Q_calib4_m3s\"})\n", + "\n", + "plot_data_4 = pd.merge(\n", + " plot_data,\n", + " calib4_plot,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "fdc4 = pd.DataFrame()\n", + "\n", + "fdc4[\"GRDC\"] = np.sort(plot_data_4[\"Q_grdc_m3s\"].values)[::-1]\n", + "fdc4[\"Basisrun\"] = np.sort(plot_data_4[\"Q_basis_m3s\"].values)[::-1]\n", + "fdc4[\"Calib3\"] = np.sort(plot_data_4[\"Q_calib3_m3s\"].values)[::-1]\n", + "fdc4[\"Calib4\"] = np.sort(plot_data_4[\"Q_calib4_m3s\"].values)[::-1]\n", + "\n", + "fdc4[\"exceedance\"] = np.arange(1, len(fdc4) + 1) / (len(fdc4) + 1) * 100" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "241b01f3-1a88-451b-bbf6-23101a983994", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(10, 6))\n", + "\n", + "plt.plot(fdc4[\"exceedance\"], fdc4[\"GRDC\"], label=\"GRDC observed\", linewidth=1.2)\n", + "plt.plot(fdc4[\"exceedance\"], fdc4[\"Basisrun\"], label=\"Basisrun\", linewidth=0.9)\n", + "plt.plot(fdc4[\"exceedance\"], fdc4[\"Calib3\"], label=\"Calib3\", linewidth=1.0)\n", + "plt.plot(fdc4[\"exceedance\"], fdc4[\"Calib4\"], label=\"Calib4\", linewidth=1.0)\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Exceedance probability [%]\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Flow duration curve, 1987-1995\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "3f2adba1-747d-460f-b4a8-320ddc5392d6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET x0.90 forcing opgeslagen:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_pet_x0p90_1987_1995/wflow_ERA5_Rhine_1986_1995_pet_x0p90.nc\n" + ] + } + ], + "source": [ + "pet_factor = 0.90\n", + "\n", + "forcing_pet_dir = temp_dir / \"forcing_pet_x0p90_1987_1995\"\n", + "forcing_pet_dir.mkdir(exist_ok=True)\n", + "\n", + "forcing_pet_file = forcing_pet_dir / \"wflow_ERA5_Rhine_1986_1995_pet_x0p90.nc\"\n", + "\n", + "if forcing_pet_file.exists():\n", + " print(\"PET x0.90 forcing bestaat al:\")\n", + " print(forcing_pet_file)\n", + "\n", + "else:\n", + " ds = xr.open_dataset(forcing_file)\n", + " ds_new = ds.copy()\n", + "\n", + " ds_new[\"pet\"] = ds_new[\"pet\"] * pet_factor\n", + "\n", + " ds_new.to_netcdf(forcing_pet_file)\n", + "\n", + " ds.close()\n", + " ds_new.close()\n", + "\n", + " print(\"PET x0.90 forcing opgeslagen:\")\n", + " print(forcing_pet_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "e8751599-0809-4523-979e-a9b744a10b5c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET x0.90 forcing gekoppeld\n" + ] + } + ], + "source": [ + "forcing_pet_090 = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_pet_file.parent),\n", + " netcdfinput=forcing_pet_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"PET x0.90 forcing gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "6bf372a8-e4f8-4549-9201-3be65150d2de", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib5_PET_x0p90_NRiver_x1p50_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib5_PET_x0p90_NRiver_x1p50_N_x1p25\n", + "N_River.tbl x 1.5\n", + "N.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib5_PET_x0p90_NRiver_x1p50_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 1.50,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "53702408-a3ad-4c6f-a911-b2c7b7dd17ce", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib5_PET_x0p90_NRiver_x1p50_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib5_PET_x0p90_NRiver_x1p50_N_x1p25/intbl/N.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_090\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "id": "a864209c-dfcc-428a-a356-6a16d51960d5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11261.1\n", + "730 1987-12-31 00:00:00 3046.6\n", + "1095 1988-12-30 00:00:00 5066.1\n", + "1460 1989-12-30 00:00:00 6419.2\n", + "1825 1990-12-30 00:00:00 5945.2\n", + "2190 1991-12-30 00:00:00 9639.0\n", + "2555 1992-12-29 00:00:00 2436.4\n", + "2920 1993-12-29 00:00:00 12657.2\n", + "3285 1994-12-29 00:00:00 4105.6\n", + "3650 1995-12-29 00:00:00 9837.6\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "aa536ae2-10fc-4f90-929c-ec2ce963c71d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib5_PET_x0p90_NRiver_x1p50_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib5 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib5[\"date\"] = model_calib5[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib5 = model_calib5[\n", + " (model_calib5[\"date\"] >= calibration_start) &\n", + " (model_calib5[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib5.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib5))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "a1e9dd90-9de4-4d8b-ba9e-2a68d6057aab", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib5_PET_x0p90_NRiver_x1p50_N_x1p25986.962065.66-0.64124.87592.6311501063-871255964711187.2749.86-437.341310.62975.40-335.22
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.10 1998.63 -0.94 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 986.96 2065.66 -0.64 \n", + "\n", + " bias_low_1600 mae_low_1600 \\\n", + "basis_full -116.22 575.02 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 124.87 592.63 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 1063 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 -87 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 596 \n", + "\n", + " diff_days_below_1020 grdc_p10 \\\n", + "basis_full 687 1187.2 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 471 1187.2 \n", + "\n", + " model_p10 diff_p10 grdc_p17 \\\n", + "basis_full 572.26 -614.94 1310.62 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 749.86 -437.34 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 975.40 -335.22 " + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib5 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib5,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_calib5 = scores(comparison_calib5)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib5],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 51, + "id": "b6eac09c-7458-4af1-ab2a-464d500f829b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET x0.95 forcing bestaat: True\n", + "PET x0.95 forcing gekoppeld\n" + ] + } + ], + "source": [ + "forcing_pet_095_file = temp_dir / \"forcing_pet_x0p95_1987_1995\" / \"wflow_ERA5_Rhine_1986_1995_pet_x0p95.nc\"\n", + "\n", + "print(\"PET x0.95 forcing bestaat:\", forcing_pet_095_file.exists())\n", + "\n", + "forcing_pet_095 = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_pet_095_file.parent),\n", + " netcdfinput=forcing_pet_095_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"PET x0.95 forcing gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "23f2dfd3-3493-44c5-a54c-76e5209c91ab", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\n", + "\n", + "Normale parameters:\n", + "N_River.tbl x 1.5\n", + "N.tbl x 1.25\n", + "\n", + "Fractie-parameters:\n", + "CanopyGapFraction.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 1.50,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "fraction_parameters = {\n", + " \"CanopyGapFraction.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "print(\"\\nNormale parameters:\")\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)\n", + "\n", + "print(\"\\nFractie-parameters:\")\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "id": "7c894896-8643-48d7-98dc-863896eec526", + "metadata": {}, + "outputs": [], + "source": [ + "def multiply_tbl_max1(tbl_file, factor):\n", + " lines = Path(tbl_file).read_text().splitlines()\n", + " new_lines = []\n", + "\n", + " for line in lines:\n", + " parts = line.split()\n", + "\n", + " try:\n", + " value = float(parts[-1])\n", + " value_new = value * factor\n", + " value_new = min(value_new, 1.0)\n", + "\n", + " parts[-1] = str(value_new)\n", + " new_lines.append(\" \".join(parts))\n", + " except:\n", + " new_lines.append(line)\n", + "\n", + " Path(tbl_file).write_text(\"\\n\".join(new_lines))" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "b1a4b2cb-c0d1-42af-91cd-2253d80ac6af", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/N.tbl\n", + "\n", + "Parameter: CanopyGapFraction.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/CanopyGapFraction.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_095\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)\n", + "\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl_max1(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "2c0e2a1b-955f-44d4-86a4-ebf173efd1ab", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11217.3\n", + "730 1987-12-31 00:00:00 3054.6\n", + "1095 1988-12-30 00:00:00 5022.2\n", + "1460 1989-12-30 00:00:00 6278.9\n", + "1825 1990-12-30 00:00:00 5882.0\n", + "2190 1991-12-30 00:00:00 9485.9\n", + "2555 1992-12-29 00:00:00 2423.1\n", + "2920 1993-12-29 00:00:00 12623.8\n", + "3285 1994-12-29 00:00:00 4060.3\n", + "3650 1995-12-29 00:00:00 9669.2\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "8e633ae9-ecc1-401d-b48c-a161b85a4773", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib6 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib6[\"date\"] = model_calib6[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib6 = model_calib6[\n", + " (model_calib6[\"date\"] >= calibration_start) &\n", + " (model_calib6[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib6.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib6))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + 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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p251010.592024.38-0.49186.26590.9711501012-1381255193941187.2817.17-370.031310.621067.30-243.32
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" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.10 1998.63 -0.94 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1010.59 2024.38 -0.49 \n", + "\n", + " bias_low_1600 \\\n", + "basis_full -116.22 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 186.26 \n", + "\n", + " mae_low_1600 \\\n", + "basis_full 575.02 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 590.97 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1012 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... -138 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 519 \n", + "\n", + " diff_days_below_1020 \\\n", + "basis_full 687 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 394 \n", + "\n", + " grdc_p10 model_p10 \\\n", + "basis_full 1187.2 572.26 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1187.2 817.17 \n", + "\n", + " diff_p10 grdc_p17 \\\n", + "basis_full -614.94 1310.62 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... -370.03 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1067.30 -243.32 " + ] + }, + "execution_count": 58, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib6 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib6,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_calib6 = scores(comparison_calib6)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib6],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "37f46f18-dbf4-4bcd-b8cf-fe80040bc2c6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PET x0.90 forcing bestaat: True\n", + "PET x0.90 forcing gekoppeld\n" + ] + } + ], + "source": [ + "forcing_pet_090_file = temp_dir / \"forcing_pet_x0p90_1987_1995\" / \"wflow_ERA5_Rhine_1986_1995_pet_x0p90.nc\"\n", + "\n", + "print(\"PET x0.90 forcing bestaat:\", forcing_pet_090_file.exists())\n", + "\n", + "forcing_pet_090 = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_pet_090_file.parent),\n", + " netcdfinput=forcing_pet_090_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"PET x0.90 forcing gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "ca42f97a-cd8b-491c-8caf-2dc7254ca8f1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\n", + "\n", + "Normale parameters:\n", + "N_River.tbl x 1.5\n", + "N.tbl x 1.25\n", + "\n", + "Fractie-parameters:\n", + "CanopyGapFraction.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 1.50,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "fraction_parameters = {\n", + " \"CanopyGapFraction.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "print(\"\\nNormale parameters:\")\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)\n", + "\n", + "print(\"\\nFractie-parameters:\")\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "1dd4518c-697b-4496-b13f-457805f6b8dc", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/N.tbl\n", + "\n", + "Parameter: CanopyGapFraction.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/CanopyGapFraction.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_090\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)\n", + "\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl_max1(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "7e9f3eef-6038-45bc-94f7-674ca04f61bc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11273.4\n", + "730 1987-12-31 00:00:00 3090.2\n", + "1095 1988-12-30 00:00:00 5095.6\n", + "1460 1989-12-30 00:00:00 6479.8\n", + "1825 1990-12-30 00:00:00 5988.4\n", + "2190 1991-12-30 00:00:00 9752.7\n", + "2555 1992-12-29 00:00:00 2453.7\n", + "2920 1993-12-29 00:00:00 12663.1\n", + "3285 1994-12-29 00:00:00 4158.3\n", + "3650 1995-12-29 00:00:00 9958.5\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "c51a0a1d-f668-46eb-964f-d747ac1da3bd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib7 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib7[\"date\"] = model_calib7[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib7 = model_calib7[\n", + " (model_calib7[\"date\"] >= calibration_start) &\n", + " (model_calib7[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib7.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib7))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "83dad37e-9a1e-456e-aa5b-ca7ec2f26c02", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p251141.892148.31-0.57268.01634.101150952-1981254773521187.2861.92-325.281310.621127.49-183.13
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.10 1998.63 -0.94 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 1141.89 2148.31 -0.57 \n", + "\n", + " bias_low_1600 \\\n", + "basis_full -116.22 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 268.01 \n", + "\n", + " mae_low_1600 \\\n", + "basis_full 575.02 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 634.10 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 952 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... -198 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 477 \n", + "\n", + " diff_days_below_1020 \\\n", + "basis_full 687 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 352 \n", + "\n", + " grdc_p10 model_p10 \\\n", + "basis_full 1187.2 572.26 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 1187.2 861.92 \n", + "\n", + " diff_p10 grdc_p17 \\\n", + "basis_full -614.94 1310.62 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... -325.28 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 1127.49 -183.13 " + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib7 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib7,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_calib7 = scores(comparison_calib7)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib7],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "d4e2c28e-5516-4c41-b0ad-1abf76df2de6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nieuwe forcing voor calib8 opgeslagen:\n", + "/home/niels/BEP-Niels/temp_runs/forcing_pr_x0p95_pet_x0p90_1987_1995/wflow_ERA5_Rhine_1986_1995_pr_x0p95_pet_x0p90.nc\n" + ] + } + ], + "source": [ + "p_factor = 0.95\n", + "pet_factor = 0.90\n", + "\n", + "forcing_calib8_dir = temp_dir / \"forcing_pr_x0p95_pet_x0p90_1987_1995\"\n", + "forcing_calib8_dir.mkdir(exist_ok=True)\n", + "\n", + "forcing_calib8_file = forcing_calib8_dir / \"wflow_ERA5_Rhine_1986_1995_pr_x0p95_pet_x0p90.nc\"\n", + "\n", + "if forcing_calib8_file.exists():\n", + " print(\"Forcing voor calib8 bestaat al:\")\n", + " print(forcing_calib8_file)\n", + "\n", + "else:\n", + " ds = xr.open_dataset(forcing_file)\n", + " ds_new = ds.copy()\n", + "\n", + " ds_new[\"pr\"] = ds_new[\"pr\"] * p_factor\n", + " ds_new[\"pet\"] = ds_new[\"pet\"] * pet_factor\n", + "\n", + " ds_new.to_netcdf(forcing_calib8_file)\n", + "\n", + " ds.close()\n", + " ds_new.close()\n", + "\n", + " print(\"Nieuwe forcing voor calib8 opgeslagen:\")\n", + " print(forcing_calib8_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "ca4262ba-3634-4856-a437-15976bfec0da", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Calib8 forcing gekoppeld\n" + ] + } + ], + "source": [ + "forcing_calib8 = WflowForcing(\n", + " start_time=model_start,\n", + " end_time=model_end,\n", + " directory=str(forcing_calib8_file.parent),\n", + " netcdfinput=forcing_calib8_file.name,\n", + " Precipitation=\"/pr\",\n", + " EvapoTranspiration=\"/pet\",\n", + " Temperature=\"/tas\",\n", + " Inflow=None,\n", + ")\n", + "\n", + "print(\"Calib8 forcing gekoppeld\")" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "86e030a9-1e44-4d8a-929e-e145210075ec", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\n", + "\n", + "Normale parameters:\n", + "N_River.tbl x 1.5\n", + "N.tbl x 1.25\n", + "\n", + "Fractie-parameters:\n", + "CanopyGapFraction.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 1.50,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "fraction_parameters = {\n", + " \"CanopyGapFraction.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "print(\"\\nNormale parameters:\")\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)\n", + "\n", + "print(\"\\nFractie-parameters:\")\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "4f7bb449-0644-4b5a-aae1-57a83a7a22ad", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/N.tbl\n", + "\n", + "Parameter: CanopyGapFraction.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25/intbl/CanopyGapFraction.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_calib8\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)\n", + "\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl_max1(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "id": "d31edc5d-8bd2-40b8-97f3-fa415df95d69", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 10622.1\n", + "730 1987-12-31 00:00:00 2955.5\n", + "1095 1988-12-30 00:00:00 4839.8\n", + "1460 1989-12-30 00:00:00 6069.4\n", + "1825 1990-12-30 00:00:00 5535.0\n", + "2190 1991-12-30 00:00:00 9110.4\n", + "2555 1992-12-29 00:00:00 2348.6\n", + "2920 1993-12-29 00:00:00 12138.6\n", + "3285 1994-12-29 00:00:00 3784.6\n", + "3650 1995-12-29 00:00:00 9023.2\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "e778138b-3b32-4fff-9a17-8ad646b8df84", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib8 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib8[\"date\"] = model_calib8[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib8 = model_calib8[\n", + " (model_calib8[\"date\"] >= calibration_start) &\n", + " (model_calib8[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib8.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib8))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "713f3ec0-a189-41f6-b25d-62f22c1ca1fe", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25849.881825.65-0.40122.85559.3111501071-791255534281187.2793.47-393.731310.621026.88-283.74
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" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.10 1998.63 -0.94 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 849.88 1825.65 -0.40 \n", + "\n", + " bias_low_1600 \\\n", + "basis_full -116.22 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 122.85 \n", + "\n", + " mae_low_1600 \\\n", + "basis_full 575.02 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 559.31 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 1071 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... -79 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 553 \n", + "\n", + " diff_days_below_1020 \\\n", + "basis_full 687 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 428 \n", + "\n", + " grdc_p10 model_p10 \\\n", + "basis_full 1187.2 572.26 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 1187.2 793.47 \n", + "\n", + " diff_p10 grdc_p17 \\\n", + "basis_full -614.94 1310.62 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... -393.73 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 1026.88 -283.74 " + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib8 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib8,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_calib8 = scores(comparison_calib8)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib8],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "699c9a3a-ba95-4652-ba03-d9ce368ad005", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p25\n", + "\n", + "Normale parameters:\n", + "N_River.tbl x 1.75\n", + "N.tbl x 1.25\n", + "\n", + "Fractie-parameters:\n", + "CanopyGapFraction.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 1.75,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "fraction_parameters = {\n", + " \"CanopyGapFraction.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "print(\"\\nNormale parameters:\")\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)\n", + "\n", + "print(\"\\nFractie-parameters:\")\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "35916ec6-71d2-4981-9c50-c3e1989e2c60", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p25/intbl/N.tbl\n", + "\n", + "Parameter: CanopyGapFraction.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p25/intbl/CanopyGapFraction.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_090\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)\n", + "\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl_max1(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "c73e09bc-6b01-4082-b40a-4683d24ed6e0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11186.4\n", + "730 1987-12-31 00:00:00 3300.1\n", + "1095 1988-12-30 00:00:00 5376.4\n", + "1460 1989-12-30 00:00:00 6887.5\n", + "1825 1990-12-30 00:00:00 5810.5\n", + "2190 1991-12-30 00:00:00 10254.1\n", + "2555 1992-12-29 00:00:00 2669.6\n", + "2920 1993-12-29 00:00:00 13230.5\n", + "3285 1994-12-29 00:00:00 3853.3\n", + "3650 1995-12-29 00:00:00 9165.7\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "4e1e01e4-7e88-4a48-83e8-4f259ebd825f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib9 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib9[\"date\"] = model_calib9[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib9 = model_calib9[\n", + " (model_calib9[\"date\"] >= calibration_start) &\n", + " (model_calib9[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib9.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib9))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "id": "48f206f7-76c4-4ef9-ba2f-3ebcac0c4707", + "metadata": {}, + "outputs": [ + { + "data": { + 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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
basis_full710.11998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p251141.62104.75-0.53303.00638.121150920-2301254433181187.2892.37-294.831310.621161.19-149.43
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" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.1 1998.63 -0.94 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 1141.6 2104.75 -0.53 \n", + "\n", + " bias_low_1600 \\\n", + "basis_full -116.22 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 303.00 \n", + "\n", + " mae_low_1600 \\\n", + "basis_full 575.02 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 638.12 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 920 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... -230 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 443 \n", + "\n", + " diff_days_below_1020 \\\n", + "basis_full 687 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 318 \n", + "\n", + " grdc_p10 model_p10 \\\n", + "basis_full 1187.2 572.26 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 1187.2 892.37 \n", + "\n", + " diff_p10 grdc_p17 \\\n", + "basis_full -614.94 1310.62 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... -294.83 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 1161.19 -149.43 " + ] + }, + "execution_count": 76, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib9 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib9,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "scores_calib9 = scores(comparison_calib9)\n", + "\n", + "pd.DataFrame(\n", + " [basis_scores_full, scores_calib9],\n", + " index=[\"basis_full\", run_name]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "id": "5deec889-0626-471a-938b-f1406e6418ef", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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basis_full710.101998.63-0.94-116.22575.02115012911411258126871187.2572.26-614.941310.62779.24-531.38
calib1_NRiver_x1p25_N_x1p25709.391874.04-0.69-76.24540.5111501247971257626371187.2629.46-557.741310.62835.37-475.25
calib2_PET_x0p95_NRiver_x1p25847.562037.71-0.78-9.33574.8211501191411257075821187.2642.60-544.601310.62862.45-448.17
calib3_PET_x0p95_NRiver_x1p25_N_x1p25847.141997.49-0.695.00563.4711501182321256905651187.2674.99-512.211310.62889.36-421.26
calib4_PET_x0p95_NRiver_x1p50_N_x1p25846.811941.80-0.6037.91558.341150115221256565311187.2703.10-484.101310.62920.33-390.29
calib5_PET_x0p90_NRiver_x1p50_N_x1p25986.962065.66-0.64124.87592.6311501063-871255964711187.2749.86-437.341310.62975.40-335.22
calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p251010.592024.38-0.49186.26590.9711501012-1381255193941187.2817.17-370.031310.621067.30-243.32
calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p251141.892148.31-0.57268.01634.101150952-1981254773521187.2861.92-325.281310.621127.49-183.13
calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25849.881825.65-0.40122.85559.3111501071-791255534281187.2793.47-393.731310.621026.88-283.74
calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p251141.602104.75-0.53303.00638.121150920-2301254433181187.2892.37-294.831310.621161.19-149.43
\n", + "
" + ], + "text/plain": [ + " bias rmse log_nse \\\n", + "basis_full 710.10 1998.63 -0.94 \n", + "calib1_NRiver_x1p25_N_x1p25 709.39 1874.04 -0.69 \n", + "calib2_PET_x0p95_NRiver_x1p25 847.56 2037.71 -0.78 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 847.14 1997.49 -0.69 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 846.81 1941.80 -0.60 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 986.96 2065.66 -0.64 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1010.59 2024.38 -0.49 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 1141.89 2148.31 -0.57 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 849.88 1825.65 -0.40 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 1141.60 2104.75 -0.53 \n", + "\n", + " bias_low_1600 \\\n", + "basis_full -116.22 \n", + "calib1_NRiver_x1p25_N_x1p25 -76.24 \n", + "calib2_PET_x0p95_NRiver_x1p25 -9.33 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 5.00 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 37.91 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 124.87 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 186.26 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 268.01 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 122.85 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 303.00 \n", + "\n", + " mae_low_1600 \\\n", + "basis_full 575.02 \n", + "calib1_NRiver_x1p25_N_x1p25 540.51 \n", + "calib2_PET_x0p95_NRiver_x1p25 574.82 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 563.47 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 558.34 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 592.63 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 590.97 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 634.10 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 559.31 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 638.12 \n", + "\n", + " grdc_days_below_1600 \\\n", + "basis_full 1150 \n", + "calib1_NRiver_x1p25_N_x1p25 1150 \n", + "calib2_PET_x0p95_NRiver_x1p25 1150 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 1150 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 1150 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 1150 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1150 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 1150 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 1150 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 1150 \n", + "\n", + " model_days_below_1600 \\\n", + "basis_full 1291 \n", + "calib1_NRiver_x1p25_N_x1p25 1247 \n", + "calib2_PET_x0p95_NRiver_x1p25 1191 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 1182 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 1152 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 1063 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1012 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 952 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 1071 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 920 \n", + "\n", + " diff_days_below_1600 \\\n", + "basis_full 141 \n", + "calib1_NRiver_x1p25_N_x1p25 97 \n", + "calib2_PET_x0p95_NRiver_x1p25 41 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 32 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 2 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 -87 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... -138 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... -198 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... -79 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... -230 \n", + "\n", + " grdc_days_below_1020 \\\n", + "basis_full 125 \n", + "calib1_NRiver_x1p25_N_x1p25 125 \n", + "calib2_PET_x0p95_NRiver_x1p25 125 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 125 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 125 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 125 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 125 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 125 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 125 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 125 \n", + "\n", + " model_days_below_1020 \\\n", + "basis_full 812 \n", + "calib1_NRiver_x1p25_N_x1p25 762 \n", + "calib2_PET_x0p95_NRiver_x1p25 707 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 690 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 656 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 596 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 519 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 477 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 553 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 443 \n", + "\n", + " diff_days_below_1020 \\\n", + "basis_full 687 \n", + "calib1_NRiver_x1p25_N_x1p25 637 \n", + "calib2_PET_x0p95_NRiver_x1p25 582 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 565 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 531 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 471 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 394 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 352 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 428 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 318 \n", + "\n", + " grdc_p10 model_p10 \\\n", + "basis_full 1187.2 572.26 \n", + "calib1_NRiver_x1p25_N_x1p25 1187.2 629.46 \n", + "calib2_PET_x0p95_NRiver_x1p25 1187.2 642.60 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 1187.2 674.99 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 1187.2 703.10 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 1187.2 749.86 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1187.2 817.17 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 1187.2 861.92 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 1187.2 793.47 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 1187.2 892.37 \n", + "\n", + " diff_p10 grdc_p17 \\\n", + "basis_full -614.94 1310.62 \n", + "calib1_NRiver_x1p25_N_x1p25 -557.74 1310.62 \n", + "calib2_PET_x0p95_NRiver_x1p25 -544.60 1310.62 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 -512.21 1310.62 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 -484.10 1310.62 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 -437.34 1310.62 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... -370.03 1310.62 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... -325.28 1310.62 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... -393.73 1310.62 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... -294.83 1310.62 \n", + "\n", + " model_p17 diff_p17 \n", + "basis_full 779.24 -531.38 \n", + "calib1_NRiver_x1p25_N_x1p25 835.37 -475.25 \n", + "calib2_PET_x0p95_NRiver_x1p25 862.45 -448.17 \n", + "calib3_PET_x0p95_NRiver_x1p25_N_x1p25 889.36 -421.26 \n", + "calib4_PET_x0p95_NRiver_x1p50_N_x1p25 920.33 -390.29 \n", + "calib5_PET_x0p90_NRiver_x1p50_N_x1p25 975.40 -335.22 \n", + "calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N... 1067.30 -243.32 \n", + "calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N... 1127.49 -183.13 \n", + "calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver... 1026.88 -283.74 \n", + "calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N... 1161.19 -149.43 " + ] + }, + "execution_count": 77, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(\n", + " [\n", + " basis_scores_full,\n", + " scores_calib1,\n", + " scores_calib2,\n", + " scores_calib3,\n", + " scores_calib4,\n", + " scores_calib5,\n", + " scores_calib6,\n", + " scores_calib7,\n", + " scores_calib8,\n", + " scores_calib9\n", + " ],\n", + " index=[\n", + " \"basis_full\",\n", + " \"calib1_NRiver_x1p25_N_x1p25\",\n", + " \"calib2_PET_x0p95_NRiver_x1p25\",\n", + " \"calib3_PET_x0p95_NRiver_x1p25_N_x1p25\",\n", + " \"calib4_PET_x0p95_NRiver_x1p50_N_x1p25\",\n", + " \"calib5_PET_x0p90_NRiver_x1p50_N_x1p25\",\n", + " \"calib6_PET_x0p95_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\",\n", + " \"calib7_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\",\n", + " \"calib8_P_x0p95_PET_x0p90_CanopyGap_x1p25_NRiver_x1p50_N_x1p25\",\n", + " \"calib9_PET_x0p90_CanopyGap_x1p25_NRiver_x1p75_N_x1p25\"\n", + " ]\n", + ").round(2)" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "id": "88f79d75-d112-4814-bbfc-959eb07228f5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Run: calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25\n", + "Runmap: /home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25\n", + "\n", + "Normale parameters:\n", + "N_River.tbl x 2.0\n", + "N.tbl x 1.25\n", + "\n", + "Fractie-parameters:\n", + "CanopyGapFraction.tbl x 1.25\n" + ] + } + ], + "source": [ + "run_name = \"calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25\"\n", + "run_dir = temp_dir / run_name\n", + "\n", + "parameters = {\n", + " \"N_River.tbl\": 2.00,\n", + " \"N.tbl\": 1.25,\n", + "}\n", + "\n", + "fraction_parameters = {\n", + " \"CanopyGapFraction.tbl\": 1.25,\n", + "}\n", + "\n", + "print(\"Run:\", run_name)\n", + "print(\"Runmap:\", run_dir)\n", + "\n", + "print(\"\\nNormale parameters:\")\n", + "for parameter_name, factor in parameters.items():\n", + " print(parameter_name, \"x\", factor)\n", + "\n", + "print(\"\\nFractie-parameters:\")\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " print(parameter_name, \"x\", factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "259f2215-581c-40f9-afda-12e68ca20357", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing API section, adding section\n", + "WARNING:ewatercycle_wflow.model:Config file from parameter set is missing RiverRunoff option in API section, added it with value '2, m/s option'\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Parameter: N_River.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/N_River.tbl\n", + "\n", + "Parameter: N.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/N.tbl\n", + "\n", + "Parameter: CanopyGapFraction.tbl\n", + "Aantal gevonden bestanden: 1\n", + "Aanpassen: /home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/CanopyGapFraction.tbl\n" + ] + } + ], + "source": [ + "if run_dir.exists():\n", + " shutil.rmtree(run_dir)\n", + "\n", + "model = Wflow(\n", + " parameter_set=parameter_set,\n", + " forcing=forcing_pet_090\n", + ")\n", + "\n", + "cfg_file, cfg_dir = model.setup(cfg_dir=str(run_dir))\n", + "cfg_dir = Path(cfg_dir)\n", + "\n", + "for parameter_name, factor in parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl(tbl_file, factor)\n", + "\n", + "for parameter_name, factor in fraction_parameters.items():\n", + " tbl_files = list(cfg_dir.rglob(parameter_name))\n", + "\n", + " print(\"\\nParameter:\", parameter_name)\n", + " print(\"Aantal gevonden bestanden:\", len(tbl_files))\n", + "\n", + " for tbl_file in tbl_files:\n", + " print(\"Aanpassen:\", tbl_file)\n", + " multiply_tbl_max1(tbl_file, factor)" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "id": "bf21f0bb-3094-4a0d-b161-f3c28fac4801", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "365 1986-12-31 00:00:00 11128.6\n", + "730 1987-12-31 00:00:00 3442.1\n", + "1095 1988-12-30 00:00:00 5604.0\n", + "1460 1989-12-30 00:00:00 7180.7\n", + "1825 1990-12-30 00:00:00 5696.7\n", + "2190 1991-12-30 00:00:00 10408.8\n", + "2555 1992-12-29 00:00:00 2877.1\n", + "2920 1993-12-29 00:00:00 13761.0\n", + "3285 1994-12-29 00:00:00 3696.0\n", + "3650 1995-12-29 00:00:00 8315.6\n", + "Run klaar\n" + ] + } + ], + "source": [ + "model.initialize(cfg_file)\n", + "\n", + "dates = []\n", + "q_values = []\n", + "\n", + "step = 0\n", + "\n", + "while model.time < model.end_time:\n", + " model.update()\n", + "\n", + " q = model.get_value_at_coords(\n", + " \"RiverRunoff\",\n", + " lat=[lat_lobith],\n", + " lon=[lon_lobith]\n", + " )[0]\n", + "\n", + " dates.append(model.time_as_datetime)\n", + " q_values.append(float(q))\n", + "\n", + " step += 1\n", + "\n", + " if step % 365 == 0:\n", + " print(step, model.time_as_datetime, round(float(q), 1))\n", + "\n", + "model.finalize()\n", + "\n", + "print(\"Run klaar\")" + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "id": "4e40a0b3-63eb-4099-95c2-6f1ad3a6d618", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Aantal dagen: 3287\n", + "Opgeslagen als: /home/niels/BEP-Niels/results/Parameter_Gevoeligheid/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25_lobith_daily.csv\n" + ] + } + ], + "source": [ + "model_calib10 = pd.DataFrame({\n", + " \"date\": pd.to_datetime(dates, utc=True),\n", + " \"Q_model_m3s\": q_values\n", + "})\n", + "\n", + "model_calib10[\"date\"] = model_calib10[\"date\"].dt.tz_convert(None).dt.floor(\"D\")\n", + "\n", + "model_calib10 = model_calib10[\n", + " (model_calib10[\"date\"] >= calibration_start) &\n", + " (model_calib10[\"date\"] <= calibration_end)\n", + "].copy()\n", + "\n", + "output_file = parameter_results_dir / f\"{run_name}_lobith_daily.csv\"\n", + "\n", + "model_calib10.to_csv(output_file, index=False)\n", + "\n", + "print(\"Aantal dagen:\", len(model_calib10))\n", + "print(\"Opgeslagen als:\", output_file)" + ] + }, + { + "cell_type": "code", + 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biasrmselog_nsebias_low_1600mae_low_1600grdc_days_below_1600model_days_below_1600diff_days_below_1600grdc_days_below_1020model_days_below_1020diff_days_below_1020grdc_p10model_p10diff_p10grdc_p17model_p17diff_p17
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dateQ_grdc_m3sQ_model_m3s
01987-01-014865.012101.763672
11987-01-025756.013396.190430
21987-01-036160.014481.406250
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\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_model_m3s\n", + "0 1987-01-01 4865.0 12101.763672\n", + "1 1987-01-02 5756.0 13396.190430\n", + "2 1987-01-03 6160.0 14481.406250\n", + "3 1987-01-04 6973.0 14916.130859\n", + "4 1987-01-05 7579.0 14704.667969" + ] + }, + "execution_count": 83, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison_calib10 = pd.merge(\n", + " grdc_calibration,\n", + " model_calib10,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "comparison_calib10.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 84, + "id": "c3d0a183-4386-4bb4-b19d-4e4a89d5ed8d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " comparison_calib10[\"date\"],\n", + " comparison_calib10[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.2\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison_calib10[\"date\"],\n", + " comparison_calib10[\"Q_model_m3s\"],\n", + " label=\"Calib10\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"GRDC observed vs calib10, 1987-1995\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "id": "acd8896f-6ef9-4cb3-a69d-3ca14af653f7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_start = \"1989-01-01\"\n", + "plot_end = \"1992-01-01\"\n", + "\n", + "zoom = comparison_calib10[\n", + " (comparison_calib10[\"date\"] >= plot_start) &\n", + " (comparison_calib10[\"date\"] <= plot_end)\n", + "]\n", + "\n", + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(\n", + " zoom[\"date\"],\n", + " zoom[\"Q_grdc_m3s\"],\n", + " label=\"GRDC observed\",\n", + " linewidth=1.2\n", + ")\n", + "\n", + "plt.plot(\n", + " zoom[\"date\"],\n", + " zoom[\"Q_model_m3s\"],\n", + " label=\"Calib10\",\n", + " linewidth=1.0\n", + ")\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Low-flow zoom: GRDC observed vs calib10\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "id": "9cacf5ce-04d8-482f-8b19-c5b5b4e1941c", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_basis_m3sQ_calib10_m3s
01987-01-014865.013869.67871112101.763672
11987-01-025756.015741.56835913396.190430
21987-01-036160.016061.67578114481.406250
31987-01-046973.015124.30078114916.130859
41987-01-057579.013978.63085914704.667969
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" + ], + "text/plain": [ + " date Q_grdc_m3s Q_basis_m3s Q_calib10_m3s\n", + "0 1987-01-01 4865.0 13869.678711 12101.763672\n", + "1 1987-01-02 5756.0 15741.568359 13396.190430\n", + "2 1987-01-03 6160.0 16061.675781 14481.406250\n", + "3 1987-01-04 6973.0 15124.300781 14916.130859\n", + "4 1987-01-05 7579.0 13978.630859 14704.667969" + ] + }, + "execution_count": 86, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "plot_compare = comparison_basis_full[[\"date\", \"Q_grdc_m3s\", \"Q_model_m3s\"]].copy()\n", + "plot_compare = plot_compare.rename(columns={\"Q_model_m3s\": \"Q_basis_m3s\"})\n", + "\n", + "calib10_temp = model_calib10[[\"date\", \"Q_model_m3s\"]].copy()\n", + "calib10_temp = calib10_temp.rename(columns={\"Q_model_m3s\": \"Q_calib10_m3s\"})\n", + "\n", + "plot_compare = pd.merge(\n", + " plot_compare,\n", + " calib10_temp,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "plot_compare.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "67e6ab27-b42d-4837-8a03-3e058cb7682f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "zoom = plot_compare[\n", + " (plot_compare[\"date\"] >= plot_start) &\n", + " (plot_compare[\"date\"] <= plot_end)\n", + "]\n", + "\n", + "plt.figure(figsize=(14, 6))\n", + "\n", + "plt.plot(zoom[\"date\"], zoom[\"Q_grdc_m3s\"], label=\"GRDC observed\", linewidth=1.2)\n", + "plt.plot(zoom[\"date\"], zoom[\"Q_basis_m3s\"], label=\"Basisrun\", linewidth=0.9)\n", + "plt.plot(zoom[\"date\"], zoom[\"Q_calib10_m3s\"], label=\"Calib10\", linewidth=1.0)\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m³/s]\")\n", + "plt.title(\"Low-flow zoom: GRDC vs basisrun vs calib10\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "b8ec8a45-9d40-4939-a261-56a4a1ddf6bc", + "metadata": {}, + "outputs": [], + "source": [ + "# FDC maken voor basis, calib4, calib8 en calib10\n", + "\n", + "plot_data = comparison_basis_full[[\"date\", \"Q_grdc_m3s\", \"Q_model_m3s\"]].copy()\n", + "plot_data = plot_data.rename(columns={\"Q_model_m3s\": \"Q_basis_m3s\"})\n", + "\n", + "calib4_temp = model_calib4[[\"date\", \"Q_model_m3s\"]].rename(columns={\"Q_model_m3s\": \"Q_calib4_m3s\"})\n", + "calib8_temp = model_calib8[[\"date\", \"Q_model_m3s\"]].rename(columns={\"Q_model_m3s\": \"Q_calib8_m3s\"})\n", + "calib10_temp = model_calib10[[\"date\", \"Q_model_m3s\"]].rename(columns={\"Q_model_m3s\": \"Q_calib10_m3s\"})\n", + "\n", + "plot_data = pd.merge(plot_data, calib4_temp, on=\"date\", how=\"inner\")\n", + "plot_data = pd.merge(plot_data, calib8_temp, on=\"date\", how=\"inner\")\n", + "plot_data = pd.merge(plot_data, calib10_temp, on=\"date\", how=\"inner\")" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "5c84bef5-c545-4288-9d63-4703678b0448", + "metadata": {}, + "outputs": [], + "source": [ + "fdc = pd.DataFrame()\n", + "\n", + "fdc[\"GRDC\"] = np.sort(plot_data[\"Q_grdc_m3s\"].values)[::-1]\n", + "fdc[\"Basis\"] = np.sort(plot_data[\"Q_basis_m3s\"].values)[::-1]\n", + "fdc[\"Calib4\"] = np.sort(plot_data[\"Q_calib4_m3s\"].values)[::-1]\n", + "fdc[\"Calib8\"] = np.sort(plot_data[\"Q_calib8_m3s\"].values)[::-1]\n", + "fdc[\"Calib10\"] = np.sort(plot_data[\"Q_calib10_m3s\"].values)[::-1]\n", + "\n", + "fdc[\"exceedance\"] = np.arange(1, len(fdc) + 1) / (len(fdc) + 1) * 100" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "fa3beb3c-cb0b-4c32-a638-489b4a118fe4", + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'plt' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[1], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m \u001b[43mplt\u001b[49m\u001b[38;5;241m.\u001b[39mfigure(figsize\u001b[38;5;241m=\u001b[39m(\u001b[38;5;241m10\u001b[39m, \u001b[38;5;241m6\u001b[39m))\n\u001b[1;32m 3\u001b[0m plt\u001b[38;5;241m.\u001b[39mplot(fdc[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mexceedance\u001b[39m\u001b[38;5;124m\"\u001b[39m], fdc[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGRDC\u001b[39m\u001b[38;5;124m\"\u001b[39m], label\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mGRDC\u001b[39m\u001b[38;5;124m\"\u001b[39m, linewidth\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m1.3\u001b[39m)\n\u001b[1;32m 4\u001b[0m plt\u001b[38;5;241m.\u001b[39mplot(fdc[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mexceedance\u001b[39m\u001b[38;5;124m\"\u001b[39m], fdc[\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mBasis\u001b[39m\u001b[38;5;124m\"\u001b[39m], label\u001b[38;5;241m=\u001b[39m\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mBasis\u001b[39m\u001b[38;5;124m\"\u001b[39m, linewidth\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m0.9\u001b[39m)\n", + "\u001b[0;31mNameError\u001b[0m: name 'plt' is not defined" + ] + } + ], + "source": [ + "plt.figure(figsize=(10, 6))\n", + "\n", + "plt.plot(fdc[\"exceedance\"], fdc[\"GRDC\"], label=\"GRDC\", linewidth=1.3)\n", + "plt.plot(fdc[\"exceedance\"], fdc[\"Basis\"], label=\"Basis\", linewidth=0.9)\n", + "plt.plot(fdc[\"exceedance\"], fdc[\"Calib4\"], label=\"Calib4\", linewidth=1.0)\n", + "plt.plot(fdc[\"exceedance\"], fdc[\"Calib8\"], label=\"Calib8\", linewidth=1.0)\n", + "plt.plot(fdc[\"exceedance\"], fdc[\"Calib10\"], label=\"Calib10\", linewidth=1.0)\n", + "\n", + "plt.axhline(1600, linestyle=\"--\", linewidth=1, label=\"1600 m³/s\")\n", + "plt.axhline(1020, linestyle=\"--\", linewidth=1, label=\"1020 m³/s\")\n", + "\n", + "plt.ylim(0, 4000)\n", + "\n", + "plt.xlabel(\"Overschreidingskans [%]\")\n", + "plt.ylabel(\"Afvoer bij Lobith [m³/s]\")\n", + "plt.title(\"Flow duration curve: kalibraties\")\n", + "plt.grid()\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "id": "d62f498f-35bd-416d-bb2a-8f4a7fbd095c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "--- FirstZoneCapacity ---\n", + "\n", + "--- FirstZoneKsatVer ---\n", + "\n", + "--- FirstZoneMinCapacity ---\n", + "\n", + "--- InfiltCapSoil ---\n", + "\n", + "--- InfiltCapPath ---\n", + "\n", + "--- RootingDepth ---\n", + "# RootingDepth=monthlyclim/ROOT,monthyclim,100,1\n", + "#RootingDepth=monthlyclim/ROOT,monthlyclim,75,1\n", + "\n", + "--- MaxCanopyStorage ---\n", + "\n", + "--- CanopyGapFraction ---\n", + "\n", + "--- N_River ---\n", + "\n", + "--- N ---\n", + "# - name - Name of the parameter (internal variable)\n", + "# - stack - Name of the mapstack (representation on disk or in mem) relative to case\n", + "#netcdf_format=NETCDF3_CLASSIC\n" + ] + } + ], + "source": [ + "config_file = list(run_dir.rglob(\"*.ini\"))[0]\n", + "\n", + "text = Path(config_file).read_text()\n", + "\n", + "zoekwoorden = [\n", + " \"FirstZoneCapacity\",\n", + " \"FirstZoneKsatVer\",\n", + " \"FirstZoneMinCapacity\",\n", + " \"InfiltCapSoil\",\n", + " \"InfiltCapPath\",\n", + " \"RootingDepth\",\n", + " \"MaxCanopyStorage\",\n", + " \"CanopyGapFraction\",\n", + " \"N_River\",\n", + " \"N\"\n", + "]\n", + "\n", + "for woord in zoekwoorden:\n", + " print(\"\\n---\", woord, \"---\")\n", + " for line in text.splitlines():\n", + " if woord in line:\n", + " print(line)" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "33ea89b7-1dbc-4cbd-8263-538c022256e6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/FirstZoneCapacity.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/FirstZoneKsatVer.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/FirstZoneMinCapacity.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/InfiltCapPath.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/InfiltCapSoil.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/intbl/RootingDepth.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/outsum/RootingDepth.map\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/outsum/InfiltCapSoil.map\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/outsum/InfiltCapPath.map\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/outsum/KsatVer.map\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/outsum/SoilWaterCapacity.map\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/outsum/PathInfiltExceeded.map\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/outsum/SoilInfiltExceeded.map\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/intbl/FirstZoneCapacity.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/intbl/FirstZoneKsatVer.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/intbl/FirstZoneMinCapacity.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/intbl/InfiltCapPath.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/intbl/InfiltCapSoil.tbl\n", + "/home/niels/BEP-Niels/temp_runs/calib10_PET_x0p90_CanopyGap_x1p25_NRiver_x2p00_N_x1p25/run_default/intbl/RootingDepth.tbl\n" + ] + } + ], + "source": [ + "static_files = list(run_dir.rglob(\"*\"))\n", + "\n", + "for file in static_files:\n", + " name = file.name.lower()\n", + " if (\n", + " \"firstzone\" in name\n", + " or \"infilt\" in name\n", + " or \"rooting\" in name\n", + " or \"capacity\" in name\n", + " or \"ksat\" in name\n", + " ):\n", + " print(file)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9ec24a51-07c4-4f3e-a222-6bec280f0a80", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From c66ff9d3ee8fc04bebdb28539056296238019ad7 Mon Sep 17 00:00:00 2001 From: Niels Eijer Date: Fri, 5 Jun 2026 16:23:11 +0200 Subject: [PATCH 2/3] Opzet verslag webbook --- .../Report/00_Samenvatting.ipynb | 33 ++++ .../Report/00_Voorwoord.ipynb | 39 +++++ .../Report/01_Introductie.ipynb | 165 ++++++++++++++++++ .../02_Systeem_en_Literatuurachtergrond.ipynb | 33 ++++ .../Report/03_Methode.ipynb | 33 ++++ .../Report/04_Resultaten.ipynb | 33 ++++ .../Report/05_Discussie.ipynb | 35 ++++ .../06_Conclusies_en_aanbevelingen.ipynb | 33 ++++ .../Report/07_Referenties.ipynb | 49 ++++++ 9 files changed, 453 insertions(+) create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/00_Samenvatting.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/00_Voorwoord.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/01_Introductie.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/02_Systeem_en_Literatuurachtergrond.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/03_Methode.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/04_Resultaten.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/05_Discussie.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/06_Conclusies_en_aanbevelingen.ipynb create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/07_Referenties.ipynb diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/00_Samenvatting.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/00_Samenvatting.ipynb new file mode 100644 index 00000000..6676a6f5 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/00_Samenvatting.ipynb @@ -0,0 +1,33 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "6f027b4c-a354-48f5-ba64-21a9918347f5", + "metadata": {}, + "source": [ + "# Samenvatting" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/00_Voorwoord.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/00_Voorwoord.ipynb new file mode 100644 index 00000000..296d0dbd --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/00_Voorwoord.ipynb @@ -0,0 +1,39 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "a8d2c177-ce42-4cc9-b565-7f4d76664426", + "metadata": {}, + "source": [ + "# Voorwoord" + ] + }, + { + "cell_type": "markdown", + "id": "a4e4538f-3f70-49c6-bf40-262ca7b5352f", + "metadata": {}, + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/01_Introductie.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/01_Introductie.ipynb new file mode 100644 index 00000000..10970f8f --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/01_Introductie.ipynb @@ -0,0 +1,165 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2d625d48-8a53-4200-8209-2e0e2e04e95f", + "metadata": {}, + "source": [ + "# 1. Introductie" + ] + }, + { + "cell_type": "markdown", + "id": "5fb6dd1b-13f8-4e6b-9011-2cc47f777b6c", + "metadata": {}, + "source": [ + "## 1.1 Aanleiding van het onderzoek\n", + "\n", + "Klimaatverandering verandert het afvoerregime van rivieren. Dit gebeurt onder andere door hydrologi-\n", + "sche veranderingen in neerslag, temperatuur, verdamping, sneeuwopslag en de bijdrage van gletsjers.\n", + "Voor de Rijn is dit belangrijk, omdat de afvoer bij Lobith de bovenstroomse hydrologische randvoor-\n", + "waarde vormt voor de Nederlandse Rijntakken. Wanneer lage afvoercondities bij Lobith veranderen,\n", + "kan dit dus ook gevolgen hebben voor de waterbeschikbaarheid op de Waal, de Nederrijn-Lek en de\n", + "IJssel. Recente klimaatscenario’s zoals de KNMI’23-afvoerscenario’s, worden daarom gebruikt om te\n", + "onderzoeken hoe het Rijnsysteem reageert op veranderende meteorologische omstandigheden en wat\n", + "dat kan betekenen voor waterbeheer, scheepvaart en zoetwatervoorziening (Buitink e.a., 2023).\n", + "Binnen dit systeem is de IJssel een relatief kwetsbare tak (Rijkswaterstaat, 2021). De rivier ontvangt\n", + "slechts een klein aandeel van de totale afvoer bij Lobith, maar vervult een belangrijke functie binnen de\n", + "regionale scheepvaart. Ook is de IJssel van uiterst belang voor de zoetwatertoevoer naar het IJssel-\n", + "meer. Tijdens perioden met lage afvoer dalen de waterstanden en neemt de beschikbare vaardiepte af.\n", + "Schepen kunnen dan minder diep laden, of zelfs vastlopen. Dit zorgt ervoor dat de betrouwbaarheid en\n", + "de capaciteit van de vaarweg onder druk kan komen te staan. Daarmee vormt de IJssel een geschikte\n", + "casus om te onderzoeken hoe klimaatgedreven veranderingen in lage afvoeren kunnen doorwerken\n", + "naar een concreet civieltechnisch probleem: de bevaarbaarheid van een rivier" + ] + }, + { + "cell_type": "markdown", + "id": "6a423bea-ab02-41b7-aba1-be537f08feca", + "metadata": {}, + "source": [ + "## 1.2 Relevantie van het onderzoek\n", + "\n", + "De maatschappelijke relevantie van dit onderzoek ligt in de kwetsbaarheid van de IJssel als vaarweg\n", + "onder lage afvoercondities. Voor het hoofvaarwegennet is het van belang dat scheepvaart vlot, veilig\n", + "en betrouwbaar kan plaatsvinden (Rijkswaterstaat, 2021). Klimaatverandering, droogtes en bodemerosie kunnen leiden tot knelpunten in het beschikbare vaarwaterprofiel. Hierdoor kan scheepvaart vaker\n", + "te maken krijgen met diepgangbeperkingen (Rijkswaterstaat, 2021). Voor de IJssel is deze problematiek bijzonder relevant, omdat deze rivier door Rijkswaterstaat wordt beschreven als kwetsbaar voor\n", + "onvoldoende diepte bij lage rivierafvoeren (Rijkswaterstaat, 2021).\n", + "Daarnaast is het onderzoek inhoudelijk relevant, omdat bestaande studies vooral inzicht geven in veranderingen in afvoer, afvoerverdeling en morfologische ontwikkeling van de Rijndelta, terwijl de vertaling\n", + "naar concrete gevolgen voor de bevaarbaarheid van de IJssel nog beperkt is uitgewerkt (Buitink e.a.,\n", + "2023; Chowdhury e.a., 2023; Chowdhury e.a., 2026). De IJssel zal volgens de verwachtingen in de\n", + "toekomst relatief minder afvoer verwachten (Chowdhury e.a., 2026). Dit onderzoek koppelt dergelijke\n", + "hydrologische veranderingen aan een praktische indicator voor de scheepvaart en de klimaatverandering bovenstrooms van Lobith." + ] + }, + { + "cell_type": "markdown", + "id": "b025d4aa-dbc5-4c14-ba8c-e85a2ba8bc74", + "metadata": {}, + "source": [ + "## 1.3 Probleemstelling\n", + "\n", + "Eerdere studies hebben klimaatverandering in het stroomgebied van de Rijn vertaald naar toekomstige\n", + "afvoerreeksen bij Lobith (Buitink e.a., 2023). Daarnaast laten andere onderzoeken zien dat klimaat-\n", + "verandering de afvoerverdeling binnen de Rijndelta kan beïnvloeden, waarbij de IJssel onder lage\n", + "afvoercondities relatief minder afvoer kan ontvangen (Chowdhury e.a., 2026). Tegelijkertijd is bekend\n", + "dat de IJssel gevoelig is voor lage afvoeren: klimaatverandering, droogte en bodemerosie kunnen\n", + "volgens Rijkswaterstaat leiden tot knelpunten in het vaarwegprofiel en vaker tot diepgangbeperkin-\n", + "gen(Rijkswaterstaat, 2021).\n", + "Wat nog beperkt is uitgewerkt, is hoe deze toekomstige lage afvoer kan worden vertaald naar een con-\n", + "crete maat voor de bevaarbaarheid op de IJssel. Dit onderzoek gebruikt daarom een vereenvoudigde, reproduceerbare modelaanpak om de frequentie en duur van perioden waarin de bevaarbaarheid onder\n", + "druk staat kwantitatief inzichtelijk te maken. Ook zal er gekeken worden naar hoe een relatief eenvoudig model zoals dit in de buurt komt van eerdere studies. Aan de hand van eenvoudigere modellen\n", + "kunnen eenvoudiger en sneller meerdere toekomstscenario’s doorgerekend worden." + ] + }, + { + "cell_type": "markdown", + "id": "1e48b9dc-b516-4e68-8a04-57052f3d7207", + "metadata": {}, + "source": [ + "## 1.4 Doelstelling\n", + "\n", + "Het doel van dit onderzoek is om te bepalen in welke mate toekomstige lage-afvoercondities als gevolg\n", + "van klimaatverandering leiden tot een toename in de frequentie en duur van bevaarbaarheidsproblemen op de IJssel, uitgedrukt in het aantal dagen met onvoldoende waterdiepte. Hiervoor worden met\n", + "een vereenvoudigde, reproduceerbare modelaanpak toekomstige afvoercondities geanalyseerd en vertaald naar indicatoren voor bevaarbaarheidsproblemen. De nadruk ligt daarbij op de frequentie en duur van perioden waarin de bevaarbaarheid van de IJssel onder druk staat.\n" + ] + }, + { + "cell_type": "markdown", + "id": "94e6cce1-b72e-406b-93f4-f61927cfff06", + "metadata": {}, + "source": [ + "## 1.5 Scope\n", + "\n", + "Het onderzoek richt zich op de IJssel als vaarweg binnen de Rijndelta en focust op lage-afvoercondities.\n", + "De nadruk ligt op bevaarbaarheid in termen van beschikbare waterdiepte. Andere mogelijke gevolgen\n", + "van lage afvoer, zoals economische schade, ecologische effecten of bredere waterkwaliteitsvraagstukken, vallen buiten de directe scope van dit onderzoek. Voor de hydrologische analyse wordt gebruikge-\n", + "maakt van eWaterCycle als modelmatige basis voor het simuleren of analyseren van afvoercondities\n", + "onder verschillende klimaatscenario’s. Hiervoor is vooral de klimaatverandering die zich voordoet bovenstrooms van Lobith relevant." + ] + }, + { + "cell_type": "markdown", + "id": "b7f7029a-3220-4d0f-8d8b-1191f1d010da", + "metadata": {}, + "source": [ + "## 1.6 Onderzoeksvraag en deelvragen\n", + "\n", + "### 1.6.1 Onderzoeksvraag\n", + "In welke mate beïnvloedt klimaatverandering de frequentie en duur van perioden met onvoldoende\n", + "vaardiepte op de IJssel, op basis van klimaatgedreven veranderingen in de lage afvoer, uitgedrukt in\n", + "dagen beperking per jaar voor verschillende klimaatscenario’s?\n", + "\n", + "### 1.6.2 deelvragen\n", + "1. Hoe veranderen lage afvoercondities bij Lobith onder toekomstige klimaatverandering?\n", + "2. Hoe kunnen deze lage afvoercondities gelinkt worden aan bevaarbaarheid op de IJssel?\n", + "3. Hoe verandert de frequentie van perioden waarin de bevaarbaarheid van de Ijssel onder druk staat\n", + "onder toekomstige klimaatscenario’s?\n", + "4. Hoe verandert de duur van aaneengesloten perioden waarin de bevaarbaarheid van de Ijssel onder\n", + "druk staat onder toekomstige klimaatscenario’s?" + ] + }, + { + "cell_type": "markdown", + "id": "e033c38e-b782-4704-89cc-ecda63f88c9f", + "metadata": {}, + "source": [ + "## 1.7 Leeswijzer\n", + "\n", + "Dit rapport is als volgt opgebouwd. Na deze introductie wordt in hoofdstuk 2 de systeem en literatuurachtergrond behandeld. Hierin wordt in detail de Nederlandse Rijndelta beschreven als gereguleerd\n", + "systeem, met aandacht voor de Pannerdense kop, de IJsselkop en de historische ontwikkelingen van\n", + "de afvoerverdeling. Vervolgens wordt er ingegaan op de invloed van klimaatverandering op lage afvoeren en de gevolgen daarvan op de bevaarbaarheid van de IJssel.\n", + "Hoofdstuk 3 beschrijft hoe het onderzoek uitgevoerd zal worden. Hier wordt het gebruik van eWaterCycle toegelicht en wordt in grote lijnen het model wflow uitgelegd. Ook worden de gebruikte klimaatscenario’s beschreven en zal de het gebruik van de afvoerverdeling beschreven worden.\n", + "In hoofdstuk 4 worden de resultaten gepresenteerd. Eerst moet er beoordeeld worden hoe goed het\n", + "wflow model overeenkomt met de waarnemingen bij Lobith. Daarna wordt onderzocht hoe lage afvoercondities veranderen aan de hand van de verschillende klimaatscenario’s en wat dit betekent voor het\n", + "aantal kritieke laagwaterdagen en de duur hiervan.\n", + "In hoofdstuk 5 zullen de resultaten worden bediscussieerd. Hier zal de betekenis en de betrouwbaarheid bekeken worden. De uitkomsten worden geïnterpreteerd in relatie met de bevaarbaarheid op de\n", + "IJssel. Ook zal er een vergelijking worden gelegd met de bestaande literatuur.\n", + "Tot slot worden in hoofdstuk 6 de deelvragen en de hoofdvraag beantwoord. Aan de hand van dat\n", + "antwoord zal een conclusie worden geformuleerd en worden er aanbevelingen gedaan voor eventuele\n", + "vervolgonderzoeken." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/02_Systeem_en_Literatuurachtergrond.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/02_Systeem_en_Literatuurachtergrond.ipynb new file mode 100644 index 00000000..db90d24d --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/02_Systeem_en_Literatuurachtergrond.ipynb @@ -0,0 +1,33 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "964eb474-fb9c-4284-ab19-06fb1e3b336b", + "metadata": {}, + "source": [ + "# 2. Systeem- en literatuurachtergrond" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/03_Methode.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/03_Methode.ipynb new file mode 100644 index 00000000..d692ca8f --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/03_Methode.ipynb @@ -0,0 +1,33 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "8c106d45-831d-4818-a6e2-cb584b51c105", + "metadata": {}, + "source": [ + "# 3. Methode" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/04_Resultaten.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/04_Resultaten.ipynb new file mode 100644 index 00000000..08470b48 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/04_Resultaten.ipynb @@ -0,0 +1,33 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2fa8aa47-d90e-44f2-bd6e-b9d4e343f080", + "metadata": {}, + "source": [ + "# 4. Resultaten" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/05_Discussie.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/05_Discussie.ipynb new file mode 100644 index 00000000..7b6fe838 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/05_Discussie.ipynb @@ -0,0 +1,35 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "5d9bfa66-8dee-4acb-8212-10e8c7ce0ceb", + "metadata": { + "jp-MarkdownHeadingCollapsed": true + }, + "source": [ + "# 5. Discussie" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/06_Conclusies_en_aanbevelingen.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/06_Conclusies_en_aanbevelingen.ipynb new file mode 100644 index 00000000..d9b7ac7a --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/06_Conclusies_en_aanbevelingen.ipynb @@ -0,0 +1,33 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "2380a279-06be-4568-9976-3535682f2c84", + "metadata": {}, + "source": [ + "# 6. Conclusies en aanbevelingen" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/07_Referenties.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/07_Referenties.ipynb new file mode 100644 index 00000000..a0aa2ba8 --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Report/07_Referenties.ipynb @@ -0,0 +1,49 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "8de15493-8a81-4936-8223-470abbfece3e", + "metadata": {}, + "source": [ + "# Referenties" + ] + }, + { + "cell_type": "markdown", + "id": "f0948828-2693-4e30-b9b1-310a48f0c4fc", + "metadata": {}, + "source": [ + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e7a7894a-d202-48fa-96e4-7df7df5da7de", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From f405796cbe335eb56ea3e1f76fa54ab771bf9c56 Mon Sep 17 00:00:00 2001 From: Niels Eijer Date: Mon, 8 Jun 2026 16:52:16 +0200 Subject: [PATCH 3/3] Longrun validatie en biascorrecties --- .../018_2season4seasonrun.ipynb | 2163 +++++++++++++++++ 1 file changed, 2163 insertions(+) create mode 100644 book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/05_laatstekalibratie/018_2season4seasonrun.ipynb diff --git a/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/05_laatstekalibratie/018_2season4seasonrun.ipynb b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/05_laatstekalibratie/018_2season4seasonrun.ipynb new file mode 100644 index 00000000..02f4d5af --- /dev/null +++ b/book/thesis_projects/BSc/2026_Q4_NielsEijer_CEG/Work in progress/05_laatstekalibratie/018_2season4seasonrun.ipynb @@ -0,0 +1,2163 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "53228fb7-ea62-48ec-8214-1d827af81f13", + "metadata": {}, + "source": [ + "# In dit notebook wordt de kalibratie en validatie uitgevoerd" + ] + }, + { + "cell_type": "markdown", + "id": "d9218de8-1ef3-443a-957c-03ec3ff0769e", + "metadata": {}, + "source": [ + "Hierin wordt gekeken naar de kwaliteit van de kalibratie tussen een jaarlijkse, twee-seizoensgebonden en vier-seizoensgebonden bias correcties. " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "74e8506f-4daf-4c4f-af1d-6599b339a782", + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e7cba293-124b-4294-b75f-6d832a5d177a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Projectmap: /home/niels/BEP-Niels\n", + "Results map bestaat: True\n", + "Figures map bestaat: True\n", + "Data map bestaat: True\n" + ] + } + ], + "source": [ + "project_dir = Path(\"/home/niels/BEP-Niels\")\n", + "\n", + "results_dir = project_dir / \"results\"\n", + "figures_dir = project_dir / \"figures\"\n", + "data_dir = project_dir / \"Data Lobith\"\n", + "\n", + "figures_dir.mkdir(exist_ok=True)\n", + "\n", + "print(\"Projectmap:\", project_dir)\n", + "print(\"Results map bestaat:\", results_dir.exists())\n", + "print(\"Figures map bestaat:\", figures_dir.exists())\n", + "print(\"Data map bestaat:\", data_dir.exists())" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "dd199c06-3514-425a-af17-b2dc83fa9dfc", + "metadata": {}, + "outputs": [], + "source": [ + "# Deze notebook voert de wflow-run niet opnieuw uit.\n", + "# De gebruikte modeloutput is eerder opgeslagen als CSV.\n", + "#\n", + "# Gebruikte modelrun:\n", + "# calib10_long_1986_2019\n", + "#\n", + "# Gebruikte modelperiode:\n", + "# 1986-01-01 t/m 2019-12-31\n", + "#\n", + "# Analyseperiode:\n", + "# 1987-01-01 t/m 2019-12-31\n", + "#\n", + "# Kalibratieperiode:\n", + "# 1987-01-01 t/m 2003-12-31\n", + "#\n", + "# Validatieperiode:\n", + "# 2004-01-01 t/m 2019-12-31\n", + "#\n", + "# Calib10-instellingen:\n", + "# PET forcing x 0.90\n", + "# CanopyGapFraction.tbl x 1.25\n", + "# N_River.tbl x 2.00\n", + "# N.tbl x 1.25" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d8b8eeb0-875c-45bc-9904-7bfae8a2c9f9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Analyse: 1987-01-01 t/m 2019-12-31\n", + "Kalibratie: 1987-01-01 t/m 2003-12-31\n", + "Validatie totaal: 2004-01-01 t/m 2019-12-31\n", + "Validatie 1: 2004-01-01 t/m 2010-12-31\n", + "Validatie 2: 2011-01-01 t/m 2019-12-31\n" + ] + } + ], + "source": [ + "analysis_start = \"1987-01-01\"\n", + "analysis_end = \"2019-12-31\"\n", + "\n", + "cal_start = \"1987-01-01\"\n", + "cal_end = \"2003-12-31\"\n", + "\n", + "val_start = \"2004-01-01\"\n", + "val_end = \"2019-12-31\"\n", + "\n", + "val1_start = \"2004-01-01\"\n", + "val1_end = \"2010-12-31\"\n", + "\n", + "val2_start = \"2011-01-01\"\n", + "val2_end = \"2019-12-31\"\n", + "\n", + "threshold_1600 = 1600\n", + "threshold_1020 = 1020\n", + "\n", + "print(\"Analyse:\", analysis_start, \"t/m\", analysis_end)\n", + "print(\"Kalibratie:\", cal_start, \"t/m\", cal_end)\n", + "print(\"Validatie totaal:\", val_start, \"t/m\", val_end)\n", + "print(\"Validatie 1:\", val1_start, \"t/m\", val1_end)\n", + "print(\"Validatie 2:\", val2_start, \"t/m\", val2_end)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "1d2979da-9a55-40d6-b4f0-4e6f249f7c54", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "GRDC bestand bestaat: True\n", + "/home/niels/BEP-Niels/Data Lobith/data grdc/6435060_Q_Day.Cmd.txt\n" + ] + } + ], + "source": [ + "grdc_file = data_dir / \"data grdc\" / \"6435060_Q_Day.Cmd.txt\"\n", + "\n", + "print(\"GRDC bestand bestaat:\", grdc_file.exists())\n", + "print(grdc_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "f1fafe47-2f0e-4472-975e-dc44e2f4b147", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Kolommen:\n", + "Index(['YYYY-MM-DD', 'hh:mm', 'Value'], dtype='object')\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3s
314111987-01-014865.0
314121987-01-025756.0
314131987-01-036160.0
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314151987-01-057579.0
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dateQ_model_m3s
01987-01-0112101.763672
11987-01-0213396.190430
21987-01-0314481.406250
31987-01-0414916.130859
41987-01-0514704.667969
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dateQ_model_raw_m3s
01987-01-0112101.763672
11987-01-0213396.190430
21987-01-0314481.406250
31987-01-0414916.130859
41987-01-0514704.667969
\n", + "
" + ], + "text/plain": [ + " date Q_model_raw_m3s\n", + "0 1987-01-01 12101.763672\n", + "1 1987-01-02 13396.190430\n", + "2 1987-01-03 14481.406250\n", + "3 1987-01-04 14916.130859\n", + "4 1987-01-05 14704.667969" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "if \"Q_model_raw_m3s\" not in model.columns:\n", + " model = model.rename(columns={\n", + " \"Q_model_m3s\": \"Q_model_raw_m3s\"\n", + " })\n", + "\n", + "model = model[[\"date\", \"Q_model_raw_m3s\"]].copy()\n", + "\n", + "model.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "d9886739-1fbe-45fc-866d-1d2c069996a7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Start comparison: 1987-01-01 00:00:00\n", + "Einde comparison: 2019-12-31 00:00:00\n", + "Aantal dagen: 12053\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_model_raw_m3s
01987-01-014865.012101.763672
11987-01-025756.013396.190430
21987-01-036160.014481.406250
31987-01-046973.014916.130859
41987-01-057579.014704.667969
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_model_raw_m3s\n", + "0 1987-01-01 4865.0 12101.763672\n", + "1 1987-01-02 5756.0 13396.190430\n", + "2 1987-01-03 6160.0 14481.406250\n", + "3 1987-01-04 6973.0 14916.130859\n", + "4 1987-01-05 7579.0 14704.667969" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison = pd.merge(\n", + " grdc,\n", + " model,\n", + " on=\"date\",\n", + " how=\"inner\"\n", + ")\n", + "\n", + "comparison = comparison[\n", + " (comparison[\"date\"] >= analysis_start) &\n", + " (comparison[\"date\"] <= analysis_end)\n", + "].copy()\n", + "\n", + "print(\"Start comparison:\", comparison[\"date\"].min())\n", + "print(\"Einde comparison:\", comparison[\"date\"].max())\n", + "print(\"Aantal dagen:\", len(comparison))\n", + "\n", + "comparison.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "e36ed95b-1e9d-4f2b-a0b4-e0ccf512ff87", + "metadata": {}, + "outputs": [ + { + 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(14, 5))\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_grdc_m3s\"],\n", + " label=\"GRDC\",\n", + " linewidth=0.9\n", + ")\n", + "\n", + "plt.plot(\n", + " comparison[\"date\"],\n", + " comparison[\"Q_model_raw_m3s\"],\n", + " label=\"calib10 raw\",\n", + " linewidth=0.7\n", + ")\n", + "\n", + "plt.axhline(threshold_1600, linestyle=\"--\", label=\"1600 m3/s\")\n", + "plt.axhline(threshold_1020, linestyle=\":\", label=\"1020 m3/s\")\n", + "\n", + "plt.ylim(0, 6000)\n", + "\n", + "plt.xlabel(\"Date\")\n", + "plt.ylabel(\"Discharge at Lobith [m3/s]\")\n", + "plt.title(\"GRDC versus raw calib10 model output\")\n", + "plt.grid(True)\n", + "plt.legend()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "45388cd4-f566-4d34-bc2d-5850a2ae1558", + "metadata": {}, + "outputs": [], + "source": [ + "def calculate_scores(obs, sim):\n", + " data = pd.DataFrame({\n", + " \"obs\": obs,\n", + " \"sim\": sim\n", + " }).dropna()\n", + " \n", + " obs = data[\"obs\"]\n", + " sim = data[\"sim\"]\n", + " \n", + " bias = (sim - obs).mean()\n", + " rmse = np.sqrt(((sim - obs) ** 2).mean())\n", + " \n", + " log_obs = np.log(obs.clip(lower=1))\n", + " log_sim = np.log(sim.clip(lower=1))\n", + " \n", + " log_nse = 1 - ((log_sim - log_obs) ** 2).sum() / ((log_obs - log_obs.mean()) ** 2).sum()\n", + " \n", + " diff_1600 = (sim < threshold_1600).sum() - (obs < threshold_1600).sum()\n", + " diff_1020 = (sim < threshold_1020).sum() - (obs < threshold_1020).sum()\n", + " \n", + " diff_p10 = sim.quantile(0.10) - obs.quantile(0.10)\n", + " diff_p17 = sim.quantile(0.17) - obs.quantile(0.17)\n", + " \n", + " return {\n", + " \"bias\": round(bias, 2),\n", + " \"rmse\": round(rmse, 2),\n", + " \"log_nse\": round(log_nse, 2),\n", + " \"diff_days_below_1600\": diff_1600,\n", + " \"diff_days_below_1020\": diff_1020,\n", + " \"diff_p10\": round(diff_p10, 2),\n", + " \"diff_p17\": round(diff_p17, 2),\n", + " \"n_days\": len(data)\n", + " }" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "1fd61838-e6cb-46a4-a436-b6c1823cea8b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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dateQ_grdc_m3sQ_model_raw_m3sQ_model_annual_fdc_m3s
01987-01-014865.012101.7636726976.499195
11987-01-025756.013396.1904307725.032013
21987-01-036160.014481.4062508267.416049
31987-01-046973.014916.1308598484.688672
41987-01-057579.014704.6679698379.000850
\n", + "
" + ], + "text/plain": [ + " date Q_grdc_m3s Q_model_raw_m3s Q_model_annual_fdc_m3s\n", + "0 1987-01-01 4865.0 12101.763672 6976.499195\n", + "1 1987-01-02 5756.0 13396.190430 7725.032013\n", + "2 1987-01-03 6160.0 14481.406250 8267.416049\n", + "3 1987-01-04 6973.0 14916.130859 8484.688672\n", + "4 1987-01-05 7579.0 14704.667969 8379.000850" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "quantiles = np.linspace(0, 1, 101)\n", + "\n", + "cal_fit = comparison[\n", + " (comparison[\"date\"] >= cal_start) &\n", + " (comparison[\"date\"] <= cal_end)\n", + "].copy()\n", + "\n", + "obs_cal = cal_fit[\"Q_grdc_m3s\"].dropna().values\n", + "sim_cal = cal_fit[\"Q_model_raw_m3s\"].dropna().values\n", + "\n", + "grdc_quantiles = np.quantile(obs_cal, quantiles)\n", + "model_quantiles = np.quantile(sim_cal, quantiles)\n", + "\n", + "comparison[\"Q_model_annual_fdc_m3s\"] = np.interp(\n", + " comparison[\"Q_model_raw_m3s\"],\n", + " model_quantiles,\n", + " grdc_quantiles\n", + ")\n", + "\n", + "annual_fdc_correction = pd.DataFrame({\n", + " \"quantile\": quantiles,\n", + " \"grdc\": grdc_quantiles,\n", + " \"model\": model_quantiles\n", + "})\n", + "\n", + "comparison[[\n", + " \"date\",\n", + " \"Q_grdc_m3s\",\n", + " \"Q_model_raw_m3s\",\n", + " \"Q_model_annual_fdc_m3s\"\n", + "]].head()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "60907d2f-569c-4512-8246-aec14d04a0cb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "two_season\n", + "jul_dec 6072\n", + "jan_jun 5981\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison[\"month\"] = comparison[\"date\"].dt.month\n", + "\n", + "comparison[\"two_season\"] = \"jan_jun\"\n", + "\n", + "comparison.loc[\n", + " comparison[\"month\"].isin([7, 8, 9, 10, 11, 12]),\n", + " \"two_season\"\n", + "] = \"jul_dec\"\n", + "\n", + "comparison[\"two_season\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "a291b20a-1cc7-43a4-86e1-927d7ec0b3c0", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "jan_jun aantal dagen: 3081\n", + "jul_dec aantal dagen: 3128\n" + ] + } + ], + "source": [ + "two_season_corrections = {}\n", + "\n", + "cal_fit = comparison[\n", + " (comparison[\"date\"] >= cal_start) &\n", + " (comparison[\"date\"] <= cal_end)\n", + "].copy()\n", + "\n", + "for season in [\"jan_jun\", \"jul_dec\"]:\n", + " \n", + " data_season = cal_fit[\n", + " cal_fit[\"two_season\"] == season\n", + " ].copy()\n", + " \n", + " obs = data_season[\"Q_grdc_m3s\"].dropna().values\n", + " sim = data_season[\"Q_model_raw_m3s\"].dropna().values\n", + " \n", + " grdc_q = np.quantile(obs, quantiles)\n", + " model_q = np.quantile(sim, quantiles)\n", + " \n", + " two_season_corrections[season] = {\n", + " \"grdc_q\": grdc_q,\n", + " \"model_q\": model_q\n", + " }\n", + " \n", + " print(season, \"aantal dagen:\", len(data_season))" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "68bfd893-f21a-42a5-bf7f-d188e41c15dd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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datetwo_seasonQ_model_raw_m3sQ_model_two_season_fdc_m3s
01987-01-01jan_jun12101.7636727302.245563
11987-01-02jan_jun13396.1904308260.342483
21987-01-03jan_jun14481.4062509138.001682
31987-01-04jan_jun14916.1308599489.581566
41987-01-05jan_jun14704.6679699318.562725
\n", + "
" + ], + "text/plain": [ + " date two_season Q_model_raw_m3s Q_model_two_season_fdc_m3s\n", + "0 1987-01-01 jan_jun 12101.763672 7302.245563\n", + "1 1987-01-02 jan_jun 13396.190430 8260.342483\n", + "2 1987-01-03 jan_jun 14481.406250 9138.001682\n", + "3 1987-01-04 jan_jun 14916.130859 9489.581566\n", + "4 1987-01-05 jan_jun 14704.667969 9318.562725" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison[\"Q_model_two_season_fdc_m3s\"] = np.nan\n", + "\n", + "for season in [\"jan_jun\", \"jul_dec\"]:\n", + " \n", + " mask = comparison[\"two_season\"] == season\n", + " \n", + " model_q = two_season_corrections[season][\"model_q\"]\n", + " grdc_q = two_season_corrections[season][\"grdc_q\"]\n", + " \n", + " comparison.loc[mask, \"Q_model_two_season_fdc_m3s\"] = np.interp(\n", + " comparison.loc[mask, \"Q_model_raw_m3s\"],\n", + " model_q,\n", + " grdc_q\n", + " )\n", + "\n", + "comparison[[\n", + " \"date\",\n", + " \"two_season\",\n", + " \"Q_model_raw_m3s\",\n", + " \"Q_model_two_season_fdc_m3s\"\n", + "]].head()" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "17848086-d333-4388-b02e-92ca63700c43", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "four_season\n", + "lente 3036\n", + "zomer 3036\n", + "herfst 3003\n", + "winter 2978\n", + "Name: count, dtype: int64" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison[\"four_season\"] = \"unknown\"\n", + "\n", + "comparison.loc[comparison[\"month\"].isin([12, 1, 2]), \"four_season\"] = \"winter\"\n", + "comparison.loc[comparison[\"month\"].isin([3, 4, 5]), \"four_season\"] = \"lente\"\n", + "comparison.loc[comparison[\"month\"].isin([6, 7, 8]), \"four_season\"] = \"zomer\"\n", + "comparison.loc[comparison[\"month\"].isin([9, 10, 11]), \"four_season\"] = \"herfst\"\n", + "\n", + "comparison[\"four_season\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "78ebf891-2171-4b3a-b0a1-d813a31806e1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "winter aantal dagen: 1534\n", + "lente aantal dagen: 1564\n", + "zomer aantal dagen: 1564\n", + "herfst aantal dagen: 1547\n" + ] + } + ], + "source": [ + "four_season_corrections = {}\n", + "\n", + "cal_fit = comparison[\n", + " (comparison[\"date\"] >= cal_start) &\n", + " (comparison[\"date\"] <= cal_end)\n", + "].copy()\n", + "\n", + "for season in [\"winter\", \"lente\", \"zomer\", \"herfst\"]:\n", + " \n", + " data_season = cal_fit[\n", + " cal_fit[\"four_season\"] == season\n", + " ].copy()\n", + " \n", + " obs = data_season[\"Q_grdc_m3s\"].dropna().values\n", + " sim = data_season[\"Q_model_raw_m3s\"].dropna().values\n", + " \n", + " grdc_q = np.quantile(obs, quantiles)\n", + " model_q = np.quantile(sim, quantiles)\n", + " \n", + " four_season_corrections[season] = {\n", + " \"grdc_q\": grdc_q,\n", + " \"model_q\": model_q\n", + " }\n", + " \n", + " print(season, \"aantal dagen:\", len(data_season))" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "6c141df8-38ae-42be-bff5-6545b7f0e926", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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datefour_seasonQ_model_raw_m3sQ_model_four_season_fdc_m3s
01987-01-01winter12101.7636726644.466539
11987-01-02winter13396.1904307565.702692
21987-01-03winter14481.4062508498.884130
31987-01-04winter14916.1308598702.814537
41987-01-05winter14704.6679698603.906462
\n", + "
" + ], + "text/plain": [ + " date four_season Q_model_raw_m3s Q_model_four_season_fdc_m3s\n", + "0 1987-01-01 winter 12101.763672 6644.466539\n", + "1 1987-01-02 winter 13396.190430 7565.702692\n", + "2 1987-01-03 winter 14481.406250 8498.884130\n", + "3 1987-01-04 winter 14916.130859 8702.814537\n", + "4 1987-01-05 winter 14704.667969 8603.906462" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "comparison[\"Q_model_four_season_fdc_m3s\"] = np.nan\n", + "\n", + "for season in [\"winter\", \"lente\", \"zomer\", \"herfst\"]:\n", + " \n", + " mask = comparison[\"four_season\"] == season\n", + " \n", + " model_q = four_season_corrections[season][\"model_q\"]\n", + " grdc_q = four_season_corrections[season][\"grdc_q\"]\n", + " \n", + " comparison.loc[mask, \"Q_model_four_season_fdc_m3s\"] = np.interp(\n", + " comparison.loc[mask, \"Q_model_raw_m3s\"],\n", + " model_q,\n", + " grdc_q\n", + " )\n", + "\n", + "comparison[[\n", + " \"date\",\n", + " \"four_season\",\n", + " \"Q_model_raw_m3s\",\n", + " \"Q_model_four_season_fdc_m3s\"\n", + "]].head()" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "e881032e-3eee-4ddc-a2a6-fc77c280a42e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Kalibratie: 1987-01-01 00:00:00 t/m 2003-12-31 00:00:00 - 6209 dagen\n", + "Validatie totaal: 2004-01-01 00:00:00 t/m 2019-12-31 00:00:00 - 5844 dagen\n", + "Validatie 1: 2004-01-01 00:00:00 t/m 2010-12-31 00:00:00 - 2557 dagen\n", + "Validatie 2: 2011-01-01 00:00:00 t/m 2019-12-31 00:00:00 - 3287 dagen\n" + ] + } + ], + "source": [ + "cal_data = comparison[\n", + " (comparison[\"date\"] >= cal_start) &\n", + " (comparison[\"date\"] <= cal_end)\n", + "].copy()\n", + "\n", + "val_data = comparison[\n", + " (comparison[\"date\"] >= val_start) &\n", + " (comparison[\"date\"] <= val_end)\n", + "].copy()\n", + "\n", + "val1_data = comparison[\n", + " (comparison[\"date\"] >= val1_start) &\n", + " (comparison[\"date\"] <= val1_end)\n", + "].copy()\n", + "\n", + "val2_data = comparison[\n", + " (comparison[\"date\"] >= val2_start) &\n", + " (comparison[\"date\"] <= val2_end)\n", + "].copy()\n", + "\n", + "print(\"Kalibratie:\", cal_data[\"date\"].min(), \"t/m\", cal_data[\"date\"].max(), \"-\", len(cal_data), \"dagen\")\n", + "print(\"Validatie totaal:\", val_data[\"date\"].min(), \"t/m\", val_data[\"date\"].max(), \"-\", len(val_data), \"dagen\")\n", + "print(\"Validatie 1:\", val1_data[\"date\"].min(), \"t/m\", val1_data[\"date\"].max(), \"-\", len(val1_data), \"dagen\")\n", + "print(\"Validatie 2:\", val2_data[\"date\"].min(), \"t/m\", val2_data[\"date\"].max(), \"-\", len(val2_data), \"dagen\")" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "93aa4b10-1c73-4f9d-9a98-617553eb1df2", + "metadata": {}, + "outputs": [], + "source": [ + "def make_score_rows(data, period_name):\n", + " \n", + " rows = []\n", + " \n", + " model_versions = {\n", + " \"calib10_raw\": \"Q_model_raw_m3s\",\n", + " \"annual_fdc\": \"Q_model_annual_fdc_m3s\",\n", + " \"two_season_fdc\": \"Q_model_two_season_fdc_m3s\",\n", + " \"four_season_fdc\": \"Q_model_four_season_fdc_m3s\"\n", + " }\n", + " \n", + " for run_name, col in model_versions.items():\n", + " \n", + " scores = calculate_scores(\n", + " data[\"Q_grdc_m3s\"],\n", + " data[col]\n", + " )\n", + " \n", + " scores[\"period\"] = period_name\n", + " scores[\"run\"] = run_name\n", + " \n", + " rows.append(scores)\n", + " \n", + " return rows" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "fd76e790-7f9e-4277-94ac-61cb68df54f2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodrunbiasrmselog_nsediff_days_below_1600diff_days_below_1020diff_p10diff_p17n_days
0calibration_1987_2003calib10_raw1149.772089.22-0.60-300572-293.09-125.606209
1calibration_1987_2003annual_fdc0.68686.270.619-3-0.000.076209
2calibration_1987_2003two_season_fdc1.81585.600.71743.214.026209
3calibration_1987_2003four_season_fdc0.29575.730.73632.281.756209
4validation_2004_2019calib10_raw1130.101943.32-1.22-434533-326.08-117.065844
5validation_2004_2019annual_fdc117.84616.010.53-126-22-5.5320.865844
6validation_2004_2019two_season_fdc124.49547.110.65-16755-18.335.135844
7validation_2004_2019four_season_fdc125.91557.780.66-13143-31.50-5.015844
8validation_2004_2010calib10_raw1252.581946.43-1.94-308188-167.1443.582557
9validation_2004_2010annual_fdc163.81607.600.39-1591322.4138.492557
10validation_2004_2010two_season_fdc164.98529.300.54-16631-19.08-10.732557
11validation_2004_2010four_season_fdc179.80549.450.54-15054-35.57-22.562557
12validation_2011_2019calib10_raw1034.821940.89-0.85-126345-350.04-247.563287
13validation_2011_2019annual_fdc82.09622.480.6033-3523.423.063287
14validation_2011_2019two_season_fdc92.99560.570.70-1244.222.073287
15validation_2011_2019four_season_fdc83.99564.180.7319-110.38-4.143287
\n", + "
" + ], + "text/plain": [ + " period run bias rmse log_nse \\\n", + "0 calibration_1987_2003 calib10_raw 1149.77 2089.22 -0.60 \n", + "1 calibration_1987_2003 annual_fdc 0.68 686.27 0.61 \n", + "2 calibration_1987_2003 two_season_fdc 1.81 585.60 0.71 \n", + "3 calibration_1987_2003 four_season_fdc 0.29 575.73 0.73 \n", + "4 validation_2004_2019 calib10_raw 1130.10 1943.32 -1.22 \n", + "5 validation_2004_2019 annual_fdc 117.84 616.01 0.53 \n", + "6 validation_2004_2019 two_season_fdc 124.49 547.11 0.65 \n", + "7 validation_2004_2019 four_season_fdc 125.91 557.78 0.66 \n", + "8 validation_2004_2010 calib10_raw 1252.58 1946.43 -1.94 \n", + "9 validation_2004_2010 annual_fdc 163.81 607.60 0.39 \n", + "10 validation_2004_2010 two_season_fdc 164.98 529.30 0.54 \n", + "11 validation_2004_2010 four_season_fdc 179.80 549.45 0.54 \n", + "12 validation_2011_2019 calib10_raw 1034.82 1940.89 -0.85 \n", + "13 validation_2011_2019 annual_fdc 82.09 622.48 0.60 \n", + "14 validation_2011_2019 two_season_fdc 92.99 560.57 0.70 \n", + "15 validation_2011_2019 four_season_fdc 83.99 564.18 0.73 \n", + "\n", + " diff_days_below_1600 diff_days_below_1020 diff_p10 diff_p17 n_days \n", + "0 -300 572 -293.09 -125.60 6209 \n", + "1 9 -3 -0.00 0.07 6209 \n", + "2 7 4 3.21 4.02 6209 \n", + "3 6 3 2.28 1.75 6209 \n", + "4 -434 533 -326.08 -117.06 5844 \n", + "5 -126 -22 -5.53 20.86 5844 \n", + "6 -167 55 -18.33 5.13 5844 \n", + "7 -131 43 -31.50 -5.01 5844 \n", + "8 -308 188 -167.14 43.58 2557 \n", + "9 -159 13 22.41 38.49 2557 \n", + "10 -166 31 -19.08 -10.73 2557 \n", + "11 -150 54 -35.57 -22.56 2557 \n", + "12 -126 345 -350.04 -247.56 3287 \n", + "13 33 -35 23.42 3.06 3287 \n", + "14 -1 24 4.22 2.07 3287 \n", + "15 19 -11 0.38 -4.14 3287 " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "score_rows = []\n", + "\n", + "score_rows += make_score_rows(cal_data, \"calibration_1987_2003\")\n", + "score_rows += make_score_rows(val_data, \"validation_2004_2019\")\n", + "score_rows += make_score_rows(val1_data, \"validation_2004_2010\")\n", + "score_rows += make_score_rows(val2_data, \"validation_2011_2019\")\n", + "\n", + "score_table = pd.DataFrame(score_rows)\n", + "\n", + "score_table = score_table[\n", + " [\n", + " \"period\",\n", + " \"run\",\n", + " \"bias\",\n", + " \"rmse\",\n", + " \"log_nse\",\n", + " \"diff_days_below_1600\",\n", + " \"diff_days_below_1020\",\n", + " \"diff_p10\",\n", + " \"diff_p17\",\n", + " \"n_days\"\n", + " ]\n", + "]\n", + "\n", + "score_table" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "974ad3c9-1ffe-41f6-b9a4-e304ab4ec9d3", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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periodrundiff_days_below_1020diff_days_below_1600diff_p10diff_p17rmselog_nse
0calibration_1987_2003calib10_raw572-300-293.09-125.602089.22-0.60
1calibration_1987_2003annual_fdc-39-0.000.07686.270.61
2calibration_1987_2003two_season_fdc473.214.02585.600.71
3calibration_1987_2003four_season_fdc362.281.75575.730.73
4validation_2004_2019calib10_raw533-434-326.08-117.061943.32-1.22
5validation_2004_2019annual_fdc-22-126-5.5320.86616.010.53
6validation_2004_2019two_season_fdc55-167-18.335.13547.110.65
7validation_2004_2019four_season_fdc43-131-31.50-5.01557.780.66
8validation_2004_2010calib10_raw188-308-167.1443.581946.43-1.94
9validation_2004_2010annual_fdc13-15922.4138.49607.600.39
10validation_2004_2010two_season_fdc31-166-19.08-10.73529.300.54
11validation_2004_2010four_season_fdc54-150-35.57-22.56549.450.54
12validation_2011_2019calib10_raw345-126-350.04-247.561940.89-0.85
13validation_2011_2019annual_fdc-353323.423.06622.480.60
14validation_2011_2019two_season_fdc24-14.222.07560.570.70
15validation_2011_2019four_season_fdc-11190.38-4.14564.180.73
\n", + "
" + ], + "text/plain": [ + " period run diff_days_below_1020 \\\n", + "0 calibration_1987_2003 calib10_raw 572 \n", + "1 calibration_1987_2003 annual_fdc -3 \n", + "2 calibration_1987_2003 two_season_fdc 4 \n", + "3 calibration_1987_2003 four_season_fdc 3 \n", + "4 validation_2004_2019 calib10_raw 533 \n", + "5 validation_2004_2019 annual_fdc -22 \n", + "6 validation_2004_2019 two_season_fdc 55 \n", + "7 validation_2004_2019 four_season_fdc 43 \n", + "8 validation_2004_2010 calib10_raw 188 \n", + "9 validation_2004_2010 annual_fdc 13 \n", + "10 validation_2004_2010 two_season_fdc 31 \n", + "11 validation_2004_2010 four_season_fdc 54 \n", + "12 validation_2011_2019 calib10_raw 345 \n", + "13 validation_2011_2019 annual_fdc -35 \n", + "14 validation_2011_2019 two_season_fdc 24 \n", + "15 validation_2011_2019 four_season_fdc -11 \n", + "\n", + " diff_days_below_1600 diff_p10 diff_p17 rmse log_nse \n", + "0 -300 -293.09 -125.60 2089.22 -0.60 \n", + "1 9 -0.00 0.07 686.27 0.61 \n", + "2 7 3.21 4.02 585.60 0.71 \n", + "3 6 2.28 1.75 575.73 0.73 \n", + "4 -434 -326.08 -117.06 1943.32 -1.22 \n", + "5 -126 -5.53 20.86 616.01 0.53 \n", + "6 -167 -18.33 5.13 547.11 0.65 \n", + "7 -131 -31.50 -5.01 557.78 0.66 \n", + "8 -308 -167.14 43.58 1946.43 -1.94 \n", + "9 -159 22.41 38.49 607.60 0.39 \n", + "10 -166 -19.08 -10.73 529.30 0.54 \n", + "11 -150 -35.57 -22.56 549.45 0.54 \n", + "12 -126 -350.04 -247.56 1940.89 -0.85 \n", + "13 33 23.42 3.06 622.48 0.60 \n", + "14 -1 4.22 2.07 560.57 0.70 \n", + "15 19 0.38 -4.14 564.18 0.73 " + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lowflow_score_table = score_table[\n", + " [\n", + " \"period\",\n", + " \"run\",\n", + " \"diff_days_below_1020\",\n", + " \"diff_days_below_1600\",\n", + " \"diff_p10\",\n", + " \"diff_p17\",\n", + " \"rmse\",\n", + " \"log_nse\"\n", + " ]\n", + "].copy()\n", + "\n", + "lowflow_score_table" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "6b37b1de-6451-4a5b-9441-27b061fa044c", + "metadata": {}, + "outputs": [], + "source": [ + "def plot_fdc(data, title):\n", + " \n", + " plt.figure(figsize=(9, 5))\n", + " \n", + " columns = {\n", + " \"GRDC\": \"Q_grdc_m3s\",\n", + " \"raw\": \"Q_model_raw_m3s\",\n", + " \"two-season FDC\": \"Q_model_two_season_fdc_m3s\",\n", + " \"four-season FDC\": \"Q_model_four_season_fdc_m3s\"\n", + " }\n", + " \n", + " for label, col in columns.items():\n", + " \n", + " q = data[col].dropna().sort_values(ascending=False).values\n", + " p = np.arange(1, len(q) + 1) / (len(q) + 1) * 100\n", + " \n", + " plt.plot(p, q, label=label)\n", + " \n", + " plt.axhline(threshold_1600, linestyle=\"--\", label=\"1600 m3/s\")\n", + " plt.axhline(threshold_1020, linestyle=\":\", label=\"1020 m3/s\")\n", + " \n", + " plt.xlabel(\"Exceedance probability [%]\")\n", + " plt.ylabel(\"Discharge at Lobith [m3/s]\")\n", + " plt.title(title)\n", + " plt.grid(True)\n", + " plt.legend()\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "83f1dd52-be91-46dd-ad19-812660b13171", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_fdc(\n", + " cal_data,\n", + " \"FDC calibration 1987-2003\"\n", + ")\n", + "\n", + "plot_fdc(\n", + " val_data,\n", + " \"FDC validation 2004-2019\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "9aa5543b-42b1-4a41-89b8-678cf583cd1a", + "metadata": {}, + "outputs": [], + "source": [ + "def plot_discharge_timeseries(data, title, ylim_max=6000):\n", + " \n", + " plt.figure(figsize=(14, 5))\n", + " \n", + " plt.plot(\n", + " data[\"date\"],\n", + " data[\"Q_grdc_m3s\"],\n", + " label=\"GRDC\",\n", + " linewidth=1.0\n", + " )\n", + " \n", + " # plt.plot(\n", + " # data[\"date\"],\n", + " # data[\"Q_model_raw_m3s\"],\n", + " # label=\"raw\",\n", + " # linewidth=0.6\n", + " # )\n", + " \n", + " plt.plot(\n", + " data[\"date\"],\n", + " data[\"Q_model_two_season_fdc_m3s\"],\n", + " label=\"two-season FDC\",\n", + " linewidth=0.9\n", + " )\n", + " \n", + " plt.plot(\n", + " data[\"date\"],\n", + " data[\"Q_model_four_season_fdc_m3s\"],\n", + " label=\"four-season FDC\",\n", + " linewidth=0.9\n", + " )\n", + " \n", + " plt.axhline(threshold_1600, linestyle=\"--\", label=\"1600 m3/s\")\n", + " plt.axhline(threshold_1020, linestyle=\":\", label=\"1020 m3/s\")\n", + " \n", + " plt.ylim(0, ylim_max)\n", + " \n", + " plt.xlabel(\"Date\")\n", + " plt.ylabel(\"Discharge at Lobith [m3/s]\")\n", + " plt.title(title)\n", + " plt.grid(True)\n", + " plt.legend()\n", + " plt.tight_layout()\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "1ea66909-668a-4e1f-8d47-69257107f164", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_discharge_timeseries(\n", + " val1_data,\n", + " \"Discharge over time validation 2004-2010\"\n", + ")\n", + "\n", + "plot_discharge_timeseries(\n", + " val2_data,\n", + " \"Discharge over time validation 2011-2019\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d4a10a82-4461-4954-ad44-0f853216d724", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}