From 4353d9b384ed4d7363f3145ab17be094fc5b00e4 Mon Sep 17 00:00:00 2001 From: Hamish Brown Date: Fri, 29 Mar 2024 14:40:14 +1300 Subject: [PATCH 1/7] fix spelling --- SVSModel/Data/CropCoefficientTableFull.csv | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/SVSModel/Data/CropCoefficientTableFull.csv b/SVSModel/Data/CropCoefficientTableFull.csv index aa0875c..c64cdb0 100644 --- a/SVSModel/Data/CropCoefficientTableFull.csv +++ b/SVSModel/Data/CropCoefficientTableFull.csv @@ -23,7 +23,7 @@ Lentil Grain General,19,Grain,Pulse,Lentil,General,Fabaceae ,Lens,culinaris,,Len Linseed Grain General,20,Grain,Oilseed,Linseed,General,Linaceae ,Linum,usitatissimum,,Linum usitatissimum ,usitatissimum ,Seed,Sep,LateReproductive,Mar,2.5,t/ha,Saleable grain ,1,Total,0,0,0.208333333,0,9,0.1,1,1,1,1,1,4.3 Bean Grain General,21,Grain,Pulse,Bean,General,Fabaceae ,Phaseolus,vulgaris,,Phaseolus vulgaris ,vulgaris ,Seed,Oct,Maturity,Mar,3.5,t/ha,Saleable grain ,1,Total,0,0,0.5,0,14,0.1,1,1,1,1.5,1.6,3.5 Pea Grain General,22,Grain,Pulse,Pea,General,Fabaceae ,Pisum,sativum,,Pisum sativum ,sativum ,Seed,Oct,Maturity,Mar,3.5,t/ha,Saleable grain ,1,Total,0,0,0.3,0,14,0.1,0.7,1,1,1.5,1.6,4.7 -Wheat Grain Breed,23,Grain,Cereal,Wheat,Breed,Poaceae ,Triticum,astevium,,Triticum astevium ,astevium ,Seed,Apr,Maturity,Feb,10,t/ha,Saleable grain ,1,Total,0,0,0.4117,0.1,13,0.1,1.5,1,1,0.9,0.5,1.5 +Wheat Grain Breed,23,Grain,Cereal,Wheat,Bread,Poaceae ,Triticum,astevium,,Triticum astevium ,astevium ,Seed,Apr,Maturity,Feb,10,t/ha,Saleable grain ,1,Total,0,0,0.4117,0.1,13,0.1,1.5,1,1,0.9,0.5,1.5 Wheat Grain Feed,24,Grain,Cereal,Wheat,Feed,Poaceae ,Triticum,astevium,,Triticum astevium ,astevium ,Seed,Apr,Maturity,Feb,12,t/ha,Saleable grain ,1,Total,0,0,0.4117,0.1,13,0.1,1.5,1,1,0.9,0.5,1.2 Wheat Grain General,24,Grain,Cereal,Wheat,General,Poaceae ,Triticum,astevium,,Triticum astevium ,astevium ,Seed,Apr,Maturity,Feb,12,t/ha,Saleable grain ,1,Total,0,0,0.4117,0.1,13,0.1,1.5,1,1,0.9,0.5,1.2 Maize Grain General,25,Grain,Cereal,Maize,General,Poaceae ,Zea,mays,,Zea mays ,mays ,Seed,Oct,Maturity,Apr,13.3,t/ha,Saleable grain ,1,Total,0,0,0.5,0,13,0.1,1.5,0.85,1,0.9,0.7,1.4 From 1ea7fbfacf53f30aca4ccbe911e3f8d14f6c71a5 Mon Sep 17 00:00:00 2001 From: Hamish Brown Date: Mon, 1 Apr 2024 10:11:11 +1300 Subject: [PATCH 2/7] Add loss coefficient table --- SVSModel/Data/LossCoefficientTable.csv | 541 +++++++++++++++++++++++++ 1 file changed, 541 insertions(+) create mode 100644 SVSModel/Data/LossCoefficientTable.csv diff --git a/SVSModel/Data/LossCoefficientTable.csv b/SVSModel/Data/LossCoefficientTable.csv new file mode 100644 index 0000000..88e1821 --- /dev/null +++ b/SVSModel/Data/LossCoefficientTable.csv @@ -0,0 +1,541 @@ +Location,Month,langmuir +Ashburton,1,0.4221956844236277 +Ashburton,2,0.4040155222628269 +Ashburton,3,0.41829435230252165 +Ashburton,4,0.38399391071548616 +Ashburton,5,0.34154875912721677 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+Whakatane,7,0.22540198435384526 +Whakatane,8,0.2610266580113467 +Whakatane,9,0.292385518369612 +Whakatane,10,0.3064589189381117 +Whakatane,11,0.3845533313554809 +Whakatane,12,0.38995056660365124 +Whanganui,1,0.4173540880416826 +Whanganui,2,0.3924732712796798 +Whanganui,3,0.4193596857417987 +Whanganui,4,0.39445462517530305 +Whanganui,5,0.38805819885970005 +Whanganui,6,0.33765314508851496 +Whanganui,7,0.2961827829629811 +Whanganui,8,0.28963355256158657 +Whanganui,9,0.3084268692924543 +Whanganui,10,0.3306800531003706 +Whanganui,11,0.37465618599274797 +Whanganui,12,0.3814300414460245 +Whangarei,1,0.3851538346873867 +Whangarei,2,0.3801806740907485 +Whangarei,3,0.3867013251662289 +Whangarei,4,0.377965510160085 +Whangarei,5,0.33501715082896777 +Whangarei,6,0.31033831398873024 +Whangarei,7,0.21928222594866076 +Whangarei,8,0.27571014670794275 +Whangarei,9,0.27768896681332716 +Whangarei,10,0.35714260925588676 +Whangarei,11,0.36222152847315625 +Whangarei,12,0.38578005195575577 +Whitianga,1,0.4043739645148609 +Whitianga,2,0.3705597674906262 +Whitianga,3,0.31624718606102437 +Whitianga,4,0.3153059044399808 +Whitianga,5,0.31130256744509843 +Whitianga,6,0.28928606089780695 +Whitianga,7,0.18277654652772907 +Whitianga,8,0.20508879908723282 +Whitianga,9,0.181297591691814 +Whitianga,10,0.2966524133134275 +Whitianga,11,0.3389806262467919 +Whitianga,12,0.3566609770361302 From e2c29289cf809d16d0a4f092ed5781234086fb5e Mon Sep 17 00:00:00 2001 From: Hamish Brown Date: Mon, 1 Apr 2024 10:12:13 +1300 Subject: [PATCH 3/7] Add location to config. 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a/SVSModel/Configuration/FieldConfig.cs b/SVSModel/Configuration/FieldConfig.cs index 8745e8b..87c0ffb 100644 --- a/SVSModel/Configuration/FieldConfig.cs +++ b/SVSModel/Configuration/FieldConfig.cs @@ -13,6 +13,7 @@ namespace SVSModel.Configuration public class FieldConfig { // Inputs + public string Location { get; init; } public string SoilCategory { get; init; } public string SoilTexture { get; init; } public double PMN { get; init; } @@ -44,7 +45,7 @@ public FieldConfig() { } public FieldConfig(Dictionary c) { // Only raw input values should be set in here - + Location = c["Location"].ToString(); SoilCategory = c["SoilCategory"].ToString(); SoilTexture = c["Texture"].ToString(); PMN = Functions.Num(c["PMN"]); diff --git a/SVSModel/Models/Losses.cs b/SVSModel/Models/Losses.cs index dcf29af..cfb1dfb 100644 --- a/SVSModel/Models/Losses.cs +++ b/SVSModel/Models/Losses.cs @@ -4,7 +4,10 @@ using System; using System.Collections.Generic; +using System.IO; using System.Linq; +using Microsoft.Data.Analysis; +using System.Reflection; using SVSModel.Configuration; using SVSModel.Simulation; @@ -12,6 +15,10 @@ namespace SVSModel.Models { public class Losses { + private static int currentMonth { get; set; } = 0; + private static bool initialised = false; + private static DataFrame lossCoeffs; + ///

/// Calculates N lost on a day from soil mineralN and potential drainage /// @@ -20,11 +27,43 @@ public class Losses /// public static double DailyLoss(DateTime d, SimulationType thisSim) { + if (initialised == false) + { + lossCoeffs = LoadLossCoefficients(); + initialised = true; + } + double b = 0.38; + int month = d.Month; + if (month != currentMonth) + b = findLossCoefficient(month, thisSim.config.Field.Location); double PropDVol = thisSim.Drainage[d] / thisSim.config.Field.AWC; double PropNLoss = (PropDVol * b) / (1 + PropDVol * b); return PropNLoss * Math.Max(0, thisSim.SoilN[d]); } + public static DataFrame LoadLossCoefficients() + { + string resourceName = "SVSModel.Data.LossCoefficientTable.csv"; + var assembly = Assembly.GetExecutingAssembly(); + Stream csv = assembly.GetManifestResourceStream(resourceName); + DataFrame allLossCoeffs = DataFrame.LoadCsv(csv); + return allLossCoeffs; + } + + public static double findLossCoefficient(int month, string location) + { + for (int i = 0; i < lossCoeffs.Rows.Count; i++) + { + if ((lossCoeffs[i, 0].ToString() == location) && (Functions.Num(lossCoeffs[i, 1]) == month)) + { + return Functions.Num(lossCoeffs[i, 2]); + } + } + return 0.38; + } + + + } } diff --git a/SVSModel/SVSModel.csproj b/SVSModel/SVSModel.csproj index 0ce111b..714ab57 100644 --- a/SVSModel/SVSModel.csproj +++ b/SVSModel/SVSModel.csproj @@ -16,6 +16,7 @@ + @@ -66,6 +67,7 @@ + From 5d169bbdfbd2f2699fe1422765e08712684ff4ed Mon Sep 17 00:00:00 2001 From: Hamish Brown Date: Mon, 1 Apr 2024 13:12:58 +1300 Subject: [PATCH 4/7] Add loss test --- SVSModel/Configuration/FieldConfig.cs | 4 +- SVSModel/Data/LossCoefficientTable.csv | 2 +- SVSModel/Models/Losses.cs | 2 +- TestComponents/Test.cs | 5 +- TestComponents/TestComponents.csproj | 2 + .../TestSets/Losses/FieldConfigs.csv | 16 + .../TestSets/Losses/FieldConfigs.pkl | Bin 0 -> 5586 bytes .../TestSets/Losses/FieldConfigs.xlsx | Bin 0 -> 13783 bytes .../TestSets/Losses/Outputs/Lauder_Base.csv | 617 ++++++++++++++++++ .../Losses/Outputs/Lauder_LowYield.csv | 617 ++++++++++++++++++ .../TestSets/Losses/Outputs/Lauder_Rocks.csv | 617 ++++++++++++++++++ .../Losses/Outputs/Lauder_VeryDry.csv | 617 ++++++++++++++++++ .../Losses/Outputs/Lauder_VeryWet.csv | 617 ++++++++++++++++++ .../TestSets/Losses/Outputs/Levin_Base.csv | 617 ++++++++++++++++++ .../Losses/Outputs/Levin_LowYield.csv | 617 ++++++++++++++++++ .../TestSets/Losses/Outputs/Levin_Rocks.csv | 617 ++++++++++++++++++ .../TestSets/Losses/Outputs/Levin_VeryDry.csv | 617 ++++++++++++++++++ .../TestSets/Losses/Outputs/Levin_VeryWet.csv | 617 ++++++++++++++++++ .../TestSets/Losses/Outputs/Lincoln_Base.csv | 617 ++++++++++++++++++ .../Losses/Outputs/Lincoln_LowYield.csv | 617 ++++++++++++++++++ .../TestSets/Losses/Outputs/Lincoln_Rocks.csv | 617 ++++++++++++++++++ .../Losses/Outputs/Lincoln_VeryDry.csv | 617 ++++++++++++++++++ .../Losses/Outputs/Lincoln_VeryWet.csv | 617 ++++++++++++++++++ TestGraphs/MakeConfigs/Losses.ipynb | 120 ++++ TestGraphs/MakeConfigs/Losses.py | 44 ++ TestGraphs/MakeGraphs/Losses.ipynb | 221 +++++++ TestGraphs/MakeGraphs/Losses.py | 104 +++ 27 files changed, 9769 insertions(+), 6 deletions(-) create mode 100644 TestComponents/TestSets/Losses/FieldConfigs.csv create mode 100644 TestComponents/TestSets/Losses/FieldConfigs.pkl create mode 100644 TestComponents/TestSets/Losses/FieldConfigs.xlsx create mode 100644 TestComponents/TestSets/Losses/Outputs/Lauder_Base.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lauder_LowYield.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lauder_Rocks.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lauder_VeryDry.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lauder_VeryWet.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Levin_Base.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Levin_LowYield.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Levin_Rocks.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Levin_VeryDry.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Levin_VeryWet.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lincoln_Base.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lincoln_LowYield.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lincoln_Rocks.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lincoln_VeryDry.csv create mode 100644 TestComponents/TestSets/Losses/Outputs/Lincoln_VeryWet.csv create mode 100644 TestGraphs/MakeConfigs/Losses.ipynb create mode 100644 TestGraphs/MakeConfigs/Losses.py create mode 100644 TestGraphs/MakeGraphs/Losses.ipynb create mode 100644 TestGraphs/MakeGraphs/Losses.py diff --git a/SVSModel/Configuration/FieldConfig.cs b/SVSModel/Configuration/FieldConfig.cs index 87c0ffb..e53176a 100644 --- a/SVSModel/Configuration/FieldConfig.cs +++ b/SVSModel/Configuration/FieldConfig.cs @@ -13,7 +13,7 @@ namespace SVSModel.Configuration public class FieldConfig { // Inputs - public string Location { get; init; } + public string WeatherStation { get; init; } public string SoilCategory { get; init; } public string SoilTexture { get; init; } public double PMN { get; init; } @@ -45,7 +45,7 @@ public FieldConfig() { } public FieldConfig(Dictionary c) { // Only raw input values should be set in here - Location = c["Location"].ToString(); + WeatherStation = c["WeatherStation"].ToString(); SoilCategory = c["SoilCategory"].ToString(); SoilTexture = c["Texture"].ToString(); PMN = Functions.Num(c["PMN"]); diff --git a/SVSModel/Data/LossCoefficientTable.csv b/SVSModel/Data/LossCoefficientTable.csv index 88e1821..f1772bd 100644 --- a/SVSModel/Data/LossCoefficientTable.csv +++ b/SVSModel/Data/LossCoefficientTable.csv @@ -1,4 +1,4 @@ -Location,Month,langmuir +WeatherStation,Month,langmuirCoeff Ashburton,1,0.4221956844236277 Ashburton,2,0.4040155222628269 Ashburton,3,0.41829435230252165 diff --git a/SVSModel/Models/Losses.cs b/SVSModel/Models/Losses.cs index cfb1dfb..290a97c 100644 --- a/SVSModel/Models/Losses.cs +++ b/SVSModel/Models/Losses.cs @@ -36,7 +36,7 @@ public static double DailyLoss(DateTime d, SimulationType thisSim) double b = 0.38; int month = d.Month; if (month != currentMonth) - b = findLossCoefficient(month, thisSim.config.Field.Location); + b = findLossCoefficient(month, thisSim.config.Field.WeatherStation); double PropDVol = thisSim.Drainage[d] / thisSim.config.Field.AWC; double PropNLoss = (PropDVol * b) / (1 + PropDVol * b); return PropNLoss * Math.Max(0, thisSim.SoilN[d]); diff --git a/TestComponents/Test.cs b/TestComponents/Test.cs index 41f63ef..7961c51 100644 --- a/TestComponents/Test.cs +++ b/TestComponents/Test.cs @@ -46,7 +46,7 @@ public static void RunAllTests() } - List sets = new List { "WS2", "Residues", "Location", "Moisture" }; + List sets = new List { "WS2", "Residues", "Location", "Moisture", "Losses" }; //Delete graphs from previous test run string graphFolder = Path.Join(Directory.GetCurrentDirectory(), "TestGraphs", "Outputs"); @@ -174,7 +174,8 @@ public static SVSModel.Configuration.Config SetConfigFromDataFrame(string test, { int testRow = getTestRow(test, allTests); - List coeffs = new List {"SoilCategory", + List coeffs = new List {"WeatherStation", + "SoilCategory", "Texture", "Rocks", "SampleDepth", diff --git a/TestComponents/TestComponents.csproj b/TestComponents/TestComponents.csproj index bcc78fd..a8f7cb8 100644 --- a/TestComponents/TestComponents.csproj +++ b/TestComponents/TestComponents.csproj @@ -13,6 +13,7 @@ + @@ -26,6 +27,7 @@ + diff --git a/TestComponents/TestSets/Losses/FieldConfigs.csv b/TestComponents/TestSets/Losses/FieldConfigs.csv new file mode 100644 index 0000000..64be797 --- /dev/null +++ b/TestComponents/TestSets/Losses/FieldConfigs.csv @@ -0,0 +1,16 @@ +,WeatherStation,SoilCategory,Texture,Rocks,SampleDepth,PMN,Splits,PrePlantRain,InCropRain,Irrigation,PriorCropNameFull,PriorFieldYield,PriorFieldLoss,PriorDressingLoss,PriorMoistureContent,PriorEstablishDate,PriorEstablishStage,PriorHarvestDate,PriorHarvestStage,PriorResidueRemoval,PriorResidueIncorporation,CurrentCropNameFull,CurrentFieldYield,CurrentFieldLoss,CurrentDressingLoss,CurrentMoistureContent,CurrentEstablishDate,CurrentEstablishStage,CurrentHarvestDate,CurrentHarvestStage,CurrentResidueRemoval,CurrentResidueIncorporation,FollowingCropNameFull,FollowingFieldYield,FollowingFieldLoss,FollowingDressingLoss,FollowingMoistureContent,FollowingEstablishDate,FollowingEstablishStage,FollowingHarvestDate,FollowingHarvestStage,FollowingResidueRemoval,FollowingResidueIncorporation +Lauder_Base,lauder,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lincoln_Base,lincoln,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Levin_Base,levin,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lauder_Rocks,lauder,Sedimentary,Silt loam,50,0-30cm,20,3,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lincoln_Rocks,lincoln,Sedimentary,Silt loam,50,0-30cm,20,3,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Levin_Rocks,levin,Sedimentary,Silt loam,50,0-30cm,20,3,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lauder_VeryDry,lauder,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Very Dry,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lincoln_VeryDry,lincoln,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Very Dry,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Levin_VeryDry,levin,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Very Dry,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lauder_VeryWet,lauder,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Very Wet,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lincoln_VeryWet,lincoln,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Very Wet,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Levin_VeryWet,levin,Sedimentary,Silt loam,0,0-30cm,20,3,Typical,Very Wet,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,12,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lauder_LowYield,lauder,Sedimentary,Silt loam,0,0-30cm,20,1,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,6,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Lincoln_LowYield,lincoln,Sedimentary,Silt loam,0,0-30cm,20,1,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,6,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 00:00:00,EarlyReproductive,None removed,Full (Plough) +Levin_LowYield,levin,Sedimentary,Silt loam,0,0-30cm,20,1,Typical,Typical,Full,Pea Grain General,6,0,0,13,2022-09-27 00:00:00,Seed,2023-01-25 00:00:00,Maturity,All removed,Full (Plough),Wheat Grain Feed,6,0,0,15,2023-04-10 00:00:00,Seed,2024-02-10 00:00:00,Maturity,None removed,Full (Plough),Oat Fodder General,10,0,0,0,2024-03-01 00:00:00,Seed,2024-10-01 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am,-154.28241791918006,0.79761862156246366,0.069437696695985096,0.22140113551390775,0,142.41139994050957,130.28005846409576,0,0.77515730174456909,0,0,0.9999913898492061 +29/09/2024 12:00:00 am,-154.85307261030383,0.87657710635227204,0.072676895810801057,0.23324551941769184,0,143.28797704686184,131.08196418731436,0,0.72864224137753986,0,0,0.99999215381590989 +30/09/2024 12:00:00 am,-155.34333939536074,0.86431623510168265,0.088356122461945574,0.28569332758282973,0,144.15229328196352,131.87265348387035,0,0.88167264608821616,0,13.200000000000005,0.99999285235910218 +1/10/2024 12:00:00 am,-155.84924705889338,0.87128650639175476,0.085769854428605186,0.27960898843050591,0,145.02357978835528,132.66971928786577,0,0.84303632227707315,0,0,0.99999350482483917 diff --git a/TestGraphs/MakeConfigs/Losses.ipynb b/TestGraphs/MakeConfigs/Losses.ipynb new file mode 100644 index 0000000..018018c --- /dev/null +++ b/TestGraphs/MakeConfigs/Losses.ipynb @@ -0,0 +1,120 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f97ff633", + "metadata": {}, + "source": [ + "FieldNBalance is a program that estimates the N balance and provides N fertilizer recommendations for cultivated crops.\n", + "Author: Hamish Brown.\n", + "Copyright (c) 2024 The New Zealand Institute for Plant and Food Research Limited" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "5d0cd442-4d73-4aaa-90f0-63dd7945be5f", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import pandas as pd" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "9f1dfee6-ad9f-4a0e-8324-31498e929c91", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "try: \n", + " if os.environ[\"GITHUB_WORKSPACE\"] != None:\n", + " root = os.environ[\"GITHUB_WORKSPACE\"]\n", + " path = os.path.join(root,\"TestComponents\", \"TestSets\", \"Losses\")\n", + "except:\n", + " rootfrags = os.path.abspath('Losses.py').split(\"\\\\\")\n", + " root = \"\"\n", + " for d in rootfrags:\n", + " if d == \"FieldNBalance\":\n", + " break\n", + " else:\n", + " root += d + \"\\\\\"\n", + " path = os.path.join(root,\"FieldNBalance\",\"TestComponents\", \"TestSets\", \"Losses\")" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "d59b0fce-0c79-46fb-a0df-85c0c1d6e5bf", + "metadata": {}, + "outputs": [], + "source": [ + "Configs = pd.read_excel(os.path.join(path, \"FieldConfigs.xlsx\"),nrows=45,usecols=lambda x: 'Unnamed' not in x)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "83ad032a-d4db-4bb3-b289-c9c5679888dc", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "Configs.set_index('Name',inplace=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "f1eb965a-7faa-4228-8052-754213d42587", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "CSConfigs = Configs.transpose()\n", + "CSConfigs.to_csv(os.path.join(path, \"FieldConfigs.csv\"),header=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "acea3a05-e847-42d0-afa6-82245a56da6a", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "Configs.to_pickle(os.path.join(path, \"FieldConfigs.pkl\"))" + ] + } + ], + "metadata": { + "jupytext": { + "formats": "ipynb,py:light" + }, + "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": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/TestGraphs/MakeConfigs/Losses.py b/TestGraphs/MakeConfigs/Losses.py new file mode 100644 index 0000000..d417280 --- /dev/null +++ b/TestGraphs/MakeConfigs/Losses.py @@ -0,0 +1,44 @@ +# --- +# jupyter: +# jupytext: +# formats: ipynb,py:light +# text_representation: +# extension: .py +# format_name: light +# format_version: '1.5' +# jupytext_version: 1.15.0 +# kernelspec: +# display_name: Python 3 (ipykernel) +# language: python +# name: python3 +# --- + +# FieldNBalance is a program that estimates the N balance and provides N fertilizer recommendations for cultivated crops. +# Author: Hamish Brown. +# Copyright (c) 2024 The New Zealand Institute for Plant and Food Research Limited + +import os +import pandas as pd + +try: + if os.environ["GITHUB_WORKSPACE"] != None: + root = os.environ["GITHUB_WORKSPACE"] + path = os.path.join(root,"TestComponents", "TestSets", "Losses") +except: + rootfrags = os.path.abspath('Losses.py').split("\\") + root = "" + for d in rootfrags: + if d == "FieldNBalance": + break + else: + root += d + "\\" + path = os.path.join(root,"FieldNBalance","TestComponents", "TestSets", "Losses") + +Configs = pd.read_excel(os.path.join(path, "FieldConfigs.xlsx"),nrows=45,usecols=lambda x: 'Unnamed' not in x) + +Configs.set_index('Name',inplace=True) + +CSConfigs = Configs.transpose() +CSConfigs.to_csv(os.path.join(path, "FieldConfigs.csv"),header=True) + +Configs.to_pickle(os.path.join(path, "FieldConfigs.pkl")) diff --git a/TestGraphs/MakeGraphs/Losses.ipynb b/TestGraphs/MakeGraphs/Losses.ipynb new file mode 100644 index 0000000..8f1ab9e --- /dev/null +++ b/TestGraphs/MakeGraphs/Losses.ipynb @@ -0,0 +1,221 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 101, + "id": "ddbd7173", + "metadata": { + "lines_to_next_cell": 0 + }, + "outputs": [], + "source": [ + "# FieldNBalance is a program that estimates the N balance and provides N fertilizer recommendations for cultivated crops.\n", + "# Author: Hamish Brown.\n", + "# Copyright (c) 2024 The New Zealand Institute for Plant and Food Research Limited" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "id": "947e15c7-df18-40c1-a19d-516e8ffa9e1f", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "import os \n", + "import datetime as dt\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.dates as mdates\n", + "\n", + "CBcolors = {\n", + " 'blue': '#377eb8', \n", + " 'orange': '#ff7f00',\n", + " 'green': '#4daf4a',\n", + " 'pink': '#f781bf',\n", + " 'brown': '#a65628',\n", + " 'purple': '#984ea3',\n", + " 'gray': '#999999',\n", + " 'red': '#e41a1c',\n", + " 'yellow': '#dede00'\n", + "} " + ] + }, + { + "cell_type": "markdown", + "id": "40399ddd-1a05-4b38-b891-f53f150efce5", + "metadata": {}, + "source": [ + "Path for current Tests" + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "id": "895d2401-790a-4eb7-be02-b68765e9894e", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "try: \n", + " if os.environ[\"GITHUB_WORKSPACE\"] != None:\n", + " root = os.environ[\"GITHUB_WORKSPACE\"]\n", + " inPath = os.path.join(root, \"TestComponents\", \"TestSets\", \"Losses\", \"Outputs\")\n", + " outPath = os.path.join(root, \"TestGraphs\", \"Outputs\") \n", + "except:\n", + " rootfrags = os.path.abspath('Losses.py').split(\"\\\\\")\n", + " root = \"\"\n", + " for d in rootfrags:\n", + " if d == \"FieldNBalance\":\n", + " break\n", + " else:\n", + " root += d + \"\\\\\"\n", + " inPath = os.path.join(root,\"FieldNBalance\",\"TestComponents\", \"TestSets\", \"Losses\", \"Outputs\")\n", + " outPath = os.path.join(root,\"FieldNBalance\",\"TestGraphs\", \"Outputs\") " + ] + }, + { + "cell_type": "markdown", + "id": "2664f48d-578e-4ef1-b782-c6c9390cd73b", + "metadata": {}, + "source": [ + "Get names and results from each test" + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "id": "9623d5e0-0390-4260-9c1a-f65266479f41", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "testFiles = []\n", + "tests = []\n", + "for file in os.listdir(inPath):\n", + " if file.endswith('.csv'):\n", + " testFiles.append(file)\n", + " tests.append(file.replace(\".csv\",\"\"))" + ] + }, + { + "cell_type": "markdown", + "id": "d327f840-5161-4718-aadd-6bd52b59565c", + "metadata": { + "tags": [] + }, + "source": [ + "Pack tests up into dataframe for graphing" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "id": "c4d5536a-41b0-4141-89c9-e48de4177223", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "Alltests =[]\n", + "for t in testFiles[:]: \n", + " testframe = pd.read_csv(os.path.join(inPath, t),index_col=0,dayfirst=True,date_format='%d/%m/%Y %H:%M:%S %p') \n", + " Alltests.append(testframe) \n", + "\n", + "AllData = pd.concat(Alltests,axis=1,keys=tests)\n", + "AllData.sort_index(axis=0,inplace=True)\n", + "AllData.index = pd.to_datetime(AllData.index)" + ] + }, + { + "cell_type": "code", + "execution_count": 139, + "id": "db4bd35f-34b9-4ddd-9287-4ddc065b7753", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "Treats = [\"Base\",\"LowYield\",\"Rocks\",\"VeryDry\",\"VeryWet\"]\n", + "cols = ['k','orange','purple','red','blue']" + ] + }, + { + "cell_type": "markdown", + "id": "6931bb02-bd4a-49c2-8541-79f2f0ec3900", + "metadata": {}, + "source": [ + "Make graph" + ] + }, + { + "cell_type": "code", + "execution_count": 145, + "id": "d83f8538-907f-4763-9988-6311d8209eef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Graph = plt.figure(figsize=(10,5))\n", + "pos=1\n", + "for site in ['Lauder','Lincoln','Levin']:\n", + " ax = Graph.add_subplot(1,3,pos)\n", + " tpos=0\n", + " for t in Treats:\n", + " data = AllData.loc[:,[(site in x) and (t in x) for x in AllData.columns.get_level_values(0)]]\n", + " plt.plot(data.loc[:,['LostN' in x for x in data.columns.get_level_values(1)]].cumsum(),color=cols[tpos],label = t)\n", + " tpos+=1\n", + " if site==\"Lauder\":\n", + " plt.legend(loc=(.05,0.6))\n", + " plt.ylabel('Cum losses (kg/ha)')\n", + " plt.text(0.05,0.9,site + \" loss tests\",fontsize = 16,transform=ax.transAxes)\n", + " plt.ylim(-10,400)\n", + " ax.xaxis.set_major_formatter(mdates.DateFormatter('%#d-%b'))\n", + " plt.xticks(rotation=60)\n", + " pos+=1\n", + "Graph.tight_layout(pad=1.5) \n", + "plt.savefig(os.path.join(outPath,'Losses.png')) " + ] + } + ], + "metadata": { + "jupytext": { + "formats": "ipynb,py:light" + }, + "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": "3.10.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/TestGraphs/MakeGraphs/Losses.py b/TestGraphs/MakeGraphs/Losses.py new file mode 100644 index 0000000..4e09c5d --- /dev/null +++ b/TestGraphs/MakeGraphs/Losses.py @@ -0,0 +1,104 @@ +# --- +# jupyter: +# jupytext: +# formats: ipynb,py:light +# text_representation: +# extension: .py +# format_name: light +# format_version: '1.5' +# jupytext_version: 1.15.0 +# kernelspec: +# display_name: Python 3 (ipykernel) +# language: python +# name: python3 +# --- + +# + +# FieldNBalance is a program that estimates the N balance and provides N fertilizer recommendations for cultivated crops. +# Author: Hamish Brown. +# Copyright (c) 2024 The New Zealand Institute for Plant and Food Research Limited +# + +import os +import datetime as dt +import pandas as pd +import numpy as np +import matplotlib.pyplot as plt +import matplotlib.dates as mdates + +CBcolors = { + 'blue': '#377eb8', + 'orange': '#ff7f00', + 'green': '#4daf4a', + 'pink': '#f781bf', + 'brown': '#a65628', + 'purple': '#984ea3', + 'gray': '#999999', + 'red': '#e41a1c', + 'yellow': '#dede00' +} +# - + +# Path for current Tests + +try: + if os.environ["GITHUB_WORKSPACE"] != None: + root = os.environ["GITHUB_WORKSPACE"] + inPath = os.path.join(root, "TestComponents", "TestSets", "Losses", "Outputs") + outPath = os.path.join(root, "TestGraphs", "Outputs") +except: + rootfrags = os.path.abspath('Losses.py').split("\\") + root = "" + for d in rootfrags: + if d == "FieldNBalance": + break + else: + root += d + "\\" + inPath = os.path.join(root,"FieldNBalance","TestComponents", "TestSets", "Losses", "Outputs") + outPath = os.path.join(root,"FieldNBalance","TestGraphs", "Outputs") + +# Get names and results from each test + +testFiles = [] +tests = [] +for file in os.listdir(inPath): + if file.endswith('.csv'): + testFiles.append(file) + tests.append(file.replace(".csv","")) + +# Pack tests up into dataframe for graphing + +# + +Alltests =[] +for t in testFiles[:]: + testframe = pd.read_csv(os.path.join(inPath, t),index_col=0,dayfirst=True,date_format='%d/%m/%Y %H:%M:%S %p') + Alltests.append(testframe) + +AllData = pd.concat(Alltests,axis=1,keys=tests) +AllData.sort_index(axis=0,inplace=True) +AllData.index = pd.to_datetime(AllData.index) +# - + +Treats = ["Base","LowYield","Rocks","VeryDry","VeryWet"] +cols = ['k','orange','purple','red','blue'] + +# Make graph + +Graph = plt.figure(figsize=(10,5)) +pos=1 +for site in ['Lauder','Lincoln','Levin']: + ax = Graph.add_subplot(1,3,pos) + tpos=0 + for t in Treats: + data = AllData.loc[:,[(site in x) and (t in x) for x in AllData.columns.get_level_values(0)]] + plt.plot(data.loc[:,['LostN' in x for x in data.columns.get_level_values(1)]].cumsum(),color=cols[tpos],label = t) + tpos+=1 + if site=="Lauder": + plt.legend(loc=(.05,0.6)) + plt.ylabel('Cum losses (kg/ha)') + plt.text(0.05,0.9,site + " loss tests",fontsize = 16,transform=ax.transAxes) + plt.ylim(-10,400) + ax.xaxis.set_major_formatter(mdates.DateFormatter('%#d-%b')) + plt.xticks(rotation=60) + pos+=1 +Graph.tight_layout(pad=1.5) +plt.savefig(os.path.join(outPath,'Losses.png')) From 9eef1a2989a279f9b3ed971a2eedf9e691d63908 Mon Sep 17 00:00:00 2001 From: Hamish Brown Date: Mon, 1 Apr 2024 13:33:13 +1300 Subject: [PATCH 5/7] tidy up colors --- TestGraphs/MakeGraphs/Losses.ipynb | 22 +++++++++++++--------- TestGraphs/MakeGraphs/Losses.py | 6 +++++- 2 files changed, 18 insertions(+), 10 deletions(-) diff --git a/TestGraphs/MakeGraphs/Losses.ipynb b/TestGraphs/MakeGraphs/Losses.ipynb index 8f1ab9e..4915d30 100644 --- a/TestGraphs/MakeGraphs/Losses.ipynb +++ b/TestGraphs/MakeGraphs/Losses.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 101, + "execution_count": 148, "id": "ddbd7173", "metadata": { "lines_to_next_cell": 0 @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 102, + "execution_count": 149, "id": "947e15c7-df18-40c1-a19d-516e8ffa9e1f", "metadata": { "tags": [] @@ -53,7 +53,7 @@ }, { "cell_type": "code", - "execution_count": 103, + "execution_count": 150, "id": "895d2401-790a-4eb7-be02-b68765e9894e", "metadata": { "tags": [] @@ -87,7 +87,7 @@ }, { "cell_type": "code", - "execution_count": 104, + "execution_count": 151, "id": "9623d5e0-0390-4260-9c1a-f65266479f41", "metadata": { "tags": [] @@ -114,7 +114,7 @@ }, { "cell_type": "code", - "execution_count": 105, + "execution_count": 152, "id": "c4d5536a-41b0-4141-89c9-e48de4177223", "metadata": { "tags": [] @@ -133,7 +133,7 @@ }, { "cell_type": "code", - "execution_count": 139, + "execution_count": 153, "id": "db4bd35f-34b9-4ddd-9287-4ddc065b7753", "metadata": { "tags": [] @@ -141,7 +141,11 @@ "outputs": [], "source": [ "Treats = [\"Base\",\"LowYield\",\"Rocks\",\"VeryDry\",\"VeryWet\"]\n", - "cols = ['k','orange','purple','red','blue']" + "cols = [CBcolors['gray'],\n", + " CBcolors['orange'],\n", + " CBcolors['purple'],\n", + " CBcolors['red'],\n", + " CBcolors['blue']]" ] }, { @@ -154,7 +158,7 @@ }, { "cell_type": "code", - "execution_count": 145, + "execution_count": 154, "id": "d83f8538-907f-4763-9988-6311d8209eef", "metadata": { "tags": [] @@ -162,7 +166,7 @@ "outputs": [ { "data": { - "image/png": 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uPhcrpPNy9/n5MDs72wwbNswAplu3boXaPnkKKqQffPBB24HU+X8Hzp07Z4YPH24AU7NmTbvtcNdddxnAPPXUUw7LSUtLM2vWrLF9zsjIMIGBgSYkJMT88ssvDu0PHjxo9uzZU+j1KOjf+3y33367Acz1119vTp48aTftpZdeMoCpW7euyT7vqNfZPH6xOJz9O+IOyo3Fq7jyYm5urq1AGj58uElOTrZNy8rKMpMmTTKA6dy5s9338r7z3//+12GeWVlZth8gd+7caRtfmEI6IiLC4Ye/vP2nXr16F12f83nCsR6sM/zj6c9HjuhYr7RQIV3MiquQvpC8XxJbt25tN/5SC+n169cbwAQHB5s//vjD4TuLFi3Kt5D+888/TWBgoAkICDBHjx7Nd3n33nuvAcxrr73mECdg5s2bV7iV/oeCkmte0f/qq686fCc3N9c0adLEAObpp592iLGwv5QGBQW57OzCxZLapW7jhg0bGsCcPn3aJXHMmDHDAObFF18s1PzcSQeLxc+TCung4GBz/Phxh+8tWLDAAObaa6+1Gz9+/HgDmD59+hRq+XlXC1WuXNnhqiBjjPn4448NYEJDQ+1+lCxMIf3FF184zO/EiRO2MxT/PLC5kPwK6fT0dNtVTfktKzU11URHRxvAfPjhh7bxvXr1MkChDhwTEhIMUOiriy7mYgXs7t27jcViMZUrV7YrIM6XF/+XX35pG+dsHr9YHM7+HXEH5cbiVVx58euvvzaAadasmcnKynKYnpOTYzvLeH5R/O677xb4I91nn31mANOqVSu78YUppPM7/srIyLD9YHn48OGLrlMedx/reXuHGzDmxhuNmTrVmEcfNWb79kKHb6NjPc9VnHlR90gXs5ycHFasWMGTTz7Jvffey1133cXQoUN5+umnAdi7d69LlpP3TNMePXoQGRnpMP3GG28kPJ8H261atYr09HQ6dOhAlQJuDsm77yK/ewwB+vXrd2lB5+Po0aPs378fgCFDhjhMt1gstvtDVq1aZRvfpk0bAB566CE+/fRTUlJSLricNm3akJSUxODBg9m6dSu5ubmuWgUHl7qN89Zp0KBBrF+/nuzze8W4BK1btwZgxowZzJs3j9OnT1/W/ESKSqtWrahUqZLD+CuvvBLA4R7gpUuXAjBq1KhCzT8vX9522234+/s7TO/bty/lypXj7NmzbN26tdBx+/j40KNHD4fxMTExlCtXjszMTIf7HJ21ZcsWUlJSKF++PH369HGYHhQUxG233QbknyNHjx7NsmXL8u2jI0/FihW54oor2LFjB5MmTSrwvj5XWbJkCcYYevbsSWhoaL5tCsqRrszjzv4dEXGVr776CrAeT/n4OPYL7OXlxTXXXAPY7wP9+/cnODiYb7/9lqNHj9p9J6/fg2HDhjkdT365xd/fn1q1agGOOdhZxXGst28fBAS0IScnCRjMiBFbmTYtl2nToEmTywo/XzrWKxtUSBej3377jaZNm9K1a1ceffRRZs2axZw5c5g7dy7z5s0DIDk52SXLykugNWvWzHd6QR1L/P777wCsWLHCrtOC81/9+/cHrJ2n/VNUVBRBQUEuWQf4OzlHRkYSFhaWb5vatWvbtQW48847GTRoEL/++iv9+vUjIiKCJk2acO+997Jy5UqHebzxxhvUqlWL999/n1atWhEREUGXLl14+umnOXz4sMvWBy59G0+fPp0WLVrw9ddf07FjR8LCwrj66quZOnUqe/bscTqOuLg4HnzwQRISEhgyZAgVKlSgfv36DBs2jM8//7xIf0wQcUb16tXzHZ+XE/5ZBB46dAig0D3R5uWOC+XLvGnOHDBWqlSpwEfKFBS7sy4WO+SfIydPnkzXrl35/vvv6dGjB2FhYbRu3ZpJkyaxefNmh3nMmzePqKgoXnzxRa666ioiIyPp1asXL730En/88cdlrcM/5eXId999t8Ac+a9//Quwz5GuzuPO/h0RcZW8feCRRx4pcB944403APt9ICQkhFtvvZXc3FzbcSVAQkICX331FQEBAQwcONDpeJzNwc4qymO948dhyxbrY61On34DqAW8T58+OtbTsd7l0+OvitEtt9zCrl27uP766/nXv/5Fw4YNCQsLw9fXl3PnzuV7JqQwXLkT5M2rTp06dOjQ4YJt8ztIDQwMdFksl8PLy4sPPviAf//733z11Vds2LCBDRs2MGvWLGbNmkWfPn1YtGgR3t7egPXM1t69e/nmm29YuXIlGzduZN26daxcuZInnniCd999lzvuuMMlsV3qNo6JiWHLli2sWbOGb7/9lg0bNvD999+zYcMGnnnmGaZPn86DDz7oVCzPPvss99xzD19++SXr169nw4YNzJ49m9mzZ9O6dWtWrVpFcHCw8ysp4kJeXiXzN19PjjsoKIjly5ezefNmli5dysaNG9m4cSNbtmzhxRdf5N5772XmzJm29h07duTgwYN89dVXrFmzho0bN7Js2TK+/vprHnvsMRYtWkSXLl1cEltejmzWrBlNmza9YNu2bdva3rs6jzv7d0TEVfL2gauvvtpWQBbkqquusvs8bNgw20maf//73wB88MEHZGdnc8sttxAREeF0PJ6ayy62jzZt2oft2xcBefvolcycuZeoqG/47jsd6+lYzwWK/OLxEqA47pHes2ePAWvvsfnd7/Lzzz/b7kU537FjxwxYe2zMz7lz54yPj4/DPdJPPvmkAcwtt9xSYEx5Pdqef7/dhx9+aADTu3fvi67T+QpzL/fF5HffzJEjR2zbpaB/n5dfftkApmvXrhecf25urvn2229tnW289957F2yflJRku4cuKCjIpKSkFGo9Lna/yqVu4/ykp6ebWbNmGS8vL+Pl5WX27dtX6DgK8sMPP9h6yXz00UcvO0ZX0H2Axc+T7pEu6P9wQXknr2fn8++fvZC8DrkmTJhQYJty5coZwKxfv942rjC9dhekoE4iLyS/e6TXrVt3wb8Rxvx9z/iIESMuOP+srCyzcOFCExgYaACzcuXKC7ZPSEgwo0aNMmDtMbewLnZv8tNPP20AM2bMmELPsyAXyuOF6fTsn5z9O1LUlBuLV3HlxZEjRxrA/N///d8lRGlMnTp17PJVXu/f33zzjUPbwtwjXZCCOkC8kOI61ouIiPprnu8ZMKZ5c2M+/9yxvY71POdYz1V0j3QplHdPQuXKlfO93+WDDz7I93t5z5w7ffo0CQkJDtOXLVuW7/0TnTp1Aqz3CuZ3P8QXX3xBYmKiw/guXbrg5+fH6tWr811ecatatart19g5c+Y4TDfG2MZ37tz5gvOyWCx06dKF22+/HYBt27ZdsH1YWBiPP/44ERERpKWlFfgMw3/y8/MDKPC+Fldu44CAAO655x6aNGlCbm6u3bNcLxZHQVq3bs29994LXHwbiXiivPuS33777UK1z7tP7aOPPsr3EsVFixZx5swZQkNDadmypcvidIVWrVoREhLC6dOn+eKLLxymp6ens2DBAuDiOdLHx4dbbrmF7t27Axff/ytWrMiMGTMAOHz4MGfOnClUzBfLTT179gSsf6cu95LRC+XxS8mRzv4dEbkUefvAwoULMcY4/f28+4nnzJnD1q1b2blzp+3Zyp7I1cd6gYFdSEy8/a/P2/j9d/jxR7jhBsf2OtZTHrscKqSLSb169fD29mbnzp22jm3yfPnll7z00kv5fs/X19fWocTUqVPtLuPevn07Y8eOzfd7HTt2pEWLFqSkpDBmzBgyMzNt044cOcIDDzyQ7/eio6O57777SE1NpU+fPuzcudOhTWZmJl988QW//PLLBdfZVfJiffLJJ9m+fbttvDGGp556im3bthEREcHIkSNt0+bNm5dvp0Bnz561bf8aNWoAkJaWxosvvpjvPd/r1q0jMTERb29vqlatWqh489oV1CHPpW7j559/Pt97eH755Rd+++03u3UqTByLFi1i7dq1DrcGZGVl2TprOn9+IiXFxIkTCQ0N5YsvvmDq1KlkZWXZTU9ISGD9+vW2z7feeivVq1fn+PHjTJw40e6A5MCBA0yaNAmA++67j4CAgOJZiUIKCAhgzJgxAEyaNMl2fzhY9+Vx48YRHx9PzZo1ueWWW2zT3njjjXw7t4yPj2fLli3A3/v/oUOHeOedd/Ltw+PLL78EoFy5cgXe2/hPeblp165d+U5v3rw5/fr148iRI/Tt25eDBw86tElNTeXDDz/k5MmTwKXl8YvF4czfERFXuvHGG2ndujU//PADd911V77/r8+cOcObb76ZbwE1ZMgQvLy8+N///me7RSNvnKdy5bHeV1+dBVYDMHJkDWrW1LGejvWKSJGf8y4BLvfS7lq1apm2bdsW+Nq6dasxxphx48YZwHh5eZlOnTqZgQMHmhYtWhjATJ06tcBLaL777jvj5+dnwPq8vltuucXExsYaX19fM2TIkAIvEdy1a5epWLGi4a/HuvTv399cf/31JigoyLRr187Exsbme0lOVlaW7RmeXl5epnnz5qZfv35mwIABpkOHDiY4ONgAdg+RL6pLu42xXqZz5513GsD4+PiYLl26mIEDB9ou3wwMDDRLliyx+86NN95oW+9evXqZQYMGmV69etke1dCoUSPbY1XOnDljW9emTZuaW265xQwcONDExsYai8Xi9GUvmZmZpnLlygYwzZs3N4MHDzbDhw+3e0b4pWzjvNgbNGhgbr75ZnP77bebuLg426X9gwcPdiqOvP+PFSpUMNddd50ZNGiQueGGG2yXLFapUsUcOXKk0OtdlHT5YvFzxSWMhc2Nrr602xhjli1bZkJDQw1goqOjzU033WRuvfVW06ZNG1vuPN8PP/xgypcvb5vfgAEDTK9evUxAQIAB63Os//msTU+4tNsY62NounTpYsuHvXr1MgMGDDDVq1c3gImMjDRbtmyx+07Tpk0NWJ8v3adPHzNo0CDTrVs322Xd1157re02pJ9++skAxtfX17Ru3dr079/f9O/f3zRv3twAxmKxmHfeeafQ6xEfH2/LcR06dDBDhw41w4cPt7tMOjk52bZOfn5+tuXeeuutpnXr1ra/iXnPr76UPH6xOJz5O+Iuyo3Fqzjz4rFjx0yzZs0MWB8B2L59e3PbbbeZvn37mmbNmhlvb28D2D2S73w9evSwHVdaLBazf//+fNt5wqXdxrj2WM/Hx7qPVqqkY72SdKznKnqOdDG73EL6Yq+8BJObm2veffdd07JlSxMSEmLCw8PN1VdfbRYsWGCMuXDC2rRpk+nWrZsJCwszgYGBpmnTpuaNN94wubm5FzwgO3TokBk6dKiJjo42fn5+platWubBBx80qampF02AS5YsMX379jVVqlQxvr6+JiIiwlx55ZXmtttuM/Pnzzepqam2tkVZSOeZP3++iYuLMxEREcbX19dUq1bNDB061Pzyyy8ObdeuXWvGjx9v2rRpY2JiYoyfn5+JiYkxsbGx5rXXXrO7ByYrK8u8+eabZuDAgaZBgwYmPDzcBAYGmtq1a5t+/fqZFStWOL0uO3fuNDfccIOpWLGi8fLyyvdg2xjntvEHH3xg7rrrLtOoUSNTvnx54+/vb2rUqGF69uxpFi1aZHJzc52K46effjIPPfSQufrqq02VKlWMn5+fqVixomnZsqV55pln8n3+uLvoYLH4ueKAsbC5sSgKaWOs+W/cuHGmfv36JiAgwISEhJh69eqZYcOGmU2bNjm0P3z4sBkzZoypVauW8fPzM6GhoSY2NtbMmjUr374tPKWQNsaax9544w3Trl07Exoaavz8/Ezt2rXNfffdl+8zTBcvXmxGjx5tmjdvbipWrGj8/PxM1apVTVxcnJk7d67d862Tk5PNyy+/bG6++WZTt25dExISYoKDg029evXM4MGDHYr0wli7dq3p2rWrKVeunC03/fPfOScnx8yfP9/06tXLREdHG19fXxMZGWkaNWpk7rrrLrNo0SJbnJeaxy8UhzN/R9xFubF4FWdeNMb6I9mbb75pOnfubCIjI42Pj4+JiooyzZo1M2PGjDHLli0rcHn/+9//bPPM7/gjj6cU0nlccazn7R1r4DWzdq2O9UrSsZ6rFGdetBhzCTdflDLJycmEh4eTlJRU6EvTRKT4aB8tftrmIp5P+2nx0vb2bLm58Pzz8OCDEBAAyclQwBMIpRQrzv1Uj78SEREREZESa+VK+M9/4KOPrJ/bt1cRLUVPhbSIiIiIiJRIhw9Dt26Qk2P9XKsWvPmme2OSssFzu+8TEREREREpgDEwZMjfRfQLL8Bvv0Hduu6NS8oGnZEWEREREZESZ9cuyHuq7Pvvwx13uDUcKWPcekZ61qxZNGnShLCwMMLCwoiNjeXrr7+2TY+Li8Nisdi97rnnHrt5HD58mN69exMUFERUVBSTJ092+qHkIiKeQnlRRMSRcqPk5/zHSA8a5L44pGxy6xnpqlWr8uyzz1K3bl2MMcydO5cbb7yRn376iauuugqAkSNH8sQTT9i+ExQUZHufk5ND7969iYmJYePGjZw4cYLBgwfj6+vLM888U+zrIyJyuZQXRUQcKTdKfn780TocPx4sFreGImVRkT9gy0nlypUz77zzjjHG+ny6cePGFdh2yZIlxsvLy8THx9vGzZo1y4SFhZnMzMxCL1PPYRTxbGV9H1VeFJH8lPX9tLhzY1nf3p6ofXtjwJh589wdiXiK4txPPaazsZycHBYsWEBqaiqxsbG28R9++CEVKlSgUaNGTJkyhbS0NNu0TZs20bhxY6Kjo23junfvTnJyMrt27SpwWZmZmSQnJ9u9REQ8jfKiiIij4sqNyouebc8e2LjR+r5DB/fGImWT2zsb27lzJ7GxsWRkZBASEsKiRYto2LAhALfffjs1atSgcuXK7NixgwcffJC9e/fy6aefAhAfH2+XEAHb5/j4+AKXOX36dKZNm1ZEayQicnmUF0VEHBV3blRe9Gyvv24dtmplfeSVSHFzeyFdv359tm3bRlJSEh9//DFDhgxhzZo1NGzYkFGjRtnaNW7cmEqVKtGlSxf2799P7dq1L3mZU6ZMYeLEibbPycnJVKtWzen55OTkkJWVdclxSPHx9fXF29vb3WGIFEpJzosiIkWluHOj8qJnyzsb/cAD7o1Dyi63F9J+fn7UqVMHgJYtW7J582ZeeeUV3nrrLYe2bdu2BWDfvn3Url2bmJgYfvjhB7s2J0+eBCAmJqbAZfr7++Pv73/JMRtjiI+PJzEx8ZLnIcUvIiKCmJgYLOqNQjxcScyLIiJFrbhzo/Ki5zp2DLZts77v1MmtoUgZ5vZC+p9yc3PJzMzMd9q2v/aYSpUqARAbG8vTTz9NQkICUVFRACxfvpywsDDbpT5FIa+IjoqKIigoSIWZhzPGkJaWRkJCAvD3/x+RkqIk5EURkeKm3Fh2vfeedXj11XCB34hFipRbC+kpU6bQs2dPqlevztmzZ5k/fz6rV69m2bJl7N+/n/nz59OrVy8iIyPZsWMHEyZM4JprrqFJkyYAdOvWjYYNG3LnnXcyY8YM4uPjmTp1KmPGjCmyXxBzcnJsRXRkZGSRLENcLzAwEMD2B1SXeYunKol5UUSkqCk3yvl27LAOb77ZvXFI2ebWQjohIYHBgwdz4sQJwsPDadKkCcuWLeO6667jyJEjfPvtt7z88sukpqZSrVo1+vXrx9SpU23f9/b2ZvHixYwePZrY2FiCg4MZMmSI3TMEXS3vnujzn00oJUPev1lWVpYKafFYJTEviogUNeVGyfPyy/Dxx9b39eq5NRQp4yzGGOPuINwtOTmZ8PBwkpKSCAsLu2DbjIwMDhw4QM2aNQkICCimCMUV9G9Xcjmzj4praJuLeD7tp8VL29v9fvwRWrb8+/Px46A79uR8xbmfesxzpEVERERERAqyZcvf7w8cUBEt7qVCWkREREREPN6+fdbhuHFwxRVuDUVEhXRZMnToUCwWi+0VGRlJjx492JHXY4OIiIiIiIf65hvrsFEj98YhAiqky5wePXpw4sQJTpw4wYoVK/Dx8eH66693d1giIiIiIgXasQO2bwc/P+jb193RiKiQLnP8/f2JiYkhJiaGZs2a8dBDD3HkyBFOnToFwIMPPki9evUICgqiVq1aPPLII7aeygG2b99O586dCQ0NJSwsjJYtW7LlvBtW1q9fT8eOHQkMDKRatWrcf//9pKamFvt6ioiIiEjpkXcBZfv2UL68e2MRATc//qq0MMaQlpbmlmUHBQVhsVgu6bspKSl88MEH1KlTx/ZM7NDQUObMmUPlypXZuXMnI0eOJDQ0lH/9618ADBo0iObNmzNr1iy8vb3Ztm0bvr6+AOzfv58ePXrw1FNP8d5773Hq1CnGjh3L2LFjmT17tmtWWERERETKnL/O+aiDMfEYKqRdIC0tjZCQELcsOyUlheDg4EK3X7x4sS3W1NRUKlWqxOLFi/Hysl6ccP4zF6+44goeeOABFixYYCukDx8+zOTJk2nQoAEAdevWtbWfPn06gwYNYvz48bZpr776Kp06dWLWrFl65JSIiIiIXJKEBOuwYkX3xiGSR5d2lzGdO3dm27ZtbNu2jR9++IHu3bvTs2dPDh06BMBHH31Ehw4diImJISQkhKlTp3L48GHb9ydOnMiIESPo2rUrzz77LPv377dN2759O3PmzCEkJMT26t69O7m5uRw4cKDY11VERERESoeTJ61DFdLiKXRG2gWCgoJISUlx27KdERwcTJ06dWyf33nnHcLDw3n77bfp3bs3gwYNYtq0aXTv3p3w8HAWLFjACy+8YGv/+OOPc/vtt/PVV1/x9ddf89hjj7FgwQJuvvlmUlJSuPvuu7n//vsdllu9evVLX0kRERERKbOMgRUrrO/r1XNvLCJ5VEi7gMViceryak9isVjw8vIiPT2djRs3UqNGDR5++GHb9Lwz1eerV68e9erVY8KECQwcOJDZs2dz880306JFC3bv3m1XqIuIiIiIXI7ERMi7QLJXL7eGImKjS7vLmMzMTOLj44mPj2fPnj3cd999pKSk0KdPH+rWrcvhw4dZsGAB+/fv59VXX2XRokW276anpzN27FhWr17NoUOH2LBhA5s3b+bKK68ErD1+b9y4kbFjx7Jt2zZ+++03Pv/8c8aOHeuu1RURERGREu7ECeuwXDlwU7dEIg50RrqMWbp0KZX+6u4wNDSUBg0asHDhQuLi4gCYMGECY8eOJTMzk969e/PII4/w+OOPA+Dt7c2ff/7J4MGDOXnyJBUqVKBv375MmzYNgCZNmrBmzRoefvhhOnbsiDGG2rVrM2DAAHesqoiIiIiUcMbAX4ea6rFbPIrFGGPcHYS7JScnEx4eTlJSEmFhYRdsm5GRwYEDB6hZs6Z6oS5h9G9Xcjmzj4praJuLeD7tp8VL29s9li2DHj2s72+8ET77zK3hiIcrzv1Ul3aLiIiIiIhH2r3bOoyMhFdfdW8sIudTIS0iIiIiIh7pzBnrcMAA0ENgxJOokBYREREREY90+rR1WK6ce+MQ+ScV0iIiIiIi4pHyzkiXL+/eOET+SYW0iIiIiIh4pGPHrEOdkRZPo0JaREREREQ8TmIirF1rfd+mjVtDEXGgQlpERERERDzOoUPW50hXrAhXXeXuaETsqZAWERERERGPc+SIdVitmnvjEMmPCmkREREREfE427ZZh1WrujUMkXypkJZi9/jjj9OsWbNCtz948CAWi4Vtedk0H6tXr8ZisZCYmHjZ8YmIiIiI+y1ebB326OHeOETyo0K6DBk6dCg33XRTkS7j/fffJzg4mH379tmNP378OOXKleP111/ngQceYMWKFUUah4iIiIiUbEePWoetW7s3DpH8qJAWl7rzzjvp3r07Q4cOJTc31zZ+5MiRtGzZkjFjxhASEkJkZKQboxQRERERT5aTA/Hx1veVK7s3FpH8qJAWANasWUObNm3w9/enUqVKPPTQQ2RnZwOwePFiIiIiyMnJAWDbtm1YLBYeeugh2/dHjBjBHXfcAcBbb73Fr7/+yosvvgjAnDlz2LBhA7Nnz8ZiseR7afc777zDlVdeSUBAAA0aNOCNN964YLxLliyhXr16BAYG0rlzZw4ePOiiLSEiIiIi7paQYC2mvbwgOtrd0Yg48nF3AKWCMZCT5p5leweBxXJZszh27Bi9evVi6NChzJs3j19++YWRI0cSEBDA448/TseOHTl79iw//fQTrVq1Ys2aNVSoUIHVq1fb5rFmzRoefPBBACpWrMh//vMfBg4cSNOmTZkwYQKvvPIK1QrocvHDDz/k0Ucf5fXXX6d58+b89NNPjBw5kuDgYIYMGeLQ/siRI/Tt25cxY8YwatQotmzZwqRJky5rG4iIiIiI50hJsQ6Dg8Hb272xiORHhbQr5KTB/0Lcs+z+KeATfFmzeOONN6hWrRqvv/46FouFBg0acPz4cR588EEeffRRwsPDadasGatXr6ZVq1asXr2aCRMmMG3aNFJSUkhKSmLfvn106tTJNs+bbrqJ/v3706NHD/r06ZNvQZznscce44UXXqBv374A1KxZk927d/PWW2/l+71Zs2ZRu3ZtXnjhBQDq16/Pzp07ee655y5rO4iIiIiIZ0hPtw4DA90bh0hBdGm3sGfPHmJjY7Gcd2a7Q4cOpKSkcPSvXh46derE6tWrMcawbt06+vbty5VXXsn69etZs2YNlStXpm7dunbzfeSRR8jNzWXq1KkFLjs1NZX9+/czfPhwQkJCbK+nnnqK/fv3Fxhv27Zt7cbFxsZe6uqLiIiIiIdRIS2eTmekXcE7yHpm2F3LLgZxcXG89957bN++HV9fXxo0aEBcXByrV6/mzJkzdmej8/j4+NgN85Py13U7b7/9tkNx7K3reERERETKJBXS4ulUSLuCxXLZl1e705VXXsknn3yCMcZ2VnrDhg2EhoZStWpVANt90i+99JKtaI6Li+PZZ5/lzJkzl3yPcnR0NJUrV+b3339n0KBBhY73iy++sBv33XffXdLyRURERMTzqJAWT6dCuoxJSkpi27ZtduNGjRrFyy+/zH333cfYsWPZu3cvjz32GBMnTsTLy3r1f7ly5WjSpAkffvghr7/+OgDXXHMN/fv3JysrK98z0oU1bdo07r//fsLDw+nRoweZmZls2bKFM2fOMHHiRIf299xzDy+88AKTJ09mxIgRbN26lTlz5lzy8kVERETEs6iQFk+nQrqMWb16Nc2bN7cbN3z4cJYsWcLkyZNp2rQp5cuXZ/jw4Q73Nnfq1Ilt27YRFxcHQPny5WnYsCEnT56kfv36lxzTiBEjCAoK4v/+7/+YPHkywcHBNG7cmPHjx+fbvnr16nzyySdMmDCB1157jTZt2vDMM88wbNiwS45BRERERDxHRoZ1GBDg3jhECmIxxhh3B+FuycnJhIeHk5SURFhY2AXbZmRkcODAAWrWrEmA9uwSRf92JZcz+6i4hra5iOfTflq8tL2L17vvwogR0Ls3LF7s7mikpCjO/VS9douIiIiIiEfRpd3i6VRIi4iIiIiIR1EhLZ5OhbSIiIiIiHiU06etw/Ll3RuHSEHcWkjPmjWLJk2aEBYWRlhYGLGxsXz99de26RkZGYwZM4bIyEhCQkLo168fJ0+etJvH4cOH6d27N0FBQURFRTF58mSys7OLe1VERFxCeVFExJFyY9nzxx/WYYUK7o1DpCBuLaSrVq3Ks88+y9atW9myZQvXXnstN954I7t27QJgwoQJfPnllyxcuJA1a9Zw/Phx+vbta/t+Tk4OvXv35ty5c2zcuJG5c+cyZ84cHn30UXetkojIZVFeFBFxpNxY9qiQFo9nPEy5cuXMO++8YxITE42vr69ZuHChbdqePXsMYDZt2mSMMWbJkiXGy8vLxMfH29rMmjXLhIWFmczMzEIvMykpyQAmKSnpom3T09PN7t27TXp6uhNrJZ5A/3YllzP7aGnk6XlRRNyjrO+nxZ0by/r2Lm5XX20MGHPeP6vIRRXnfuox90jn5OSwYMECUlNTiY2NZevWrWRlZdG1a1dbmwYNGlC9enU2bdoEwKZNm2jcuDHR0dG2Nt27dyc5Odn2C6WISEmlvCgi4ki5sWzQGWnxdD7uDmDnzp3ExsaSkZFBSEgIixYtomHDhmzbtg0/Pz8iIiLs2kdHRxMfHw9AfHy8XULMm543rSCZmZlkZmbaPicnJ7tobURELp/yooiIo+LOjcqL7qVCWjyd289I169fn23btvH9998zevRohgwZwu7du4t0mdOnTyc8PNz2qlatWpEuT0TEGcqLIiKOijs3Ki+6T07O3712q5AWT+X2QtrPz486derQsmVLpk+fTtOmTXnllVeIiYnh3LlzJCYm2rU/efIkMTExAMTExDj0yJj3Oa9NfqZMmUJSUpLtdeTIEdeuVBk1dOhQbrrpJneHIVLiKS+KiDgq7tyovOg+iYmQm2t9Hxnp1lBECuT2S7v/KTc3l8zMTFq2bImvry8rVqygX79+AOzdu5fDhw8TGxsLQGxsLE8//TQJCQlERUUBsHz5csLCwmjYsGGBy/D398ff37/oV8bDDB06lLlz5wLg4+ND1apVufXWW3niiScICAhwc3QiUhDlRRERR0WdG5UX3SfvN4/wcPD1vXDbcynnSD526Zfd//rlrxzffBxjTP4NChgNFPydUvI9dyzzQt9rcHMDWt3dquAvFzO3FtJTpkyhZ8+eVK9enbNnzzJ//nxWr17NsmXLCA8PZ/jw4UycOJHy5csTFhbGfffdR2xsLO3atQOgW7duNGzYkDvvvJMZM2YQHx/P1KlTGTNmjBJfAXr06MHs2bPJyspi69atDBkyBIvFwnPPPefu0EQE5UURkfwoN5Ytv/1mHdaufeF2GYkZvFrnVdL/TC/6oMTtKjas6O4Q7Li1kE5ISGDw4MGcOHGC8PBwmjRpwrJly7juuusAeOmll/Dy8qJfv35kZmbSvXt33njjDdv3vb29Wbx4MaNHjyY2Npbg4GCGDBnCE0884a5V8nj+/v62S5iqVatG165dWb58Oc899xyZmZlMnjyZBQsWkJycTKtWrXjppZdo3bq17fu7du3iwQcfZO3atRhjaNasGXPmzKF2Pplu8+bN9OrViwceeIAHH3yQ7du3M378eLZs2YLFYqFu3bq89dZbtGrlOb8sibib8qKIiCPlxrJl6VLrsF69C7c7tPYQ6X+mY/G24B96iT+IWCC6cTQN+xd81ZbFYrnoPIriuxf9vru+e5HvF9V3K1zpWTfMW8wFz7uXDcnJyYSHh5OUlERYWNgF22ZkZHDgwAFq1qxpuxzaGENWWlZxhOrAN8j34v9Z/zJ06FASExP57LPPAPj555+57rrrqFGjBt999x3jxo3j448/5p133qFGjRrMmDGDL774gn379lG+fHmOHTtGkyZNiIuLY8qUKYSFhbFhwwbat29P/fr17ea/cuVK+vbty4wZMxg1ahQAjRo1onnz5jz88MN4e3uzbds26tWrR9OmTYtq89jJ799OSgZn9lFxDW1zEc+n/bR4aXsXn8qV4cQJ+OADGDTIflpOVg7Z6dmYXMPC/gv5ffnvtBjZgj7/6eOeYMWjFOd+6nH3SJdEWWlZTA+Z7pZlT0mZgl+wX6HbL168mJCQELKzs8nMzMTLy4vXX3+d1NRUZs2axZw5c+jZsycAb7/9NsuXL+fdd99l8uTJzJw5k/DwcBYsWIDvXzes1Mvnp8JFixYxePBg3nnnHQYMGGAbf/jwYSZPnkyDBg0AqFu37uWsuoiIiIiUMsnJ1iIaoHdv+2lJh5N4s9mbZJzJsBtf/erqxRSdyN9USJcxnTt3ZtasWaSmpvLSSy/h4+NDv3792LFjB1lZWXTo0MHW1tfXlzZt2rBnzx4Atm3bRseOHW1FdH6+//57Fi9ezMcff+zQg/fEiRMZMWIE77//Pl27duXWW2/N95JwERERESmbvv7aOqxUCf7xaHB+fOdHuyLaN8iXyq0qU/+G+sUXoMhfVEi7gG+QL1NSprht2c4IDg6mTp06ALz33ns0bdqUd9991+4+6IIEBgZetE3t2rWJjIzkvffeo3fv3nZF9+OPP87tt9/OV199xddff81jjz3GggULuPnmm51aBxEREREpnRYtsg6HDLEfH789nrVPrgWg3cR2dHmmC96+3li8CneLo4iruf050qWBxWLBL9jPLa/C3h+dHy8vL/79738zdepUateujZ+fHxs2bLBNz8rKYvPmzbbHQjRp0oR169aRlVXw/eAVKlRg5cqV7Nu3j/79+zu0rVevHhMmTOCbb76hb9++zJ49+5LjFxEREZHSZcsW67BrV/vxxzcft71vMbwFPv4+KqLFrVRIl3G33nor3t7ezJo1i9GjRzN58mSWLl3K7t27GTlyJGlpaQwfPhyAsWPHkpyczG233caWLVv47bffeP/999m7d6/dPKOioli5ciW//PILAwcOJDs7m/T0dMaOHcvq1as5dOgQGzZsYPPmzVx55ZXuWG0RERER8UDJfz0SOjrafvzZ42cBaD6iucc9BknKJl3aXcb5+PgwduxYZsyYwYEDB8jNzeXOO+/k7NmztGrVimXLllGuXDkAIiMjWblyJZMnT6ZTp054e3vTrFkzu/uq88TExLBy5Uri4uIYNGgQ8+bN488//2Tw4MGcPHmSChUq0LdvX6ZNm1bcqywiIiIiHiotzToMCrIOk48l8+mgT0nYmQBAWBX1mC6eQY+/4vIffyUlg/7tSi49cqT4aZuLeD7tp8VL27voGQPe3tbhiRMQEwObZ21myb1LbG0GfDaABjc2cGOU4sn0+CsRERERESlTMjOtRTT8fUY67Q/rKep619fj2qevJapxlJuiE7GnQlpERERERNwu77JugLyHxeQV0lGNo4huEp3Pt0TcQ52NiYiIiIiI2+UV0r6+1hdA/E/xAARGXvwxrCLFSYW0iIiIiIi43T87Gss8m8nhdYet4yoEuSkqkfypkBYREREREbf7ZyH9839/tk2r17ueGyISKZgKaRERERERcbvUVOswr5De+tZWAGpdV0tnpMXjqJAWERERERG3O3PGOixXzjpMOpIEQIuRLdwUkUjBVEiLiIiIiIjbnT5tHZYvb70/Ou2U9VrvOt3ruDEqkfypkBYREREREbc7v5DOK6J9g3zxD/N3Y1Qi+VMhLSIiIiIibnd+IZ2VngWAT6CPGyMSKZgK6TKiT58+9OjRI99p69atw2KxsGPHjiJZdlxcHBaLBYvFgr+/P1WqVKFPnz58+umnRbI8ERERESl5zi+ks9OzAfAN9HVjRCIFUyFdRgwfPpzly5dz9OhRh2mzZ8+mVatWNGnSxKl5njt3rtBtR44cyYkTJ9i/fz+ffPIJDRs25LbbbmPUqFEX/F5WVpZTMYmIiIhIyaQz0lKSqJB2BWOs/fW742VMoUK8/vrrqVixInPmzLEbn5KSwsKFCxk+fDjr16+nY8eOBAYGUq1aNe6//35S855DAFxxxRU8+eSTDB48mLCwMEaNGsW1117L2LFj7eZ56tQp/Pz8WLFihW1cUFAQMTExVK1alXbt2vHcc8/x1ltv8fbbb/Ptt98CcPDgQSwWCx999BGdOnUiICCA//znP4SFhfHxxx/bLeOzzz4jODiYs2fPOvMvJSIiIiIeSmekpSRRIe0KaWkQEuKeV96T6y/Cx8eHwYMHM2fOHMx5xffChQvJyckhNjaWHj160K9fP3bs2MFHH33E+vXrHYrk559/nqZNm/LTTz/xyCOPMGLECObPn09mZqatzQcffECVKlW49tprLxjTkCFDKFeunMMl3g899BDjxo1jz5499O3bl9tuu43Zs2fbtZk9eza33HILoaGhhVp/EREREfFsOiMtJYkK6TJk2LBh7N+/nzVr1tjGzZ49m379+vHaa68xaNAgxo8fT926dWnfvj2vvvoq8+bNIyMjw9b+2muvZdKkSdSuXZvatWvTt29fAD7//HNbmzlz5jB06FAsFssF4/Hy8qJevXocPHjQbvz48ePp27cvNWvWpFKlSowYMYJly5Zx4sQJABISEliyZAnDhg273E0iIiIiIh7g1CnYvNn6XmekpSRQIe0KQUGQkuKeV1BQocNs0KAB7du357333gNg3759rFu3juHDh7N9+3bmzJlDSEiI7dW9e3dyc3M5cOCAbR6tWrWym2dAQAB33nmnbZ4//vgjP//8M0OHDi1UTMYYh4L7n8to06YNV111FXPnzgWsZ7xr1KjBNddcU+h1FxERERHP9X//9/f7mjUhO8NaSOuMtHgq/c90BYsFgoPdHUWhDB8+nPvuu4+ZM2cye/ZsateuTadOnUhJSeHuu+/m/vvvd/hO9erVbe+D81nPESNG0KxZM44ePcrs2bO59tprqVGjxkVjycnJ4bfffqN169Z24wtaxsyZM3nooYeYPXs2d91110XPeIuIiIhIyXDsmHV4111QuTIc++vSbp2RFk+lM9JlTP/+/fHy8mL+/PnMmzePYcOGYbFYaNGiBbt376ZOnToOLz8/vwvOs3HjxrRq1Yq3336b+fPnF/qS67lz53LmzBn69et30bZ33HEHhw4d4tVXX2X37t0MGTKkUMsQEREREc+Xnm4dtmljHeZd2q0z0uKp9D+zjAkJCWHAgAFMmTKF5ORk2yXYDz74IO3atWPs2LGMGDGC4OBgdu/ezfLly3n99dcvOt8RI0YwduxYgoODufnmmx2mp6WlER8fT3Z2NkePHmXRokW89NJLjB49ms6dO190/uXKlaNv375MnjyZbt26UbVqVafXXUREREQ8U14hHRj41+fT1hH+4f5uikjkwnRGugwaPnw4Z86coXv37lSuXBmAJk2asGbNGn799Vc6duxI8+bNefTRR23TL2bgwIH4+PgwcOBAAgICHKa//fbbVKpUydZB2e7du/noo4944403nIr73Llz6mRMREREpJTJexBNXiGdEp8CQGglPaFFPJPOSJdBsbGxdo/AytO6dWu++eabAr/3z961z/fHH3+QkZHB8OHDHaatXr26UHFdccUV+caV59ixY0RGRnLjjTcWan4iIiIiUjL884x0XiEdUinETRGJXJgKabksWVlZ/Pnnn0ydOpV27drRokULly8jLS2NEydO8Oyzz3L33Xdf9J5tERERESlZ8grpvAfSpJz4q5COUSEtnkmXdstl2bBhA5UqVWLz5s28+eabRbKMGTNm0KBBA2JiYpgyZUqRLENERERE3KegS7tVSIun0hlpuSxxcXEXvBzbFR5//HEef/zxIl2GiIiIiLjP+Zd2m1xDykkV0uLZdEZaRERERETc6vxC+vCGw5gcAxYIjgp2b2AiBXDqjHRubi5r1qxh3bp1HDp0iLS0NCpWrEjz5s3p2rUr1apVK6o4RUQ8kvKiiIgj5UZxhjFw9qz1/anNv7Ny8PsAVKhfAW9fbzdGJlKwQp2RTk9P56mnnqJatWr06tWLr7/+msTERLy9vdm3bx+PPfYYNWvWpFevXnz33XdFHbOIiNspL4qIOFJulEuRlAQ5Odb3mx9fahvf77/93BSRyMUV6ox0vXr1iI2N5e233+a6667D19fXoc2hQ4eYP38+t912Gw8//DAjR450ebAiIp5CeVFExJFyo1yKP/6wDoODITvJem/0HcvuIKZZjBujErkwiylET1F79uzhyiuvLNQMs7KyOHz4MLVr177s4IpLcnIy4eHhJCUlERYWdsG2GRkZHDhwgJo1axIQEFBMEYor6N+u5HJmHy0uyosi4m6euJ+W5tzoidu7tPj+e2jXDqpXh1GnniY7PZtxB8YRcUWEu0OTEqY499NCXdpd2IQI4OvrW2ISoojIpVJeFBFxpNwolyLvjHRkpCE7PRsA3yDHqxlEPMklP/4qLS2Nw4cPc+7cObvxTZo0ueygRERKIuVFERFHyo1yMYcPW4dVKhv4yfreN1iFtHg2px9/derUKa6//npCQ0O56qqraN68ud3LGdOnT6d169aEhoYSFRXFTTfdxN69e+3axMXFYbFY7F733HOPXZvDhw/Tu3dvgoKCiIqKYvLkyWRnZzu7aqVanz596NGjR77T1q1bh8ViYceOHS5f7kMPPUSDBg3sxv3yyy9YLBaGDh1qN37OnDn4+/uTnvf8gwuYM2cOERERLoxU5NIpL4qIOHJVblReLP2+/NI6rFopxzbON1CFtHg2pwvp8ePHk5iYyPfff09gYCBLly5l7ty51K1bly+++MKpea1Zs4YxY8bw3XffsXz5crKysujWrRupqal27UaOHMmJEydsrxkzZtim5eTk0Lt3b86dO8fGjRuZO3cuc+bM4dFHH3V21Uq14cOHs3z5co4ePeowbfbs2bRq1crpX4b/+ctyfjp37szevXuJj4+3jVu1ahXVqlVj9erVdm1XrVpFu3btCAwMdCoOEXdTXhQRceSq3Ki8WLrl5sLSvzrqrhpt/WHDJ9AHi5fFjVGJFIJxUkxMjPn++++NMcaEhoaavXv3GmOM+fzzz02HDh2cnZ2dhIQEA5g1a9bYxnXq1MmMGzeuwO8sWbLEeHl5mfj4eNu4WbNmmbCwMJOZmVmo5SYlJRnAJCUlXbRtenq62b17t0lPT7eNy801JiXFPa/c3EKtosnKyjLR0dHmySeftBt/9uxZExISYmbNmmXWrVtnrr76ahMQEGCqVq1q7rvvPpOSkmJrW6NGDfPEE0+YO++804SGhpohQ4aYzp07mzFjxtjNMyEhwfj6+ppvv/3WpKSkGF9fX/Pf//7XNr1///7m2WefNaGhoebAgQO28dWrVzePPfaYMcaYjIwMM2nSJFO5cmUTFBRk2rRpY1atWmWMMWbVqlUGsHvlfc/ZfzspGZzZR92hrOdFEXEPT99Piyo3Ki+WLn/8YYz1SdLG7N1wyjzO4+a5yOfcHZaUUMW5nzp9Rjo1NZWoqCgAypUrx6lTpwBo3LgxP/7442UV9UlJSQCUL1/ebvyHH35IhQoVaNSoEVOmTCEtLc02bdOmTTRu3Jjo6GjbuO7du5OcnMyuXbvyXU5mZibJycl2r8uRlgYhIe55nbcpLsjHx4fBgwczZ84czHkdtS9cuJCcnBxiY2Pp0aMH/fr1Y8eOHXz00UesX7+esWPH2s3n+eefp2nTpvz000888sgjjBgxgvnz55OZmWlr88EHH1ClShWuvfZagoODad26NatWrbJNX716NV26dKFDhw628b///juHDx+mc+fOAIwdO5ZNmzaxYMECduzYwa233kqPHj347bffaN++PS+//DJhYWG2X50feOCBS/3nE7lsyosiIo6KKjcqL5Yuf/23IDwcgn2tx5N+wX5ujEikcJwupOvXr2+7L6Vp06a89dZbHDt2jDfffJNKlSpdciC5ubmMHz+eDh060KhRI9v422+/nQ8++IBVq1YxZcoU3n//fe644w7b9Pj4eLukCNg+n3858fmmT59OeHi47VWtWrVLjrskGTZsGPv372fNmjW2cbNnz6Zfv3689tprDBo0iPHjx1O3bl3at2/Pq6++yrx588jIyLC1v/baa5k0aRK1a9emdu3a9O3bF4DPP//c1mbOnDkMHToUi8V6SU7nzp1tl3Hv3r2bjIwMmjdvzjXXXGMbv3r1agICAmjXrh2HDx9m9uzZLFy4kI4dO1K7dm0eeOABrr76ambPno2fnx/h4eFYLBZiYmKIiYkhJCSkiLeeSMGUF0VEHBVFblReLH3ybnePioK0P6w/fgRE6DGl4vmc7rV73LhxnDhxAoDHHnuMHj168OGHH+Ln58ecOXMuOZAxY8bw888/s379ervxo0aNsr1v3LgxlSpVokuXLuzfv/+SH5kwZcoUJk6caPucnJx8WckxKAhSUi7565clKKjwbRs0aED79u157733iIuLY9++faxbt44nnniCyZMns2PHDj788ENbe2MMubm5HDhwwPY4i1atWtnNMyAggDvvvJP33nuP/v378+OPP/Lzzz/b3fsUFxfH008/zYkTJ1i9ejVXX3013t7edOrUiTfffBOwFtLt27fH39+fnTt3kpOTQ7169eyWlZmZSWRkpLObSKTIKS+KiDgqityovFj65N3KHhMDZ4+fBSC0SqgbIxIpHKcL6fN/3WvZsiWHDh3il19+oXr16lSoUOGSghg7diyLFy9m7dq1VK1a9YJt27ZtC8C+ffuoXbs2MTEx/PDDD3ZtTp48CUBMTEy+8/D398ff3/+SYs2PxQLBwS6bXZEaPnw49913HzNnzmT27NnUrl2bTp06kZKSwt13383999/v8J3q1avb3gfns6IjRoygWbNmHD16lNmzZ3PttddSo0YN2/QOHTrg5+fHqlWrWLVqFZ06dQKgdevW/PHHH/z++++sXr2au+++G4CUlBS8vb3ZunUr3t7edsvSmWfxRMqLIiKOXJ0blRdLn5wc2L3b+v6mm+DsMRXSUnI4fWn3PwUFBdGiRYtLSojGGMaOHcuiRYtYuXIlNWvWvOh3tm3bBmC7JCg2NpadO3eSkJBga7N8+XLCwsJo2LCh0zGVdv3798fLy4v58+czb948hg0bhsVioUWLFuzevZs6deo4vPz8LnyfSuPGjWnVqhVvv/028+fPZ9iwYXbTAwMDadu2LatXr2bNmjXExcUB4OvrS7t27Xj33Xc5cuSI7f7o5s2bk5OTQ0JCgkMseX/s/Pz8yMnJQcQTKS+KiDi61NyovFh6bdkCiYkQEQH33w9nfj8DQHi1cLfGJVIYTp+RzsnJYc6cOaxYsYKEhARyc3Ptpq9cubLQ8xozZgzz58/n888/JzQ01HaPSnh4OIGBgezfv5/58+fTq1cvIiMj2bFjBxMmTOCaa66xPaqpW7duNGzYkDvvvJMZM2YQHx/P1KlTGTNmjH5FzEdISAgDBgxgypQpJCcn257l/OCDD9KuXTvGjh3LiBEjCA4OZvfu3SxfvpzXX3/9ovMdMWIEY8eOJTg4mJtvvtlheufOnXnppZcAaNGihW18p06deP75522dkgHUq1ePQYMGMXjwYF544QWaN2/OqVOnWLFiBU2aNKF3795cccUVpKSksGLFCpo2bUpQUBBBzlznLuJCyosiIo5clRuVF0uvHTusw3btYP+SvWyfux2AmGb5XyUg4kmcPiM9btw4xo0bR05ODo0aNaJp06Z2L2fMmjWLpKQk4uLiqFSpku310UcfAdazjt9++y3dunWjQYMGTJo0iX79+vFl3lPbAW9vbxYvXoy3tzexsbHccccdDB48mCeeeMLZVSszhg8fzpkzZ+jevTuVK1cGoEmTJqxZs4Zff/2Vjh070rx5cx599FHb9IsZOHAgPj4+DBw4kIAAxw4iOnfuzNmzZ+nQoQM+Pn//ftOpUyfOnj3L1Vdfja+vr2387NmzGTx4MJMmTaJ+/frcdNNNbN682XaZefv27bnnnnsYMGAAFStWtHtWpEhxU14UEXHkqtyovFh6/fmndRgdDb8s+sU2vvrV1Qv4hojnsJjzn4VUCBUqVGDevHn06tWrqGIqdsnJyYSHh5OUlERYWNgF22ZkZHDgwAFq1qyZb8FYVh08eJDatWuzefNmuzPOnkT/diWXM/uoO5T1vCgi7uHp+2lpy42evr1LosmT4fnnYdIkaHfkY3b9bxddnu3C1Q9e7e7QpIQqzv3U6TPSfn5+1KlTpyhikRIoKyvLdnlUu3btPLaIFilKyosiIo6UG+Vi8s5IR0ZCVloWAMEVS0gPvlLmOV1IT5o0iVdeeQUnT2RLKbVhwwYqVarE5s2bbY+yEilrlBdFRBwpN8rF/PGHdXh+Ie0T6HQXTiJuUaj/qX379rX7vHLlSr7++muuuuoqu/taAT799FPXRSceLy4uTn8gpUxSXhQRcaTcKM747TfrsEYNOPpXIe0b5HuBb4h4jkIV0uHh9l3Q59crs4hIWaK8KCLiSLlRCmvbNvjlr/7FrroKDqiQlhKmUIX07NmzSUtL0+OFzqOzsCWP/s3ElZQXRUQcKTdKYa1e/ff7KlX+vrRbhbSUFIW+R7pChQpcf/31/Oc//+HkyZNFGZNHy7ssKS0tzc2RiLPy/s3+eWmZyKVSXhQRcaTcKIVx+rR1eO+9YLGokJaSp9B38+/Zs4cvvviC//3vf9x///00bdqUG264gRtuuIHGjRsXZYwexdvbm4iICBISEgAICgrCYrG4OSq5EGMMaWlpJCQkEBERgbe3t7tDklJCeVFExJFyoxRGXiFdvrx1aCukA1VIS8ng9HOkAZKSkliyZAmff/45S5cupXz58rYE2alTpxJXqDj7vDFjDPHx8SQmJhZ9cOIyERERxMTE6IePEqgkPLuzrOdFESl+JWE/LU25sSRs75Lk9tvhv/+FF1+Ecffl8qTfk2Bg0olJhMSEuDs8KaGKcz+9pP7lw8PDGThwIAMHDiQrK4tVq1bx5Zdfctddd3H27Flee+01Bg0a5OpYPYbFYqFSpUpERUWRlZXl7nCkEHx9fUvUH2specp6XhQRyY9yoxTk/DPSqQmpYMDiZSGoou6vl5Lhks5IX8iPP/5ITk4OrVu3duVsi5R+YRTxbCV9H1VeFJGiUNL305KWG0v69vY0TZrAzp2wZAmU3/c9S+9fSkilECYdn+Tu0KQE8+gz0jt27Mh3vMViISAggKuuugp/f//LDkxEpKRQXhQRcaTcKAXJzbUW0QC/vPQ1yct/ACC8evgFviXiWZwupJs1a3bBe0x9fX0ZMGAAb731FgEBAZcVnIhISaC8KCLiSLlRCjJ79t/v/1z+I3ndi3V/sbtb4hG5FIV+/FWeRYsWUbduXf7zn/+wbds2tm3bxn/+8x/q16/P/Pnzeffdd1m5ciVTp04tinhFRDyO8qKIiCPlRinIypXWYdWIs/iSTVCFIB44+QDV2ldzb2AiTnD6jPTTTz/NK6+8Qvfuf/9i1LhxY6pWrcojjzzCDz/8QHBwMJMmTeL55593abAiIp5IeVFExJFyoxRk717r8OrExQB0nNqR4KhgN0Yk4jynz0jv3LmTGjVqOIyvUaMGO/+62aFZs2acOHHi8qMTESkBlBdFRBwpN0pBUlKswwAyAajbq64boxG5NE4X0g0aNODZZ5/l3LlztnFZWVk8++yzNGjQAIBjx44RHR3tuihFRDyY8qKIiCPlRilIWpp16Ms5Oj7ckci6ke4NSOQSOH1p98yZM7nhhhuoWrUqTZo0Aay/OObk5LB4sfXyjN9//517773XtZGKiHgo5UUREUfKjVKQ5DM5gDe+ZBFaOdTd4Yhckkt6jvTZs2f58MMP+fXXXwGoX78+t99+O6GhJXNH0HMBRTxbSdhHlRdFpLiVhP20NOXGkrC9Swo/r2yyjA/jeZlJ391C1bZV3R2SlBIe/Rzp5ORkwsLCuOeeexym7du3jzp16rgkMBGRkkJ5UUTEkXKj5CcnB7KMtQS5/sXOKqKlxHL6HunevXuTkZHhMH7v3r3ExcW5IiYRkRJFeVFExJFyo+Qn7/5ogJqxuj9eSi6nC+mQkBD69u1Ldna2bdyePXuIi4ujX79+Lg1ORKQkUF4UEXGk3Cj5+buQNkRU9HdnKCKXxelC+tNPPyUpKYlBgwZhjOHnn38mLi6OgQMH8sorrxRFjCIiHk15UUTEkXKj5CcpMRcAX7LwD/NzczQil87pQjowMJCvvvqKvXv30r9/f7p06cLgwYN58cUXiyI+ERGPp7woIuJIuVHyc+RAFgAhpOAfpjPSUnIVqrOx5ORku89eXl589NFHXHfddfTr149HHnnE1ka9GIpIWaC8KCLiSLlRLmb3hjNADKGWFHz8y7s7HJFLVqjHX3l5eWGxWBzG533VYrFgjMFisZCTk+P6KIuYHmcg4tk8cR9VXhQRd/PE/bQ050ZP3N4lTXZmNgNrfsfHJ66mXaVDbDpew90hSSnjcY+/WrVqVZEGISJS0igviog4Um6UC9k5fyenTlh/QGl4rXrslpKtUIV0p06dijoOEZESRXlRRMSRcqNcyOH1h8kkCoAKVQLcHI3I5SlUZ2OHDx92aqbHjh27pGBEREoK5UUREUfKjVKQnHM57PxwJ+ewdjAWGurmgEQuU6EK6datW3P33XezefPmAtskJSXx9ttv06hRIz755BOXBSgi4omUF0VEHCk3SkF2f7ybnMwczuELqJCWkq9Ql3bv3r2bp59+muuuu46AgABatmxJ5cqVCQgI4MyZM+zevZtdu3bRokULZsyYQa9evYo6bhERt1JeFBFxpNwoBTm45iAAgTWi4BCEhLg3HpHLVaheu/Okp6fz1VdfsX79eg4dOkR6ejoVKlSgefPmdO/enUaNGhVlrEVGvTCKeDZP3keVF0XEXTx5Py2NudGTt3dJ8H639/l9+e98WX8iW/eG8tFH0L+/u6OS0sbjeu3OExgYyC233MItt9xSVPGIiJQoyosiIo6UG+WfTv92GoDMXD9AZ6Sl5CvUPdIiIiIiIiKX4o9f/iDxYCJevl4kplkL6fLl3RyUyGVSIS0iIiIiIkXm2GZr7+yV21bjRLwFgGrV3BmRyOVTIS0iIiIiIkUm4ecEAHxrVyUnB7y9ISbGzUGJXCYV0iIiIiIiUmSO/3AcAO8qlQCoWNFaTIuUZCqkRURERESkSJzed5qDqw8C4FepAgDq9FxKA6cL6blz5/LVV1/ZPv/rX/8iIiKC9u3bc+jQIZcGJyJSEigviog4Um4UgL1f7LW996+iQlpKD6cL6WeeeYbAwEAANm3axMyZM5kxYwYVKlRgwoQJTs1r+vTptG7dmtDQUKKiorjpppvYu3evXZuMjAzGjBlDZGQkISEh9OvXj5MnT9q1OXz4ML179yYoKIioqCgmT55Mdna2s6smInJJlBdFRBy5KjcqL5Zsh9cdBqDrc11JzbBez61CWkoDpwvpI0eOUKdOHQA+++wz+vXrx6hRo5g+fTrr1q1zal5r1qxhzJgxfPfddyxfvpysrCy6detGamqqrc2ECRP48ssvWbhwIWvWrOH48eP07dvXNj0nJ4fevXtz7tw5Nm7cyNy5c5kzZw6PPvqos6smInJJlBdFRBy5KjcqL5Zc2RnZHFxzEIAa19QgOdk6PjTUfTGJuIxxUsWKFc2PP/5ojDGmWbNmZt68ecYYY/bt22eCg4OdnZ2dhIQEA5g1a9YYY4xJTEw0vr6+ZuHChbY2e/bsMYDZtGmTMcaYJUuWGC8vLxMfH29rM2vWLBMWFmYyMzMLtdykpCQDmKSkpMuKX0SKhqfvo8qLIuIOnr6fFlVuVF4sOfZ8tsc8zuPmhSovmOxz2eb//s8YMObOO90dmZRWxbmfOn1G+rrrrmPEiBGMGDGCX3/9lV69egGwa9currjiissq6pOSkgAo/9cT2rdu3UpWVhZdu3a1tWnQoAHVq1dn06ZNgPVSocaNGxMdHW1r0717d5KTk9m1a1e+y8nMzCQ5OdnuJSJyqZQXRUQcFVVuVF4sOf745Q8Aroi7Am9fb86csY7Xpd1SGjhdSM+cOZPY2FhOnTrFJ598QmRkJGBNYgMHDrzkQHJzcxk/fjwdOnSgUaNGAMTHx+Pn50dERIRd2+joaOLj421tzk+KedPzpuVn+vTphIeH217V9ER4EbkMyosiIo6KIjcqL5Ysf+yxFtKR9az/9n/9rkG9eu6KSMR1fJz9QkREBK+//rrD+GnTpl1WIGPGjOHnn39m/fr1lzWfwpgyZQoTJ060fU5OTlZyFJFLprwoIuKoKHKj8mLJYYzhwMoDAFRuVZmtW2HVKuu09u3dGJiIi1zSc6TXrVvHHXfcQfv27Tl27BgA77///iUntbFjx7J48WJWrVpF1apVbeNjYmI4d+4ciYmJdu1PnjxJTEyMrc0/e2XM+5zX5p/8/f0JCwuze4mIXA7lRRERR67MjcqLJcu5s+dIPmK9HL56x+r897/W8X36QKtWbgxMxEWcLqQ/+eQTunfvTmBgID/++COZmZmA9X6VZ555xql5GWMYO3YsixYtYuXKldSsWdNuesuWLfH19WXFihW2cXv37uXw4cPExsYCEBsby86dO0lISLC1Wb58OWFhYTRs2NDZ1RMRcZryooiII1flRuXFkiklPgUAvxA//EP92bnTOv6GG9wYlIgrOds7WbNmzczcuXONMcaEhISY/fv3G2OM+fHHH010dLRT8xo9erQJDw83q1evNidOnLC90tLSbG3uueceU716dbNy5UqzZcsWExsba2JjY23Ts7OzTaNGjUy3bt3Mtm3bzNKlS03FihXNlClTCh2HemEU8Wyevo8qL4qIO3j6fuqq3Ki8WDIdXHPQPM7j5tW6r5qsLGMqVLD22L1hg7sjk9KsOPdTpwvpwMBAc+DAAWOMfVLcv3+/8ff3d27hkO9r9uzZtjbp6enm3nvvNeXKlTNBQUHm5ptvNidOnLCbz8GDB03Pnj1NYGCgqVChgpk0aZLJysoqdBxKjCKezdP3UeVFEXEHT99PXZUblRdLpg3PbzCP87iZfc1ss3KltYiuUMGYQj5tTOSSFOd+6nRnYzExMezbt8/hsQXr16+nVq1aTs3LGHPRNgEBAcycOZOZM2cW2KZGjRosWbLEqWWLiLiK8qKIiCNX5UblxZJp/7L9ANTpWYf131vHde4Mfn5uDErEhZy+R3rkyJGMGzeO77//HovFwvHjx/nwww954IEHGD16dFHEKCLi0ZQXRUQcKTeWbXkdjVVpU4UffrCOa9PGjQGJuJjTZ6QfeughcnNz6dKlC2lpaVxzzTX4+/vzwAMPcN999xVFjCIiHk15UUTEkXJj2WWMIelIEgDp/uF88YV1vAppKU0spjDXy+Tj3Llz7Nu3j5SUFBo2bEhISIirYys2ycnJhIeHk5SUpEcbiHigkrKPKi+KSHEqKftpacmNJWV7e4KMpAyei3gOgNAZDzPpXz7UqgW//AK+vm4OTkq14txPL+k50gB+fn40bNiQBg0a8O2337Jnzx5XxiUiUuIoL4qIOFJuLHuSj1ov6w4oF8DKNdYLYO+5R0W0lC5OF9L9+/fn9ddfByA9PZ3WrVvTv39/mjRpwieffOLyAEVEPJ3yooiII+XGsiuvkPaOqcjKldZx3bq5MSCRIuB0Ib127Vo6duwIwKJFi8jNzSUxMZFXX32Vp556yuUBioh4OuVFERFHyo1l15nfzwDwu18D0tOhUSNo0sTNQYm4mNOFdFJSEuXLlwdg6dKl9OvXj6CgIHr37s1vv/3m8gBFRDyd8qKIiCPlxrIpNyeX7176DoDTwVUB6NQJLBZ3RiXiek4X0tWqVWPTpk2kpqaydOlSuv11ncaZM2cICAhweYAiIp5OeVFExJFyY9kTvz2er+//mtO/nQbgt9TKALRo4c6oRIqG04+/Gj9+PIMGDSIkJIQaNWoQFxcHWC/fady4savjExHxeMqLIiKOlBvLFmMMH/f/mD9//ROAmr0b8tMSa6nRvbs7IxMpGk4X0vfeey9t2rThyJEjXHfddXh5WU9q16pVS/e7iEiZpLwoIuJIubFsSTyYaCuiW41uRYWbOmC+gpAQqFzZzcGJFAGnC2mAVq1a0apVKwBycnLYuXMn7du3p1y5ci4NTkSkpFBeFBFxpNxYdpw9fhaA8nXK0/uN3ixbZh1fvbruj5bSyel7pMePH8+7774LWBNip06daNGiBdWqVWP16tWujk9ExOMpL4qIOFJuLFtSE1IBCKoYBMBXX1nHN2zorohEipbThfTHH39M06ZNAfjyyy85cOAAv/zyCxMmTODhhx92eYAiIp5OeVFExJFyY9mSV0gHRwUD8P331vG33OKuiESKltOF9B9//EFMTAwAS5Ys4dZbb6VevXoMGzaMnTt3ujxAERFPp7woIuJIubFs+ecZ6f37rePr13dXRCJFy+lCOjo6mt27d5OTk8PSpUu57rrrAEhLS8Pb29vlAYqIeDrlRRERR8qNZUvaqTTAekY6KQn+tPY7Ru3abgxKpAg53dnYXXfdRf/+/alUqRIWi4WuXbsC8P3339OgQQOXBygi4umUF0VEHCk3li3nX9r9++/WcRUrQmioG4MSKUJOF9KPP/44jRo14siRI9x66634+/sD4O3tzUMPPeTyAEVEPJ3yooiII+XGssVWSFcM5pd91nE6Gy2l2SU9/uqWfHoNGDJkyGUHIyJSUikviog4Um4sO1JP/n2P9JrPreOaNHFjQCJFzOl7pAHWrFlDnz59qFOnDnXq1OGGG25g3bp1ro5NRKTEUF4UEXGk3Fg2GGNIOpJk/RAewV9PPaNPH/fFJFLUnC6kP/jgA7p27UpQUBD3338/999/P4GBgXTp0oX58+cXRYwiIh5NeVFExJFyY9mRcSaDc2fPAbBmezgZGdbLunv3dnNgIkXIYowxznzhyiuvZNSoUUyYMMFu/Isvvsjbb7/Nnj17XBpgcUhOTiY8PJykpCTCwsLcHY6I/IOn76PKiyLiDp6+n5a23Ojp29udjm89ztut3uZkRD1mJQ4EYPJkmDHDzYFJmVOc+6nTZ6R///13+uRzncYNN9zAgQMHXBKUiEhJorwoIuJIubHsOPb9MQzwaWYvAKpUgccec29MIkXN6UK6WrVqrFixwmH8t99+S7Vq1VwSlIhISaK8KCLiSLmxbDh74ixLxi7hDOU4mR4OwNq1EBzs5sBEipjTvXZPmjSJ+++/n23bttG+fXsANmzYwJw5c3jllVdcHqCIiKdTXhQRcaTcWDYk7EwAA4lYi+j69aFWLTcHJVIMnC6kR48eTUxMDC+88AL/+9//AOs9MB999BE33nijywMUEfF0yosiIo6UG8uG1FPWx14FNKwFu62XdYuUBZf0HOmbb76Zm2++2dWxiIiUWMqLIiKOlBtLv7Q/0gBI9YkAVEhL2XFJz5EWERERERFJO2UtpJNNKKBCWsqOQp2RLleuHBaLpVAzPH369GUFJCJSEigviog4Um4se9JPpwOQmBUEQOXK7oxGpPgUqpB++eWXizgMEZGSRXlRRMSRcmPZc+7sOQD+TAsEdEZayo5CFdJDhgwp6jhEREoU5UUREUfKjWVPZnImAPFnAgCoXt2d0YgUH90jLSIiIiIilyTzbCZpBHL6rC8ADRq4OSCRYqJCWkRERERELklmcianqABYz0aHhLg5IJFiokJaREREREQuybmz5zhFRQAaNnRzMCLFSIW0iIiIiIhcktQzmfxICwCaNnVzMCLFSIW0iIiIiIg4LfloMr+dCuc4VQgNNdx/v7sjEik+heq1+3wZGRm89tprrFq1ioSEBHJzc+2m//jjjy4LTkSkJFBeFBFxpNxY+iXsSiAF603RV11l0TOkpUxxupAePnw433zzDbfccgtt2rTBYrEURVwiIiWG8qKIiCPlxtIv/XQ6aQQDUKGCm4MRKW7GSWFhYWb9+vXOfi1fa9asMddff72pVKmSAcyiRYvspg8ZMsQAdq/u3bvbtfnzzz/N7bffbkJDQ014eLgZNmyYOXv2rFNxJCUlGcAkJSVd7iqJSBHw9H3UlXnRGM/IjZ6+zUXE8/fT0nbM6Onb2x1+mPmD6cK3Boy56y53RyNSvPup0/dIV6lShdDQ0Mss361SU1Np2rQpM2fOLLBNjx49OHHihO313//+1276oEGD2LVrF8uXL2fx4sWsXbuWUaNGuSQ+EZHCcGVeBOVGESkddMxY+qWfSSeNIEBnpKXscfrS7hdeeIEHH3yQN998kxo1alzWwnv27EnPnj0v2Mbf35+YmJh8p+3Zs4elS5eyefNmWrVqBcBrr71Gr169eP7556msGzVEpBi4Mi+CcqOIlA46Ziz9Ms5kkEo4oEJayh6nz0i3atWKjIwMatWqRWhoKOXLl7d7udrq1auJioqifv36jB49mj///NM2bdOmTURERNgSIkDXrl3x8vLi+++/d3ksIiL5Ke68CMqNIuL5dMxY+p1/RrpiRTcHI1LMnD4jPXDgQI4dO8YzzzxDdHR0kXYc0aNHD/r27UvNmjXZv38///73v+nZsyebNm3C29ub+Ph4oqKi7L7j4+ND+fLliY+PL3C+mZmZZGZm2j4nJycX2TqISOlXnHkRiiY3Ki+KiKuV9GNG5cWLyziToUu7pcxyupDeuHEjmzZtomkxPHH9tttus71v3LgxTZo0oXbt2qxevZouXbpc8nynT5/OtGnTXBGiiEix5kUomtyovCgirlbSjxmVFy/u/EJaZ6SlrHH60u4GDRqQnp5eFLFcVK1atahQoQL79u0DICYmhoSEBLs22dnZnD59usB7ZACmTJlCUlKS7XXkyJEijVtESjd35kVwTW5UXhQRVyvpx4zKixd3+o8ckv66R9oFXYSIlChOF9LPPvsskyZNYvXq1fz5558kJyfbvYrS0aNH+fPPP6lUqRIAsbGxJCYmsnXrVlublStXkpubS9u2bQucj7+/P2FhYXYvEZFL5c68CK7JjcqLIuJqJf2YUXnx4vYnhGHwonrlbP7a1CJlhtOXdvfo0QPA4TIZYwwWi4WcnJxCzyslJcX2SyHAgQMH2LZtm60TimnTptGvXz9iYmLYv38///rXv6hTpw7du3cH4Morr6RHjx6MHDmSN998k6ysLMaOHcttt92m3hdFpNi4Mi+CcqOIlA46ZizdsjOzOXXGG4Bq1YyboxEpfk4X0qtWrXLZwrds2ULnzp1tnydOnAjAkCFDmDVrFjt27GDu3LkkJiZSuXJlunXrxpNPPom/v7/tOx9++CFjx46lS5cueHl50a9fP1599VWXxSgicjGuzIug3CgipYOOGUu3w+sOk5wVAEDl6k6XFCIlnsUYU+Z/QkpOTiY8PJykpCRdtiPigbSPFj9tcxHPp/20eGl729vx4Q7uuyORtVzDmDHw+uvujkikePdTp38+Wrt27QWnX3PNNZccjIhISaS8KCLiSLmxdMs4k0EqwQD848liImWC04V0XFycw7jznwvo7L2AIiIlnfKiiIgj5cbSLSMxg1Ssz7zSo6+kLHK61+4zZ87YvRISEli6dCmtW7fmm2++KYoYRUQ8mvKiiIgj5cbSLf1Mus5IS5nm9Bnp8PBwh3HXXXcdfn5+TJw40e6xAiIiZYHyooiII+XG0u38S7t1RlrKIqfPSBckOjqavXv3ump2IiIlnvKiiIgj5cbSYd/uTE4TCeiMtJRNTp+R3rFjh91nYwwnTpzg2WefpVmzZq6KS0SkxFBeFBFxpNxYui3fHg3AlXWzqF/f183RiBQ/pwvpZs2aYbFY+OdTs9q1a8d7773nssBEREoK5UUREUfKjaVX+tls1me0BODee+G8PuREygynC+kDBw7Yffby8qJixYoEBAS4LCgRkZJEeVFExJFyY+m16ptzpBJCEGmMvCfQ3eGIuIXThXSNGjWKIg4RkRJLeVFExJFyY+n19RLrsL7fAfwDrnJvMCJuUujOxlauXEnDhg1JTk52mJaUlMRVV13FunXrXBqciIgnU14UEXGk3Fi6pafDoq/8AGgUccTN0Yi4T6EL6ZdffpmRI0cSFhbmMC08PJy7776bF1980aXBiYh4MuVFERFHyo2lV0YG1K8Px0764EUOzSqdcndIIm5T6EJ6+/bt9OjRo8Dp3bp10/MARaRMUV4UEXGk3Fh6Pf00HPnrJHRvllCtnu53l7Kr0IX0yZMn8fUtuGt7Hx8fTp3Sr1IiUnYoL4qIOFJuLJ1On4aXXrK+b89GWvIjdXvXdW9QIm5U6EK6SpUq/PzzzwVO37FjB5UqVXJJUCIiJYHyooiII+XG0ic3F0aNgtRUqMAprmM5PoE+1O2pQlrKrkIX0r169eKRRx4hIyPDYVp6ejqPPfYY119/vUuDExHxZMqLIiKOlBtLny+/hE8+sb7vwVIswJ3L7yQ4KtitcYm4k8UYYwrT8OTJk7Ro0QJvb2/Gjh1L/fr1Afjll1+YOXMmOTk5/Pjjj0RHRxdpwEUhOTmZ8PBwkpKS8u0YQ0Tcy1P3UeVFEXEnT91PS2tu9NTtXRyaNzNs226hKdu4mc+5Z/s9RDcpWf9+UjYU535a6OdIR0dHs3HjRkaPHs2UKVPIq78tFgvdu3dn5syZJS4hiohcDuVFERFHyo2ly9GjsG27BYBrWclN825SES2CE4U0QI0aNViyZAlnzpxh3759GGOoW7cu5cqVK6r4REQ8mvKiiIgj5cbSY9myXMCLKhyl07DaNL2zqbtDEvEIThXSecqVK0fr1q1dHYuISImlvCgi4ki5seT7/L8ZQBB1vH6nz1t93B2OiMcodGdjIiIiIiJSdpw8CcvX+gNw3bU5ePmodBDJo71BREREREQc/OetXDKyvKnCUXrfWd7d4Yh4FBXSIiIiIiLiYOs3fwLQKOgADW6o7+ZoRDyLCmkREREREXFw6ngWAPWuiSIgIsDN0Yh4FhXSIiIiIiLiIDnFG4CK0ZfUP7FIqaa9QkREREREHJxNtxbSFSp5SMmQnQoJ6yDzD8CAyYWkn+HPzdbPUrpVuxXqj3V3FDYesleIiIiIiIgnScn0BSCqsq/7gsg8Ddv/DSm/Q8JqyM1yXyziVpv2niNWhbSIiIiIiHiytGzro6+iqrqpkN73NvwwymH09wf8ST8H2dk5xJ/JZvnPkJbphvikWLXtWptYdwdxHhXSIiIiIiJiJzcXMsxfhXQVNxTSKQfhh7ttH4/49+CB55fy6WbIzvm7avb19WX+/PnUrVu3+GOUYlWhQgV3h2BHhbSIiIiIiNg5czoX81e/xBWL89JuYyAjAX5/DzAkZkVQfXQiZ9OX2pq8/fbbtGjRAh8fH6KiooiJiSm++ET+okJaRERERETsJBzLAvzxIYuwCv7Ft+ANA+DwQtvHf81N5Gy69X1wcDDLly8nNtaTLvCVskqPvxIRERERETvWQhoCScfb37voF5idBr/PtRXROV7BvLAE3l4F/fv3JyEhgaSkJBXR4jFUSIuIiIiIiJ34Y9kABHtnYLFYin6B2/8N3w0F4FxkHP/afDcPfAg9e/bko48+omLFinh7F0NBL1JIurRbRERERETsHD5ofS5zOd/UollAbg4c/RSOLIL0E9ZHWwFHz4bTYvRqTiVbP991111Fs3yRy6RCWkRERERE7OQV0hWC0lw/8+0Pw65nHEbnhDakztA9ZGZZe2geNmwYt9xyi+uXL+ICKqRFRERERMTO7l+sl3NXrnDOtTM+vsy+iK56I1S5ka27jnDjqFfIzDLUq1ePvXv3una5Ii6mQlpERERERGyys+GH3SEAtGyQ4roZpxyE9X+dYY6Kg7ivwCcIgIfH9OBY/GkAXnzxRdctU6SIqJAWERERERGbzZshJcOXANJp2TzXdTPe9yZkp0DYlZiOi/jv/z7j448/5uDBg/z0008AfPPNN1x33XWuW6ZIEVEhLSIiIiIiNgsWGMBCLX6nZqfqrplpdhrseQGAzamd6F2tHqdOnbJr0rlzZ7p27eqa5YkUMbc+/mrt2rX06dOHypUrY7FY+Oyzz+ymG2N49NFHqVSpEoGBgXTt2pXffvvNrs3p06cZNGgQYWFhREREMHz4cFJSXHgJiohIMVNuFBGxp7xYfHJz4Z23rR2NNfL7jWrtq7lmxvv+A8b6SK3+971pK6KbNm3Km2++yffff8+SJUuK51FbIi7g1kI6NTWVpk2bMnPmzHynz5gxg1dffdW2cwUHB9O9e3cyMjJsbQYNGsSuXbtYvnw5ixcvZu3atYwaNaq4VkFExOWUG0VE7CkvFp8//oC0dGuJcP11Gfj4u+gC1oS1ALz8bSgH/zoRvXz5crZt28bdd99NmzZtCAgIcM2yRIqD8RCAWbRoke1zbm6uiYmJMf/3f/9nG5eYmGj8/f3Nf//7X2OMMbt37zaA2bx5s63N119/bSwWizl27Fihl52UlGQAk5SUdPkrIiIuV5b3UXflxrK8zUVKirK6nyovFq0tP2QbMCaYs2bXwl2umWl2psn9JNqYDzGdG2IiIyPNsmXLXDNvkfMU537q1jPSF3LgwAHi4+Pt7pMIDw+nbdu2bNq0CYBNmzYRERFBq1atbG26du2Kl5cX33//fYHzzszMJDk52e4lIlISFFVuVF4UkZJKedG1Pv84C4BQznJl3ytdM9MTy7BknOTEGdj4G3zyySd069bNNfMWcROPLaTj4+MBiI6OthsfHR1tmxYfH09UVJTddB8fH8qXL29rk5/p06cTHh5ue1Wr5qJ7P0REilhR5UblRREpqZQXXWvjuhwA6obEY/Fyzf3K5ugXAHy6BUaMGkOnTp1cMl8Rd/LYQrooTZkyhaSkJNvryJEj7g5JRMStlBdFROyV1bx45Jc0ABpEJrhmhsm/Yvn9HQDW7PVj6tSprpmviJt5bCEdExMDwMmTJ+3Gnzx50jYtJiaGhAT7nTw7O5vTp0/b2uTH39+fsLAwu5eISElQVLlReVFESirlRddKOecLQNW6QS6ZX8bWhwFrb+AN4sZe8BhdpCTx2EK6Zs2axMTEsGLFCtu45ORkvv/+e2JjYwGIjY0lMTGRrVu32tqsXLmS3Nxc2rZtW+wxi4gUNeVGERF7youudTbTH4BmfS7/UnZzejt+xz8GoM2jMPzu+y97niKewkX92V+alJQU9u3bZ/t84MABtm3bRvny5alevTrjx4/nqaeeom7dutSsWZNHHnmEypUrc9NNNwFw5ZVX0qNHD0aOHMmbb75JVlYWY8eO5bbbbqNy5cpuWisRkcuj3CgiYk95sXgYA6nZfgBEVb7MMiE3m9RlvQixwP++g38//wk1atRwQZQiHqLI+wW/gFWrVhnA4TVkyBBjjPVxBo888oiJjo42/v7+pkuXLmbv3r128/jzzz/NwIEDTUhIiAkLCzN33XWXOXv2rFNxlJXHGYiUVGVtH/WE3FjWtrlISVSW9lPlxeLxxx/GWMtpYw5tib+seeVumWDMh5jkdzAPj7/TRRGKXFhx7qcWY4wp1srdAyUnJxMeHk5SUlKZuf9FpCTRPlr8tM1FPJ/20+JVFrb3jh2Gpk0tBJHKiSM5hFW9xPX8cwu5y2LxIptx73vx0HtHqVSpkmuDFclHce6nbr20W0REREREPMP367MBX0I5S2BkpHNfzs2GDQPhyCeAwQtYvxd2ZcWpiJZSSYW0iIiIiEgZl54ODz/qDUAV31P4BjrZu/bRRXDkY9vHtXu9GDorl7c+fMiVYYp4DI/ttVtERERERIrHsmVw6k8vgkmhf43vnftydir8/JT1fb2xzDz5JJ2eyOWcXxW6du3q+mBFPIDOSIuIiIiIlHELF1qHTdhJTDXfwn8x7Rh8WQdyMsjI8aVezzc48kcuALfffjsWi6UIohVxP52RFhEREREpw5KT4csvrf0PN2Q3jQc1LvyXD34IORkA3PZKlq2IvvHGG3niiSdcHquIp9AZaRERkWJw6hS8/jqcOePuSKQkmDIF1D+TFJenn4azZy1E8gf1os7QbGizwn0xKwV+fQ2Ab5Nv5fOtC2nTpg2fffYZMTExOhstpZoKaRERkSK2fz/ExcHRo+6OREqKu+9WIS3FY/9+ePll6/tufEON9tXw8i7kRasH5kHaUfArx7xVaQD07dtXvXRLmaBCWkREpAht3gwDB1qL6Fq14Pbb3R2RlAQVKrg7AikrZs+Gc+egRc3T1DvwGyGVWxXui1ln4ecnAcis9yAffzkNgLi4uCKKVMSzqJAWEREpImfOQLdukJgIFgt89BG0KuQxqohIcVi+3DpsX/UwlgMQEh1SuC/u+T/IiCfXO4R6100jPT2dWrVq0bp166ILVsSDqLMxERGRIrJ8ubWIBli6VEW0iHiWH36wvnx9oWHgQQCCo4Mv/sWMBNj9LADfn7uFwwnpADz77LN4eam8kLJB/9NFRESKQHY2PPOM9f2ECdYz0yIinuSll6zDgQPBN+kPoJBnpH+fA7lZmPIteWTuYQAmTpzIrbfeWkSRingeFdIiIiJFYN482L7d+v6OO9wbi4jIP8XH//3s6AkTIPVkKnCRM9ImF9beDNseBGBLUmtWrFgJwB1KdFLGqJAWERFxsZwceO456/uJE6FFC/fGIyLyT1u3WnPVVVdB06aGlJMpwAXOSOdmwcpucPQzAHL8orjxvg8BmDBhAs2bNy+OsEU8hgppERERF1uwAH79FcqVg8cfd3c0IiKOfvnFOrzqKjh39hzZ6dlAAWekUw7AoipwcgUApv54er9ZhxOnzhIVFcUjjzxSXGGLeAwV0iIiIi507hw8+qj1/aRJEBrq3nhERPKzapV12KwZHN96HICwqmH4BfvZN8zNgTV9IPOU9fPVH7PoUEeWrdiIn58fS5YsoVy5csUXuIiHUCEtIiLiQhMmwO+/Q3Q0jB/v7mhERBwZA+vXW9/36AGH11s7DKt+dXXHxkc+gaRdAGR120rf8R/Sr18/ACZPnkzLli2LJWYRT6NCWkRExEXefhveeMP6/qmnILgQT5ERESlu8fGQlAReXtCwIRxZfwSAaldXs2+Yehh+nAjAyajRtOg8hEWLFgEQGRnJhAkTijVuEU+iQlpERMQF0tOtZ6PBemn3iBHujUdEpCAbN1qHdeuCr08uRzZZC2mHM9K/vgbpx0ijPPVvnMXPP/8MwJQpU9izZw+RkZHFGbaIR/FxdwAiIiKlwZYtkJoKMTHqYExEPJcx8NZb1vc33AAJOxM4d/Yc/mH+RDWKsm98dj8Aj/03maQ0qFixIitWrKBx48bFHLWI51EhLSIi4gLPP28ddugAFot7YxERKcjTT8Py5db3/fvDkY3Ws9FVY6vi5W1/sWpu6mG8gF9PZHPVVVexfft2vL29izliEc+kS7tFREQu0bp11udFN20KX3xhHXf11e6NSUSkIOnp8NJL1vd33AGtWkHSkSQAIus7Xqad/sdeAI6dtjB37lwV0SLn0RlpERERJxkDr78O99//9zgvL7j1VrjrLvfFJSJyId98A6dPQ/XqMGeOdVxqQioAwVH/6B0x5xzB3ikAXD9gtHrnFvkHFdIiIiJOyMmB7t1hxQrr5+hoGDPGWkBXrere2ERELmTzZuuwa1fIO7mcdioNyKeQTj8GQMY5aNama3GFKFJiqJAWERFxwptv/l1E33wzLFz49wGpiIgn+/FH6zDv5LIxhjP7zwAQXPEfhXTKAQCOnIYrmtUsrhBFSgzdIy0iIlJIJ0/ClCnW96+9Bp9+qiJaREqOfxbSOz7Ywandp/AJ9KFK2yp2bTNPrAdg+2G44oorijFKkZJBhbSIiEghffIJnD0LzZvDvfe6OxoRkcJLT7f+GAhQvz6cSznH8ges3Xd3erQToZVC/26cdRav32YC8MPBQCIiIoo5WhHPp0JaRESkEM6ehRdftL4fONDauZiISElx6pR16OsL4eFwZNMRUhNSCasaRuzE2L8bGgPLO+CbncDR0/DdqYbuCVjEw+kwQERE5CL27YN27WD/fihfHkaOdHdEIiLOySukK1a0Pus+fls8AFXbVcXb77x7VM78CIk7AbjrLWjV9priDlWkRFAhLSIicgGrVkHr1rB7N8TEwP/+B7rKUURKmvMLaYBfPv0FgKrt//G4gZ+fAmDPMVi/L4B77rmnuEIUKVHUa7eIiEgBfv0VbrgBUlIgNhY+/hgqV3Z3VCIizjt61DqMiYGcczkc33IcgCv7XmnXLvP0XvyBTzfD//3f/1GvXr1ijlSkZFAhLSIiUoCpU61FdJ061kdeBQa6OyIRkUvz66/WYb161su6c7NzCYgIILx6+N+NTC65yb+CDyzeXY5N/xvrnmBFSgBd2i0iIpKPDz6wPiMa4OWXVUSLSMn222/WYeWws7zb/l0AanevjcVi+bvRmZ8I9MkhLRNirxvkhihFSg4V0iIiIv+wc+ffHYpNmgS9e7s3HhGRy3XokHV4eN5aTI4BoO24tn83yM3GbLwTgO/2weh77y/uEEVKFBXSIiIi//Doo5CRAT16wHPPuTsaEZHLl1dIc8T65uYPbqZabLW/G/z5PZbkPWRlw9RFIdSqVav4gxQpQVRIi4iInCcjA5Yutb5/7jnw9r5wexERT5eSAqdPW9+Hk0SHhzrQZFATuzaZBxYB8PEPULP5DXgr+YlckDobExEROc+771qL6SpVoHFjd0cjInL58s5GB3plEJB7jhrX1HBok7bvE/yBDQdCmfnhzOINUKQE0hlpERGRv+zeDQ88YH3/8MNwfh88IiIlVV4hHZabCEBM0xj7Bn9uoRwHAYhqeicRERHFFptISaVCWkREBMjKguHDrWeju3b9u7MxEZGSLq/H7nKcweJlITg6+O+JuTnkfGdNeB9ugC69b3dDhCIlj0cX0o8//jgWi8Xu1aBBA9v0jIwMxowZQ2RkJCEhIfTr14+TJ0+6MWIRkaKn3Fg0PvoIvvsOwsKsl3f76OYnkRJDefHCtm2zDqNIIKhiEF7e55UAh+bjnbSNxFR4eU012rVr55YYRUoajy6kAa666ipOnDhhe61fv942bcKECXz55ZcsXLiQNWvWcPz4cfr27evGaEVEiodyo+v95z/W4eTJUL26e2MREecpL+Zv82b44APr+6ocJSQmxG76qZ3zAXh9OTz94jvqZEykkDz+93YfHx9iYmIcxiclJfHuu+8yf/58rr32WgBmz57NlVdeyXfffadf00SkVFNudK1ff4V168DLC+66y93RiMilUF7M36uvQnY2tL0yibp79hFWte7fE88lEZy4CnzAK+ZaunXr5r5ARUoYjy+kf/vtNypXrkxAQACxsbFMnz6d6tWrs3XrVrKysujatautbYMGDahevTqbNm26YFLMzMwkMzPT9jk5OblI16E0S0mBzz6Do0dh61ZrohZxRr16ek7vpXB1bizrefG996zDnj2tvXWLSMmjvJi/7dutwx619mLZAxWvqmiblr3nZYJ8Mtl1FOpePcpNEYqUTB5dSLdt25Y5c+ZQv359Tpw4wbRp0+jYsSM///wz8fHx+Pn5OfQqGB0dTXx8/AXnO336dKZNm1aEkZdue/dai+f33rOexRG5HKX8RECRKIrcWJbzojEwb571/fDh7o1FRC6N8mLBjhyxDv1OnSALqHjlX4V0dirZO/8PHy94fXU4L3zcx20xipREHl1I9+zZ0/a+SZMmtG3blho1avC///2PwMDAS57vlClTmDhxou1zcnIy1apVu6xYS7OjR+Hrr61nn9esgc8/t58eGQldukCTJlCxYv7zEClIVJS7Iyh5iiI3luW8+MsvcOIEBAZC797ujkZELoXyYv7OnoXEROt77/jjZAHl65QH4NyJDQR4pXL0NDTq9QRBQUFui1OkJPLoQvqfIiIiqFevHvv27eO6667j3LlzJCYm2v3CePLkyXzvjzmfv78//v7+RRxt6bB9O8TF/Z2E81SsCPfdBwMHwhVXqHdbEXdyRW4sy3kxrz+iNm3Az8+9sYiIaygvWq1dax1Wq2bIPHoKgHK1ywFwaOcy6gJ74v0Y8cjdbopQpOTy+F67z5eSksL+/fupVKkSLVu2xNfXlxUrVtim7927l8OHDxMbG+vGKEuHrCz46ivo1s1aRNesaS2ahw2DN9+E33+HRx6BOnVURIu4m3Lj5dmwwTq8+mr3xiEirqO8aLVli3XYsU0mJtfgE+hj67U7J2ETAMlUKfE/GIi4g0eXQA888AB9+vShRo0aHD9+nMceewxvb28GDhxIeHg4w4cPZ+LEiZQvX56wsDDuu+8+YmNjS33vi0UtJ8d6FnrjRuvn5s1h5Ur4x61FIuImyo2uY4y1t26ADh2KZhkZiRmc3HkSTNHMX0qnSi0r4ResSyQKS3kxf4cOWYfRIakAlKtVDovFYh2Xuw2AP/zauCM0kRLPowvpo0ePMnDgQP78808qVqzI1VdfzXfffUfFv27Efemll/Dy8qJfv35kZmbSvXt33njjDTdHXbKdOQN9+1qLaB8fGDUKpk1TES3iSZQbXWfZMusVNn5+UBQnptLPpPNm0zdJPlIye/sV9xn982iirlInEoWlvJi/gwetw9Cs0wBE1o0EwGSeplxAOgBN4oa5IzSREs9ijCnzv5EnJycTHh5OUlISYWFh7g7HbQ4ehGuvhQMHrEX0m2+qB1vxDNpHi19Z2eYDB8KCBXD//fDKK66f/5on1rD6sdUAVGhQwfULkFLrti9usxU9BSkr+6mnKGnb+6OP4LbbrO9H8jZVOE7npzpzzcPXcGbXfMptH8ThP6DiyLTL6sRXxJMU537q0WekpXg9+aS1iK5c2dpLd5Mm7o5IRKRo/fSTddirl+vnvfmNzbYiut3EdnR/obvrFyIiko99+/4uov29s4jOsT7mq8FNDeDUJsptHwTAmv0R3KkiWuSSqJAWABYutD4XGqzPU1URLSKl3cGDsHev9f1VV136fIwx5GbnkpuVS865HNLPpBP/UzzfPPANADWvrUnHKR0vP2ARkULat+/v94MrLMHnZC53LLuDqPohnF1wPaF/dTecWvkO9wQoUgqokBbOnbM+ygpg3DjrM6FFREq7GTOsw7ZtoUoV57776+Jf2fHBDo5uOkrS4aQC29XpWYeB/9/enYdFVfZvAL8HBA1kccUN3BFTLJVU1Mwt1DSzUEsrS019S63fa9pq+rq8lq3mGmqlZeWSlpZraeae+/66CyoIIojsMDDf3x/HGWTTMzALM+f+XJfXDHMOzzwz93yPPGfOec5vg+Di6lAXySAiBxcdrdz27Cmo88cxCIBqzaoh4UgEqrgkIksPPDWrPJZummjXfhI5Mg6kCZMnA3FxQI0aeX9YEhE5s5gYYOFC5f6MGcCdSWxVidoRheVPLYcYip5ixLW8K7zreCOgYwCemPcEB9FEZHPXrim33roUSK7AvaI7vGp64fSG71DFE1h6oDp+3RuFChUq2LejRA6MA2mN27EDmDlTuT93rjJzLRGRs1uxQrnUX2ioMsmiWpm3M7F60GqIQRDYJxBNnmqCuo/VhUdVD7i6ucLV3RUubi6my8sQEdmD8RvpB9JuAgCahjeFzkUHn5xzAIAaweEcRBOVEgfSGjd1qnId1WHDgPBwe/eGiMj6bt3Km6F78GDzfvfMr2eQEpOCSg0qIfyncLhX5N5HIip7jAPp3MtXAQDVm1cHDHrU8koHANR9qK+9ukbkNDiQ1rBjx4CtWwEXF+XwbiIiLfjiCyAqCqhfHxgyRN3v6NP1OPf7Oez6cBcAoNmzzTiIJqIy68qlHADlIFeVY7yrNq2K1JuXUNEFyMkFGjZrb98OEjkBDqQ1Sq8Hhg5V7oeHAwEB9u0PEZEt5OYC33+v3J82DbjfJSb16Xqsf209Tv50ErnZuQAAl3IuePjlh63bUSKiUoiOUW69kIyu/+2KRj0a4drJdagIID5Fh5peZf862ERlHQfSGjV6tHL91MqVgdmz7d0bIiLb2LRJuexVpUrAM8/ce10RwepBq3F2nXKNrAq+FRDYJxAthrRAlcAq1u8sEVEJZGUBt5KVP/Fb966JR99TLr+XfEM5P/pWhhtq2q13RM6DA2kN2rMHWLRIuT9mjDJbNxGRsxMBhg9X7g8ZAjzwQPHr5upzsWH0BtMguvETjfHsr8/C1c3VBj0lIiq5mDvfRrsiB3UC8zZ0WTdPAgASMyvao1tETofX5NCg6dOV24cfBsaPt2tXiIhsZvdu5VJ/ANCnz73X3fruVhxedBjQAS1eaIH+K/pzEE1EDsF06Ssko1J9X9PjhsSjAIDbLvVs3iciZ8RvpDUmMRH4+2/l/tKlgJeXfftDRGQra9Yot1WqAN26Fb+eGARHvz0KAOg9vzdC/hVS8icVAU5/BMTvASSn5O2Q9rT5CvCsa+9ekAOKilJufXAbvnV9TY975iozeLtXa2WHXhE5Hw6kNWbCBCA9HWjeXPlHRKQFIsDy5cr9xYuB4i7zLCLY8d8dyEjMgLuXO1oOb1nyJ81JBw6PAy5ElLwN0i59qr17QA7KeCUWXyTBp27e2dA1PJIBAJXqtbNHt4icDgfSGpKUBKxapdyfNUu57NX9iAjOrjuL64evQwxize6RRvn4+6D1yNb27gY5udmzgevXlfOiw8KKXkdEsP619Tj01SEAQIe3O5TscO7sW0DSCeDIBCBhPwBA79UCKbWGlbT7pEFebtXhZu9OkEO6nSQAdPBFEnzrNgUAZN6ORmVPAwDAv2kXO/aOyHlwIK0hw4YBKSlAUBDQ5T7bUDEIEs4lYPO4zbiw8YJtOkiaVKddHQ6kyer27VNuH3kE8PAoep2Ty0+aBtGdJnVCx3c6Ft9gwgEgej0Qtw1IiwQMWUBu1p3bTNNquS4emPqLK/7783HkGv7PMi+GNOHkye5o1qyavbtBDkYESLqt3A/1OoUKvsoffNFn/kJDANdu6VC7Vn37dZDIiXAgrQEGA/Dmm8AvvyiHMy5deu9vo7OSs7DksSWIPRpreqz5c83hUa2Yvz6JSsG3nq+9u0AacOWKcjt2bNHLRQS7PtwFAGj7Rlt0mXKPvY2pkcDWrkBO8YfeZrv54dg1D/SfcRlXbiqPlSvH/3KJyLpSU4HcXOXcldqBeX+33YpUtm8xKV6oU9y5LURkFv6vrgFjxgALFij3P/sMaNOm6PVEBMeXHcfvo35HToYyKU715tXx+KePo1GPRjbqLRGRZYkAly4p9/39i17n/PrzuHHiBtwruuOxyY/dozEDsG8okJOK6xlVsP2MGzYfycalGwakZuiRnpmD6JtZSM2MM/1Ku3btEBERgRYtWljwVRERFZaUpNy6Ige1WyjXu791aRtCcpW5GhLQ0E49I3I+HEg7uSNHgIg789x8/z3wwgv3WPfrI/htxG8AAE8/T/T4ogeCBwXboJdERNZz9CgQG6sc0l3cJIuHIpRDulv/qzUeqHSPC0zHbgVubEdaFtDxvQRculH0ar6+vmjVqhU++OADdO7cuVT9JyJSKzFROT+6AjLR9OkgAMDV34egUlVleYXGg+zXOSInw4G0kxs1Sjm0u1+/ew+irx++jm0TtwEAmoY3RfhP4bxmKhE5hSNHlNv27QFPz8LLs9OycelP5Svrh4Y8VHxDIsiK/AXlAaz6B6gV2BFDXuuO9u3bo1atWnBzc4O7uzt8fX3h6+tr8ddBRHQviYlAzx7KfQ+ko0H3BgAAP3flVL3vogbgxXfG26t7RE6HA2knptfn/QH53/8Wv16uPhcrw1ciLS4N1R6shqe+eYqDaCJyGv/7n3IbFFT08kt/XkJOZg586/mievPqhVdIPAJcXARc/QXlM5U/SPderYbffvuNA2YiKhNEBMMGpCA2zhsAEFL+BNwe6IbUG2fh550LAOj54nToeH40kcWouAASOapLl4CcHOUbmOL+gBQRbBi9AUmRSahQqQJe3vEyynuXt21HiYisRK/Pu350cfNDnF9/HgAQ2Dew8B+Z17cAm1oB5xcAdwbRq/cDfq1GcBBNRGXGj9MuYO02ZRAdij3oFaDsQTzx+3sAgGPX3FGtdmO79Y/IGfEbaSd29qxyGxhY/CzdB+YfwOFFh6Fz0eGpb5+CRxXOzE1EzmPjRuDaNcDPDxg4sOh1ov6OAgDU71rgkjDRvwN/P2n68eUIYN0hQK+riNOn/2WtLhMRmW3FkiwAQBOX8xjTKxIth3XDqZ+HoWb6RqACcMO9Pb+NJrIwfiPtxBYuVG6L+zbakGPAjqk7AACPf/I4gp4qZkUiIgf111/K7dNPA+WLONjm3O/nkHAuAQBQK6RW3oJLS02D6JQMoOkE4JpbN4wY/Rb27dsH/+Km/yYisjERwf+uVQQAvPJuNQz+fTA8Gp5Hs+xvUa9yBgDggdqd7NlFIqfEb6Sd1JYtwIYNyv2OHYteZ89ne5B2Iw0eVT3QZmwxxzwSETmonBxgzRrlfrduRa9z8KuDAIDWo1rDu7ZyWCREkPHPBDwA4Kc9wCuLga+X/ITnnnvO+p0mIjJTdko24vW+AICQx5QZFa//7w/UBXDxhisOZz+Bfv/3vv06SOSkOJB2QnFxwKBByrVTw8OBV18tvM6pVaew9Z2tAIAu07rce3Kx7FtAykXl+qlEluZWEfB50N69ICf07bfAlStA1arAE08UXm7INZjOj27xwp1rPBtyICem4AGJR0Y2EHG0Df7eNQ8hISE27DkRkXq3r6fhNioDAJq2cAMA6OOPAlWAK9mNMeCtdXbsHZHz4kDaCQ0ZolwCoU4dYOlSoOApMTGHYvDzwJ8BAM2fa47Wo1oX3VB2EnDmCxhOfQQXybZup0mzkt2bwbv/SXt3g5zQDz8ot2+/rVxDuqBt7yuX/IMOqPZgNSA3E7l/h8M1Vjmc5/ONrvht45/w8vKyUY+JiMwXF5lpul+linJbPku5pB+8edoekbVwIO1kfvhBOawbAFauLPqaqdsnbwcA+NbzxeOfPF548om0qzDsGgiXhH0AlBPpE1KA5Azr9Zu0KyolBp3t3QlyOllZwKFDyv2ePQsvv374OnbP3A0AaDmsJR6o/AAyDryHB2I3INcADFsINA6bzEE0EZV5+5acAVAL5V30KFdO+Ua6avmbAICKtXnqHpG1cCDtRJKTgZEjlfudOwOhoYXXSY1LReRfkQCAZ399Ft51vPMW6lMhh/4NXPoaLhAAQHwyMO1XYOvVpvDy8i7cIFEpNW/enANpsrjvvwdSU4FatYCmTfMvizsRhx97/wgACHwyEE8uehJIj4HLmY8BV2Ds924Y8NYa9OnTxw49JyIyT/TZNACAR7lsAG7QZ6UhwFc5krBWUDETRBBRqXEg7USWLwfS05XDeozXTS1o45iN0KfrUb15dfgF++UtMOTg9tbB8En8DQBwLAqY8BPwQP2+GD1uNGaHhdngFRARlV5iIjBlinJ//HjA9a4pIEQEm17fhNTYVOhcdXj8Y+WonJidk1HLNRd7zgH939qIrsXNTkZEVMbcuKZc+qpabeXb6Csn/0BDV+VIwloNOb8DkbVwIO3gLl8GXnsNiIkBjh9XHnvzTeWaqQVFbo/EmV/PAAD6LOwDncudQ7pFkLyhB3ySlfMFX/22HHSNR2DhurdQr149G7wKIiLL0OuBBx9UJl2sUQMYMSJvmSHHgN9G/obI7ZHQuejwyj+voGpQVcCgxwPRPwAVgEOpHTGWg2gichA5WTn4O1457KZKNWWvYfrfQ4EawPlEX7R24ZVuiayFA2kH9803wKZNeT+3aAGMHZt/ncykTBxYcADbJ2+HIceARj0boU67OspCQy5SdrwC7+RtMBiAN370xL/nHUZgYKDtXgQRkYWMGaMMogHl8O6KFfOW7ftyH45+exQA0P3j7qjVWrludMLxJahSIQOxScCjgz+zbYeJiErhdtRtpEGZEMfDywViMKCebxIAIMn9ITv2jMj5cTeVgztxQrkdOxY4dw44ejT/H46GHAO+D/se297bBoPegOrB1dF/ZX/TBGM3tgyFV8wSAMDk3yvj7YVnOIgmIoe1caNyGxYGdO+e93jciTj89cFfAIBmA5uh3f+1y1v2jzJ4/uOSPx5uxYl5iMhx3Lp0CylQJkUc/8YNXNi/HF4VlGXthq62Y8+InB+/kXZgcXHA2rXK/f79gcaNC6+zYcwGxByIgau7K3p/1RvBg4JRroISe3bsHlSK/x5wBd79zR//mrkTderUseErICKynH/+Aa5eVe4XnCdi/5z9yMnIAQD0mtsLLq7KfuTs+CN40OssAKB6qxEgInIk14/EIhl1AQC1T7dHY3/lslext11Qw7uKPbtG5PT4jbSDSk0FatdW7nt7A+3aFV5HRHDiR+Ur615ze6Hl0JamQXTWhRUot7UD3FyBP0+74e0Fx1G3bl1bdZ+IyOJWrlRuq1UDKlXKvyzpchIAoOuMrvCslnddwPOrBwMADlxyQevuHEgTkePIzc7F+vd2IwfKJGON/GIAALfSgFNZHezZNSJN4DfSDurwYSA3V7m/aBHg7l54ndTYVGSnZEPnosNDQ/LOk4k9uADVz7wGFxdg7wUXGEJ/hK+vr206TkRkBQYD8PPPyv333y+8PPFCIgDAP9Tf9Jg+6TyaeSsTMEb7jcMj1WtYvZ9ERJZy8+xN3IYPAKCK50084J6JqIe2oW6zLuCUiUTWx2+kHVR0tHIbGgoMHFj0OglnEwAAvvV9Ua78nX0mudnQHxgPFxdg/0Ugo/VShPXub4MeExFZx5YtQPnywJUrys8dO+ZfHn0gGkmRSXBxc0G1B6sBALJTonF7VXMAQFIa0LHvG7bsMhFRqSVeSMRteAMAAqpdQXoWEND0MTv3ikg7OJB2UPPnK7f16xe/zqmVpwBAubzLHSe/7Qh/n3SkZgJeT+1B194vWLObRERWt2gRkKOc/ozp04HWrfMvj96v7Hls0L0BPKt74sa5P3BzWUNU9cxGfDKwIf1VVPXj/BBE5FgSzyci+c430v6VryIm2R06Xu6KyGacptrmzZuHevXqoUKFCmjbti32799v7y5ZxZIlQL9+wK5dys9BQYXXSYtPwx9v/YGDCw4CAKo3r470GydxfNEjaO5xAACwLj4cTVuE2qbTRGQXWtkuHjqk3K5ZU/iw7pzMHOz9dC8AoHpwdSRe+BPyV2/U8slCdg5wxPe/GPzGfBv3mIjsyVm2jQnnE/K+ka56Ban6B+zcIyJtcYpzpFesWIFx48bhq6++Qtu2bTFr1iz06NEDZ8+eRfXq1e3dPYu5fh145ZW8c6Pr1AHeGJmBLRN2Iut2FgBlgrGTP52EPk0PAKgeXA2ePu/A489DaHFnfp1Vpxti0LRV9ngJRGQjWtkuigDXrin3C34TDQAnl59EUmQSyvuUR8XG+1B5/yTAC4hKcEFMkyUIC3vRth0mIrtypm1jwtkE3EIDAMo30i4tP7Jzj4i0xSm+kf78888xYsQIDB06FA8++CC++uoreHh44JtvvrF31yxq+/a8QfTXXwPHjgFHFx/A3k/34vCiwzi86DCOLD4CfZoeLuVc8MyPz+ChFz5EaF3l65p9l8pjdexAhE89Z7qONBE5J61sF5OSAL2y3xDZl6/h2r5ruLr3Kq7uuYrdH+/GxrHKhaXr9dEj1GMSAOBcrCvS2q1HKAfRRJrjLNvG/fP248LO6ziHQACAf5VzaNZpmJ17RaQtDv+NdHZ2Ng4dOoR3333X9JiLiwu6d++OvXv3Wu6JRPBen6WIve4GMT2og4juzs+6O6vduTX9fGe9Qj/nrVv4Z+X3C/587mZDAA+ic/2d8Ny8FL8tc0P0X5XhBqBycCq862YorbkA1UKSkRT7Nx6teg3IBDYlDUSP//taGUBnZFjufSGyBA8PgDt3LMZm20UAq2dtxIbvEyzapjmSs7wAPIXyyMTKzguKXKeirx5N630NZCo/V+57GFVrNgTS0mzXUSJzcbtocbb8m/GVR3648zefdSSe9EQiOkAPd1T2TECg3064ZuuBbL31npSoLChD20aHH0jfvHkTubm58PPzy/e4n58fzpw5U+TvZGVlISsry/RzcnLy/Z8oPR1/b2iMPbD/dfn6Xl6DZy9/nf/BE3f+Ga3Lv7gnVgJvrrR214hKJjUV8PS8/3qkis22iwC2rbqBbw6/VPLOWkgDXMJ7mFH0wiQA/837sSoeKno9orKE20WLM3fbWNLtItLT8e2hQTDAtVT9VatD2m60npQITKpok+cjsqsytG10+IF0SXz44YeYMmWK2b/XFdtQCzF3vl82fg8t+f6peaw061TCLQyDYx1+RERlX0m3iw0CXdB/j33nXHCBAS9jiV37QETOp6TbRQDoj59hsMEZlO7Ixnh8avXnIaLCHH4gXbVqVbi6uiIuLi7f43FxcahRo0aRv/Puu+9i3Lhxpp+Tk5Ph7+9/7yfy8MC01HH3Xsdm3rR3B4gsy8PD3j1wKjbbLgJ485sXgLnppeuwRfSxdweILIvbRYszd9tY0u0iPDywItWW26R+NnwuIjsrQ9tGhx9Iu7u7o3Xr1ti6dSv69esHADAYDNi6dSvGjBlT5O+UL18e5cuXN++JdLoycxgBEdG92Gy7CHDbSEQOw9xtI7eLRHQvDj+QBoBx48bhpZdeQkhICNq0aYNZs2YhLS0NQ4cOtXfXiIjsgttFIqLCuG0kIktxioH0s88+i/j4eEyaNAmxsbF4+OGHsWnTpkKTSRARaQW3i0REhXHbSESWohOx5uT8jiE5ORk+Pj64ffs2vL297d0dIiqANWp7fM+Jyj7WqW3x/SYq+2xZp9afTpCIiIiIiIjIiXAgTURERERERGQGpzhHurSMR7cnJyfbuSdEVBRjbfJMFNvhdpGo7OO20ba4XSQq+2y5XeRAGkBKSgoAqLs2IBHZTUJCAnx8fOzdDU3gdpHIcXDbaBvcLhI5DltsFznZGJRrCMbExEBEEBAQgKtXr1rk5PTk5GT4+/tbrD1HatNa7bJNbbZ5+/ZtBAQE4NatW/D19bVIm3Rv1touAo7zuWObbLOs/5/IbaNtGbeLXl5eSElJsWiejvJZdqT6cIQ2HaGP1mzX0beL/EYagIuLC+rUqWM6FMDb29uiHzxLt+dIbVqrXbapzTZdXDitg61Ye7vINtmmFtu0VrvcNtqGcbsIADqdDgD/ZrQ0R+mrVnO3VruOul3klpeIiIiIiIjIDBxIExEREREREZmBA+m7lC9fHpMnT0b58uXLZHuO1Ka12mWbbJNsy1HyZJtssyy3aa12uW20H/7NqM360Gru1mrXUdosDicbIyIiIiIiIjIDv5EmIiIiIiIiMgMH0kRERERERERm4ECaiIiIiIiIyAwcSBMRERERERGZgQNpIiIiIiIiIjNwIE2FGAwGe3eB7ITZExWP9aFNzJ2oeKwPbWLuCg6kVSrLVwkr2LeSfLivXLmChQsXAgBcXFyKbLesKvh6Ld3vsvw+aDl7a+dO6pTl9531kYfbRfMwdyqNsvy+sz7ycLtoHkfNHbBe9hxIq6TT6Sz6Ydm8eTP0er3F2gOAJUuW4Pjx46YPtzl+/fVXTJo0CU8++SS2bdsGQHnN1t7jZIn31Ph6v/nmGwBKvy2J2VtHad9Ta+dO6rA+rKOs1wdzt46ynjupw/qwjrJeH8zdesps9kKF5ObmiojI6dOnZdOmTbJ27Vq5fPlyoeXmMhgMIiKyePFicXNzk/j4+FL31SgnJ0d69+4t3bp1k5iYGNNjal29elWWLFkiTz/9tDRp0kSGDx8uFy5cMC0v6Wsu7vdTUlIs1raIyOXLl0Wn08mrr74qaWlpJW6H2TtW9pbKndRhfWizPpi7NnMndVgf2qwP5m753ItqoyxmfzcOpAswhnTp0iVp2rSp+Pj4SHBwsDz66KPy0UcfSXJycqF11TAWhojIwoUL5dNPP7Vcp+/YuXOnBAUFydixY0vcxokTJ+Tjjz+WTp06SbNmzWTatGmSkZFhWl7aD/H8+fPlmWeekd69e8vgwYPl0qVLpmV3v0clsW7dOmnbtq0sW7asRG0ye8fMvrS5kzqsD23WB3PXZu6kDutDm/XB3K2bu0jZzb4gDqSL0bdvXxk8eLBERkbK+vXrZfTo0fLII4/I448/LsuXLze7PWNICxYskLCwMHn55ZdNj5uzN+h+/vzzT6ldu7ZMmjRJsrOzVX2YC66TnZ0t27ZtkwkTJkjLli0lNDRUfvjhhxL3yfj65syZIzVq1JDw8HB5++23pUOHDuLq6ioTJ04scdtGubm5kpGRIePHj5cKFSqUKCMjZu842Vsyd1KH9aHN+mDu2syd1GF9aLM+mLvlchdxrOyNOJC+i/FDEhsbKxMmTJC///7btOzWrVvyww8/yPPPPy9BQUEybNgws/dg6PV6GTt2rNSoUUOqV68uO3fuNC3Lycmx2N7i2bNnS2BgoOzYsUPV+sbnnTJlSr4P1c2bN+Xnn3+Wl156SYKDg6VTp05y9uzZEvXJYDBIhw4dZMmSJabHYmNj5YsvvpDAwECzP8z3eq8mTpwoISEhpvzM2UAwe0VZzd7SuZM6rA9t1gdz12bupA7rQ5v1wdytl7vxecpq9kXhQLoIY8aMkUaNGsmXX35ZaFlkZKRMnz5d1q9fLyLmHw4QExMj69atkx49eoibm5u89NJLcvPmTdNytUEan3fLli0yZ84cWbx4scTGxsrVq1dFRGTcuHFSo0YNU4Hcb09WZmamPP/886LT6aRz585y5swZ07KLFy/K/Pnz5YknnjCdU6GW8fXs3r1bnnnmGdmyZUu+5enp6fLEE09Ir169zNrbZnz9y5cvl1mzZsmFCxfk6tWrkp6eLllZWdKzZ0/p3r27xMXFmdVfZl+2s7dW7qQO60Ob9cHctZk7qcP60GZ9MHfL5X73a3KE7O/GgXQB0dHRMnjwYGnSpInUrl1bIiIiJDMz0+LPc+nSJYmIiJCWLVuKn5+fTJ06tUTtDB48WFq1aiXNmjUTb29vad++vQQHB8uLL74oHh4e0qdPH9UfuFu3bsnGjRulU6dOotPpZNSoUaLX603Lo6OjRcT8vTbx8fESGhoqXl5e8sorrxRa/uOPP0rz5s0lMTHRrHajo6OlZcuW0rp1a3F1dZVOnTpJ27Zt5f3335fPPvtMdDqdPPnkk6pfP7N3jOwtnTupw/rQZn0wd23mTuqwPrRZH8zd8rmLOEb2BXEgXYSsrCxZs2aNDBw4UNq1ayeDBw+WzZs3l6rN69evyx9//CF//fWX6bHMzEw5evSo/Oc//xE3Nzf59ttvS9R2XFycJCcny4EDB+Snn36SRYsWybPPPisvvvii+Pn5SZ8+fSQhIaHQ7xW3hywmJkYiIiKkZs2a4ufnJ/Pnzy9Rv4xyc3Pls88+k06dOknVqlVlzJgxpvfh8uXL0r17dxk0aJBpXXPEx8dLRkaGnDhxQubMmSMff/yxdOjQQTp37iy1a9eWjz76yKz2mL1jZG/p3Ekd1oc264O5azN3Uof1oc36YO6WzV3EcbK/GwfS9xAdHS2ff/659OrVSx599FEZOnSoREVFqf594x6a1atXS0hIiAQGBoqfn5906dIl3zkPiYmJsm/fPlVtFvxA3z1LXkFZWVmyZ88eCQ4Olg0bNhS73sGDBwu1n5OTIytWrBCdTic6nU7WrFmjqn/3EhsbK5MnT5ZWrVpJYGCgBAcHS5cuXWTUqFGmde7eq1UUY+EYDAaJj4+X7OxsuXHjRqH1rl69KpGRkSXuK7MvW9nbKndSh/Whzfpg7trMndRhfWizPpi7ZXMXcZzsRTiQNn2Vf/v2bdm4caPMmTNH5s2bZzo0QUTkyJEjMmHCBOnYsaPq4+iNH7Lc3Fzx8/OTjz/+WGJjY2XEiBGmD9zzzz+f73nMsXz5cnn11VelW7duMm3aNMnOzjYty8rKyrfugAEDpF+/fkXuvVm7dq2pL9evX8+3LCEhQYYPHy67du0qUR9FlEkIVq5cKTt37jR96A8dOiQjRowQPz8/CQsLk4iIiEJ9LsrdhfH+++9LvXr1pHnz5hIWFiaffPKJ2YfVMHvHyN7SuZM6rA9t1gdz12bupA7rQ5v1wdytm7tI2c3+fjQ/kDZ67rnnJDg4WEJCQiQkJERatmwpn3zySb5j5s+dOyci6g4nMBbH1KlTpUOHDiKifNh8fHxkzZo1MnfuXFORfP3116r6aOzLxo0bpX79+hIeHi4zZ84UnU4ntWvXlkWLFuV7fmMfwsLCZOLEifk2BEbXrl2TRYsWSbt27aRSpUoyadKkfK+3YcOGcvr06Xyv6X6MBfDdd99JmzZtpHnz5uLq6iqhoaH59tKtWbNGevToISEhIfKvf/1Lfv31V1Wvf8yYMdKsWTOZPXu2zJ07V0aNGiVt27aVYcOG5XttajH7sp29tXIndVgf2qwP5q7N3Ekd1oc264O5Wy53EcfKvjiaHkgb3+xVq1ZJlSpV5MKFC2IwGMTf319CQ0Olfv36EhYWJqtXry5R+xkZGTJhwgSZO3euiIi88sorEh4eLiIiV65ckW7dusnEiRPzXWRcjaCgIJk+fbqIiCxevFjq1q0rI0eOFJ1OJ927d5c///zTtG5aWlqhqeIbNmwor7/+usTGxpreh9OnT8u0adOkXr16UqNGDenXr580bdpUnnzySRFRXxjG9dLS0qRSpUoyb948EREZNWqUhIaGiogy855Renq6zJ49W5o0aSJvvvnmfdu/fv26VKpUKd+er7i4OFmwYIHUqVNHvvvuO1X9ZPaOlb2lcid1WB/arA/mrs3cSR3Whzbrg7lbPve71y3L2auh6YG0UZcuXeSzzz4TEZF58+ZJkyZNJCoqSsaPHy8uLi5SuXLlfCf+38/dh06cPn1aduzYIdnZ2RIWFmY6GT83N1f69u0rGzduVNWm8QP3xx9/SGhoqCQnJ0tOTo4EBATI4sWLJSsrS/r06SM6nU4efvjhe7Y1e/Zs8ff3l1q1aslXX31lOkwiLS1NDhw4IFOnTpVu3brJZ599JklJSSJy/ynxC5oxY4apEM6cOSPe3t6m6fWXLVsmI0eONBWniDIzYVHnLxR04MABady4sem6b3cX7QsvvCDh4eFm9ZXZO0b2ls6d1GF9aLM+mLs2cyd1WB/arA/mbvncRRwj+3vR/EA6Li5Ohg8fLj///LNkZ2dLUFCQ6bCHY8eOSa9evcy6+PfcuXNl9uzZcvHixXyP5+TkSFhYmHTt2lWSkpJk7ty54uPjk29vixr79++XiRMnSnp6uixatEgeeeQR07Xlvv76a5kxY4bpA63X64vdO3Tr1i0ZP368uLu7S9u2bfPtmTIy/m5JLv6+dOlSGTBggIiI9OrVS55//nnTsl9//VXatm1rmr7enJn3MjIyJDQ0VMaNGydpaWn5fveTTz6Rtm3bqi4OZu842Vsyd1KH9aHN+mDu2syd1GF9aLM+mLt1chcp+9nfjyYH0gWPjc/OzpaEhAS5dOmStGrVyjRL3unTp6VDhw6m4/Tv9yG5fPmy6HQ6qVq1qrz44ouydu1aiY+PNy3fuXOnNGzYUHQ6nTRp0sR0GMP9/PPPP6YPvIjywRZRPnxt27Y1Pf7yyy/LsGHDVLVpdObMGenbt6+4uLjIoEGD8l1cvaRFIaJc/D0gIEDeffdd8fX1zXfNt/bt25sOy7hfUURHR8vvv/9u+jknJ0e+/PJLcXd3l+HDh8uxY8ckKipKjh07Jg0aNJCZM2fesz1mn6csZ2/p3Ekd1kceLdUHc8+jpdxJHdZHHi3VB3PPY63cRcpm9ubQ5EC6UaNGMnbs2EIzz6WkpEjLli2lT58+smTJEgkLC5NevXqJyP0/KAaDQeLi4qRDhw7i7+8vTZo0kcqVK8uoUaNk9+7dkpKSIiIiUVFRsnnzZjl06JCqvs6cOVNq1qwpM2fOlMOHD+ebbW7Xrl1Srlw56dSpkwwZMkQqVKggFy5cEBHzJjkQUSYlCA4OlooVK8qUKVNMe2rUFsipU6fybQhERCZOnCi1atWSzp07y6FDh+T48eMybtw4qVmzZr5Z9e5l6tSpEhAQIK+++qqcOHHC9Pj69eulYcOG4u3tLUFBQeLv7y/9+vW7bz+ZfV6fjcpi9pbOndRhfeT12UgL9cHc8/pspIXcSR3WR16fjbRQH8w9r89Gpc1dxDGyN4cmB9LG4/5r164tCxculLS0NNOyVatWSVhYmNSuXVu6detmOg5f7SEAJ0+elJEjR8qGDRtk48aN0qhRI6lfv77MmDFDzp8/b9ahBDk5OdKuXTvR6XRSuXJlCQ0NlUWLFuWbyW79+vXSu3dvCQ8Pl5UrV6rqq/FDWfAabHq9Xr788kvx9fWV1q1bq74O3okTJ6Rt27by/vvv57tW3bVr10zXgfP39xc3Nzd55plnZP369UU+f1GOHTsm06dPl65du0qbNm1k8uTJ+Qpw1apV8t1338nevXvz7cUqDrN3jOwtnTupw/rQZn0wd23mTuqwPrRZH8zdsrmLOE725tDkQFok/3H/7dq1k61bt5qWnT9/XmJiYkyHRag9Jt/4ofz888/Fy8tLNm3aJCIi77zzjvj6+krHjh0lIiLCdJ6CGhcvXpTBgwfLBx98IEOHDhVPT0954oknZN26dab+Fezj/fYMGdcNDw+XL774otDyyMhIad68eb7p7e+lTZs2Mnr0aDl16lSR/YmKipKDBw/Krl27SnwIyNatW+WNN96QkJAQ6dKlS77p+83F7B0ne0vmTuqwPrRZH8xdm7mTOqwPbdYHc7dc7iKOlb1amh1IG9193P9zzz0nZ8+eNS1TG2JRe3UiIiKkV69eEhMTIyLKh6Nfv37i4eGhujiMe2AWLlwoISEhcuTIEblw4YJ06tTJdCjI3r17JTk5WVV7d/d13759UrFiRTl69GiR6/373/+Wnj175ptVsCg//vij1KlTJ98enpiYGBkzZow8+uij0q9fP7NmMbyX1NRU2bJli7zwwgvy2GOPSf/+/U0z+5UEs3eM7C2dO6nD+tBmfTB3beZO6rA+tFkfzL10uYs4bvb3o+mBdFHH/Xt6esp//vMf1cf9p6SkyIcffigzZ86UHTt2yKlTpyQqKkr0er307t1bQkND5fLly6b1zb0OnNH06dOlRYsWcvLkSRFRZt1r1KiR+Pr6ytKlS4t9bcUdDtGzZ095/fXXi32+F198Uf7973/ft18DBgyQt956y/R8Bw8elAEDBkidOnVk+PDh0qVLF+ncubPExcXdty2j1NRUWbZsmXzyySeyYsUKmTdvnvzyyy+ydu1aOXTokCxevFheeuklady4sbi5ucnmzZtVt23E7Mte9rbIndRhfWizPpi7NnMndVgf2qwP5l763EUcM3s1NDmQtuRx/4MHDxadTifNmzcXb29vefrppyUoKEiefvppGTdunOh0OtMhEWr3Wt24cUPOnz9f6PHXXntNBg0alG+v1rhx4wpNRmB8nuvXr8vcuXPl8uXL+Z47JSVFli1bVmhGwrsVnFyhOGPHjpVBgwaZfm7fvr0MGDDANJvh5s2bC10U/X4GDRokOp1OatasKVWrVpWuXbtKlSpVpFmzZuLp6Slt2rQRX19f8fDwkHr16pl1+SxmX3azt2bupA7rQ5v1wdy1mTupw/rQZn0wd8vlLuJY2ZtD0wNpSxz3P2PGDKlZs6aEhYXJrFmzZNmyZXL8+HGZMWOGTJkyRZ577jk5ffq0Wf0LDg6WVq1aSVBQkLz99tsybtw4WbVqlWzZskUqVKggzz77bKGT5YsqvLCwMNHpdNK+fXv5+eefJSEhwax+qLFkyRJxcXGRxx9/XEJDQ6Vhw4Zy+PBh0/Lr169LSEiIbNiwQXWbH374odSoUUMeffRRmTVrlhw9elT0er0kJiZKWlqanDx5Um7duiVHjx7Nd5F2NZi95Vg6e2vmTuqwPizHkeqDuVuOI+VO6rA+LMeR6oO5W5YjZW8OzQ2krXHcf2RkpAwYMEDq168vgwYNkvXr1xfa86F2T8iqVatMe61GjBghL7zwgrzzzjsSFBQkjz/+uDRo0EBCQkJE5N57rQ4ePChNmzaVH374QZ566inR6XQSHh4uu3btMk2vL6Ls0Tpy5IiqvhVn2bJl8tRTT8nrr79umlLfKCIiQurXr292m5GRkTJw4EAJCAiQp59+WtauXVvqQmD2ZT97a+RO6rA+tFkfzF2buZM6rA9t1gdzt3zuIo6RvbmcfiBtzeP+c3Nz833ot2zZIh06dJCAgAAZM2aMbN++Pd90+WotX75cWrRoIZ07d5YZM2aY9ticO3dOoqKiJDIyUkTuXRybNm2SIUOGmM652L59uzRt2lQ8PT1lwoQJcubMGcnKypKhQ4fKyJEjze7j/RgMBjl8+LD4+/vLkiVLRETdZQEKvqd//PGHdOjQQerVqyevv/66We8ps78sIo6RvSVzJ3VYH5dFRHv1wdwvi4j2cid1WB+XRUR79cHcL4uI7XM39s+Rt41OPZC21XH/BfdEzZ8/XwIDAyUkJETee+89uXr1qqp27u5jVlaWvPPOOxIQECDt27eXiIgIU1GokZWVJUeOHClUQAsWLBAfHx9p0KCBjB07VnQ6nWlSgpKcP2Dc+GRlZeV7/KeffpLHHntMnn/+ebPbFCn9e8rsHTN7S72fdG+sD23WB3PXZu6kDutDm/XB3K2fu0jZzN4SnHogbavj/o0WLVokmZmZIqIU4Ouvvy4BAQGSlJRkVjt374m5ePGiDBo0SGrVqiX9+/eX1atXl+iwhbv3thkMBhk9erTodDp54403Cj2nOe4+h2TWrFmmtrZs2SLLli0z9bWk7Zf0PWX2eRwxe0u9n1Q01kceLdUHc8+jpdxJHdZHHi3VB3PPY63cRcpm9pbgtAPpQ4cOSVBQkNWP+zd+6FasWCHlypWT2NjYfHtr4uPjzW7T+PvGD4WIcthC586dxdvbW+bMmVPi/ho/oMuXLxcvLy/TnqGS7GFSew6JuUr7njL7opX17K3xflJhrI+iOXt9MPeiOXvupA7ro2jOXh/MvWiWzP3u9spS9pbitANpWx/3X7NmTfn8889NP+fk5Kiewr6gu/fafPrpp/mWzZ4923Qh+JK2n5ycLCEhITJ16lQRKf7ckILUnkNS0n4VVNL3lNkXzxGyt+T7SYWxPornzPXB3IvnzLmTOqyP4jlzfTD34pU093utW5aytxSnHUhb47j/xMTEIg+V2LFjhwwePFgyMjJK3e/i9toUPNShNB+S3Nxcs6fZL805JPdijfeU2RevrGRvi/eTisb6KJ4z1wdzL54z507qsD6K58z1wdyLV5LcRRwne0tx2oF0QZY47r9Lly7yzDPPyO7duyU9Pd30eGZmpty4cSPfumo/vCWdKdDWrHUOiTXe04KYfelYI3tb5E7qsD5Kx1Hrg7mXjqPmTuqwPkrHUeuDuZeeo2ZfUpoZSBuV9Lj/ZcuWScWKFaVBgwbi6ekpb731lvzvf/8rNGNcwdno7sVa3/JamrXOIbHGe3ovzN581sje1rmTOqwP8zlDfTB38zlD7qQO68N8zlAfzL1knCF7c2luIC1SsuP+R44cabpW3MKFC8XHx0fq1asn8+fPl+joaBFR9oK88847smPHDlX9sPVMgSVlrXNIrPGe3g+zN481srdH7qQO68M8zlIfzN08zpI7qcP6MI+z1AdzN5+zZG8OTQ6kzT3uX6/Xy7p16+THH3/M18aYMWNEp9NJx44dZePGjTJ//nxxc3NTtXfIVjMFWoI1ziGxxnuqBrM3j6Wzt1fupA7rwzzOUh/M3TzOkjupw/owj7PUB3M3n7Nkbw5NDqRLwmAwmA4juPvwgYsXL0q3bt3E3d1ddDqdTJkyRVV7tp4p0JIsdZ05S7+n1sLs81gie0fJndRhfeTRUn0w9zxayp3UYX3k0VJ9MPf8tJA9B9IllJubm+8DMnDgQAkKClL9+9b4ltfWLH2dudK+p7bC7C2bvaPkTuqwPrRZH8xdm7mTOqwPbdYHc1c4c/YcSJdSbm6unDlzRnQ6naxcubLE7VjqW15bK8115opjqffU2pi9ZbN3lNxJHdaHNuuDuWszd1KH9aHN+tB67iLOmz0H0hZw7NgxmTBhgkXasvS3vNZW0uvM3Y8l31NrYvaWzd5Rcid1WB/arA/mrs3cSR3WhzbrQ8u5izhv9joREVCpGQwGuLi4WKStlJQUdO3aFX379sUHH3yAnJwclCtXziJtOxJLvqfWxOwty1FyJ3VYH5blKPXB3C3LUXIndVgfluUo9cHcLc/e2XMgXQYZDAacPXsWTZs2tXdXyMaYPVHxWB/axNyJisf60CbmXjZwIE1ERERERERkhrJ/HAQRERERERFRGcKBNBEREREREZEZOJAmIiIiIiIiMgMH0kRERERERERm4ECaiIiIiIiIyAwcSBMRERERERGZgQNpIiIiIiIiIjNwIE1ERERERERkBg6kiYiIiIiIiMzAgTQRERERERGRGf4f1sS31K9pcpQAAAAASUVORK5CYII=", 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", 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" ] diff --git a/TestGraphs/MakeGraphs/Losses.py b/TestGraphs/MakeGraphs/Losses.py index 4e09c5d..f225539 100644 --- a/TestGraphs/MakeGraphs/Losses.py +++ b/TestGraphs/MakeGraphs/Losses.py @@ -79,7 +79,11 @@ # - Treats = ["Base","LowYield","Rocks","VeryDry","VeryWet"] -cols = ['k','orange','purple','red','blue'] +cols = [CBcolors['gray'], + CBcolors['orange'], + CBcolors['purple'], + CBcolors['red'], + CBcolors['blue']] # Make graph From 8a4301376334918c063828b643cdae706aefd269 Mon Sep 17 00:00:00 2001 From: Hamish Brown Date: Mon, 1 Apr 2024 13:33:27 +1300 Subject: [PATCH 6/7] Fix config --- TestComponents/TestConfig.cs | 3 +-- TestGraphs/TestGraphs.pyproj | 2 ++ 2 files changed, 3 insertions(+), 2 deletions(-) diff --git a/TestComponents/TestConfig.cs b/TestComponents/TestConfig.cs index db4d41a..a3b1ae5 100644 --- a/TestComponents/TestConfig.cs +++ b/TestComponents/TestConfig.cs @@ -18,6 +18,7 @@ public class TestConfig public static Dictionary configDict = new Dictionary { + {"WeatherStation","Ashburton"}, {"InitialN",50.0}, {"SoilOrder","Brown"}, {"SampleDepth","0-30cm"}, @@ -64,8 +65,6 @@ public class TestConfig { "FollowingHarvestStage","EarlyReproductive"}, { "FollowingResidueRemoval","None removed"}, { "FollowingResidueIncorporation","Full (Plough)"}, - //{ "WeatherStation","Ashburton"} - }; } } diff --git a/TestGraphs/TestGraphs.pyproj b/TestGraphs/TestGraphs.pyproj index 0b8ec6c..1941102 100644 --- a/TestGraphs/TestGraphs.pyproj +++ b/TestGraphs/TestGraphs.pyproj @@ -32,10 +32,12 @@ + + From 181c3f4d59d60b96479827ce20373dab5d81992f Mon Sep 17 00:00:00 2001 From: Hamish Brown Date: Mon, 1 Apr 2024 13:50:27 +1300 Subject: [PATCH 7/7] Fix config for unit tests --- Prototype_V3.4.xlsm | Bin 711665 -> 711196 bytes .../Configuration/FieldConfigTests.cs | 2 ++ SVSModel/Models/Defaults.cs | 1 + 3 files changed, 3 insertions(+) diff --git a/Prototype_V3.4.xlsm b/Prototype_V3.4.xlsm index 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zet=d3LA1JcL&G>Zeh@L!?obfO3YZ&(62NYN%otQzENDC*Q|Sfp3# zV``oHH?}jy!U~kpp^9K6FiMBYir(^kYwX7b0u7QuAnyNe8k7%kjYB0x&sHSlu0TK_ zRS6IX@jnDPz+xO~%&fP=3S8V_6$ajnL-_#zeO5ls|IqA#2?ht848SHBh6Ql^$IJrx z6HpwO6J%;Prh7 z6eyZyWTy5I0(|}pBKdEHgIR`xVg2tI)j39tYs0??NFeqfFR1Zf3cnjvsE6qcjsh ExcelInputDict = new() { + { "WeatherStation", WeatherStation }, { "SoilCategory", SoilCategory }, { "Texture", Texture }, { "PMN", PMN }, diff --git a/SVSModel/Models/Defaults.cs b/SVSModel/Models/Defaults.cs index e7f3c9b..eb0cc48 100644 --- a/SVSModel/Models/Defaults.cs +++ b/SVSModel/Models/Defaults.cs @@ -38,6 +38,7 @@ public static class Defaults public static readonly string ResidueRemoval = "None removed"; public static readonly string ResidueIncorporation = "Full (Plough)"; + public static readonly string WeatherStation = "Lincoln"; public static readonly string SoilCategory = "Sedimentary"; public static readonly string SoilTexture = "Silt loam"; public static readonly string SampleDepth = "0-30cm";