diff --git a/00_data_cleaning.ipynb b/00_data_cleaning.ipynb new file mode 100644 index 0000000..547dc52 --- /dev/null +++ b/00_data_cleaning.ipynb @@ -0,0 +1,4353 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Data Cleaning" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## \"Housekeeping\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Import all the third-party (scientific) libraries needed." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import missingno as msno\n", + "import numpy as np\n", + "import pandas as pd" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The *utils.py* module defines helper dictionaries, lists, and functions that help with parsing the data types correctly, look up column descriptions, and refer to groups of data columns.\n", + "\n", + "**Note:** the suffix \\_*COLUMNS* indicates a dictionary with all meta information on the provided data file and \\_*VARIABLES* a list with only the column names (i.e., the keys of the respective \\_*COLUMNS* dictionary)." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "from utils import (\n", + " ALL_COLUMNS,\n", + " ALL_VARIABLES,\n", + " CONTINUOUS_COLUMNS,\n", + " CONTINUOUS_VARIABLES,\n", + " DISCRETE_COLUMNS,\n", + " DISCRETE_VARIABLES,\n", + " INDEX_COLUMNS,\n", + " LABEL_COLUMNS, # groups nominal and ordinal\n", + " LABEL_TYPES,\n", + " NOMINAL_COLUMNS,\n", + " NOMINAL_VARIABLES,\n", + " NUMERIC_VARIABLES, # groups continuous and discrete\n", + " ORDINAL_COLUMNS,\n", + " ORDINAL_VARIABLES,\n", + " TARGET_VARIABLES, # = Sale Price\n", + " correct_column_names,\n", + " print_column_list,\n", + " update_column_descriptions,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "# Show all data columns.\n", + "pd.set_option(\"display.max_columns\", 100)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load the Data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The original data are available for [download](https://www.amstat.org/publications/jse/v19n3/decock/AmesHousing.xls) and a detailed description of the data types for each column can be found [here](https://www.amstat.org/publications/jse/v19n3/decock/DataDocumentation.txt). These meta data go into the `dtype` argument of the `read_excel` function below to parse the data correctly. There are four different generic data types defined that are casted as follows:\n", + "\n", + "- continuous -> np.float64\n", + "- discrete -> actually np.int64 but np.float64 because of missing values\n", + "- nominal -> object (str)\n", + "- ordinal -> object (str), the order can be looked up in the above mentioned *ALL_COLUMNS* dictionary\n", + "\n", + "**Note 1:** the data come with a lot of \"NA\" text strings that do **not** indicate missing data but, for example, the absence of a basement or a parking lot (see the linked data description).\n", + "\n", + "**Note 2:** the mappings from column names to data types are encoded in the \"utils.py\" module that defines the aforementioned helper dictionaries / lists.\n", + "\n", + "**Note 3:** the Excel file with all the data is either loaded from the local dictionary (= \"cache\") or obtained fresh from the source." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# To avoid redundancy.\n", + "kwargs = {\n", + " \"dtype\": { # Ensure each column is parsed as the correct data type.\n", + " column: ( # This creates a mapping from column name to data type.\n", + " object if mapping_info[\"type\"] in LABEL_TYPES else np.float64\n", + " )\n", + " for (column, mapping_info) in ALL_COLUMNS.items()\n", + " },\n", + " \"na_values\": \"\", # By default, pandas treats NA strings as missing,\n", + " \"keep_default_na\": False, # which is not the correct meaning here.\n", + "}\n", + "\n", + "try:\n", + " df = pd.read_excel(\"data/data_raw.xls\", **kwargs)\n", + "except FileNotFoundError:\n", + " df = pd.read_excel(\n", + " \"https://www.amstat.org/publications/jse/v19n3/decock/AmesHousing.xls\", **kwargs\n", + " )\n", + " # Cache the obtained file.\n", + " df.to_excel(\"data/data_raw.xls\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# Some columns names differ between the Excel file and\n", + "# the data description file. Correct that with the values\n", + "# in the Excel file.\n", + "correct_column_names(df.columns)\n", + "# Use a compound index and keep both\n", + "# identifying columns in the DataFrame.\n", + "df = df.set_index(INDEX_COLUMNS)\n", + "# Put the provided columns into the same\n", + "# order as in the encoded description file.\n", + "# Note that the target variable \"SalePrice\"\n", + "# is not in the description file.\n", + "df = df[ALL_VARIABLES + TARGET_VARIABLES]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1st Flr SF2nd Flr SF3Ssn PorchAlleyBedroom AbvGrBldg TypeBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2Central AirCondition 1Condition 2ElectricalEnclosed PorchExter CondExter QualExterior 1stExterior 2ndFenceFireplace QuFireplacesFoundationFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGarage TypeGarage Yr BltGr Liv AreaHalf BathHeatingHeating QCHouse StyleKitchen AbvGrKitchen QualLand ContourLand SlopeLot AreaLot ConfigLot FrontageLot ShapeLow Qual Fin SFMS SubClassMS ZoningMas Vnr AreaMas Vnr TypeMisc FeatureMisc ValMo SoldNeighborhoodOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCRoof MatlRoof StyleSale ConditionSale TypeScreen PorchStreetTotRms AbvGrdTotal Bsmt SFUtilitiesWood Deck SFYear BuiltYear Remod/AddYr SoldSalePrice
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75271271501338.00.00NA2TwnhsETAMn1.00.0Gd722.0616.00.0GLQUnfYNormNormSBrkr170.0TAGdCemntBdCmentBdNANA0.0PConc2.0Typ582.02.0TAFinTAAttchd2001.01338.00.0GasAEx1Story1GdLvlGtl4920.0Inside41.0Reg0.0120RL0.0NoneNA0.04.0StoneBr0.058Y0.0NACompShgGableNormalWD0.0Pave61338.0AllPub0.02001.02001.02010.0213500
85271450801280.00.00NA2TwnhsETANo0.00.0Gd1017.0263.00.0ALQUnfYNormNormSBrkr0.0TAGdHdBoardHdBoardNANA0.0PConc2.0Typ506.02.0TARFnTAAttchd1992.01280.00.0GasAEx1Story1GdHLSGtl5005.0Inside43.0IR10.0120RL0.0NoneNA0.01.0StoneBr82.058Y0.0NACompShgGableNormalWD144.0Pave51280.0AllPub0.01992.01992.02010.0191500
95271460301616.00.00NA2TwnhsETANo1.00.0Gd415.01180.00.0GLQUnfYNormNormSBrkr0.0TAGdCemntBdCmentBdNATA1.0PConc2.0Typ608.02.0TARFnTAAttchd1995.01616.00.0GasAEx1Story1GdLvlGtl5389.0Inside39.0IR10.0120RL0.0NoneNA0.03.0StoneBr152.058Y0.0NACompShgGableNormalWD0.0Pave51595.0AllPub237.01995.01996.02010.0236500
105271621301028.0776.00NA31FamTANo0.00.0TA994.00.00.0UnfUnfYNormNormSBrkr0.0TATAVinylSdVinylSdNATA1.0PConc2.0Typ442.02.0TAFinTAAttchd1999.01804.01.0GasAGd2Story1GdLvlGtl7500.0Inside60.0Reg0.0060RL0.0NoneNA0.06.0Gilbert60.057Y0.0NACompShgGableNormalWD0.0Pave7994.0AllPub140.01999.01999.02010.0189000
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" + ], + "text/plain": [ + " 1st Flr SF 2nd Flr SF 3Ssn Porch Alley Bedroom AbvGr \\\n", + "Order PID \n", + "1 526301100 1656.0 0.0 0 NA 3 \n", + "2 526350040 896.0 0.0 0 NA 2 \n", + "3 526351010 1329.0 0.0 0 NA 3 \n", + "4 526353030 2110.0 0.0 0 NA 3 \n", + "5 527105010 928.0 701.0 0 NA 3 \n", + "6 527105030 926.0 678.0 0 NA 3 \n", + "7 527127150 1338.0 0.0 0 NA 2 \n", + "8 527145080 1280.0 0.0 0 NA 2 \n", + "9 527146030 1616.0 0.0 0 NA 2 \n", + "10 527162130 1028.0 776.0 0 NA 3 \n", + "\n", + " Bldg Type Bsmt Cond Bsmt Exposure Bsmt Full Bath \\\n", + "Order PID \n", + "1 526301100 1Fam Gd Gd 1.0 \n", + "2 526350040 1Fam TA No 0.0 \n", + "3 526351010 1Fam TA No 0.0 \n", + "4 526353030 1Fam TA No 1.0 \n", + "5 527105010 1Fam TA No 0.0 \n", + "6 527105030 1Fam TA No 0.0 \n", + "7 527127150 TwnhsE TA Mn 1.0 \n", + "8 527145080 TwnhsE TA No 0.0 \n", + "9 527146030 TwnhsE TA No 1.0 \n", + "10 527162130 1Fam TA No 0.0 \n", + "\n", + " Bsmt Half Bath Bsmt Qual Bsmt Unf SF BsmtFin SF 1 \\\n", + "Order PID \n", + "1 526301100 0.0 TA 441.0 639.0 \n", + "2 526350040 0.0 TA 270.0 468.0 \n", + "3 526351010 0.0 TA 406.0 923.0 \n", + "4 526353030 0.0 TA 1045.0 1065.0 \n", + "5 527105010 0.0 Gd 137.0 791.0 \n", + "6 527105030 0.0 TA 324.0 602.0 \n", + "7 527127150 0.0 Gd 722.0 616.0 \n", + "8 527145080 0.0 Gd 1017.0 263.0 \n", + "9 527146030 0.0 Gd 415.0 1180.0 \n", + "10 527162130 0.0 TA 994.0 0.0 \n", + "\n", + " BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 Central Air \\\n", + "Order PID \n", + "1 526301100 0.0 BLQ Unf Y \n", + "2 526350040 144.0 Rec LwQ Y \n", + "3 526351010 0.0 ALQ Unf Y \n", + "4 526353030 0.0 ALQ Unf Y \n", + "5 527105010 0.0 GLQ Unf Y \n", + "6 527105030 0.0 GLQ Unf Y \n", + "7 527127150 0.0 GLQ Unf Y \n", + "8 527145080 0.0 ALQ Unf Y \n", + "9 527146030 0.0 GLQ Unf Y \n", + "10 527162130 0.0 Unf Unf Y \n", + "\n", + " Condition 1 Condition 2 Electrical Enclosed Porch Exter Cond \\\n", + "Order PID \n", + "1 526301100 Norm Norm SBrkr 0.0 TA \n", + "2 526350040 Feedr Norm SBrkr 0.0 TA \n", + "3 526351010 Norm Norm SBrkr 0.0 TA \n", + "4 526353030 Norm Norm SBrkr 0.0 TA \n", + "5 527105010 Norm Norm SBrkr 0.0 TA \n", + "6 527105030 Norm Norm SBrkr 0.0 TA \n", + "7 527127150 Norm Norm SBrkr 170.0 TA \n", + "8 527145080 Norm Norm SBrkr 0.0 TA \n", + "9 527146030 Norm Norm SBrkr 0.0 TA \n", + "10 527162130 Norm Norm SBrkr 0.0 TA \n", + "\n", + " Exter Qual Exterior 1st Exterior 2nd Fence Fireplace Qu \\\n", + "Order PID \n", + "1 526301100 TA BrkFace Plywood NA Gd \n", + "2 526350040 TA VinylSd VinylSd MnPrv NA \n", + "3 526351010 TA Wd Sdng Wd Sdng NA NA \n", + "4 526353030 Gd BrkFace BrkFace NA TA \n", + "5 527105010 TA VinylSd VinylSd MnPrv TA \n", + "6 527105030 TA VinylSd VinylSd NA Gd \n", + "7 527127150 Gd CemntBd CmentBd NA NA \n", + "8 527145080 Gd HdBoard HdBoard NA NA \n", + "9 527146030 Gd CemntBd CmentBd NA TA \n", + "10 527162130 TA VinylSd VinylSd NA TA \n", + "\n", + " Fireplaces Foundation Full Bath Functional Garage Area \\\n", + "Order PID \n", + "1 526301100 2.0 CBlock 1.0 Typ 528.0 \n", + "2 526350040 0.0 CBlock 1.0 Typ 730.0 \n", + "3 526351010 0.0 CBlock 1.0 Typ 312.0 \n", + "4 526353030 2.0 CBlock 2.0 Typ 522.0 \n", + "5 527105010 1.0 PConc 2.0 Typ 482.0 \n", + "6 527105030 1.0 PConc 2.0 Typ 470.0 \n", + "7 527127150 0.0 PConc 2.0 Typ 582.0 \n", + "8 527145080 0.0 PConc 2.0 Typ 506.0 \n", + "9 527146030 1.0 PConc 2.0 Typ 608.0 \n", + "10 527162130 1.0 PConc 2.0 Typ 442.0 \n", + "\n", + " Garage Cars Garage Cond Garage Finish Garage Qual \\\n", + "Order PID \n", + "1 526301100 2.0 TA Fin TA \n", + "2 526350040 1.0 TA Unf TA \n", + "3 526351010 1.0 TA Unf TA \n", + "4 526353030 2.0 TA Fin TA \n", + "5 527105010 2.0 TA Fin TA \n", + "6 527105030 2.0 TA Fin TA \n", + "7 527127150 2.0 TA Fin TA \n", + "8 527145080 2.0 TA RFn TA \n", + "9 527146030 2.0 TA RFn TA \n", + "10 527162130 2.0 TA Fin TA \n", + "\n", + " Garage Type Garage Yr Blt Gr Liv Area Half Bath Heating \\\n", + "Order PID \n", + "1 526301100 Attchd 1960.0 1656.0 0.0 GasA \n", + "2 526350040 Attchd 1961.0 896.0 0.0 GasA \n", + "3 526351010 Attchd 1958.0 1329.0 1.0 GasA \n", + "4 526353030 Attchd 1968.0 2110.0 1.0 GasA \n", + "5 527105010 Attchd 1997.0 1629.0 1.0 GasA \n", + "6 527105030 Attchd 1998.0 1604.0 1.0 GasA \n", + "7 527127150 Attchd 2001.0 1338.0 0.0 GasA \n", + "8 527145080 Attchd 1992.0 1280.0 0.0 GasA \n", + "9 527146030 Attchd 1995.0 1616.0 0.0 GasA \n", + "10 527162130 Attchd 1999.0 1804.0 1.0 GasA \n", + "\n", + " Heating QC House Style Kitchen AbvGr Kitchen Qual \\\n", + "Order PID \n", + "1 526301100 Fa 1Story 1 TA \n", + "2 526350040 TA 1Story 1 TA \n", + "3 526351010 TA 1Story 1 Gd \n", + "4 526353030 Ex 1Story 1 Ex \n", + "5 527105010 Gd 2Story 1 TA \n", + "6 527105030 Ex 2Story 1 Gd \n", + "7 527127150 Ex 1Story 1 Gd \n", + "8 527145080 Ex 1Story 1 Gd \n", + "9 527146030 Ex 1Story 1 Gd \n", + "10 527162130 Gd 2Story 1 Gd \n", + "\n", + " Land Contour Land Slope Lot Area Lot Config Lot Frontage \\\n", + "Order PID \n", + "1 526301100 Lvl Gtl 31770.0 Corner 141.0 \n", + "2 526350040 Lvl Gtl 11622.0 Inside 80.0 \n", + "3 526351010 Lvl Gtl 14267.0 Corner 81.0 \n", + "4 526353030 Lvl Gtl 11160.0 Corner 93.0 \n", + "5 527105010 Lvl Gtl 13830.0 Inside 74.0 \n", + "6 527105030 Lvl Gtl 9978.0 Inside 78.0 \n", + "7 527127150 Lvl Gtl 4920.0 Inside 41.0 \n", + "8 527145080 HLS Gtl 5005.0 Inside 43.0 \n", + "9 527146030 Lvl Gtl 5389.0 Inside 39.0 \n", + "10 527162130 Lvl Gtl 7500.0 Inside 60.0 \n", + "\n", + " Lot Shape Low Qual Fin SF MS SubClass MS Zoning \\\n", + "Order PID \n", + "1 526301100 IR1 0.0 020 RL \n", + "2 526350040 Reg 0.0 020 RH \n", + "3 526351010 IR1 0.0 020 RL \n", + "4 526353030 Reg 0.0 020 RL \n", + "5 527105010 IR1 0.0 060 RL \n", + "6 527105030 IR1 0.0 060 RL \n", + "7 527127150 Reg 0.0 120 RL \n", + "8 527145080 IR1 0.0 120 RL \n", + "9 527146030 IR1 0.0 120 RL \n", + "10 527162130 Reg 0.0 060 RL \n", + "\n", + " Mas Vnr Area Mas Vnr Type Misc Feature Misc Val Mo Sold \\\n", + "Order PID \n", + "1 526301100 112.0 Stone NA 0.0 5.0 \n", + "2 526350040 0.0 None NA 0.0 6.0 \n", + "3 526351010 108.0 BrkFace Gar2 12500.0 6.0 \n", + "4 526353030 0.0 None NA 0.0 4.0 \n", + "5 527105010 0.0 None NA 0.0 3.0 \n", + "6 527105030 20.0 BrkFace NA 0.0 6.0 \n", + "7 527127150 0.0 None NA 0.0 4.0 \n", + "8 527145080 0.0 None NA 0.0 1.0 \n", + "9 527146030 0.0 None NA 0.0 3.0 \n", + "10 527162130 0.0 None NA 0.0 6.0 \n", + "\n", + " Neighborhood Open Porch SF Overall Cond Overall Qual \\\n", + "Order PID \n", + "1 526301100 NAmes 62.0 5 6 \n", + "2 526350040 NAmes 0.0 6 5 \n", + "3 526351010 NAmes 36.0 6 6 \n", + "4 526353030 NAmes 0.0 5 7 \n", + "5 527105010 Gilbert 34.0 5 5 \n", + "6 527105030 Gilbert 36.0 6 6 \n", + "7 527127150 StoneBr 0.0 5 8 \n", + "8 527145080 StoneBr 82.0 5 8 \n", + "9 527146030 StoneBr 152.0 5 8 \n", + "10 527162130 Gilbert 60.0 5 7 \n", + "\n", + " Paved Drive Pool Area Pool QC Roof Matl Roof Style \\\n", + "Order PID \n", + "1 526301100 P 0.0 NA CompShg Hip \n", + "2 526350040 Y 0.0 NA CompShg Gable \n", + "3 526351010 Y 0.0 NA CompShg Hip \n", + "4 526353030 Y 0.0 NA CompShg Hip \n", + "5 527105010 Y 0.0 NA CompShg Gable \n", + "6 527105030 Y 0.0 NA CompShg Gable \n", + "7 527127150 Y 0.0 NA CompShg Gable \n", + "8 527145080 Y 0.0 NA CompShg Gable \n", + "9 527146030 Y 0.0 NA CompShg Gable \n", + "10 527162130 Y 0.0 NA CompShg Gable \n", + "\n", + " Sale Condition Sale Type Screen Porch Street TotRms AbvGrd \\\n", + "Order PID \n", + "1 526301100 Normal WD 0.0 Pave 7 \n", + "2 526350040 Normal WD 120.0 Pave 5 \n", + "3 526351010 Normal WD 0.0 Pave 6 \n", + "4 526353030 Normal WD 0.0 Pave 8 \n", + "5 527105010 Normal WD 0.0 Pave 6 \n", + "6 527105030 Normal WD 0.0 Pave 7 \n", + "7 527127150 Normal WD 0.0 Pave 6 \n", + "8 527145080 Normal WD 144.0 Pave 5 \n", + "9 527146030 Normal WD 0.0 Pave 5 \n", + "10 527162130 Normal WD 0.0 Pave 7 \n", + "\n", + " Total Bsmt SF Utilities Wood Deck SF Year Built \\\n", + "Order PID \n", + "1 526301100 1080.0 AllPub 210.0 1960.0 \n", + "2 526350040 882.0 AllPub 140.0 1961.0 \n", + "3 526351010 1329.0 AllPub 393.0 1958.0 \n", + "4 526353030 2110.0 AllPub 0.0 1968.0 \n", + "5 527105010 928.0 AllPub 212.0 1997.0 \n", + "6 527105030 926.0 AllPub 360.0 1998.0 \n", + "7 527127150 1338.0 AllPub 0.0 2001.0 \n", + "8 527145080 1280.0 AllPub 0.0 1992.0 \n", + "9 527146030 1595.0 AllPub 237.0 1995.0 \n", + "10 527162130 994.0 AllPub 140.0 1999.0 \n", + "\n", + " Year Remod/Add Yr Sold SalePrice \n", + "Order PID \n", + "1 526301100 1960.0 2010.0 215000 \n", + "2 526350040 1961.0 2010.0 105000 \n", + "3 526351010 1958.0 2010.0 172000 \n", + "4 526353030 1968.0 2010.0 244000 \n", + "5 527105010 1998.0 2010.0 189900 \n", + "6 527105030 1998.0 2010.0 195500 \n", + "7 527127150 2001.0 2010.0 213500 \n", + "8 527145080 1992.0 2010.0 191500 \n", + "9 527146030 1996.0 2010.0 236500 \n", + "10 527162130 1999.0 2010.0 189000 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Spelling Mistakes & Data Types" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Some textual values appear differently in the provided data file as compared to the specification. These inconsistencies are manually repaired." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# Repair spelling and whitespace mistakes.\n", + "df[\"Bldg Type\"] = df[\"Bldg Type\"].replace(to_replace=\"2fmCon\", value=\"2FmCon\")\n", + "df[\"Bldg Type\"] = df[\"Bldg Type\"].replace(to_replace=\"Duplex\", value=\"Duplx\")\n", + "df[\"Bldg Type\"] = df[\"Bldg Type\"].replace(to_replace=\"Twnhs\", value=\"TwnhsI\")\n", + "df[\"Exterior 2nd\"] = df[\"Exterior 2nd\"].replace(to_replace=\"Brk Cmn\", value=\"BrkComm\")\n", + "df[\"Exterior 2nd\"] = df[\"Exterior 2nd\"].replace(to_replace=\"CmentBd\", value=\"CemntBd\")\n", + "df[\"Exterior 2nd\"] = df[\"Exterior 2nd\"].replace(to_replace=\"Wd Shng\", value=\"WdShing\")\n", + "df[\"MS Zoning\"] = df[\"MS Zoning\"].replace(to_replace=\"A (agr)\", value=\"A\")\n", + "df[\"MS Zoning\"] = df[\"MS Zoning\"].replace(to_replace=\"C (all)\", value=\"C\")\n", + "df[\"MS Zoning\"] = df[\"MS Zoning\"].replace(to_replace=\"I (all)\", value=\"I\")\n", + "df[\"Neighborhood\"] = df[\"Neighborhood\"].replace(to_replace=\"NAmes\", value=\"Names\")\n", + "df[\"Sale Type\"] = df[\"Sale Type\"].replace(to_replace=\"WD \", value=\"WD\")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# Ensure that the remaining textual values in the data file are a subset\n", + "# of the values allowed in the specification.\n", + "for column, mapping_info in LABEL_COLUMNS.items():\n", + " # Note that .unique() returns a numpy array with integer dtype in cases\n", + " # where the provided data can be casted as such (e.g., \"Overall Qual\" column).\n", + " values_in_data = set(str(x) for x in df[column].unique() if x is not np.NaN)\n", + " values_in_description = set(mapping_info[\"lookups\"].keys())\n", + " assert values_in_data <= values_in_description" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Interestingly, all numeric columns (i.e. also \"continuous\" variables) come with only integer values." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# Show that all \"continuous\" variables come as integers.\n", + "for column in NUMERIC_VARIABLES + TARGET_VARIABLES:\n", + " not_null = df[column].notnull()\n", + " mask = (\n", + " df.loc[not_null, column].astype(np.int64)\n", + " != df.loc[not_null, column].astype(np.float64)\n", + " )\n", + " assert not mask.any()\n", + "# Cast discrete fields as integers where possible,\n", + "# i.e., all columns without missing values.\n", + "for column in DISCRETE_VARIABLES:\n", + " try:\n", + " df[column] = df[column].astype(np.int64)\n", + " except ValueError:\n", + " mask = df[column].notnull()\n", + " df.loc[mask, column].astype(np.int64)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Raw Data Overview" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The overall shape of the data is a 2930 rows x 80 columns matrix." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(2930, 80)" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.shape" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Continuous Variables" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The continuous columns are truly continuous in the sense that each column has at least 14 unique value realizations." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "for column in CONTINUOUS_VARIABLES:\n", + " mask = df[column].notnull()\n", + " num_realizations = len(list(x for x in df.loc[mask, column].unique()))\n", + " assert num_realizations > 13" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A brief description of the variables:" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1st Flr SF First Floor square feet\n", + "2nd Flr SF Second floor square feet\n", + "3Ssn Porch Three season porch area in square feet\n", + "Bsmt Unf SF Unfinished square feet of basement area\n", + "BsmtFin SF 1 Type 1 finished square feet\n", + "BsmtFin SF 2 Type 2 finished square feet\n", + "Enclosed Porch Enclosed porch area in square feet\n", + "Garage Area Size of garage in square feet\n", + "Gr Liv Area Above grade (ground) living area square feet\n", + "Lot Area Lot size in square feet\n", + "Lot Frontage Linear feet of street connected to property\n", + "Low Qual Fin SF Low quality finished square feet (all floors)\n", + "Mas Vnr Area Masonry veneer area in square feet\n", + "Misc Val $Value of miscellaneous feature\n", + "Open Porch SF Open porch area in square feet\n", + "Pool Area Pool area in square feet\n", + "Screen Porch Screen porch area in square feet\n", + "Total Bsmt SF Total square feet of basement area\n", + "Wood Deck SF Wood deck area in square feet\n" + ] + } + ], + "source": [ + "print_column_list(CONTINUOUS_COLUMNS)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1st Flr SF2nd Flr SF3Ssn PorchBsmt Unf SFBsmtFin SF 1BsmtFin SF 2Enclosed PorchGarage AreaGr Liv AreaLot AreaLot FrontageLow Qual Fin SFMas Vnr AreaMisc ValOpen Porch SFPool AreaScreen PorchTotal Bsmt SFWood Deck SF
OrderPID
15263011001656.00.00441.0639.00.00.0528.01656.031770.0141.00.0112.00.062.00.00.01080.0210.0
2526350040896.00.00270.0468.0144.00.0730.0896.011622.080.00.00.00.00.00.0120.0882.0140.0
35263510101329.00.00406.0923.00.00.0312.01329.014267.081.00.0108.012500.036.00.00.01329.0393.0
45263530302110.00.001045.01065.00.00.0522.02110.011160.093.00.00.00.00.00.00.02110.00.0
5527105010928.0701.00137.0791.00.00.0482.01629.013830.074.00.00.00.034.00.00.0928.0212.0
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" + ], + "text/plain": [ + " 1st Flr SF 2nd Flr SF 3Ssn Porch Bsmt Unf SF \\\n", + "Order PID \n", + "1 526301100 1656.0 0.0 0 441.0 \n", + "2 526350040 896.0 0.0 0 270.0 \n", + "3 526351010 1329.0 0.0 0 406.0 \n", + "4 526353030 2110.0 0.0 0 1045.0 \n", + "5 527105010 928.0 701.0 0 137.0 \n", + "\n", + " BsmtFin SF 1 BsmtFin SF 2 Enclosed Porch Garage Area \\\n", + "Order PID \n", + "1 526301100 639.0 0.0 0.0 528.0 \n", + "2 526350040 468.0 144.0 0.0 730.0 \n", + "3 526351010 923.0 0.0 0.0 312.0 \n", + "4 526353030 1065.0 0.0 0.0 522.0 \n", + "5 527105010 791.0 0.0 0.0 482.0 \n", + "\n", + " Gr Liv Area Lot Area Lot Frontage Low Qual Fin SF \\\n", + "Order PID \n", + "1 526301100 1656.0 31770.0 141.0 0.0 \n", + "2 526350040 896.0 11622.0 80.0 0.0 \n", + "3 526351010 1329.0 14267.0 81.0 0.0 \n", + "4 526353030 2110.0 11160.0 93.0 0.0 \n", + "5 527105010 1629.0 13830.0 74.0 0.0 \n", + "\n", + " Mas Vnr Area Misc Val Open Porch SF Pool Area \\\n", + "Order PID \n", + "1 526301100 112.0 0.0 62.0 0.0 \n", + "2 526350040 0.0 0.0 0.0 0.0 \n", + "3 526351010 108.0 12500.0 36.0 0.0 \n", + "4 526353030 0.0 0.0 0.0 0.0 \n", + "5 527105010 0.0 0.0 34.0 0.0 \n", + "\n", + " Screen Porch Total Bsmt SF Wood Deck SF \n", + "Order PID \n", + "1 526301100 0.0 1080.0 210.0 \n", + "2 526350040 120.0 882.0 140.0 \n", + "3 526351010 0.0 1329.0 393.0 \n", + "4 526353030 0.0 2110.0 0.0 \n", + "5 527105010 0.0 928.0 212.0 " + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[CONTINUOUS_VARIABLES].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Except for the column *Lot Frontage* the columns with missing data only have a couple of missing values (i.e., < 1% of all the rows)." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "MultiIndex: 2930 entries, (1, 526301100) to (2930, 924151050)\n", + "Data columns (total 19 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 1st Flr SF 2930 non-null float64\n", + " 1 2nd Flr SF 2930 non-null float64\n", + " 2 3Ssn Porch 2930 non-null int64 \n", + " 3 Bsmt Unf SF 2929 non-null float64\n", + " 4 BsmtFin SF 1 2929 non-null float64\n", + " 5 BsmtFin SF 2 2929 non-null float64\n", + " 6 Enclosed Porch 2930 non-null float64\n", + " 7 Garage Area 2929 non-null float64\n", + " 8 Gr Liv Area 2930 non-null float64\n", + " 9 Lot Area 2930 non-null float64\n", + " 10 Lot Frontage 2440 non-null float64\n", + " 11 Low Qual Fin SF 2930 non-null float64\n", + " 12 Mas Vnr Area 2907 non-null float64\n", + " 13 Misc Val 2930 non-null float64\n", + " 14 Open Porch SF 2930 non-null float64\n", + " 15 Pool Area 2930 non-null float64\n", + " 16 Screen Porch 2930 non-null float64\n", + " 17 Total Bsmt SF 2929 non-null float64\n", + " 18 Wood Deck SF 2930 non-null float64\n", + "dtypes: float64(18), int64(1)\n", + "memory usage: 621.3 KB\n" + ] + } + ], + "source": [ + "df[CONTINUOUS_VARIABLES].info()" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "# The columns with a lot of missing\n", + "# values will be treated seperately below.\n", + "missing_a_lot = [\"Lot Frontage\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Discrete Variables" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The discrete columns have between 2 and 15 unique realizations each if year numbers are excluded from the analysis." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "for column in DISCRETE_VARIABLES:\n", + " mask = df[column].notnull()\n", + " num_realizations = len(list(x for x in df.loc[mask, column].unique()))\n", + " if column not in (\"Year Built\", \"Year Remod/Add\", \"Garage Yr Blt\"):\n", + " assert num_realizations < 15\n", + " assert num_realizations > 2" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A brief description of the variables:" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bedroom AbvGr Bedrooms above grade (does NOT include basement bedrooms)\n", + "Bsmt Full Bath Basement full bathrooms\n", + "Bsmt Half Bath Basement half bathrooms\n", + "Fireplaces Number of fireplaces\n", + "Full Bath Full bathrooms above grade\n", + "Garage Cars Size of garage in car capacity\n", + "Garage Yr Blt Year garage was built\n", + "Half Bath Half baths above grade\n", + "Kitchen AbvGr Kitchens above grade\n", + "Mo Sold Month Sold (MM)\n", + "TotRms AbvGrd Total rooms above grade (does not include bathrooms)\n", + "Year Built Original construction date\n", + "Year Remod/Add Remodel date (same as construction date if no remodeling or additions)\n", + "Yr Sold Year Sold (YYYY)\n" + ] + } + ], + "source": [ + "print_column_list(DISCRETE_COLUMNS)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Note:** columns with missing values are implicitly casted to a *float64* type an the *int64* type has no concept of a NaN (=\"Not a number\") value." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Bedroom AbvGrBsmt Full BathBsmt Half BathFireplacesFull BathGarage CarsGarage Yr BltHalf BathKitchen AbvGrMo SoldTotRms AbvGrdYear BuiltYear Remod/AddYr Sold
OrderPID
152630110031.00.0212.01960.00157196019602010
252635004020.00.0011.01961.00165196119612010
352635101030.00.0011.01958.01166195819582010
452635303031.00.0222.01968.01148196819682010
552710501030.00.0122.01997.01136199719982010
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" + ], + "text/plain": [ + " Bedroom AbvGr Bsmt Full Bath Bsmt Half Bath Fireplaces \\\n", + "Order PID \n", + "1 526301100 3 1.0 0.0 2 \n", + "2 526350040 2 0.0 0.0 0 \n", + "3 526351010 3 0.0 0.0 0 \n", + "4 526353030 3 1.0 0.0 2 \n", + "5 527105010 3 0.0 0.0 1 \n", + "\n", + " Full Bath Garage Cars Garage Yr Blt Half Bath \\\n", + "Order PID \n", + "1 526301100 1 2.0 1960.0 0 \n", + "2 526350040 1 1.0 1961.0 0 \n", + "3 526351010 1 1.0 1958.0 1 \n", + "4 526353030 2 2.0 1968.0 1 \n", + "5 527105010 2 2.0 1997.0 1 \n", + "\n", + " Kitchen AbvGr Mo Sold TotRms AbvGrd Year Built \\\n", + "Order PID \n", + "1 526301100 1 5 7 1960 \n", + "2 526350040 1 6 5 1961 \n", + "3 526351010 1 6 6 1958 \n", + "4 526353030 1 4 8 1968 \n", + "5 527105010 1 3 6 1997 \n", + "\n", + " Year Remod/Add Yr Sold \n", + "Order PID \n", + "1 526301100 1960 2010 \n", + "2 526350040 1961 2010 \n", + "3 526351010 1958 2010 \n", + "4 526353030 1968 2010 \n", + "5 527105010 1998 2010 " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[DISCRETE_VARIABLES].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Except for the *Garage Yr Blt* column no variable has a significant number of missing values (i.e., > 1% of all rows)." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "MultiIndex: 2930 entries, (1, 526301100) to (2930, 924151050)\n", + "Data columns (total 14 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Bedroom AbvGr 2930 non-null int64 \n", + " 1 Bsmt Full Bath 2928 non-null float64\n", + " 2 Bsmt Half Bath 2928 non-null float64\n", + " 3 Fireplaces 2930 non-null int64 \n", + " 4 Full Bath 2930 non-null int64 \n", + " 5 Garage Cars 2929 non-null float64\n", + " 6 Garage Yr Blt 2771 non-null float64\n", + " 7 Half Bath 2930 non-null int64 \n", + " 8 Kitchen AbvGr 2930 non-null int64 \n", + " 9 Mo Sold 2930 non-null int64 \n", + " 10 TotRms AbvGrd 2930 non-null int64 \n", + " 11 Year Built 2930 non-null int64 \n", + " 12 Year Remod/Add 2930 non-null int64 \n", + " 13 Yr Sold 2930 non-null int64 \n", + "dtypes: float64(4), int64(10)\n", + "memory usage: 506.9 KB\n" + ] + } + ], + "source": [ + "df[DISCRETE_VARIABLES].info()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [], + "source": [ + "missing_a_lot.append(\"Garage Yr Blt\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Nominal Variables" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Except for the total of 28 neighborhoods, the nominal columns come with anywhere between 1 and 18 different labels each." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "for column in NOMINAL_VARIABLES:\n", + " mask = df[column].notnull()\n", + " num_realizations = len(list(x for x in df.loc[mask, column].unique()))\n", + " if column not in (\"Neighborhood\"):\n", + " assert num_realizations < 18\n", + " assert num_realizations > 1" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A brief description of the variables:" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Alley Type of alley access to property\n", + "Bldg Type Type of dwelling\n", + "Central Air Central air conditioning\n", + "Condition 1 Proximity to various conditions\n", + "Condition 2 Proximity to various conditions (if more than one is present)\n", + "Exterior 1st Exterior covering on house\n", + "Exterior 2nd Exterior covering on house (if more than one material)\n", + "Foundation Type of foundation\n", + "Garage Type Garage location\n", + "Heating Type of heating\n", + "House Style Style of dwelling\n", + "Land Contour Flatness of the property\n", + "Lot Config Lot configuration\n", + "MS SubClass Identifies the type of dwelling involved in the sale.\n", + "MS Zoning Identifies the general zoning classification of the sale.\n", + "Mas Vnr Type Masonry veneer type\n", + "Misc Feature Miscellaneous feature not covered in other categories\n", + "Neighborhood Physical locations within Ames city limits (map available)\n", + "Roof Matl Roof material\n", + "Roof Style Type of roof\n", + "Sale Condition Condition of sale\n", + "Sale Type Type of sale\n", + "Street Type of road access to property\n" + ] + } + ], + "source": [ + "print_column_list(NOMINAL_COLUMNS)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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AlleyBldg TypeCentral AirCondition 1Condition 2Exterior 1stExterior 2ndFoundationGarage TypeHeatingHouse StyleLand ContourLot ConfigMS SubClassMS ZoningMas Vnr TypeMisc FeatureNeighborhoodRoof MatlRoof StyleSale ConditionSale TypeStreet
OrderPID
1526301100NA1FamYNormNormBrkFacePlywoodCBlockAttchdGasA1StoryLvlCorner020RLStoneNANamesCompShgHipNormalWDPave
2526350040NA1FamYFeedrNormVinylSdVinylSdCBlockAttchdGasA1StoryLvlInside020RHNoneNANamesCompShgGableNormalWDPave
3526351010NA1FamYNormNormWd SdngWd SdngCBlockAttchdGasA1StoryLvlCorner020RLBrkFaceGar2NamesCompShgHipNormalWDPave
4526353030NA1FamYNormNormBrkFaceBrkFaceCBlockAttchdGasA1StoryLvlCorner020RLNoneNANamesCompShgHipNormalWDPave
5527105010NA1FamYNormNormVinylSdVinylSdPConcAttchdGasA2StoryLvlInside060RLNoneNAGilbertCompShgGableNormalWDPave
6527105030NA1FamYNormNormVinylSdVinylSdPConcAttchdGasA2StoryLvlInside060RLBrkFaceNAGilbertCompShgGableNormalWDPave
7527127150NATwnhsEYNormNormCemntBdCemntBdPConcAttchdGasA1StoryLvlInside120RLNoneNAStoneBrCompShgGableNormalWDPave
8527145080NATwnhsEYNormNormHdBoardHdBoardPConcAttchdGasA1StoryHLSInside120RLNoneNAStoneBrCompShgGableNormalWDPave
9527146030NATwnhsEYNormNormCemntBdCemntBdPConcAttchdGasA1StoryLvlInside120RLNoneNAStoneBrCompShgGableNormalWDPave
10527162130NA1FamYNormNormVinylSdVinylSdPConcAttchdGasA2StoryLvlInside060RLNoneNAGilbertCompShgGableNormalWDPave
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" + ], + "text/plain": [ + " Alley Bldg Type Central Air Condition 1 Condition 2 \\\n", + "Order PID \n", + "1 526301100 NA 1Fam Y Norm Norm \n", + "2 526350040 NA 1Fam Y Feedr Norm \n", + "3 526351010 NA 1Fam Y Norm Norm \n", + "4 526353030 NA 1Fam Y Norm Norm \n", + "5 527105010 NA 1Fam Y Norm Norm \n", + "6 527105030 NA 1Fam Y Norm Norm \n", + "7 527127150 NA TwnhsE Y Norm Norm \n", + "8 527145080 NA TwnhsE Y Norm Norm \n", + "9 527146030 NA TwnhsE Y Norm Norm \n", + "10 527162130 NA 1Fam Y Norm Norm \n", + "\n", + " Exterior 1st Exterior 2nd Foundation Garage Type Heating \\\n", + "Order PID \n", + "1 526301100 BrkFace Plywood CBlock Attchd GasA \n", + "2 526350040 VinylSd VinylSd CBlock Attchd GasA \n", + "3 526351010 Wd Sdng Wd Sdng CBlock Attchd GasA \n", + "4 526353030 BrkFace BrkFace CBlock Attchd GasA \n", + "5 527105010 VinylSd VinylSd PConc Attchd GasA \n", + "6 527105030 VinylSd VinylSd PConc Attchd GasA \n", + "7 527127150 CemntBd CemntBd PConc Attchd GasA \n", + "8 527145080 HdBoard HdBoard PConc Attchd GasA \n", + "9 527146030 CemntBd CemntBd PConc Attchd GasA \n", + "10 527162130 VinylSd VinylSd PConc Attchd GasA \n", + "\n", + " House Style Land Contour Lot Config MS SubClass MS Zoning \\\n", + "Order PID \n", + "1 526301100 1Story Lvl Corner 020 RL \n", + "2 526350040 1Story Lvl Inside 020 RH \n", + "3 526351010 1Story Lvl Corner 020 RL \n", + "4 526353030 1Story Lvl Corner 020 RL \n", + "5 527105010 2Story Lvl Inside 060 RL \n", + "6 527105030 2Story Lvl Inside 060 RL \n", + "7 527127150 1Story Lvl Inside 120 RL \n", + "8 527145080 1Story HLS Inside 120 RL \n", + "9 527146030 1Story Lvl Inside 120 RL \n", + "10 527162130 2Story Lvl Inside 060 RL \n", + "\n", + " Mas Vnr Type Misc Feature Neighborhood Roof Matl Roof Style \\\n", + "Order PID \n", + "1 526301100 Stone NA Names CompShg Hip \n", + "2 526350040 None NA Names CompShg Gable \n", + "3 526351010 BrkFace Gar2 Names CompShg Hip \n", + "4 526353030 None NA Names CompShg Hip \n", + "5 527105010 None NA Gilbert CompShg Gable \n", + "6 527105030 BrkFace NA Gilbert CompShg Gable \n", + "7 527127150 None NA StoneBr CompShg Gable \n", + "8 527145080 None NA StoneBr CompShg Gable \n", + "9 527146030 None NA StoneBr CompShg Gable \n", + "10 527162130 None NA Gilbert CompShg Gable \n", + "\n", + " Sale Condition Sale Type Street \n", + "Order PID \n", + "1 526301100 Normal WD Pave \n", + "2 526350040 Normal WD Pave \n", + "3 526351010 Normal WD Pave \n", + "4 526353030 Normal WD Pave \n", + "5 527105010 Normal WD Pave \n", + "6 527105030 Normal WD Pave \n", + "7 527127150 Normal WD Pave \n", + "8 527145080 Normal WD Pave \n", + "9 527146030 Normal WD Pave \n", + "10 527162130 Normal WD Pave " + ] + }, + "execution_count": 23, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[NOMINAL_VARIABLES].head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For the nominal variables there is only a neglectable number of missing values." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "MultiIndex: 2930 entries, (1, 526301100) to (2930, 924151050)\n", + "Data columns (total 23 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Alley 2930 non-null object\n", + " 1 Bldg Type 2930 non-null object\n", + " 2 Central Air 2930 non-null object\n", + " 3 Condition 1 2930 non-null object\n", + " 4 Condition 2 2930 non-null object\n", + " 5 Exterior 1st 2930 non-null object\n", + " 6 Exterior 2nd 2930 non-null object\n", + " 7 Foundation 2930 non-null object\n", + " 8 Garage Type 2930 non-null object\n", + " 9 Heating 2930 non-null object\n", + " 10 House Style 2930 non-null object\n", + " 11 Land Contour 2930 non-null object\n", + " 12 Lot Config 2930 non-null object\n", + " 13 MS SubClass 2930 non-null object\n", + " 14 MS Zoning 2930 non-null object\n", + " 15 Mas Vnr Type 2907 non-null object\n", + " 16 Misc Feature 2930 non-null object\n", + " 17 Neighborhood 2930 non-null object\n", + " 18 Roof Matl 2930 non-null object\n", + " 19 Roof Style 2930 non-null object\n", + " 20 Sale Condition 2930 non-null object\n", + " 21 Sale Type 2930 non-null object\n", + " 22 Street 2930 non-null object\n", + "dtypes: object(23)\n", + "memory usage: 712.9+ KB\n" + ] + } + ], + "source": [ + "df[NOMINAL_VARIABLES].info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Ordinal Variables" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The ordinal columns come with anywhere between 2 and 11 distinct labels each." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "for column in ORDINAL_VARIABLES:\n", + " mask = df[column].notnull()\n", + " num_realizations = len(list(x for x in df.loc[mask, column].unique()))\n", + " assert 2 < num_realizations < 11" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A brief description of the variables:" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bsmt Cond Evaluates the general condition of the basement\n", + "Bsmt Exposure Refers to walkout or garden level walls\n", + "Bsmt Qual Evaluates the height of the basement\n", + "BsmtFin Type 1 Rating of basement finished area\n", + "BsmtFin Type 2 Rating of basement finished area (if multiple types)\n", + "Electrical Electrical system\n", + "Exter Cond Evaluates the present condition of the material on the exterior\n", + "Exter Qual Evaluates the quality of the material on the exterior\n", + "Fence Fence quality\n", + "Fireplace Qu Fireplace quality\n", + "Functional Home functionality (Assume typical unless deductions are warranted)\n", + "Garage Cond Garage condition\n", + "Garage Finish Interior finish of the garage\n", + "Garage Qual Garage quality\n", + "Heating QC Heating quality and condition\n", + "Kitchen Qual Kitchen quality\n", + "Land Slope Slope of property\n", + "Lot Shape General shape of property\n", + "Overall Cond Rates the overall condition of the house\n", + "Overall Qual Rates the overall material and finish of the house\n", + "Paved Drive Paved driveway\n", + "Pool QC Pool quality\n", + "Utilities Type of utilities available\n" + ] + } + ], + "source": [ + "print_column_list(ORDINAL_COLUMNS)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Bsmt CondBsmt ExposureBsmt QualBsmtFin Type 1BsmtFin Type 2ElectricalExter CondExter QualFenceFireplace QuFunctionalGarage CondGarage FinishGarage QualHeating QCKitchen QualLand SlopeLot ShapeOverall CondOverall QualPaved DrivePool QCUtilities
OrderPID
1526301100GdGdTABLQUnfSBrkrTATANAGdTypTAFinTAFaTAGtlIR156PNAAllPub
2526350040TANoTARecLwQSBrkrTATAMnPrvNATypTAUnfTATATAGtlReg65YNAAllPub
3526351010TANoTAALQUnfSBrkrTATANANATypTAUnfTATAGdGtlIR166YNAAllPub
4526353030TANoTAALQUnfSBrkrTAGdNATATypTAFinTAExExGtlReg57YNAAllPub
5527105010TANoGdGLQUnfSBrkrTATAMnPrvTATypTAFinTAGdTAGtlIR155YNAAllPub
6527105030TANoTAGLQUnfSBrkrTATANAGdTypTAFinTAExGdGtlIR166YNAAllPub
7527127150TAMnGdGLQUnfSBrkrTAGdNANATypTAFinTAExGdGtlReg58YNAAllPub
8527145080TANoGdALQUnfSBrkrTAGdNANATypTARFnTAExGdGtlIR158YNAAllPub
9527146030TANoGdGLQUnfSBrkrTAGdNATATypTARFnTAExGdGtlIR158YNAAllPub
10527162130TANoTAUnfUnfSBrkrTATANATATypTAFinTAGdGdGtlReg57YNAAllPub
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" + ], + "text/plain": [ + " Bsmt Cond Bsmt Exposure Bsmt Qual BsmtFin Type 1 \\\n", + "Order PID \n", + "1 526301100 Gd Gd TA BLQ \n", + "2 526350040 TA No TA Rec \n", + "3 526351010 TA No TA ALQ \n", + "4 526353030 TA No TA ALQ \n", + "5 527105010 TA No Gd GLQ \n", + "6 527105030 TA No TA GLQ \n", + "7 527127150 TA Mn Gd GLQ \n", + "8 527145080 TA No Gd ALQ \n", + "9 527146030 TA No Gd GLQ \n", + "10 527162130 TA No TA Unf \n", + "\n", + " BsmtFin Type 2 Electrical Exter Cond Exter Qual Fence \\\n", + "Order PID \n", + "1 526301100 Unf SBrkr TA TA NA \n", + "2 526350040 LwQ SBrkr TA TA MnPrv \n", + "3 526351010 Unf SBrkr TA TA NA \n", + "4 526353030 Unf SBrkr TA Gd NA \n", + "5 527105010 Unf SBrkr TA TA MnPrv \n", + "6 527105030 Unf SBrkr TA TA NA \n", + "7 527127150 Unf SBrkr TA Gd NA \n", + "8 527145080 Unf SBrkr TA Gd NA \n", + "9 527146030 Unf SBrkr TA Gd NA \n", + "10 527162130 Unf SBrkr TA TA NA \n", + "\n", + " Fireplace Qu Functional Garage Cond Garage Finish Garage Qual \\\n", + "Order PID \n", + "1 526301100 Gd Typ TA Fin TA \n", + "2 526350040 NA Typ TA Unf TA \n", + "3 526351010 NA Typ TA Unf TA \n", + "4 526353030 TA Typ TA Fin TA \n", + "5 527105010 TA Typ TA Fin TA \n", + "6 527105030 Gd Typ TA Fin TA \n", + "7 527127150 NA Typ TA Fin TA \n", + "8 527145080 NA Typ TA RFn TA \n", + "9 527146030 TA Typ TA RFn TA \n", + "10 527162130 TA Typ TA Fin TA \n", + "\n", + " Heating QC Kitchen Qual Land Slope Lot Shape Overall Cond \\\n", + "Order PID \n", + "1 526301100 Fa TA Gtl IR1 5 \n", + "2 526350040 TA TA Gtl Reg 6 \n", + "3 526351010 TA Gd Gtl IR1 6 \n", + "4 526353030 Ex Ex Gtl Reg 5 \n", + "5 527105010 Gd TA Gtl IR1 5 \n", + "6 527105030 Ex Gd Gtl IR1 6 \n", + "7 527127150 Ex Gd Gtl Reg 5 \n", + "8 527145080 Ex Gd Gtl IR1 5 \n", + "9 527146030 Ex Gd Gtl IR1 5 \n", + "10 527162130 Gd Gd Gtl Reg 5 \n", + "\n", + " Overall Qual Paved Drive Pool QC Utilities \n", + "Order PID \n", + "1 526301100 6 P NA AllPub \n", + "2 526350040 5 Y NA AllPub \n", + "3 526351010 6 Y NA AllPub \n", + "4 526353030 7 Y NA AllPub \n", + "5 527105010 5 Y NA AllPub \n", + "6 527105030 6 Y NA AllPub \n", + "7 527127150 8 Y NA AllPub \n", + "8 527145080 8 Y NA AllPub \n", + "9 527146030 8 Y NA AllPub \n", + "10 527162130 7 Y NA AllPub " + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[ORDINAL_VARIABLES].head(10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For the ordinal variables there is only a neglectable number of missing values." + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "MultiIndex: 2930 entries, (1, 526301100) to (2930, 924151050)\n", + "Data columns (total 23 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 Bsmt Cond 2929 non-null object\n", + " 1 Bsmt Exposure 2926 non-null object\n", + " 2 Bsmt Qual 2929 non-null object\n", + " 3 BsmtFin Type 1 2929 non-null object\n", + " 4 BsmtFin Type 2 2928 non-null object\n", + " 5 Electrical 2929 non-null object\n", + " 6 Exter Cond 2930 non-null object\n", + " 7 Exter Qual 2930 non-null object\n", + " 8 Fence 2930 non-null object\n", + " 9 Fireplace Qu 2930 non-null object\n", + " 10 Functional 2930 non-null object\n", + " 11 Garage Cond 2929 non-null object\n", + " 12 Garage Finish 2928 non-null object\n", + " 13 Garage Qual 2929 non-null object\n", + " 14 Heating QC 2930 non-null object\n", + " 15 Kitchen Qual 2930 non-null object\n", + " 16 Land Slope 2930 non-null object\n", + " 17 Lot Shape 2930 non-null object\n", + " 18 Overall Cond 2930 non-null object\n", + " 19 Overall Qual 2930 non-null object\n", + " 20 Paved Drive 2930 non-null object\n", + " 21 Pool QC 2930 non-null object\n", + " 22 Utilities 2930 non-null object\n", + "dtypes: object(23)\n", + "memory usage: 712.9+ KB\n" + ] + } + ], + "source": [ + "df[ORDINAL_VARIABLES].info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Missing Data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Visualizations" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "msno.matrix(df[ORDINAL_VARIABLES]);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Cleansing" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Since only about 1% of the overall number of observations exhibit variables with missing data (disregarding the columns *Lot Frontage* and *Garage Yr Blt*), the decision is made to discard these rows entirely to not have to deal with interpolating meaningful replacements for the missing values." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "remaining_columns = sorted(set(ALL_VARIABLES) - set(missing_a_lot)) + TARGET_VARIABLES\n", + "mask = df[remaining_columns].isnull().any(axis=1)\n", + "assert (100 * mask.sum() / df.shape[0]) < 1.1 # percent\n", + "df = df[~mask]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The two columns with a lot of missing values regard the age of a house's optional garage and the length of the intersection with the street where the house is located. The first is assumed as not important for the house appraisal and the second is assumed to be captured in other variables (e.g. overall size of the house). Therefore, for sake of simplicity both columns are dropped from the DataFrame." + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Garage Yr Blt Year garage was built\n", + "Lot Frontage Linear feet of street connected to property\n" + ] + } + ], + "source": [ + "print_column_list(missing_a_lot)" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "df = df[remaining_columns]" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [], + "source": [ + "# Remove the discarded columns from the helper dictionaries / lists.\n", + "update_column_descriptions(df.columns)\n", + "# Without any more missing data, cast all numeric\n", + "# columns as floats or integers respectively.\n", + "for column in CONTINUOUS_VARIABLES + TARGET_VARIABLES:\n", + " df[column] = df[column].astype(np.float64)\n", + "for column in DISCRETE_VARIABLES:\n", + " df[column] = df[column].astype(np.int64)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Clean Data" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The cleaned data comes as a 2898 rows x 78 columns matrix." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(2898, 78)" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1st Flr SF2nd Flr SF3Ssn PorchAlleyBedroom AbvGrBldg TypeBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2Central AirCondition 1Condition 2ElectricalEnclosed PorchExter CondExter QualExterior 1stExterior 2ndFenceFireplace QuFireplacesFoundationFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGarage TypeGr Liv AreaHalf BathHeatingHeating QCHouse StyleKitchen AbvGrKitchen QualLand ContourLand SlopeLot AreaLot ConfigLot ShapeLow Qual Fin SFMS SubClassMS ZoningMas Vnr AreaMas Vnr TypeMisc FeatureMisc ValMo SoldNeighborhoodOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCRoof MatlRoof StyleSale ConditionSale TypeScreen PorchStreetTotRms AbvGrdTotal Bsmt SFUtilitiesWood Deck SFYear BuiltYear Remod/AddYr SoldSalePrice
OrderPID
15263011001656.00.00.0NA31FamGdGd10TA441.0639.00.0BLQUnfYNormNormSBrkr0.0TATABrkFacePlywoodNAGd2CBlock1Typ528.02TAFinTAAttchd1656.00GasAFa1Story1TALvlGtl31770.0CornerIR10.0020RL112.0StoneNA0.05Names62.056P0.0NACompShgHipNormalWD0.0Pave71080.0AllPub210.0196019602010215000.0
2526350040896.00.00.0NA21FamTANo00TA270.0468.0144.0RecLwQYFeedrNormSBrkr0.0TATAVinylSdVinylSdMnPrvNA0CBlock1Typ730.01TAUnfTAAttchd896.00GasATA1Story1TALvlGtl11622.0InsideReg0.0020RH0.0NoneNA0.06Names0.065Y0.0NACompShgGableNormalWD120.0Pave5882.0AllPub140.0196119612010105000.0
35263510101329.00.00.0NA31FamTANo00TA406.0923.00.0ALQUnfYNormNormSBrkr0.0TATAWd SdngWd SdngNANA0CBlock1Typ312.01TAUnfTAAttchd1329.01GasATA1Story1GdLvlGtl14267.0CornerIR10.0020RL108.0BrkFaceGar212500.06Names36.066Y0.0NACompShgHipNormalWD0.0Pave61329.0AllPub393.0195819582010172000.0
45263530302110.00.00.0NA31FamTANo10TA1045.01065.00.0ALQUnfYNormNormSBrkr0.0TAGdBrkFaceBrkFaceNATA2CBlock2Typ522.02TAFinTAAttchd2110.01GasAEx1Story1ExLvlGtl11160.0CornerReg0.0020RL0.0NoneNA0.04Names0.057Y0.0NACompShgHipNormalWD0.0Pave82110.0AllPub0.0196819682010244000.0
5527105010928.0701.00.0NA31FamTANo00Gd137.0791.00.0GLQUnfYNormNormSBrkr0.0TATAVinylSdVinylSdMnPrvTA1PConc2Typ482.02TAFinTAAttchd1629.01GasAGd2Story1TALvlGtl13830.0InsideIR10.0060RL0.0NoneNA0.03Gilbert34.055Y0.0NACompShgGableNormalWD0.0Pave6928.0AllPub212.0199719982010189900.0
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" + ], + "text/plain": [ + " 1st Flr SF 2nd Flr SF 3Ssn Porch Alley Bedroom AbvGr \\\n", + "Order PID \n", + "1 526301100 1656.0 0.0 0.0 NA 3 \n", + "2 526350040 896.0 0.0 0.0 NA 2 \n", + "3 526351010 1329.0 0.0 0.0 NA 3 \n", + "4 526353030 2110.0 0.0 0.0 NA 3 \n", + "5 527105010 928.0 701.0 0.0 NA 3 \n", + "\n", + " Bldg Type Bsmt Cond Bsmt Exposure Bsmt Full Bath \\\n", + "Order PID \n", + "1 526301100 1Fam Gd Gd 1 \n", + "2 526350040 1Fam TA No 0 \n", + "3 526351010 1Fam TA No 0 \n", + "4 526353030 1Fam TA No 1 \n", + "5 527105010 1Fam TA No 0 \n", + "\n", + " Bsmt Half Bath Bsmt Qual Bsmt Unf SF BsmtFin SF 1 \\\n", + "Order PID \n", + "1 526301100 0 TA 441.0 639.0 \n", + "2 526350040 0 TA 270.0 468.0 \n", + "3 526351010 0 TA 406.0 923.0 \n", + "4 526353030 0 TA 1045.0 1065.0 \n", + "5 527105010 0 Gd 137.0 791.0 \n", + "\n", + " BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 Central Air \\\n", + "Order PID \n", + "1 526301100 0.0 BLQ Unf Y \n", + "2 526350040 144.0 Rec LwQ Y \n", + "3 526351010 0.0 ALQ Unf Y \n", + "4 526353030 0.0 ALQ Unf Y \n", + "5 527105010 0.0 GLQ Unf Y \n", + "\n", + " Condition 1 Condition 2 Electrical Enclosed Porch Exter Cond \\\n", + "Order PID \n", + "1 526301100 Norm Norm SBrkr 0.0 TA \n", + "2 526350040 Feedr Norm SBrkr 0.0 TA \n", + "3 526351010 Norm Norm SBrkr 0.0 TA \n", + "4 526353030 Norm Norm SBrkr 0.0 TA \n", + "5 527105010 Norm Norm SBrkr 0.0 TA \n", + "\n", + " Exter Qual Exterior 1st Exterior 2nd Fence Fireplace Qu \\\n", + "Order PID \n", + "1 526301100 TA BrkFace Plywood NA Gd \n", + "2 526350040 TA VinylSd VinylSd MnPrv NA \n", + "3 526351010 TA Wd Sdng Wd Sdng NA NA \n", + "4 526353030 Gd BrkFace BrkFace NA TA \n", + "5 527105010 TA VinylSd VinylSd MnPrv TA \n", + "\n", + " Fireplaces Foundation Full Bath Functional Garage Area \\\n", + "Order PID \n", + "1 526301100 2 CBlock 1 Typ 528.0 \n", + "2 526350040 0 CBlock 1 Typ 730.0 \n", + "3 526351010 0 CBlock 1 Typ 312.0 \n", + "4 526353030 2 CBlock 2 Typ 522.0 \n", + "5 527105010 1 PConc 2 Typ 482.0 \n", + "\n", + " Garage Cars Garage Cond Garage Finish Garage Qual \\\n", + "Order PID \n", + "1 526301100 2 TA Fin TA \n", + "2 526350040 1 TA Unf TA \n", + "3 526351010 1 TA Unf TA \n", + "4 526353030 2 TA Fin TA \n", + "5 527105010 2 TA Fin TA \n", + "\n", + " Garage Type Gr Liv Area Half Bath Heating Heating QC \\\n", + "Order PID \n", + "1 526301100 Attchd 1656.0 0 GasA Fa \n", + "2 526350040 Attchd 896.0 0 GasA TA \n", + "3 526351010 Attchd 1329.0 1 GasA TA \n", + "4 526353030 Attchd 2110.0 1 GasA Ex \n", + "5 527105010 Attchd 1629.0 1 GasA Gd \n", + "\n", + " House Style Kitchen AbvGr Kitchen Qual Land Contour \\\n", + "Order PID \n", + "1 526301100 1Story 1 TA Lvl \n", + "2 526350040 1Story 1 TA Lvl \n", + "3 526351010 1Story 1 Gd Lvl \n", + "4 526353030 1Story 1 Ex Lvl \n", + "5 527105010 2Story 1 TA Lvl \n", + "\n", + " Land Slope Lot Area Lot Config Lot Shape Low Qual Fin SF \\\n", + "Order PID \n", + "1 526301100 Gtl 31770.0 Corner IR1 0.0 \n", + "2 526350040 Gtl 11622.0 Inside Reg 0.0 \n", + "3 526351010 Gtl 14267.0 Corner IR1 0.0 \n", + "4 526353030 Gtl 11160.0 Corner Reg 0.0 \n", + "5 527105010 Gtl 13830.0 Inside IR1 0.0 \n", + "\n", + " MS SubClass MS Zoning Mas Vnr Area Mas Vnr Type Misc Feature \\\n", + "Order PID \n", + "1 526301100 020 RL 112.0 Stone NA \n", + "2 526350040 020 RH 0.0 None NA \n", + "3 526351010 020 RL 108.0 BrkFace Gar2 \n", + "4 526353030 020 RL 0.0 None NA \n", + "5 527105010 060 RL 0.0 None NA \n", + "\n", + " Misc Val Mo Sold Neighborhood Open Porch SF Overall Cond \\\n", + "Order PID \n", + "1 526301100 0.0 5 Names 62.0 5 \n", + "2 526350040 0.0 6 Names 0.0 6 \n", + "3 526351010 12500.0 6 Names 36.0 6 \n", + "4 526353030 0.0 4 Names 0.0 5 \n", + "5 527105010 0.0 3 Gilbert 34.0 5 \n", + "\n", + " Overall Qual Paved Drive Pool Area Pool QC Roof Matl \\\n", + "Order PID \n", + "1 526301100 6 P 0.0 NA CompShg \n", + "2 526350040 5 Y 0.0 NA CompShg \n", + "3 526351010 6 Y 0.0 NA CompShg \n", + "4 526353030 7 Y 0.0 NA CompShg \n", + "5 527105010 5 Y 0.0 NA CompShg \n", + "\n", + " Roof Style Sale Condition Sale Type Screen Porch Street \\\n", + "Order PID \n", + "1 526301100 Hip Normal WD 0.0 Pave \n", + "2 526350040 Gable Normal WD 120.0 Pave \n", + "3 526351010 Hip Normal WD 0.0 Pave \n", + "4 526353030 Hip Normal WD 0.0 Pave \n", + "5 527105010 Gable Normal WD 0.0 Pave \n", + "\n", + " TotRms AbvGrd Total Bsmt SF Utilities Wood Deck SF \\\n", + "Order PID \n", + "1 526301100 7 1080.0 AllPub 210.0 \n", + "2 526350040 5 882.0 AllPub 140.0 \n", + "3 526351010 6 1329.0 AllPub 393.0 \n", + "4 526353030 8 2110.0 AllPub 0.0 \n", + "5 527105010 6 928.0 AllPub 212.0 \n", + "\n", + " Year Built Year Remod/Add Yr Sold SalePrice \n", + "Order PID \n", + "1 526301100 1960 1960 2010 215000.0 \n", + "2 526350040 1961 1961 2010 105000.0 \n", + "3 526351010 1958 1958 2010 172000.0 \n", + "4 526353030 1968 1968 2010 244000.0 \n", + "5 527105010 1997 1998 2010 189900.0 " + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [], + "source": [ + "df.to_csv(\"data/data_clean.csv\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/01_pairwise_correlations.ipynb b/01_pairwise_correlations.ipynb new file mode 100644 index 0000000..cb59e95 --- /dev/null +++ b/01_pairwise_correlations.ipynb @@ -0,0 +1,2426 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Pair-wise Correlations\n", + "\n", + "The purpose is to identify predictor variables strongly correlated with the sales price and with each other to get an idea of what variables could be good predictors and potential issues with collinearity.\n", + "\n", + "Furthermore, Box-Cox transformations and linear combinations of variables are added where applicable or useful." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## \"Housekeeping\"" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import warnings\n", + "import json\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "\n", + "from sklearn.preprocessing import PowerTransformer\n", + "from tabulate import tabulate\n", + "\n", + "from utils import (\n", + " ALL_VARIABLES,\n", + " CONTINUOUS_VARIABLES,\n", + " DISCRETE_VARIABLES,\n", + " NUMERIC_VARIABLES,\n", + " ORDINAL_VARIABLES,\n", + " TARGET_VARIABLES,\n", + " encode_ordinals,\n", + " load_clean_data,\n", + " print_column_list,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "pd.set_option(\"display.max_columns\", 100)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "sns.set_style(\"white\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load the Data\n", + "\n", + "Only a subset of the previously cleaned data is used in this analysis. In particular, it does not make sense to calculate correlations involving nominal variables.\n", + "\n", + "Furthermore, ordinal variables are encoded as integers (with greater values indicating a higher sales price by \"guts feeling\"; refer to the [data documentation](https://www.amstat.org/publications/jse/v19n3/decock/DataDocumentation.txt) to see the un-encoded values) and take part in the analysis.\n", + "\n", + "A `cleaned_df` DataFrame with the original data from the previous notebook is kept so as to restore the encoded ordinal labels again at the end of this notebook for correct storage." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "cleaned_df = load_clean_data()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "df = cleaned_df[NUMERIC_VARIABLES + ORDINAL_VARIABLES + TARGET_VARIABLES]\n", + "df = encode_ordinals(df)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1st Flr SF2nd Flr SF3Ssn PorchBedroom AbvGrBsmt Full BathBsmt Half BathBsmt Unf SFBsmtFin SF 1BsmtFin SF 2Enclosed PorchFireplacesFull BathGarage AreaGarage CarsGr Liv AreaHalf BathKitchen AbvGrLot AreaLow Qual Fin SFMas Vnr AreaMisc ValMo SoldOpen Porch SFPool AreaScreen PorchTotRms AbvGrdTotal Bsmt SFWood Deck SFYear BuiltYear Remod/AddYr Sold
OrderPID
15263011001656.00.00.0310441.0639.00.00.021528.021656.00131770.00.0112.00.0562.00.00.071080.0210.0196019602010
2526350040896.00.00.0200270.0468.0144.00.001730.01896.00111622.00.00.00.060.00.0120.05882.0140.0196119612010
35263510101329.00.00.0300406.0923.00.00.001312.011329.01114267.00.0108.012500.0636.00.00.061329.0393.0195819582010
45263530302110.00.00.03101045.01065.00.00.022522.022110.01111160.00.00.00.040.00.00.082110.00.0196819682010
5527105010928.0701.00.0300137.0791.00.00.012482.021629.01113830.00.00.00.0334.00.00.06928.0212.0199719982010
\n", + "
" + ], + "text/plain": [ + " 1st Flr SF 2nd Flr SF 3Ssn Porch Bedroom AbvGr \\\n", + "Order PID \n", + "1 526301100 1656.0 0.0 0.0 3 \n", + "2 526350040 896.0 0.0 0.0 2 \n", + "3 526351010 1329.0 0.0 0.0 3 \n", + "4 526353030 2110.0 0.0 0.0 3 \n", + "5 527105010 928.0 701.0 0.0 3 \n", + "\n", + " Bsmt Full Bath Bsmt Half Bath Bsmt Unf SF BsmtFin SF 1 \\\n", + "Order PID \n", + "1 526301100 1 0 441.0 639.0 \n", + "2 526350040 0 0 270.0 468.0 \n", + "3 526351010 0 0 406.0 923.0 \n", + "4 526353030 1 0 1045.0 1065.0 \n", + "5 527105010 0 0 137.0 791.0 \n", + "\n", + " BsmtFin SF 2 Enclosed Porch Fireplaces Full Bath \\\n", + "Order PID \n", + "1 526301100 0.0 0.0 2 1 \n", + "2 526350040 144.0 0.0 0 1 \n", + "3 526351010 0.0 0.0 0 1 \n", + "4 526353030 0.0 0.0 2 2 \n", + "5 527105010 0.0 0.0 1 2 \n", + "\n", + " Garage Area Garage Cars Gr Liv Area Half Bath \\\n", + "Order PID \n", + "1 526301100 528.0 2 1656.0 0 \n", + "2 526350040 730.0 1 896.0 0 \n", + "3 526351010 312.0 1 1329.0 1 \n", + "4 526353030 522.0 2 2110.0 1 \n", + "5 527105010 482.0 2 1629.0 1 \n", + "\n", + " Kitchen AbvGr Lot Area Low Qual Fin SF Mas Vnr Area \\\n", + "Order PID \n", + "1 526301100 1 31770.0 0.0 112.0 \n", + "2 526350040 1 11622.0 0.0 0.0 \n", + "3 526351010 1 14267.0 0.0 108.0 \n", + "4 526353030 1 11160.0 0.0 0.0 \n", + "5 527105010 1 13830.0 0.0 0.0 \n", + "\n", + " Misc Val Mo Sold Open Porch SF Pool Area Screen Porch \\\n", + "Order PID \n", + "1 526301100 0.0 5 62.0 0.0 0.0 \n", + "2 526350040 0.0 6 0.0 0.0 120.0 \n", + "3 526351010 12500.0 6 36.0 0.0 0.0 \n", + "4 526353030 0.0 4 0.0 0.0 0.0 \n", + "5 527105010 0.0 3 34.0 0.0 0.0 \n", + "\n", + " TotRms AbvGrd Total Bsmt SF Wood Deck SF Year Built \\\n", + "Order PID \n", + "1 526301100 7 1080.0 210.0 1960 \n", + "2 526350040 5 882.0 140.0 1961 \n", + "3 526351010 6 1329.0 393.0 1958 \n", + "4 526353030 8 2110.0 0.0 1968 \n", + "5 527105010 6 928.0 212.0 1997 \n", + "\n", + " Year Remod/Add Yr Sold \n", + "Order PID \n", + "1 526301100 1960 2010 \n", + "2 526350040 1961 2010 \n", + "3 526351010 1958 2010 \n", + "4 526353030 1968 2010 \n", + "5 527105010 1998 2010 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[NUMERIC_VARIABLES].head()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Bsmt CondBsmt ExposureBsmt QualBsmtFin Type 1BsmtFin Type 2ElectricalExter CondExter QualFenceFireplace QuFunctionalGarage CondGarage FinishGarage QualHeating QCKitchen QualLand SlopeLot ShapeOverall CondOverall QualPaved DrivePool QCUtilities
OrderPID
152630110044341422047333122245103
252635004031332422307313222354203
352635101031351422007313232255203
452635303031351423037333442346203
552710501031461422337333322244203
\n", + "
" + ], + "text/plain": [ + " Bsmt Cond Bsmt Exposure Bsmt Qual BsmtFin Type 1 \\\n", + "Order PID \n", + "1 526301100 4 4 3 4 \n", + "2 526350040 3 1 3 3 \n", + "3 526351010 3 1 3 5 \n", + "4 526353030 3 1 3 5 \n", + "5 527105010 3 1 4 6 \n", + "\n", + " BsmtFin Type 2 Electrical Exter Cond Exter Qual Fence \\\n", + "Order PID \n", + "1 526301100 1 4 2 2 0 \n", + "2 526350040 2 4 2 2 3 \n", + "3 526351010 1 4 2 2 0 \n", + "4 526353030 1 4 2 3 0 \n", + "5 527105010 1 4 2 2 3 \n", + "\n", + " Fireplace Qu Functional Garage Cond Garage Finish \\\n", + "Order PID \n", + "1 526301100 4 7 3 3 \n", + "2 526350040 0 7 3 1 \n", + "3 526351010 0 7 3 1 \n", + "4 526353030 3 7 3 3 \n", + "5 527105010 3 7 3 3 \n", + "\n", + " Garage Qual Heating QC Kitchen Qual Land Slope Lot Shape \\\n", + "Order PID \n", + "1 526301100 3 1 2 2 2 \n", + "2 526350040 3 2 2 2 3 \n", + "3 526351010 3 2 3 2 2 \n", + "4 526353030 3 4 4 2 3 \n", + "5 527105010 3 3 2 2 2 \n", + "\n", + " Overall Cond Overall Qual Paved Drive Pool QC Utilities \n", + "Order PID \n", + "1 526301100 4 5 1 0 3 \n", + "2 526350040 5 4 2 0 3 \n", + "3 526351010 5 5 2 0 3 \n", + "4 526353030 4 6 2 0 3 \n", + "5 527105010 4 4 2 0 3 " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[ORDINAL_VARIABLES].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Linearly \"dependent\" Features" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The \"above grade (ground) living area\" (= *Gr Liv Area*) can be split into 1st and 2nd floor living area plus some undefined rest." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "assert not (\n", + " df[\"Gr Liv Area\"]\n", + " != (df[\"1st Flr SF\"] + df[\"2nd Flr SF\"] + df[\"Low Qual Fin SF\"])\n", + ").any()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The various basement areas also add up." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "assert not (\n", + " df[\"Total Bsmt SF\"]\n", + " != (df[\"BsmtFin SF 1\"] + df[\"BsmtFin SF 2\"] + df[\"Bsmt Unf SF\"])\n", + ").any()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Calculate a variable for the total living area *Total SF* as this is the number communicated most often in housing ads." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"Total SF\"] = df[\"Gr Liv Area\"] + df[\"Total Bsmt SF\"]\n", + "new_variables = [\"Total SF\"]\n", + "CONTINUOUS_VARIABLES.append(\"Total SF\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The different porch areas are unified into a new variable *Total Porch SF*. This potentially helps making the presence of a porch in general relevant in the prediction." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"Total Porch SF\"] = (\n", + " df[\"3Ssn Porch\"] + df[\"Enclosed Porch\"] + df[\"Open Porch SF\"]\n", + " + df[\"Screen Porch\"] + df[\"Wood Deck SF\"]\n", + ")\n", + "new_variables.append(\"Total Porch SF\")\n", + "CONTINUOUS_VARIABLES.append(\"Total Porch SF\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The various types of rooms \"above grade\" (i.e., *TotRms AbvGrd*, *Bedroom AbvGr*, *Kitchen AbvGr*, and *Full Bath*) do not add up (only in 29% of the cases they do). Therefore, no single unified variable can be used as a predictor." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "29" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "round(\n", + " 100\n", + " * (\n", + " df[\"TotRms AbvGrd\"]\n", + " == (df[\"Bedroom AbvGr\"] + df[\"Kitchen AbvGr\"] + df[\"Full Bath\"])\n", + " ).sum()\n", + " / df.shape[0]\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Unify the number of various types of bathrooms into a single variable. Note that \"half\" bathrooms are counted as such." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"Total Bath\"] = (\n", + " df[\"Full Bath\"] + 0.5 * df[\"Half Bath\"]\n", + " + df[\"Bsmt Full Bath\"] + 0.5 * df[\"Bsmt Half Bath\"]\n", + ")\n", + "new_variables.append(\"Total Bath\")\n", + "DISCRETE_VARIABLES.append(\"Total Bath\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Box-Cox Transformations\n", + "\n", + "Only numeric columns with non-negative values are eligable for a Box-Cox transformation." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1st Flr SF First Floor square feet\n", + "Gr Liv Area Above grade (ground) living area square feet\n", + "Lot Area Lot size in square feet\n", + "SalePrice\n", + "Total SF\n" + ] + } + ], + "source": [ + "columns = CONTINUOUS_VARIABLES + TARGET_VARIABLES\n", + "transforms = df[columns].describe().T\n", + "transforms = list(transforms[transforms['min'] > 0].index)\n", + "print_column_list(transforms)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A common convention is to use Box-Cox transformations only if the found lambda value (estimated with Maximum Likelyhood Estimation) is in the range from -3 to +3.\n", + "\n", + "Consequently, the only applicable transformation are for *SalePrice* and the new variable *Total SF*." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1st Flr SF: use lambda of -0.0\n", + "Gr Liv Area: use lambda of -0.0\n", + "Lot Area: use lambda of 0.1\n", + "SalePrice: use lambda of 0.0\n", + "Total SF: use lambda of 0.2\n" + ] + } + ], + "source": [ + "# Check the Box-Cox tranformations for each column seperately\n", + "# to decide if the optimal lambda value is in an acceptable range.\n", + "output = []\n", + "transformed_columns = []\n", + "for column in transforms:\n", + " X = df[[column]] # 2D array needed!\n", + " pt = PowerTransformer(method=\"box-cox\", standardize=False)\n", + " # Suppress a weird but harmless warning from scipy\n", + " with warnings.catch_warnings():\n", + " warnings.simplefilter(\"ignore\")\n", + " pt.fit(X)\n", + " # Check if the optimal lambda is ok.\n", + " lambda_ = pt.lambdas_[0].round(1)\n", + " if -3 <= lambda_ <= 3:\n", + " lambda_label = 0 if lambda_ <= 0.01 else lambda_ # to avoid -0.0\n", + " new_column = f\"{column} (box-cox-{lambda_label})\"\n", + " df[new_column] = (\n", + " np.log(X) if lambda_ <= 0.001 else (((X ** lambda_) - 1) / lambda_)\n", + " )\n", + " # Track the new column in the appropiate list.\n", + " new_variables.append(new_column)\n", + " if column in TARGET_VARIABLES:\n", + " TARGET_VARIABLES.append(new_column)\n", + " else:\n", + " CONTINUOUS_VARIABLES.append(new_column)\n", + " # To show only the transformed columns below.\n", + " transformed_columns.append(column)\n", + " transformed_columns.append(new_column)\n", + " output.append((\n", + " f\"{column}:\",\n", + " f\"use lambda of {lambda_}\",\n", + " ))\n", + " else:\n", + " output.append((\n", + " f\"{column}:\",\n", + " f\"lambda of {lambda_} not in realistic range\",\n", + " ))\n", + "print(tabulate(sorted(output), tablefmt=\"plain\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1st Flr SF1st Flr SF (box-cox-0)Gr Liv AreaGr Liv Area (box-cox-0)Lot AreaLot Area (box-cox-0.1)Total SFTotal SF (box-cox-0.2)SalePriceSalePrice (box-cox-0)
OrderPID
15263011001656.07.4121601656.07.41216031770.018.1969232736.019.344072215000.012.278393
2526350040896.06.797940896.06.79794011622.015.4992901778.017.333478105000.011.561716
35263510101329.07.1921821329.07.19218214267.016.0275492658.019.203658172000.012.055250
45263530302110.07.6544432110.07.65444311160.015.3960644220.021.548042244000.012.404924
5527105010928.06.8330321629.07.39572213830.015.9467052557.019.016856189900.012.154253
\n", + "
" + ], + "text/plain": [ + " 1st Flr SF 1st Flr SF (box-cox-0) Gr Liv Area \\\n", + "Order PID \n", + "1 526301100 1656.0 7.412160 1656.0 \n", + "2 526350040 896.0 6.797940 896.0 \n", + "3 526351010 1329.0 7.192182 1329.0 \n", + "4 526353030 2110.0 7.654443 2110.0 \n", + "5 527105010 928.0 6.833032 1629.0 \n", + "\n", + " Gr Liv Area (box-cox-0) Lot Area Lot Area (box-cox-0.1) \\\n", + "Order PID \n", + "1 526301100 7.412160 31770.0 18.196923 \n", + "2 526350040 6.797940 11622.0 15.499290 \n", + "3 526351010 7.192182 14267.0 16.027549 \n", + "4 526353030 7.654443 11160.0 15.396064 \n", + "5 527105010 7.395722 13830.0 15.946705 \n", + "\n", + " Total SF Total SF (box-cox-0.2) SalePrice \\\n", + "Order PID \n", + "1 526301100 2736.0 19.344072 215000.0 \n", + "2 526350040 1778.0 17.333478 105000.0 \n", + "3 526351010 2658.0 19.203658 172000.0 \n", + "4 526353030 4220.0 21.548042 244000.0 \n", + "5 527105010 2557.0 19.016856 189900.0 \n", + "\n", + " SalePrice (box-cox-0) \n", + "Order PID \n", + "1 526301100 12.278393 \n", + "2 526350040 11.561716 \n", + "3 526351010 12.055250 \n", + "4 526353030 12.404924 \n", + "5 527105010 12.154253 " + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[transformed_columns].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Correlations\n", + "\n", + "The pair-wise correlations are calculated based on the type of the variables:\n", + "- **continuous** variables are assumed to be linearly related with the target and each other or not: use **Pearson's correlation coefficient**\n", + "- **discrete** (because of the low number of distinct realizations as seen in the data cleaning notebook) and **ordinal** (low number of distinct realizations as well) variables are assumed to be related in a monotonic way with the target and each other or not: use **Spearman's rank correlation coefficient**\n", + "\n", + "Furthermore, for a **naive feature selection** a \"rule of thumb\" classification in *weak* and *strong* correlation is applied to the predictor variables. The identified variables will be used in the prediction modelling part to speed up the feature selection. A correlation between 0.33 and 0.66 is considered *weak* while a correlation above 0.66 is considered *strong* (these thresholds refer to the absolute value of the correlation). Correlations are calculated for **each** target variable (i.e., raw \"SalePrice\" and Box-Cox transformation thereof). Correlations below 0.1 are considered \"uncorrelated\"." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "strong = 0.66\n", + "weak = 0.33\n", + "uncorrelated = 0.1" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Two heatmaps below (implemented in the reusable `plot_correlation` function) help visualize the correlations.\n", + "\n", + "Obviously, many variables are pair-wise correlated. This could yield regression coefficients *inprecise* and not usable / interpretable. At the same time, this does not lower the predictive power of a model as a whole. In contrast to the pair-wise correlations, *multi-collinearity* is not checked here." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_correlation(data, title):\n", + " \"\"\"Visualize a correlation matrix in a nice heatmap.\"\"\"\n", + " fig, ax = plt.subplots(figsize=(12, 12))\n", + " ax.set_title(title, fontsize=24)\n", + " # Blank out the upper triangular part of the matrix.\n", + " mask = np.zeros_like(data, dtype=np.bool)\n", + " mask[np.triu_indices_from(mask)] = True\n", + " # Use a diverging color map.\n", + " cmap = sns.diverging_palette(240, 0, as_cmap=True)\n", + " # Adjust the labels' font size.\n", + " labels = data.columns\n", + " ax.set_xticklabels(labels, fontsize=10)\n", + " ax.set_yticklabels(labels, fontsize=10)\n", + " # Plot it.\n", + " sns.heatmap(\n", + " data, vmin=-1, vmax=1, cmap=cmap, center=0, linewidths=.5,\n", + " cbar_kws={\"shrink\": .5}, square=True, mask=mask, ax=ax\n", + " )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Pearson\n", + "\n", + "Pearson's correlation coefficient shows a linear relationship between two variables." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "columns = CONTINUOUS_VARIABLES + TARGET_VARIABLES\n", + "pearson = df[columns].corr(method=\"pearson\")" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_correlation(pearson, \"Pearson's Correlation\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Predictors weakly or strongly correlated with a target variable are collected." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [], + "source": [ + "pearson_weakly_correlated = set()\n", + "pearson_strongly_correlated = set()\n", + "pearson_uncorrelated = set()\n", + "# Iterate over the raw and transformed target.\n", + "for target in TARGET_VARIABLES:\n", + " corrs = pearson.loc[target].drop(TARGET_VARIABLES).abs()\n", + " pearson_weakly_correlated |= set(corrs[(weak < corrs) & (corrs <= strong)].index)\n", + " pearson_strongly_correlated |= set(corrs[(strong < corrs)].index)\n", + " pearson_uncorrelated |= set(corrs[(corrs < uncorrelated)].index)\n", + "# Show that no contradiction exists between the classifications.\n", + "assert pearson_weakly_correlated & pearson_strongly_correlated == set()\n", + "assert pearson_weakly_correlated & pearson_uncorrelated == set()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Show the continuous variables that are weakly and strongly correlated with the sales price or uncorrelated." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "3Ssn Porch Three season porch area in square feet\n", + "BsmtFin SF 2 Type 2 finished square feet\n", + "Low Qual Fin SF Low quality finished square feet (all floors)\n", + "Misc Val $Value of miscellaneous feature\n", + "Pool Area Pool area in square feet\n" + ] + } + ], + "source": [ + "print_column_list(pearson_uncorrelated)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1st Flr SF First Floor square feet\n", + "1st Flr SF (box-cox-0)\n", + "BsmtFin SF 1 Type 1 finished square feet\n", + "Garage Area Size of garage in square feet\n", + "Lot Area (box-cox-0.1)\n", + "Mas Vnr Area Masonry veneer area in square feet\n", + "Total Bsmt SF Total square feet of basement area\n", + "Total Porch SF\n", + "Wood Deck SF Wood deck area in square feet\n" + ] + } + ], + "source": [ + "print_column_list(pearson_weakly_correlated)" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gr Liv Area Above grade (ground) living area square feet\n", + "Gr Liv Area (box-cox-0)\n", + "Total SF\n", + "Total SF (box-cox-0.2)\n" + ] + } + ], + "source": [ + "print_column_list(pearson_strongly_correlated)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Spearman\n", + "\n", + "Spearman's correlation coefficient shows an ordinal rank relationship between two variables." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "columns = sorted(DISCRETE_VARIABLES + ORDINAL_VARIABLES) + TARGET_VARIABLES\n", + "spearman = df[columns].corr(method=\"spearman\")" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot_correlation(spearman, \"Spearman's Rank Correlation\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Predictors weakly or strongly correlated with a target variable are collected." + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "spearman_weakly_correlated = set()\n", + "spearman_strongly_correlated = set()\n", + "spearman_uncorrelated = set()\n", + "# Iterate over the raw and transformed target.\n", + "for target in TARGET_VARIABLES:\n", + " corrs = spearman.loc[target].drop(TARGET_VARIABLES).abs()\n", + " spearman_weakly_correlated |= set(corrs[(weak < corrs) & (corrs <= strong)].index)\n", + " spearman_strongly_correlated |= set(corrs[(strong < corrs)].index)\n", + " spearman_uncorrelated |= set(corrs[(corrs < uncorrelated)].index)\n", + "# Show that no contradiction exists between the classifications.\n", + "assert spearman_weakly_correlated & spearman_strongly_correlated == set()\n", + "assert spearman_weakly_correlated & spearman_uncorrelated == set()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Show the discrete and ordinal variables that are weakly and strongly correlated with the sales price or uncorrelated." + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bsmt Half Bath Basement half bathrooms\n", + "BsmtFin Type 2 Rating of basement finished area (if multiple types)\n", + "Exter Cond Evaluates the present condition of the material on the exterior\n", + "Land Slope Slope of property\n", + "Mo Sold Month Sold (MM)\n", + "Pool QC Pool quality\n", + "Utilities Type of utilities available\n", + "Yr Sold Year Sold (YYYY)\n" + ] + } + ], + "source": [ + "print_column_list(spearman_uncorrelated)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bsmt Exposure Refers to walkout or garden level walls\n", + "BsmtFin Type 1 Rating of basement finished area\n", + "Fireplace Qu Fireplace quality\n", + "Fireplaces Number of fireplaces\n", + "Full Bath Full bathrooms above grade\n", + "Garage Cond Garage condition\n", + "Garage Finish Interior finish of the garage\n", + "Garage Qual Garage quality\n", + "Half Bath Half baths above grade\n", + "Heating QC Heating quality and condition\n", + "Lot Shape General shape of property\n", + "Paved Drive Paved driveway\n", + "TotRms AbvGrd Total rooms above grade (does not include bathrooms)\n", + "Year Remod/Add Remodel date (same as construction date if no remodeling or additions)\n" + ] + } + ], + "source": [ + "print_column_list(spearman_weakly_correlated)" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Bsmt Qual Evaluates the height of the basement\n", + "Exter Qual Evaluates the quality of the material on the exterior\n", + "Garage Cars Size of garage in car capacity\n", + "Kitchen Qual Kitchen quality\n", + "Overall Qual Rates the overall material and finish of the house\n", + "Total Bath\n", + "Year Built Original construction date\n" + ] + } + ], + "source": [ + "print_column_list(spearman_strongly_correlated)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Save the Results" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Save the weakly and strongly correlated Variables\n", + "\n", + "The subset of variables that have a correlation with the house price are saved in a simple JSON file for easy re-use." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "with open(\"data/correlated_variables.json\", \"w\") as file:\n", + " file.write(json.dumps({\n", + " \"uncorrelated\": sorted(\n", + " list(pearson_uncorrelated) + list(spearman_uncorrelated)\n", + " ),\n", + " \"weakly_correlated\": sorted(\n", + " list(pearson_weakly_correlated) + list(spearman_weakly_correlated)\n", + " ),\n", + " \"strongly_correlated\": sorted(\n", + " list(pearson_strongly_correlated) + list(spearman_strongly_correlated)\n", + " ),\n", + " }))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Save the Data\n", + "\n", + "Sort the new variables into the unprocessed `cleaned_df` DataFrame with the targets at the end. This \"restores\" the ordinal labels again for storage." + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "for column in new_variables:\n", + " cleaned_df[column] = df[column]\n", + "for target in set(TARGET_VARIABLES) & set(new_variables):\n", + " new_variables.remove(target)\n", + "cleaned_df = cleaned_df[sorted(ALL_VARIABLES + new_variables) + TARGET_VARIABLES]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In totality, this notebook added two new linear combinations and one Box-Cox transformation to the previous 78 columns." + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(2898, 86)" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cleaned_df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1st Flr SF1st Flr SF (box-cox-0)2nd Flr SF3Ssn PorchAlleyBedroom AbvGrBldg TypeBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2Central AirCondition 1Condition 2ElectricalEnclosed PorchExter CondExter QualExterior 1stExterior 2ndFenceFireplace QuFireplacesFoundationFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGarage TypeGr Liv AreaGr Liv Area (box-cox-0)Half BathHeatingHeating QCHouse StyleKitchen AbvGrKitchen QualLand ContourLand SlopeLot AreaLot Area (box-cox-0.1)Lot ConfigLot ShapeLow Qual Fin SFMS SubClassMS ZoningMas Vnr AreaMas Vnr TypeMisc FeatureMisc ValMo SoldNeighborhoodOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCRoof MatlRoof StyleSale ConditionSale TypeScreen PorchStreetTotRms AbvGrdTotal BathTotal Bsmt SFTotal Porch SFTotal SFTotal SF (box-cox-0.2)UtilitiesWood Deck SFYear BuiltYear Remod/AddYr SoldSalePriceSalePrice (box-cox-0)
OrderPID
15263011001656.07.4121600.00.0NA31FamGdGd10TA441.0639.00.0BLQUnfYNormNormSBrkr0.0TATABrkFacePlywoodNAGd2CBlock1Typ528.02TAFinTAAttchd1656.07.4121600GasAFa1Story1TALvlGtl31770.018.196923CornerIR10.0020RL112.0StoneNA0.05Names62.056P0.0NACompShgHipNormalWD0.0Pave72.01080.0272.02736.019.344072AllPub210.0196019602010215000.012.278393
2526350040896.06.7979400.00.0NA21FamTANo00TA270.0468.0144.0RecLwQYFeedrNormSBrkr0.0TATAVinylSdVinylSdMnPrvNA0CBlock1Typ730.01TAUnfTAAttchd896.06.7979400GasATA1Story1TALvlGtl11622.015.499290InsideReg0.0020RH0.0NoneNA0.06Names0.065Y0.0NACompShgGableNormalWD120.0Pave51.0882.0260.01778.017.333478AllPub140.0196119612010105000.011.561716
35263510101329.07.1921820.00.0NA31FamTANo00TA406.0923.00.0ALQUnfYNormNormSBrkr0.0TATAWd SdngWd SdngNANA0CBlock1Typ312.01TAUnfTAAttchd1329.07.1921821GasATA1Story1GdLvlGtl14267.016.027549CornerIR10.0020RL108.0BrkFaceGar212500.06Names36.066Y0.0NACompShgHipNormalWD0.0Pave61.51329.0429.02658.019.203658AllPub393.0195819582010172000.012.055250
45263530302110.07.6544430.00.0NA31FamTANo10TA1045.01065.00.0ALQUnfYNormNormSBrkr0.0TAGdBrkFaceBrkFaceNATA2CBlock2Typ522.02TAFinTAAttchd2110.07.6544431GasAEx1Story1ExLvlGtl11160.015.396064CornerReg0.0020RL0.0NoneNA0.04Names0.057Y0.0NACompShgHipNormalWD0.0Pave83.52110.00.04220.021.548042AllPub0.0196819682010244000.012.404924
5527105010928.06.833032701.00.0NA31FamTANo00Gd137.0791.00.0GLQUnfYNormNormSBrkr0.0TATAVinylSdVinylSdMnPrvTA1PConc2Typ482.02TAFinTAAttchd1629.07.3957221GasAGd2Story1TALvlGtl13830.015.946705InsideIR10.0060RL0.0NoneNA0.03Gilbert34.055Y0.0NACompShgGableNormalWD0.0Pave62.5928.0246.02557.019.016856AllPub212.0199719982010189900.012.154253
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" + ], + "text/plain": [ + " 1st Flr SF 1st Flr SF (box-cox-0) 2nd Flr SF 3Ssn Porch \\\n", + "Order PID \n", + "1 526301100 1656.0 7.412160 0.0 0.0 \n", + "2 526350040 896.0 6.797940 0.0 0.0 \n", + "3 526351010 1329.0 7.192182 0.0 0.0 \n", + "4 526353030 2110.0 7.654443 0.0 0.0 \n", + "5 527105010 928.0 6.833032 701.0 0.0 \n", + "\n", + " Alley Bedroom AbvGr Bldg Type Bsmt Cond Bsmt Exposure \\\n", + "Order PID \n", + "1 526301100 NA 3 1Fam Gd Gd \n", + "2 526350040 NA 2 1Fam TA No \n", + "3 526351010 NA 3 1Fam TA No \n", + "4 526353030 NA 3 1Fam TA No \n", + "5 527105010 NA 3 1Fam TA No \n", + "\n", + " Bsmt Full Bath Bsmt Half Bath Bsmt Qual Bsmt Unf SF \\\n", + "Order PID \n", + "1 526301100 1 0 TA 441.0 \n", + "2 526350040 0 0 TA 270.0 \n", + "3 526351010 0 0 TA 406.0 \n", + "4 526353030 1 0 TA 1045.0 \n", + "5 527105010 0 0 Gd 137.0 \n", + "\n", + " BsmtFin SF 1 BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 \\\n", + "Order PID \n", + "1 526301100 639.0 0.0 BLQ Unf \n", + "2 526350040 468.0 144.0 Rec LwQ \n", + "3 526351010 923.0 0.0 ALQ Unf \n", + "4 526353030 1065.0 0.0 ALQ Unf \n", + "5 527105010 791.0 0.0 GLQ Unf \n", + "\n", + " Central Air Condition 1 Condition 2 Electrical \\\n", + "Order PID \n", + "1 526301100 Y Norm Norm SBrkr \n", + "2 526350040 Y Feedr Norm SBrkr \n", + "3 526351010 Y Norm Norm SBrkr \n", + "4 526353030 Y Norm Norm SBrkr \n", + "5 527105010 Y Norm Norm SBrkr \n", + "\n", + " Enclosed Porch Exter Cond Exter Qual Exterior 1st \\\n", + "Order PID \n", + "1 526301100 0.0 TA TA BrkFace \n", + "2 526350040 0.0 TA TA VinylSd \n", + "3 526351010 0.0 TA TA Wd Sdng \n", + "4 526353030 0.0 TA Gd BrkFace \n", + "5 527105010 0.0 TA TA VinylSd \n", + "\n", + " Exterior 2nd Fence Fireplace Qu Fireplaces Foundation \\\n", + "Order PID \n", + "1 526301100 Plywood NA Gd 2 CBlock \n", + "2 526350040 VinylSd MnPrv NA 0 CBlock \n", + "3 526351010 Wd Sdng NA NA 0 CBlock \n", + "4 526353030 BrkFace NA TA 2 CBlock \n", + "5 527105010 VinylSd MnPrv TA 1 PConc \n", + "\n", + " Full Bath Functional Garage Area Garage Cars Garage Cond \\\n", + "Order PID \n", + "1 526301100 1 Typ 528.0 2 TA \n", + "2 526350040 1 Typ 730.0 1 TA \n", + "3 526351010 1 Typ 312.0 1 TA \n", + "4 526353030 2 Typ 522.0 2 TA \n", + "5 527105010 2 Typ 482.0 2 TA \n", + "\n", + " Garage Finish Garage Qual Garage Type Gr Liv Area \\\n", + "Order PID \n", + "1 526301100 Fin TA Attchd 1656.0 \n", + "2 526350040 Unf TA Attchd 896.0 \n", + "3 526351010 Unf TA Attchd 1329.0 \n", + "4 526353030 Fin TA Attchd 2110.0 \n", + "5 527105010 Fin TA Attchd 1629.0 \n", + "\n", + " Gr Liv Area (box-cox-0) Half Bath Heating Heating QC \\\n", + "Order PID \n", + "1 526301100 7.412160 0 GasA Fa \n", + "2 526350040 6.797940 0 GasA TA \n", + "3 526351010 7.192182 1 GasA TA \n", + "4 526353030 7.654443 1 GasA Ex \n", + "5 527105010 7.395722 1 GasA Gd \n", + "\n", + " House Style Kitchen AbvGr Kitchen Qual Land Contour \\\n", + "Order PID \n", + "1 526301100 1Story 1 TA Lvl \n", + "2 526350040 1Story 1 TA Lvl \n", + "3 526351010 1Story 1 Gd Lvl \n", + "4 526353030 1Story 1 Ex Lvl \n", + "5 527105010 2Story 1 TA Lvl \n", + "\n", + " Land Slope Lot Area Lot Area (box-cox-0.1) Lot Config \\\n", + "Order PID \n", + "1 526301100 Gtl 31770.0 18.196923 Corner \n", + "2 526350040 Gtl 11622.0 15.499290 Inside \n", + "3 526351010 Gtl 14267.0 16.027549 Corner \n", + "4 526353030 Gtl 11160.0 15.396064 Corner \n", + "5 527105010 Gtl 13830.0 15.946705 Inside \n", + "\n", + " Lot Shape Low Qual Fin SF MS SubClass MS Zoning \\\n", + "Order PID \n", + "1 526301100 IR1 0.0 020 RL \n", + "2 526350040 Reg 0.0 020 RH \n", + "3 526351010 IR1 0.0 020 RL \n", + "4 526353030 Reg 0.0 020 RL \n", + "5 527105010 IR1 0.0 060 RL \n", + "\n", + " Mas Vnr Area Mas Vnr Type Misc Feature Misc Val Mo Sold \\\n", + "Order PID \n", + "1 526301100 112.0 Stone NA 0.0 5 \n", + "2 526350040 0.0 None NA 0.0 6 \n", + "3 526351010 108.0 BrkFace Gar2 12500.0 6 \n", + "4 526353030 0.0 None NA 0.0 4 \n", + "5 527105010 0.0 None NA 0.0 3 \n", + "\n", + " Neighborhood Open Porch SF Overall Cond Overall Qual \\\n", + "Order PID \n", + "1 526301100 Names 62.0 5 6 \n", + "2 526350040 Names 0.0 6 5 \n", + "3 526351010 Names 36.0 6 6 \n", + "4 526353030 Names 0.0 5 7 \n", + "5 527105010 Gilbert 34.0 5 5 \n", + "\n", + " Paved Drive Pool Area Pool QC Roof Matl Roof Style \\\n", + "Order PID \n", + "1 526301100 P 0.0 NA CompShg Hip \n", + "2 526350040 Y 0.0 NA CompShg Gable \n", + "3 526351010 Y 0.0 NA CompShg Hip \n", + "4 526353030 Y 0.0 NA CompShg Hip \n", + "5 527105010 Y 0.0 NA CompShg Gable \n", + "\n", + " Sale Condition Sale Type Screen Porch Street TotRms AbvGrd \\\n", + "Order PID \n", + "1 526301100 Normal WD 0.0 Pave 7 \n", + "2 526350040 Normal WD 120.0 Pave 5 \n", + "3 526351010 Normal WD 0.0 Pave 6 \n", + "4 526353030 Normal WD 0.0 Pave 8 \n", + "5 527105010 Normal WD 0.0 Pave 6 \n", + "\n", + " Total Bath Total Bsmt SF Total Porch SF Total SF \\\n", + "Order PID \n", + "1 526301100 2.0 1080.0 272.0 2736.0 \n", + "2 526350040 1.0 882.0 260.0 1778.0 \n", + "3 526351010 1.5 1329.0 429.0 2658.0 \n", + "4 526353030 3.5 2110.0 0.0 4220.0 \n", + "5 527105010 2.5 928.0 246.0 2557.0 \n", + "\n", + " Total SF (box-cox-0.2) Utilities Wood Deck SF Year Built \\\n", + "Order PID \n", + "1 526301100 19.344072 AllPub 210.0 1960 \n", + "2 526350040 17.333478 AllPub 140.0 1961 \n", + "3 526351010 19.203658 AllPub 393.0 1958 \n", + "4 526353030 21.548042 AllPub 0.0 1968 \n", + "5 527105010 19.016856 AllPub 212.0 1997 \n", + "\n", + " Year Remod/Add Yr Sold SalePrice SalePrice (box-cox-0) \n", + "Order PID \n", + "1 526301100 1960 2010 215000.0 12.278393 \n", + "2 526350040 1961 2010 105000.0 11.561716 \n", + "3 526351010 1958 2010 172000.0 12.055250 \n", + "4 526353030 1968 2010 244000.0 12.404924 \n", + "5 527105010 1998 2010 189900.0 12.154253 " + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cleaned_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "cleaned_df.to_csv(\"data/data_clean_with_transformations.csv\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/02_descriptive_visualizations.ipynb b/02_descriptive_visualizations.ipynb new file mode 100644 index 0000000..e33f795 --- /dev/null +++ b/02_descriptive_visualizations.ipynb @@ -0,0 +1,4970 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Descriptive Visualizations\n", + "\n", + "The purpose of this notebook is to visually examine the nominal features, discard the useless ones among them, and create new factor variables.\n", + "\n", + "The \"main\" plot used in this notebook is *Gr Liv Area* vs. *SalePrice* as the overall living area is the most correlated predictor (which is also very intuitive). Many of the nominal variables change the slopes of the regression lines for sub-groups of data points significantly." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## \"Housekeeping\"" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import seaborn as sns\n", + "\n", + "from sklearn.ensemble import IsolationForest\n", + "\n", + "from utils import (\n", + " ALL_COLUMNS,\n", + " NOMINAL_VARIABLES,\n", + " TARGET_VARIABLES,\n", + " load_clean_data,\n", + " encode_ordinals,\n", + " print_column_list,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "pd.set_option(\"display.max_columns\", 120)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "sns.set_style(\"white\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Load the Data\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "df = load_clean_data(\"data/data_clean_with_transformations.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(2898, 86)" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1st Flr SF1st Flr SF (box-cox-0)2nd Flr SF3Ssn PorchAlleyBedroom AbvGrBldg TypeBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2Central AirCondition 1Condition 2ElectricalEnclosed PorchExter CondExter QualExterior 1stExterior 2ndFenceFireplace QuFireplacesFoundationFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGarage TypeGr Liv AreaGr Liv Area (box-cox-0)Half BathHeatingHeating QCHouse StyleKitchen AbvGrKitchen QualLand ContourLand SlopeLot AreaLot Area (box-cox-0.1)Lot ConfigLot ShapeLow Qual Fin SFMS SubClassMS ZoningMas Vnr AreaMas Vnr TypeMisc FeatureMisc ValMo SoldNeighborhoodOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCRoof MatlRoof StyleSale ConditionSale TypeScreen PorchStreetTotRms AbvGrdTotal BathTotal Bsmt SFTotal Porch SFTotal SFTotal SF (box-cox-0.2)UtilitiesWood Deck SFYear BuiltYear Remod/AddYr SoldSalePriceSalePrice (box-cox-0)
OrderPID
15263011001656.07.4121600.00.0NA31FamGdGd10TA441.0639.00.0BLQUnfYNormNormSBrkr0.0TATABrkFacePlywoodNAGd2CBlock1Typ528.02TAFinTAAttchd1656.07.4121600GasAFa1Story1TALvlGtl31770.018.196923CornerIR10.0020RL112.0StoneNA0.05Names62.056P0.0NACompShgHipNormalWD0.0Pave72.01080.0272.02736.019.344072AllPub210.0196019602010215000.012.278393
2526350040896.06.7979400.00.0NA21FamTANo00TA270.0468.0144.0RecLwQYFeedrNormSBrkr0.0TATAVinylSdVinylSdMnPrvNA0CBlock1Typ730.01TAUnfTAAttchd896.06.7979400GasATA1Story1TALvlGtl11622.015.499290InsideReg0.0020RH0.0NoneNA0.06Names0.065Y0.0NACompShgGableNormalWD120.0Pave51.0882.0260.01778.017.333478AllPub140.0196119612010105000.011.561716
35263510101329.07.1921820.00.0NA31FamTANo00TA406.0923.00.0ALQUnfYNormNormSBrkr0.0TATAWd SdngWd SdngNANA0CBlock1Typ312.01TAUnfTAAttchd1329.07.1921821GasATA1Story1GdLvlGtl14267.016.027549CornerIR10.0020RL108.0BrkFaceGar212500.06Names36.066Y0.0NACompShgHipNormalWD0.0Pave61.51329.0429.02658.019.203658AllPub393.0195819582010172000.012.055250
45263530302110.07.6544430.00.0NA31FamTANo10TA1045.01065.00.0ALQUnfYNormNormSBrkr0.0TAGdBrkFaceBrkFaceNATA2CBlock2Typ522.02TAFinTAAttchd2110.07.6544431GasAEx1Story1ExLvlGtl11160.015.396064CornerReg0.0020RL0.0NoneNA0.04Names0.057Y0.0NACompShgHipNormalWD0.0Pave83.52110.00.04220.021.548042AllPub0.0196819682010244000.012.404924
5527105010928.06.833032701.00.0NA31FamTANo00Gd137.0791.00.0GLQUnfYNormNormSBrkr0.0TATAVinylSdVinylSdMnPrvTA1PConc2Typ482.02TAFinTAAttchd1629.07.3957221GasAGd2Story1TALvlGtl13830.015.946705InsideIR10.0060RL0.0NoneNA0.03Gilbert34.055Y0.0NACompShgGableNormalWD0.0Pave62.5928.0246.02557.019.016856AllPub212.0199719982010189900.012.154253
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" + ], + "text/plain": [ + " 1st Flr SF 1st Flr SF (box-cox-0) 2nd Flr SF 3Ssn Porch \\\n", + "Order PID \n", + "1 526301100 1656.0 7.412160 0.0 0.0 \n", + "2 526350040 896.0 6.797940 0.0 0.0 \n", + "3 526351010 1329.0 7.192182 0.0 0.0 \n", + "4 526353030 2110.0 7.654443 0.0 0.0 \n", + "5 527105010 928.0 6.833032 701.0 0.0 \n", + "\n", + " Alley Bedroom AbvGr Bldg Type Bsmt Cond Bsmt Exposure \\\n", + "Order PID \n", + "1 526301100 NA 3 1Fam Gd Gd \n", + "2 526350040 NA 2 1Fam TA No \n", + "3 526351010 NA 3 1Fam TA No \n", + "4 526353030 NA 3 1Fam TA No \n", + "5 527105010 NA 3 1Fam TA No \n", + "\n", + " Bsmt Full Bath Bsmt Half Bath Bsmt Qual Bsmt Unf SF \\\n", + "Order PID \n", + "1 526301100 1 0 TA 441.0 \n", + "2 526350040 0 0 TA 270.0 \n", + "3 526351010 0 0 TA 406.0 \n", + "4 526353030 1 0 TA 1045.0 \n", + "5 527105010 0 0 Gd 137.0 \n", + "\n", + " BsmtFin SF 1 BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 \\\n", + "Order PID \n", + "1 526301100 639.0 0.0 BLQ Unf \n", + "2 526350040 468.0 144.0 Rec LwQ \n", + "3 526351010 923.0 0.0 ALQ Unf \n", + "4 526353030 1065.0 0.0 ALQ Unf \n", + "5 527105010 791.0 0.0 GLQ Unf \n", + "\n", + " Central Air Condition 1 Condition 2 Electrical \\\n", + "Order PID \n", + "1 526301100 Y Norm Norm SBrkr \n", + "2 526350040 Y Feedr Norm SBrkr \n", + "3 526351010 Y Norm Norm SBrkr \n", + "4 526353030 Y Norm Norm SBrkr \n", + "5 527105010 Y Norm Norm SBrkr \n", + "\n", + " Enclosed Porch Exter Cond Exter Qual Exterior 1st \\\n", + "Order PID \n", + "1 526301100 0.0 TA TA BrkFace \n", + "2 526350040 0.0 TA TA VinylSd \n", + "3 526351010 0.0 TA TA Wd Sdng \n", + "4 526353030 0.0 TA Gd BrkFace \n", + "5 527105010 0.0 TA TA VinylSd \n", + "\n", + " Exterior 2nd Fence Fireplace Qu Fireplaces Foundation \\\n", + "Order PID \n", + "1 526301100 Plywood NA Gd 2 CBlock \n", + "2 526350040 VinylSd MnPrv NA 0 CBlock \n", + "3 526351010 Wd Sdng NA NA 0 CBlock \n", + "4 526353030 BrkFace NA TA 2 CBlock \n", + "5 527105010 VinylSd MnPrv TA 1 PConc \n", + "\n", + " Full Bath Functional Garage Area Garage Cars Garage Cond \\\n", + "Order PID \n", + "1 526301100 1 Typ 528.0 2 TA \n", + "2 526350040 1 Typ 730.0 1 TA \n", + "3 526351010 1 Typ 312.0 1 TA \n", + "4 526353030 2 Typ 522.0 2 TA \n", + "5 527105010 2 Typ 482.0 2 TA \n", + "\n", + " Garage Finish Garage Qual Garage Type Gr Liv Area \\\n", + "Order PID \n", + "1 526301100 Fin TA Attchd 1656.0 \n", + "2 526350040 Unf TA Attchd 896.0 \n", + "3 526351010 Unf TA Attchd 1329.0 \n", + "4 526353030 Fin TA Attchd 2110.0 \n", + "5 527105010 Fin TA Attchd 1629.0 \n", + "\n", + " Gr Liv Area (box-cox-0) Half Bath Heating Heating QC \\\n", + "Order PID \n", + "1 526301100 7.412160 0 GasA Fa \n", + "2 526350040 6.797940 0 GasA TA \n", + "3 526351010 7.192182 1 GasA TA \n", + "4 526353030 7.654443 1 GasA Ex \n", + "5 527105010 7.395722 1 GasA Gd \n", + "\n", + " House Style Kitchen AbvGr Kitchen Qual Land Contour \\\n", + "Order PID \n", + "1 526301100 1Story 1 TA Lvl \n", + "2 526350040 1Story 1 TA Lvl \n", + "3 526351010 1Story 1 Gd Lvl \n", + "4 526353030 1Story 1 Ex Lvl \n", + "5 527105010 2Story 1 TA Lvl \n", + "\n", + " Land Slope Lot Area Lot Area (box-cox-0.1) Lot Config \\\n", + "Order PID \n", + "1 526301100 Gtl 31770.0 18.196923 Corner \n", + "2 526350040 Gtl 11622.0 15.499290 Inside \n", + "3 526351010 Gtl 14267.0 16.027549 Corner \n", + "4 526353030 Gtl 11160.0 15.396064 Corner \n", + "5 527105010 Gtl 13830.0 15.946705 Inside \n", + "\n", + " Lot Shape Low Qual Fin SF MS SubClass MS Zoning \\\n", + "Order PID \n", + "1 526301100 IR1 0.0 020 RL \n", + "2 526350040 Reg 0.0 020 RH \n", + "3 526351010 IR1 0.0 020 RL \n", + "4 526353030 Reg 0.0 020 RL \n", + "5 527105010 IR1 0.0 060 RL \n", + "\n", + " Mas Vnr Area Mas Vnr Type Misc Feature Misc Val Mo Sold \\\n", + "Order PID \n", + "1 526301100 112.0 Stone NA 0.0 5 \n", + "2 526350040 0.0 None NA 0.0 6 \n", + "3 526351010 108.0 BrkFace Gar2 12500.0 6 \n", + "4 526353030 0.0 None NA 0.0 4 \n", + "5 527105010 0.0 None NA 0.0 3 \n", + "\n", + " Neighborhood Open Porch SF Overall Cond Overall Qual \\\n", + "Order PID \n", + "1 526301100 Names 62.0 5 6 \n", + "2 526350040 Names 0.0 6 5 \n", + "3 526351010 Names 36.0 6 6 \n", + "4 526353030 Names 0.0 5 7 \n", + "5 527105010 Gilbert 34.0 5 5 \n", + "\n", + " Paved Drive Pool Area Pool QC Roof Matl Roof Style \\\n", + "Order PID \n", + "1 526301100 P 0.0 NA CompShg Hip \n", + "2 526350040 Y 0.0 NA CompShg Gable \n", + "3 526351010 Y 0.0 NA CompShg Hip \n", + "4 526353030 Y 0.0 NA CompShg Hip \n", + "5 527105010 Y 0.0 NA CompShg Gable \n", + "\n", + " Sale Condition Sale Type Screen Porch Street TotRms AbvGrd \\\n", + "Order PID \n", + "1 526301100 Normal WD 0.0 Pave 7 \n", + "2 526350040 Normal WD 120.0 Pave 5 \n", + "3 526351010 Normal WD 0.0 Pave 6 \n", + "4 526353030 Normal WD 0.0 Pave 8 \n", + "5 527105010 Normal WD 0.0 Pave 6 \n", + "\n", + " Total Bath Total Bsmt SF Total Porch SF Total SF \\\n", + "Order PID \n", + "1 526301100 2.0 1080.0 272.0 2736.0 \n", + "2 526350040 1.0 882.0 260.0 1778.0 \n", + "3 526351010 1.5 1329.0 429.0 2658.0 \n", + "4 526353030 3.5 2110.0 0.0 4220.0 \n", + "5 527105010 2.5 928.0 246.0 2557.0 \n", + "\n", + " Total SF (box-cox-0.2) Utilities Wood Deck SF Year Built \\\n", + "Order PID \n", + "1 526301100 19.344072 AllPub 210.0 1960 \n", + "2 526350040 17.333478 AllPub 140.0 1961 \n", + "3 526351010 19.203658 AllPub 393.0 1958 \n", + "4 526353030 21.548042 AllPub 0.0 1968 \n", + "5 527105010 19.016856 AllPub 212.0 1997 \n", + "\n", + " Year Remod/Add Yr Sold SalePrice SalePrice (box-cox-0) \n", + "Order PID \n", + "1 526301100 1960 2010 215000.0 12.278393 \n", + "2 526350040 1961 2010 105000.0 11.561716 \n", + "3 526351010 1958 2010 172000.0 12.055250 \n", + "4 526353030 1968 2010 244000.0 12.404924 \n", + "5 527105010 1998 2010 189900.0 12.154253 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Newly created variables are collected in the *new_variables* list." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "new_variables = []" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Derived Characteristics\n", + "\n", + "Certain characteristics of a house are assumed to have a \"binary\" influence on the sales price. For example, the existence of a pool could be an important predictor while the exact size of the pool can be deemed not so important.\n", + "\n", + "The below cell creates boolean factor variables out of a set of numeric variables." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "derived_variables = {\n", + " \"has 2nd Flr\": \"2nd Flr SF\",\n", + " \"has Bsmt\": \"Total Bsmt SF\",\n", + " \"has Fireplace\": \"Fireplaces\",\n", + " \"has Garage\": \"Garage Area\",\n", + " \"has Pool\": \"Pool Area\",\n", + " \"has Porch\": \"Total Porch SF\",\n", + "}\n", + "# Factorize numeric columns.\n", + "for factor_column, column in derived_variables.items():\n", + " df[factor_column] = df[column].apply(lambda x: 1 if x > 0 else 0)\n", + "derived_variables = list(derived_variables.keys())" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "new_variables.extend(derived_variables)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " has 2nd Flr has Bsmt has Fireplace has Garage has Pool \\\n", + "Order PID \n", + "1 526301100 0 1 1 1 0 \n", + "2 526350040 0 1 0 1 0 \n", + "3 526351010 0 1 0 1 0 \n", + "4 526353030 0 1 1 1 0 \n", + "5 527105010 1 1 1 1 0 \n", + "\n", + " has Porch \n", + "Order PID \n", + "1 526301100 1 \n", + "2 526350040 1 \n", + "3 526351010 1 \n", + "4 526353030 0 \n", + "5 527105010 1 " + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[derived_variables].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2nd Floors\n", + "\n", + "A second floor may have a positive effect on the sales price. However, having a second floor correlates with overall living space. The individual effect is therefore not as clear as it seems in the plot below." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has 2nd Flr\", s=15, data=df);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Basements\n", + "\n", + "Nearly all houses in Ames, IA, have a basement. Therefore, *has Bsmt* is most likely not an important predictor." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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/fv3YvHkz3t7eBAUF0a1bN955552yJH5cXBxPPvkkfn5+eHl5sWnTJtq0acPMmTO55557yvZV2TEMhrMS3Az2L9ayX93qP97+pbD9RwiIgLb3gKtX9R/zfMjNhJ+elsxInY4w/D8qaDCcN87OztSvX/9Kn8YVp1pLkV966SWefvppCgoKCAsL469//SvFxcWMGzeO6dOnU7t2bd577z0AevbsyZIlS4iJicHd3Z1JkyYB4OfnxyOPPFJWGDBmzBj8/PwAePnll8tKkXv06EGPHj0AGD16dKXHMBjOStfHwT8CHJ2h+aDqPdaJZPj2HsjN0GuPwKunEujYbrt+1cE1cGidMS6Gi8JmXU+BwUtg6NChfP/991f6NAy/BzIPwvttoShfrwd+AO3uvbLnVEpGEvxfX4XFnN3hvp8htO2VPivDVczZ7p1G/sVguNz41oFhn8Lyf0Cd9tD41it9Rnb8wtTPc2g91GxiDIvhojHGxWC4EjQfqJ+rkeDm+jEYLgGjLWYwGAyGKscYF4PBYDBUOSYsZjBURnYKpGxTWXKp9H51UJALm7+WzH+j3tDgpuo7lsFwGTHGxWA4nVPH4fs/adqiZxDcOxOCW0D6Adi7ELyCoVGMypYvlT3zYPY4LW/4HB5ZbUp/DdcFxrgYDKeTmSTDAnAyFZK3SHZ/9hOwV+KojPgcWgy+9GOVH2VbmAuFeZe+T4PhKsDkXAyG0/ENg3pqyMUjUF5L/glIXGnf5vj+qjlWwxjoPAaCW8KgD6FGw6rZ72+Rlw1rP4F5L0Hi6stzTMPvCuO5GAyn4xEAQ6do5LF/ONRoBJYF0eNh7rMaGNYguuqOdcsk7f9yCqzumANzntLyr9PgT3HgWePyHd9w3WOMi8FQGT619FOKzQadHoImfcDFu+Ksl3ORlwXOXpo/fy6qy7Ac2QwbvwAXL7jhPhlLgPxs+zan0uxqAQZDFWGMi8Fwvjg4SGjyfCgqgJX/hJWToUlfuPkV8PCv3vOrjIWvwe55WnZ0gZue03KTW+DgOji4Fm56HnxqX/5zM1zXGONiMFQHKVthwcta3vA5NOxV/YKYlVFQrkCguNC+7BMKQz6CokJwNLcBQ9Vj/qoMhurA1RtcPCH/pF67+V2Z8+j1Eiz3kdfU5vYz3zeGxVBNmL8sg6E6CGwAd3wD+5dJp6te9ytzHmEd4PYvrsyxDb9rjHExGKqL+j30YzD8DjF9LgaDwWCocoxxMRgMBkOVY4yLwWAwGKqcajUu0dHRDBgwgEGDBjF06FAAMjIyGDVqFL1792bUqFFkZmYCYFkWr732GjExMQwYMICtW7eW7WfGjBn07t2b3r17M2PGjLL1W7ZsYcCAAcTExPDaa69ROrH5bMcwGABIT5AIpcFgqDaq3XP5/PPPmTVrVtmM5SlTptClSxfmzZtHly5dmDJlCgBLly4lISGBefPmMXHiRCZMmADIUEyePJmpU6cybdo0Jk+eXGYsJkyYwMSJE5k3bx4JCQksXbr0nMcwGNgxByZ3gH92hF1zYfW/IfY1dbJXNTt/hoWvw655Vb9vg+Eq57KHxWJjYxk8eDAAgwcPZsGCBRXW22w2IiMjycrKIjU1lbi4OKKiovDz88PX15eoqCiWLVtGamoq2dnZREZGYrPZGDx4MLGxsec8hsHApq8kdVKYK/n8n5+GZW/CD2Mh/1TVHefgevj2Llj6Bnx7Z/UYL4PhKqbajcv999/P0KFD+fbbbwFIS0sjKCgIgJo1a5KWlgZASkoKISEhZZ8LCQkhJSXljPXBwcGVri/d/lzHMBio3bbci3J//plJVaOvVZgH22bJcNXtonVFBZB34tL3bTBcQ1Rrn8vXX39NcHAwaWlpjBo1ioiIirpMNpsNWzUrwV6OYxiuITo+WCLeaIOazSB9P6RulzKxu9+l73/rTJgxWsv1ekDtdlJQrn3Dpe/bYLiGqFbjEhwcDEBgYCAxMTHEx8cTGBhIamoqQUFBpKamEhAQULZtcnJy2WeTk5MJDg4mODiYNWvWlK1PSUmhY8eOZ92+9HiVHcNgwM0XWo2wv779K3kWzq5Vs//0BPtyyq/wyCrwDjnr5pfM8f2wZTo4ukLrkeAdXH3HMhgugGoLi506dYrs7Oyy5eXLl9OoUSOio6OZOXMmADNnzqRXr14AZesty2LTpk14e3sTFBREt27diIuLIzMzk8zMTOLi4ujWrRtBQUF4eXmxadMmLMuqdF+nH8NgOAMHh4s3LDmZkHlIs1hKadwH/OqBzQF6TahewwKw9C0pH89/CTb8t3qPZTBcANXmuaSlpTFmzBgAioqK6N+/Pz169KBVq1aMGzeO6dOnU7t2bd577z0AevbsyZIlS4iJicHd3Z1JkyYB4OfnxyOPPMLw4cMBGDNmDH5+fgC8/PLLPPfcc+Tm5tKjRw969JDUxujRoys9hsFQgaJCTWR0973weSopW2D6A5C2C259Ezrcr/W1I2H0QglW+oZV+SmfQWaSffnUseo/Xm4WOLmBk0v1H8twTWOzrPKPXb9fhg4dWlYubfgdkH1UT/u7foGuj0GXxy7shrn8HzB/vJad3eHxX89/gFhVsn8ZzH5SKsz93obQtr/9mYslfir88qxGMvd7WxM6Db97znbvNMKVhmuXvQshYTmEtIRmg3572mN5EuJg89dajn0VGvSS13EuCvMgIxHcA8C3jn197Rskr38lqN8d/rRMYbjq9CZOHoPZT2iC5f4lMsrGuBjOgTEuhmuTozvh6zvUr2KzwR9mQ71u5/95jwB9zrLA1UeJ/nNRmKeGyBX/gJDWMOxTGPFfyE6GhjeDiwccidc8ejdfaHt39edbSnF2q/5jOLlBQANILunX8bwCXprhmsIYF8O1SV62DAvIQOReoMRPve4w4n+Quk1P/wH1z719+gEZFoDkeEhcCTf8wf5+cRH88jwcWKbXjs4Q9XjFfWQkaeSwT22o21W5nmsFVy8Y8iHs+Bl8akHTAVf6jAxXOca4GK5NQlppLv2aj6HpQAi/AK8FFEJrPkA/54NHANRsDke3KQTlX6/i+1Yx5By3vy44rdu/uAjmPg/u/nBguaRh2t4NYR0v7LyvJMEt9WMwnAfGuBiuTZxcoNs46DgaTqXB2k900289omI+pKrwrAG3fS7DEFAfInpWfN/RGW79Oyx6XfPpWw6v+H5BDuSka9zxnljIzVD+ZuT/lIw3GK4zztu4HDp0iAMHDtC1a1dyc3MpLCzEy8urOs/NYPhtXDzU55F1CKwirev+xPl9trgINn4B8dOgyS3Q4YFz5y9qNtbP2ajfHer/Uvl7rl5wwx9h3wIZFoB9iyDrMNRscn7nazBcQ5yXcZk6dSrffvstmZmZLFiwgOTkZF5++WU+//zz6j4/g+G3cXKFnXPUaW9zUP+K43n8aR/eCD+O1fKBZRDUDBpW0nBbXKScjpvfhVWkARzbA2l7IKg5tBoq47XtB2mNNYy5fEl/g+Eyc17G5csvv2TatGncdtttANSrV4/jx4//xqcMhsuFJcMCsKfEM/CscfbNj+5UpZiDs4yRVaz1jpWU8uZmqUos/muIvBuinweX8/TYj+2G/w6GrIMQ1ALumgZN+8If52tdrTa/XaVmMFyjnJdxcXFxwcXF/h+vsLCw2k7IYPhNcjIg/ls1QjYfABE3waqPVD3W7g9Kmp+NrTPhu/tlXIZ/ppLifYuVWC9VMS7PwbWw5l9aXvVPybucnm85G8d2yYi4+4NVKN0x31AIbqafs3HqOCStBa+g6m2KNBiqkfMyLh06dOBf//oXubm5LF++nK+++oro6OjqPjeDoXK2zoCf/6zlPQvgjz/Bg4uU2A9tCw6OZ/9s/FQoLnk42joThn8KLYeefXuPQCXriwoUfvO4ABHUoGbQtL+k/NP3w/F9UC/q3J8pyFMXfPy3Ou6d06HBjed/TIPhKuG8AshPP/00AQEBNG7cmG+//ZaePXsybty4aj41g+EslO9pyUqCwgIIbq6E+m+FrOp2si+HnocMfu1IuP0buOkF/RvS6vzPMyBCXtXueQqRzX5cKsbnIuc4bPlOy0UF6qm5GHKzINfMkDFcOc7Lc8nNzWXYsGFlOZeioiJyc3Nxd3ev1pMzGCqlWX9IXAVHt0Ofv15YM2KH+3XTx6Y5K+UpyK28WqzRzfq5GDwD7csu3vJ+zoVHoKrK1k6RpEydDhd+zP3LYOYjKj4Y/BGEd73wfRgMl8h5eS733Xcfubm5Za9zc3MZNWpUtZ2UwXBOfOpAi6HQ4cHKw1SZh1WlVZkmq4sXNBsgA+XioXXFRbD6Y5jcHuY8rZxHVdHoFuj3roQxb/9S3fkAJ1JgxWRY9q66/0txcoGbX4b75ijUF15JHui3WPNvyExUjme9keE3XBnOy3PJy8vD09MuzOfp6UlOTk61nZTBcE72xsK2GcphxL0LDy+3l/QeWAHf3KmKsQHvQ7t7f3t/KVvtOZy1/1ZepMWQizu3w5tg+4/gFQxtRqoarMMfz9xuw+dquATISIAB/7C/5+p1YTppp+Mfbl/2q3vx+zEYLoHzMi7u7u5s3bqVFi1aALBlyxbc3C6DWJ7BkJsFNiQuCQpd7VkAO3+CWpFqQCywe9XsWaBOeIClb0ot+bfCZi6e4Oxhl2wpPVYppzIg/hvNS2k2CGqdJe+Slw0zx0DqFr12crXrjx3dJe+oKBc6PgTZqfbPlfdcqoLOj8jY2hzk4VUXRQXKf7n7n7uIwvC75LyMy/PPP8/jjz9OUFAQlmVx7Ngx3n333eo+N8PvnYQ4mPGwwltDPlLC/tguWPcfvX9kE0S/BAH17J8JaGBfDmwE816CmAnnrvIKbAB3fA37l0LNZlD/tFLjLdPgl79oed8SKTCXn16ZngjZR8C7Npw4ZF+feVDnbrPB+v+DdZ9ofUEudH4YktZIwr77Uxf2vfwWPrWgy5iq3efp5KTD3Bdh20zo+CD0+Au4mByswc55GZfWrVvz888/s3+/Kl3q16+Ps7NztZ6YwcC6z5Q7ABmU+t2V8PYO1U3c5qDelH1LFSqr2USeRVG+Xmce0r8tBlXeeV+eiBv1Uxm5WfblzCTYtxAObYD6PWS0vrxN/SwtRyiBPvd55VaSVsG2WdBicMVJlzYHqNMe7p8PFGvY2PlSVKhqstRtqkQ7W5nyrnnSQavVBpoPvnBlgd8icSVs+kLLce8qtxTeuWqPYbimOadxWblyJV26dGHevHkV1ickJADQu3fvajsxg6FC7qBUhdg3VF5G4koNq/IJhX91g/ySsts7AqFuZ5j3orwCZ49Ll1hpPlDNlGm7odsTyulYxWrc7PWSDAvI6DS4SdVZ+Tmw9Tuo3VbGpd0fNBOmKF9P+iDvJyMJUn4F/wgIavrb57JvMcwYreW1/4aH4iAwouI2qdvh27t0LJtN+Z/f6q+5UDwCFQorLlJY0eMcjauG3yXnNC5r166lS5cuLFq0qNL3z8e4FBUVMWzYMIKDg/n4449JSkriySefJCMjgxYtWvDGG2/g4uJCfn4+f/7zn9m6dSt+fn68++671KkjdduPP/6Y6dOn4+DgwIsvvkj37t0BWLp0Ka+//jrFxcWMGDGC0aP1n+5sxzBcY3QcDZ7BgKUbdCm12+inVHiyINv+Xl6Wmhfv/l5hs1ptILjFxZ9DUQGkbIPGt0D4q0r+l8rF5J9QwtzZXarHrUbArEf0XmADCG2vuS0gwct+b8HxBHke8dPV7T/vJTi8TtMt//Cjpmqei7xyvSv5J6Hw1Jnb5J+UYQGF5fKqod8lrBPc8Q0c+VW9Q0Z803Aa5zQuY8eOpbi4mO7du9O3b9+LOsB///tfGjRoQHa2bgBvvfUW9913H/369WP8+PFMnz6dO++8k2nTpuHj48P8+fOZM2cOb731Fu+99x579uxhzpw5zJkzh5SUFEaNGsXcuXMBePXVV/nss88IDg5m+PDhREdH07Bhw7Mew3CN4R0CnR86+/tHd8Liv0ObOxUCCm1v712p26liw+TFsvNnmFZScVYrEkZ+Ce3ug91zVV7cMAb+OFdJ+fQE++eO74fBf4FD6zQCoNRobJ0Bi1+XYXR0kmEBNU8e3fHbxqXBjdBhNOyZB10e1YyZ06nVBmImwrpPodnAqvdaSmnUWz8GQyX8ZiDWwcGBTz755KJ2npyczOLFixk+XLMtLMti1apV9OnTB4AhQ4YQGxsLwMKFCxkyROWfffr0YeXKlViWRWxsLP369cPFxYWwsDDCw8OJj48nPj6e8PBwwsLCcHFxoV+/fsTGxp7zGIYrTHExnDyq8FB5Th6D5R/Aglcg+Vf7trvnwqp/yXMA2B8HP/1Z/SGxE+UBBDWFLdM1E6V2u4pNi1VB5kH7csqvyl0MeA8eWw9dx8hA1Gqj0FmTW3QODo4Q9QT8/Iwq1n55TsYEVHZcupy0BhqU5IL86mp88m/h7g/93oQxaxVeqyyX4ugMUWO1Te+JZl6M4YpwXgn9rl278umnn9K3b98KXfl+fn7n/NykSZN45plnOHnyJADp6en4+Pjg5KTDhoSEkJKSAkBKSgq1atXSSTk54e3tTXp6OikpKbRp06Zsn8HBwWWfCQkJqbA+Pj7+nMcwVBFZh2HJm3BkI/R4Bpr2++3PFObD8vdKkr994Na/2XMh8VNh/otaPrZbsixbpiuctX+JnsBv/xq+H62qrGYDVaUEEHkX1OuprvtWI6r+Whv2gvi2kBIPvSeBdy3lMVw8z9y2RmO4d5ZyPZu+tsvUnEiGo7shfa/CZJu+UtiqVhuIGgfHdsq7KZ9j+i2cziPMez7bGAzVxHkZl59++gmQ9H4pNpvtnB7BokWLCAgIoGXLlqxevfoST9NwVbFjDqwvKQf+7gEYuwm8g8/9maM77E2D22ZI0LF1ybTG/HI5ATcfiJ0gReCTwdDqDt2Uk1arQszRRerHpeRlw93T7K8L83RT96hx8RVSRYVqxizO1/jkP/wgg1FqWM6Fm49+mvVXSCzzENz0HHwxBE4chqCWcM8MbVv7BpXvep1jPIDBcI1yXsZl4cKFF7zjDRs2sHDhQpYuXUpeXh7Z2dm8/vrrZGVlUVhYiJOTE8nJyQQH66YUHBzMkSNHCAkJobCwkBMnTuDv709wcDDJycll+01JSSn7TGXr/f39z3oMQxXhVK501tVHYZjfwt1PSeuc4yUVTDXt77UYAkfipRwccRMcXCNPZP9Sdbgf2wUH4qDrWD3l124rBWSruGI/x4kU+PkvsPsXhaW6PWF/ei8qVF6muEAG41wTJ+O/gVkl+42ZqBCT22mNlcf3waK/wfG96rU5vSQ4sJGuK2m1xhmXGtDULUqy1+/+29/Z5Sb/ZOUemcFwEZzz0W7z5s0MHDiQtm3bMnLkSPbu3XveO37qqadYunQpCxcu5J133qFz5868/fbbdOrUqSwhP2PGjDLp/ujoaGbM0BPd3Llz6dy5MzabjejoaObMmUN+fj5JSUkkJCTQunVrWrVqRUJCAklJSeTn5zNnzhyio6Ox2WxnPYahimg+APpMgk6PwIjPz0+G3q8u3Pkt9JqgpHj9Hvb3vEJg0EfaV2h77XfXXFVgbf0eAhtK7yugoQzUkr8rd9PrFZUo710MafvUdLlthj63eJKELUuJ/xr+OxC+GAZrK8khpu6Ezd/Ckc1wcL19/c6fK7+eLTPg12/lnfw4FvJPKU+05TtVgMVPg+8f1LF++Ys9ZBfWWSXUVxMFubDkDfjgBvjl+Yp9PQbDRXJOz+WVV17hL3/5Cx06dCA2NpZJkybx6aefXtIBn3nmGZ544gnee+89mjVrxogR+k83fPhwnnnmGWJiYvD19S1TAGjUqBG33norffv2xdHRkfHjx+PoKKmJ8ePH88ADD5SVOzdq1OicxzBUEW6+F9YBXlwECcuhKA86/aliJ/f+ZfD9n6Dtnaq28qsDtduDk5vCX44uklGJvEtDu04dg7Z3w8b/yQtY9qbyFz51oOHN8oosS0bIrVzvReIa+/LuudD1Ufvr9ET4cpgaJF19VTK84f/kGbUZeeb1HN8LheW09TwCweao3pvpJTpi5WVXLAua9IWWw2Qor7bRxkc22UOWq/6pZtLGpgrMcGnYLKsy6VgxZMiQMm+istfXE0OHDuX777+/0qdxfbLpa5j5Jy1Hj4ceTyms9Ot0yDqi3hSrWF6KzUH9LaHt1WAY2laJ/bh/wKrJ2kdQM2h0q7yf2AlqpMw5DhkHofuTEq2s103TJUvZ8r0mUFrFMPCDioKWe2Lhi3LGoM9f1QhZXKgQXKlu1rHdsOID5VH8wxVGcvOFyDs192XXXPhKYynwCVXj5J750Go4tL9f4cN9S6QaUKOJ1v+WBP/lIGUrTLmxpOnSAUb9rEZUg+E8ONu985yeS1ZWVoXu/NNfmw59w3lxeIN9ecePMi6bvpaESW4GRETDmo/1vlUsDwIH6PWiPQfgU8u+D79whaRy0qDVbQp5ZR1WkcDBtdD3TSkLl6flUDU2FhdCrdNGB/uEaW7KwbVQs2lJWXPkmdex6UupGYNkZ47vVTivdNvwrsrzbJsFbe6QV5afLbkaR2f1wnxzlz3/4hEATW698O+zqgluoWq8xJXq5Qmrgv4gw++ecxqXjh07VujOP/21MS6G86Jed5UTFxdB5N3qUv91qsJgARHqgm8+WAbGyVVFAs5ukFcuwRx5lzrhTxzRTTDrkG70ncfYe2N2/ayGytIxxqdTq03l64MaS0l4/1KVE9frWfl2NoeKy8GtZIxKcfWGmydoauXStyBhqdbPe0HNhgW5p6kJXEWTIi9lIJrBUAnnNC5//etfL9d5GK5nmg+EBxcr7FK7rcJQpd3sx/epEmvrDLjl78qpFBeCb7j6aGw3qFTXw19TJPfEqjO/bhd5RKXDtwD86ilU5u6n1+mJkLxZSsnBlXSyl6dJXxmp2AlK0t/y94oVbaBcT2Guyp8b9VYp8b5YWPsf3Zi7PiYD4+gMnuU+G9JKVWs1G2vGTNx7UhIobaCsSjIPyvszc1wMV5jzKkU+duwY77zzDqmpqXzyySfs2bOHjRs3mkS54fypVa77vGYTleqm7VaCe88CSZT41IHQdvJsfnxMN/JmA2HIv+TBHNoIU+9VqKlWW7jjW6kLu/rIKDW+FYKb6RjZqdr2yEZw84P7ZusmfzZStkLcO1re8h00H6SfUjIPabRyo1uU8/GqKWP0w6NK2B9er/03G6DtW98mLyw3Q+G60v6YdvfKu3I8r/96F8aeBfDtPTLOw/9jPxeD4QpwXl1mzz77LN26dSM1VQOO6tWrx3//a8anGi4S/3C4+zvo944qp/bGKmzmVQPS9sL2WfZGye0/SB4GVFqcXxJWOrJR3oGrN9xwrxL5pYYFlLc5slHLuRlKxp8LD39VioFCXp7leqNOHoNpf4CZD8OXQ2H+eI0PdnQBh3I9PuX7f9x8oN098mYC6lc8VnUYFoCtszTwrCgf1l5aVafBcKmc1195eno6ffv2ZcqUKfqQkxMOVT0fwvD7wj9coaHVJYn8+jeqj2Xdf3TTdvVWTiLyTvAM0ja12sq7yTqouS2WBQtfUy6mzR32EFnmIZUe1+sOCcskZx/SSo2UW7+Tx1G/R0XRxYAIuGsqHFipTvzD66UD1nwwHFilZD8oP+TkIi+h8BT0f1e9McGtKvbulHIqAzZ/Bdkp2ldo2zO3qSrKS/aHtq++4xgM58F5GRcPDw/S09Oxlbj2mzZtwtvbiOEZLpGA+pJCyTigMJlXDd2gf3hU+mMRN8lolPbFBDdTmWzWId1IfxgH22fqPcuCHk9recPnqkQLairV4pZDwS9MzZbfl8xCWTMFHlqmEJ1lqUggN1M6aSv/qS794gLIyVB1WsNeyvd4BYF/fUngbJ+l/Mp9P1Usey4l/5SmTy6cqNd7FsD986qvC77dvTLEVqG+P4PhCnJexuXZZ5/l4YcfJjExkdtvv5309HT+8Y9/VPe5GX4P+Ibqp5Q2dygBbxWpJPZ0aRn/uvoBOFlOkLS08qogTyGtA59IIsbJVQbLLwwKTtq3L8xTJz8o9DbtDzIyHUbDyVR7WG7Ld5ou2aSfRCfdA2V0Th7V+8VFCrn9Ok1J9Lb32AsKVn8kr6aU7GR5T7+FZcHueZC6Q7moOufphbh6Q2uTBzVcHZyXcWnRogVffPEF+/fvx7IsM+bYUDWkbFWOpVYbuyKwgyOEd9FycbFCWM7uSvyfTvRLMP8lydC3ug0OrtPwsOIiTYQ8tEHVaJklzZj1ukuFeMds6PiQPcF/JF43dICds6HNXbBTYq3UaARrPpHeWeoWuPkVaHuXDNexneDfEGJfUdgLVDzQ7p6Sff2iEFr9nno/5hVw9/3t7yVhOXx9u6q+PGrC6EUyjgbDNcQ5jcvp441LMWOODZfM4U2w/v/As4YEJb2C1NHuWU4heN1/4KenZFxufF6eRuSd9httvSi4f4Fd/XjRXxXeOrpDr1sOA9+6MhBx7yrs1fp26DXe3nUPEB4FKz+QN9Ogl4xTuz+oeMDNHzITlYMBhcywyWA5uULyRnXql7+uhjer6TPyTpg9TmOGB34Ijcv1keRkaiyyo6tyT+WFNLOT7dMuTx2VrpoxLoZrjHMal7ONNy7FGBdDGYV56kjHkodwNtXhwnxJqKydAmFdVN3kEShD4+wBnR/WdkWF0rkCGZWk1fI4igsg+kX7/soXlngFa3ZKKTWaQP+HYd1nsGCC1h3eDPecJlXRMBpGL9Xs+T3zIX2fmilPOUoJoPEt9m0jbpQQJagEuu09ENRcDZjeIapQ27tQ3k27e+WVOTqfWQa94n1Y9paW+70LHf5ofy88SuXLu35Rx3/5RL3BcI1gmigNVcPGL2HOE1q+5W92I1Ge4iJ5Fgtf1ettMxTOcnJXc2Veue51LPWDpPyqG3epnMu5FHub9pW0yqoPoWYzJfKd3OSlNOotw3EyVZ3yG/+n0FfzQSUGoqkqwjZ/pRBZu/ukB9aknwynf33lYTzKTbosOKlcT3BLVZElxMnb6fGMjNy2H1R23Kxcv8yp4yp13rfYvq68ejPI6xn2KeSmK0Ff3ssyGK4RzrvgfvHixezevZu8PPuI2kcfffQcnzD8rkhcaV/et/hM41KYJ0mUrEN2xWObTbkWy5IxaDFUApN7Fig5vrjk4SbmVdi/XOGjtned/Ry8QyDqcRkFJ1dwcNKY4UWvy8vo+Cd14h9aqxHEAPsWqSmybmfd5EtzL4nL5dGUNlI26yfDsOFLaDlcnf91u0h8s0ZjGbKMRF1nTpa8s5UlQpunjquSbd9SiWcCdH9KCgOOLqpoOx1nN3CudeZ6g+Ea4byMy/jx48nNzWX16tWMGDGCuXPn0qrVObqdDb8/mtyq0cRYGpIFCm2dSJaxOLoDctJlULo/A0c2yBvwDJbcSt2uurl/d79u1PuW2Pd9eCMENVEewrJg9RQl6ut1U46kvIR/UaGaMo/vV5XYig+0Pi9LQpERPWD7j/btbTbJ5YPCUas/LlFDbgexE9WRf+qoPDNHFzV7+tSBJv2VpwnrLJ205HhVusV/o96amuUaOtMP6N+N/5PnBLrmh1fJswlsUKW/CvYukpdWowm0HnnuwWgGQzVxXsZl48aN/PjjjwwYMIBHH32UUaNG8eCDD1b3uRmuJVoOVUWXVaw8Q0EuLH1DN9Yt07WNmx90eUxP/c7uutnmZuoGmLQSnD2lLJy0Vsn6xBX6nH89JeRBOZu1aubl12mqGGtzuzyVAyvV3/LTU3q/dnvlf3bOkREJKtEX2zZbQpgnU2Uc6rRXSCt5C/R+XQUG+xbrvdStKgv+daqMS2aSfvzC4LYvpIn2a5z2m39S4429Q5XUP7xBeaC6nRWqC++q76LJrfLYnN3sVXJVRfoB+PYue5GBZ02FCw2Gy8x5GRc3Nz35uLu7k5KSgp+fH0ePHq3WEzNcg5TXDzu6A5a9XVHfKi9LlVD1eijxnZup9Xtj5bl4BEjy3T1ASfzmg2VYso7Y95FfLi+Tf0IlwsHNJdHy7V0Ke5VyeB30nqQKtDrt1SBpWeq8T1olYxHUUuOVv7pd/SmN+6hb36cWHFoPXwyHVkNl1HxCge16P7wLNIqRgfr1W4Xg/MLlzTi6KJz22HrJ7//wqIxu41sk0f/z02rC3B0rVQCvoKr7HRTm2vt3oGIlm8FwGTkv43LjjTeSlZXFAw88wLBhwwBNjjQYKrAnFtL26And3V9GIuuQnuKP71NOZf9Sda23ul036eP7lBD3C1N4asX72lfdLtLtyjmuaqsG0Qqr1ekgo3JslzyLzV8DNhkYq1gGrFakQmzt7tOkypx02PSVyop3/SRvxqe2bsKtb1NSPv+EjEXpCGRXbzVx2iwZjeAWOnZYF1Wu/fSMZGa6Py1PLS/LPiisKF/GtV6UPKnSsuIDy2W8Shs+j2zUPqrSuNRoDAMn63tsEC1lAYPhCnBO4xIfH0+tWrUYM0YjbU+dOkXjxo2JiIjgvvvuO+eO8/LyuOuuu8jPz6eoqIg+ffowduxYkpKSePLJJ8nIyKBFixa88cYbuLi4kJ+fz5///Ge2bt2Kn58f7777LnXq1AHg448/Zvr06Tg4OPDiiy/SvXt3AJYuXcrrr79OcXExI0aMYPRoSXuc7RiGamT/MvhyuG6kDXrJwLQaIVkXBwc1S+ZlydMADfjq/qQ66pNWyrCU78bPPyXj4R0smZiGMaoY++RmJe69QmDTF9Ibc3KR1Ly7v4xX70m6sW77UYYF9PqHRyViCWqGzE7ViN/mQzSD5dgu+/ELToGLh5ou55WUPu/6BW56EfYv1utlb0m1uXYkpO2HTg9rfylb7dpe4V1l2PKzZVzDOkvrLH2fyo0DIqr292CzqeihzR0Vy7QNhsvMOf/6Xn755bJO/LVr1/LWW28xcuRIvLy8GD9+/Dl37OLiwueff84PP/zAzJkzWbZsGZs2beKtt97ivvvuY/78+fj4+DB9uuLx06ZNw8fHh/nz53Pffffx1lvqAdizZw9z5sxhzpw5fPLJJ7zyyisUFRVRVFTEq6++yieffMKcOXOYPXs2e/bsATjrMQzVSOkckbpdFMpaOFHDv+K/Vklx23sl7thsgDwAd391xh9eD0XFCiPV7VoyJ6Ud1O0Ibl7Q/o/K57h568bZ6SENBavdRhL7xQVqtnTz1SCy276Ajg9Ih6zrGJVFt71Xn2sQDZH3qDv/VBpsmyml48QV9vBR034aADb0E+j7jkqky+NTyz40zKOmQnlZR+C7P0qy/9geGPmFzg+U9+n3rkYntxwhD2vgZJ2Dk3tFg3a+JK6C7x6EeS9ptHNlGMNiuMKc8y+wqKgIPz8/AH766SdGjhxJnz59GDduHAcOHDjnjm02G56eEugrLCyksLAQm83GqlWr6NNHonpDhgwhNjYWgIULFzJkiKqM+vTpw8qVK7Esi9jYWPr164eLiwthYWGEh4cTHx9PfHw84eHhhIWF4eLiQr9+/YiNjcWyrLMew1CNhEcp1JWfrdLbUi/EK1jewrYZ8NOTqtRydFM5754FCil5h2h42Dd3aPuc47Dm38rZbPxC+ZBtP2h/rW+T4KSLjz5/ZLOMzrFdynfMfkLHB3D1VEn0oA/Un7J7PlgFMnor3rerGBfkKJ+ya648sMi7YPk/5Ol4BELftxVe6jMJVvwTWg1Xf87w/yicd3yffZRzZqI8IlCl3Mr3YeZomPscfD0Cju5SjmbNx7BlGqz+14V9zwV5MOdJFRiseF9FDVVNbiacSPnt7QyGc3BO41JcXExhoYT2Vq5cSefOncveKyoq+s2dFxUVMWjQILp27UrXrl0JCwvDx8cHJydF40JCQkhJ0R9xSkoKtWqprt/JyQlvb2/S09NJSUkhJCSkbJ/BwcGkpKScdX16evpZj2GoRvzrQtdHVZ3k4ABNByiElLwF/hUlA1NUoG0PLFN4qOODUh12dFQoycVT+YiMkgcXB0eF0Xb9LM8gbW/Jseqr6qrFYFWadR0rQwOQc6yiQGXmQYh9FeK/VdlvRpL9vexU6PmsEvBbv5fXdOsbsPkbhbd2/QJbZ8oTuvt7SfEf3QbxU3Vzdy4pgQ6I0FRKkNcWVFKGnJ4gA1PaO1OQo9Cgm5/9HJzdIWnNxX/vpUPIqooj8fBpH/hHa30PBsNFcs6cS79+/bj77rvx9/fHzc2N9u0VRz5w4ABeXl6/uXNHR0dmzZpFVlYWY8aMYd++fVVz1oYrS26m8ggZSRphXLfkoSMgQpVZ8VNL+kcc9CQPYKEEf85x9cEUWyo93vmLSnttP0HrO2HHD9BlrJLigQ0kTAnaV2k4ysUD+r0Nqz6C0Buk51WrjdSJuz8lVeVSNn8jD6hRDLh4aZ+lDZ8Nb9Y5/DhOfTS5GTIAXsEqQQb1vFiWrqdmM+WQakcqBLjjRxnE4OYw8n9K4gdEKEd0YJXKm21OSuIf3gQ33AchrWWAnd113ekJ8NmtcNc0jRiwis/dke/sqjDbuk9l7FpVcWHNrl/sigHzXlD1nZtP1R7D8LvgnMbl4YcfpkuXLhw9epSoqKiyeS7FxcW89NJL530QHx8fOnXqxKZNm8jKyqKwsBAnJyeSk5MJDtbEv+DgYI4cOUJISAiFhYWcOHECf39/goODSU6260WlpKSUfaay9f7+/mc9huECKchVghxLyr6lzXjbZ8Mvz2p56wx4eLlyD66eCnmBbshu5RSATx2Vp5KyRaGsglNqRMxMKre9j8qPHUu661uPVMd7crwMUulEx9xM6YAFN5fRaD1STZPufuplKf80XyoXs3u+QnFu/jBkiozchs/lQTUboNxQUYEKB1qPUG6luEg6YU1uUeVYyhblgOLeqSi53+f1iqMDTqZpxPLJFJVAR96rnEtps6R/uCRn/tFS1x1xk8qedy9QPqXP63Zl6Mqo20k/1YFPufEHIZFSUzAYLoLfLEWOjIw8Y139+vXP3PA0jh8/jpOTEz4+PuTm5rJixQoefPBBOnXqxNy5c+nXrx8zZswgOjoagOjoaGbMmEHbtm2ZO3cunTt3xmazER0dzVNPPcWoUaNISUkhISGB1q1bY1kWCQkJJCUlERwczJw5c3j77bex2WxnPYbhAtnwOfz8Zy2X1wsrOGXfpsFNMPMRCGqhG2bLoeAZCB5BkHUYuoyBoiIZn/QE9XeAXhcVqKpp89cqH85IUkmwdy09wacnKNQGCp/9+p2MTf5J9YqAekX6vwMz/yRDdcvfoNOfZGCKCpTEzzoog+TiCSv+ocqwxZN0Yz+2W1VbpT03O+boyf3kUeV3kuNlZEFejZNbxV6b8j0lpRQXQH6JUTu4Ttd4ehe+V5DO88hm9dnsWyRjHB4FS/4G986yb5taom5QK7KiGkF10GKo8mUnj6kvx8lUWRoujmoa5g2pqak8++yzFBUVYVkWt9xyCzfddBMNGzbkiSee4L333qNZs2aMGKHhRsOHD+eZZ54hJiYGX19f3n1XHdmNGjXi1ltvpW/fvjg6OjJ+/HgcHRU2GD9+PA888ABFRUUMGzaMRo0aAfDMM89UegzDBVJeL2z/MrtxadpXuZTcTHXTO7lJC+yb29V9vvKf4FtHUx53/iy9r9RtuolnHNAN2b+ebuJObkqYb/xCs1RAPSWZScqTZCapgmvL9wqDZeyHro9LQbnglBoiD2/WvJRmA5S/aDFUCfYVHygR719fhtLBSWErR2eFyPJOKPzmV9d+nb6hcHC1ljMPwS1v6HMr/qmihCOblOPZNVfX0GKYRhm7+dgrtLxDYOi/YckbENpO4pen4+QCN72kXNG0e7UuN1NG0bOcp71/KXw1Utfa7UkpElRnJZiLu4yqwXCJ2CyrNNv4+2bo0KF8//33v73h74kt38F3D2h56BT1rZSnIFd9Jw17wfL3FDo7vFFJa5BR2DFHuYYGvVQplbRKuQk3H2hws7yQ3HTwqKEb/ak0hb9WTlbIqfszCn2t+EA5DpAH0vp22D1Xc1dOJCspv2eBkul+dVUxFtwS5j0vA9bxIRkqFy8ZmJzjmnZZs5me0HfPl8fh5gffjZJXM+Rj5YpmPazcS50O+tyJFIh5TZ/xrqku/Mi74aZntf9SSnM15+JkGsz4E+yZpwbIdqOgcYxm0AAseRMWvaZlV28Yu1meocFwlXC2e2e1eS6G64CWw3TDgzPnkRTmq+O888N64m4UA75hMhaH1mkbj5ryJlz9ZQCObJA3U7cTOHnoxrv6I6kJtxii/A3IK2l4s7yDU8cUOiovvlizGaTtVuL95DElt0vP1zPIrkYccZPOa/d8Jeu3z5KBADVRWkXqcUlPgMg77IYgcKnCcj6hMOcpGRbQdTW+VUbrQBw4OmgODagMunFve3lz/inYv0ReT/0e0j4DOLYXEpbKADbspVBY074qhKjZBNrdXTGBXquNEvzFRfLIyuexDIarGGNcDOfmdKMCknRZ84kS2wC9J6p5cPd8eSsd/wRFufJsHN1U3TXveeVAQttDYY7CZD3/YpdCKS5X2l6YK0/EJ1TrM5NkNLo8pqd3m4MMUo1G6kcppSjf3oEP6j+p3c5eaRZ5t2a45J+S9MqOn5UbObpT5x0SCcV5UDcKPAPkoTg6quEzJ12fr91W1zH3Oej8iIxHcaHO191fY5mzkiElXiXQYB8GlnkE5j4rIUx3f4UD/etpWmUpNRpXFJps3BtG/SyPrm5XlVMbDNcA5i/VcOFsnWUfJWyzyVtJ36/XO+ZIMiWwgZ7mazbRzbdJX8AmteF63dTXkrJV2/46XVpfrUZoXavhSqT7h8sQRQxWF35AhBLxoG2Xv6959fFT5Qm0uk35nH1L5PG0uUNeUI1GENgEYscrUX/yqPpkXH2V1wHlUnr8WXmmAytlML2DZWic3BUuy0hS1ViNxsoteQRoMuXhDfKI8k7CF4M1O8a/XNHL4fXAH+HYThkWkLE6uFb5JSdXFSqAfShaecKqqTLMYKhGjHExXDgOTrqxOjrrRpp5SInrQxskneJXF+Y+Lw8kI1Hew/aSDvuu42Drd8qbBLVUfiakpfIiO39WFVXyVvANh3o3qkR32TuqQiuV4Ad5PpF3wPafFB6r2UwNk6nblbPp9JA8p9X/ghOHIaSNzivrkD7vHqC5LKCbe2AjeR+uPgqXHVgpBeekVeDirXPOOiwPxMnFLpXfKEY/oDkzLYYoTBjQQMULJ4+qORNkHMM6ybsKaVOSb8qAkV9qBkxIawjvVr2/O4PhMmGMi+HcFBcrvOTqpSooUC9KXhb0+IvyD6W9K037STU4/ls1CpYm0A9vtHepJ8dD+weVYziyGdaUyJ+4equUOTNR+mTx38jzibxLvSrHdkvw0eagfEiL4TJEtSMVMju8UQn/Go1lbFb8AzqPkWEBzZDpOlbH9QhUF//Sv2sbm6PyMYfWqRR4wcvq3t82oyQp7yCj4eAkI3o2vGvB/BftXkjft7S/4JI5Mv514cYXYe8CnR9o3MCfltsNlMFwnWCMi+HcrP23el28a8Hwz3TTTd2mRHOTWxUWy0xSqMu9hjyDpNWqzjp5VMlon9oKB9Xtoputi4e0tUqT36BwVlGBwmo2R3tRwMb/yWitnQK3vAndnpJRObYLFr6ibXq/pgKDpoNUmrznO4XELEveQHK8RDOP7VFVVvRLMiAgY7ZjdsmclwMKhVnF9s580Ot6PTQIzNVbRQRW8ZlS+afSlPep113eUHGx3bCUciBO3fn+9VRIkJelKjWD4TrDGBfD2cnJlDiiX7iaEZPWSGY+L0tG5d4fVAWWkQh+9dV/4eyiMt3ts6HNbSq13TZTyfg9C2DhqyoXrtVOHlHrOyS1Enk3LChR2nZy0f4tS0n9nAyVKu9bBHU6ytspX/Kbuh386sGCl3TD7zxGobqc3UqCh3WGmo0Vdms+SDpgtSKVZ7GKJQFT2hhZ2mNyeAN0eFChuOCWCvF51lC/z7T79Hr4fyTtUoqLF9z4vAxnQY66/RNX27vpczN1rTvnQES0xgW0GVm181wMhqsEo8ttqJydc+HrkRDRS8nq9Z/pZlzaw2JZmtWetFZDvfKy4OdnYPHfZGy6PqbkvW8d3VALc+yaVanbdbN3clUoKy9LVVzt/6j3D8dDl0flsbR/UHmcbk/B8T2Qc1RP/CGtZYAcnXWTXv8feQ2ZBxWm86+r3EtwcwjvrPM8UDKOeNfPEqjs9rQS/V3Hqhen92tqDm0+SDNesJUUCCxWlVhhHmz+SsUC+dmw8sOK31mTPiV5lmPKp2z6UqG3gpIw2ZF4u5e0N1a5mCa3nvv3UPpZg+Eaw3guhjPJTpUKcX62qq1KE+lJq6DDAxKDrN22ZM58R/CtLYl8q1ifOXFIN3L/cOU2bnxO+RXfOrr5+4bpab3UYyj1GmJeVany4Q2aaunooqFgWYflPdz6JqQnyihkHIDol9WAmZsuA3SiZByyRw2F2Nz8IWG5JO796kHnR5XrKC6UgTuVKmMCqj7LToU2t6sEedssGaXWI5V8r9tJxqQo3/49lS/Tzk6RASuvzeVTG7KPok5MdM0uXrpeJ1dVip0Ny4L1n6vcO+ImhfK8alzCL9VguLwY42KoSHFRiY5VW0njH92h8M72H3QD9Q1TaOrYTuVX6naVdEut1loX3EIGwsFZasRFuZLf3/mTbpIRN+mpfvYTED1eBQAnUxR2+3dPlRPv/FlP9T6h9sT3ofUyLpmJCjs5u8nwObsrR9PgZghsqNcnkiHubejwJ3kZ9XuUCHAW2xsiU37V8dd9KoPnF67w3Yr3odkg9ZeUhuna3AFNb4UdP0nSv8UQGb2ox/R+YR6s/EhemM1Bemo2JxnbqCfsDaA1m0i6//B65YBKB4pVxrHdMGecjMyG/5OQZZvbK26Td0KhS+8Q0/9iuOowf5EGO0WFknFZ9JoMRPRLUigObiGjcuIwxL0HHe5X/qBedyXnw7uqrLdmMxmRha9C2z+oB8TRSbkKUM6kcR84sEI5i2M75eU0vlUJe8tSQr9OBz3Z5xxXz8uhDeqbObxeHkmpbtn6/2i/vnUUNstO1jCyUjIPKPzUfJBKnet2hZCFJcasF8weK8n+G5+HfbGQpkmmbJ9ll18BSecX5Koces4TMrhDP1VVGui7OL7X/vlju+DhlWcm8+H8FY2d3TUQLa9EUPP0zvzjCRIMTVqhmTTdn6o4JtpguMIY42IQu+ept6Ok6z61yItvs7qTngtDUuNolb1dN/yIG8G3rpLdiybKe2l3r0pwo8bqKbr5EHkG3iFQnK/mwxZDFBZydFMvSWGeypVbDtOY4NLKrHZ/kJGwLAlIHtslwcb0/fIqANrdJ4+klKzDyrNERKsnZfNX6sNxcNQNt04XqTZnJMFt/5VszaxHZKD868HJZCX5d82VZ+NXT2XPLp7ysrqMkffR7l4IaSGvrPz4Y49ACOugRH1xkQyT5yWGsPzC4I4vFR6s0UjGsDwJyyBxuZYX/1XSMDUbX9oxDYYqxBgXg3IM00apmdE3DDKTmOFzF2/H6Qa+ObQt31pf45SVqCbI9Z9Bw2jdmGtHyoj4hsk4JZUoCrceqfWn0uWB+NVVWfGp47oZN+2nyjM3P3kOVpGM1obPZTgcHOGGP6rMOee45rWUkpupm21OuuRWmg3QcRa+Cj2egYJB6pA/dUx5meTNYANWfaiigsZ9FHKr21UewfrPtc8WQ2VwQm+QCGd4F+WMgko8EEenyrvlHRyhw2id/4kjCvFVRQVYve76qQyfUHtFnX/9itMtDYarAGNcDLpJOThpUFWTW6Fpf/IK6wCaRZ+VD8Xdx4FjsW7odW7Qv1mH5AWkJyqvcWi9fZ9ObgrdNLy5pLEw1z4XpXZb+wjd3Aw4tkP5CUcnScu7eCkElbQamg1WbiG0nY7n4qWS581fQas71TuTfgBqNtKwstQdSsaDSqIXTbQ3NbYYqv4ZByfJyhcXSwAzu2QM9q9T4cZnNaMGIDCi4veUf1LG0SvILkRZirObxi5fLiJuhDu+1ejn+t3B25QzG64ujHEx6GZ52+ewZ74S0bmZDHSL50Czxhw6aePxhkdxSd0gjyWwsSY1pm5VSTAoBNZsgBLqu+YqX+DsLi/Ep7a8ggMrpCOWd0LJcAt1qtsc1Ji47j+66d/0gsJc6z6VwUmOVxjM0VVhqb0LNQqgST9IXAZbS6S+wzoqkd/zL7Dxv1pXmGM3LKCQV+NbYMnfFS5r2FuJ8/o9pWAc0gpOHK38O8pOgR+fUOir/QMQ80rlOmCXCweHij02BsNVhjEuBhFxo8pyE1eAszv1PNN4u/ZSqQMfWq/3Wg2XcbCKIaStwmAnjmhc8a5fSgQcO2qA1r5Y9Y44u0vWxeagMFhRvsqGg1vCTc8r7FWYrzCZg7P20WyAQmiFJZ5OjcZSVa7dTiGgoBaaaZKTLoNkFctAxL0r43jjc5KM8QyCNncqP1G/hwoOUrZo+8I88KujnpfiIhUvbPvh7Mn2pDUyLADrPpGBrdv5cvxmDIZrEmNcDCJtv0qKj25XmOyml3QzzT9ZUhEWpZJYUFlveJTG9B5cI+/kxGEZiGO71ey45TuVCjcfqBBYp4ftPSJHd6j6q6gQcrLUzZ+TDt6h0PEB5VFuGKVeFo8A9bv415PhObwBuj0hgxA/VZ5I6A163fp2fSZhuWamtBiq6rJWI9RbkrRK6szJ8crHFObr6b/BzVAvqmRWSyUVXqBrdHTRNbj7y3Dln9LxPIPMAC+D4TSMcTGIPfPsHfSWpYqt0qmQB1boxltKYZ7CULlZKh1u9wflSnbM0c2+VBes4JR9Xourt8qVsw4q4V2Yp/xJaHuV/gJEdIfYEr2whr3U0R7eTcoANZuoJNrZHZy9ZDSa3FriheQq1AXaZ+dH1NjpEaRend2/6Ji75kogcth/pC22/jNJ0dTpoP2fi9AbpF6cuk06al7BMPcFlUPXagsjSkYCGAwGoBrlX44cOcI999xD37596devH59//jkAGRkZjBo1it69ezNq1CgyM1XHb1kWr732GjExMQwYMICtW7eW7WvGjBn07t2b3r17M2PGjLL1W7ZsYcCAAcTExPDaa69ROrH5bMcwnIVdc5U3aT5ErwMiJBkf3lUVUJ0elpfR5nZpcnV5VOElzxqq6LKK7fNddv2iG3Epbv7yYLIOSQa/53OqdMpOUU7G2U1Niq1vs5cjg8JwPf+i5sbiQuVpSscZr/1EzZRbZyh5n3HQ/rn8bEm27JijnEtAA4ieIGPW+REI7QCbvlBYrv/7muGy4f9g1UdK1p+NAyth1hjNk8k8qL6W0j6bIxsVNjMYDGVUm+fi6OjIs88+S4sWLcjOzmbYsGFERUXx/fff06VLF0aPHs2UKVOYMmUKzzzzDEuXLiUhIYF58+axefNmJkyYwLRp08jIyGDy5Ml899132Gw2hg4dSnR0NL6+vkyYMIGJEyfSpk0bHnzwQZYuXUrPnj2ZMmVKpcf4XVGQC5u+khFo1Bua3HL2bdP2qtfEOxR6Pq+wz+F1uiHXaioPxq8OYINariUlxWkSlHT1gbCu9pCRb13IPAzNBqr6K6i5DEh2isJIDo6Ql60ciZM7rJkiJWObA/R6RUYhP1t9MafS5Ol4hwBO0OUxrPT92HxC5b2ER2mb8K7yXhJXKMyVmyWP6eRRGaaoR/UDEPcPWPVPhdBsjrDmI23rW0eqzm1GVP4dbZsJJ1O1vPQNuPs7FTek7VJxgH89zaHZ9KXCiO3uVfl1dbBvsXpbfMPhxr8oxHgxbPtB+wptp+/DdPkbqpBq81yCgoJo0ULaSV5eXkRERJCSkkJsbCyDBw8GYPDgwSxYsACgbL3NZiMyMpKsrCxSU1OJi4sjKioKPz8/fH19iYqKYtmyZaSmppKdnU1kZCQ2m43BgwcTGxtbYV+nH+N3xd6F6iZf9ylMu1dy82cjoAHU7SYJFyxY8W7JaGBHeR0Jy+GnpyFhsfpCTqXpc/sWQ9P+uoHfMEo5l9a3Qfo+7cc9QNuu/USd8weWyQD519O8Fp/a0KiP5PnrdJQhqRclw7Q/TvvfMl1hufTdMO8FbEX5EoZ09dS/HR6UwWp4s5LyniEaMdy0v/bf+BbIz7Ffqw01W+78CY5us4ftMg9CQXbl38/uecoJlVKng0YQ3P4FDJwM9/6o5P7iSTJcS99U/qo6yD8l6ZzEVdJMi596cfs5Eg/T79Pfx6wxdlFPg6GKuCyPKgcPHmT79u20adOGtLQ0goJUk1+zZk3S0nSjSklJISQkpOwzISEhpKSknLE+ODi40vWl2wNnPcbvivICi0UFlc8MKS5WuOpkChzfrd4RV98SpV5Lci1WkUJmoIFcDW5W/iTvhG6yaXtUyuxRU/sqylfeY/uPKgxoN8p+vPQD0OZu5VCintAwsOP75FmFRynstWuutvWsCe4+WvYN1f7Co+SNZRxQ9/yAko792U9IWblORzU95mRImblpfxnFLd9B/3eVP2o1XCoBB+L0mRqNVIQQcZOMTmVs+kahr5bDFObr8bS+u1PHdR6+JRMt/Rvou9u7qGIJdFWSvl8Gv5RSrbQLpbhQRRCllP97MRiqgGo3LidPnmTs2LE8//zzeHlV7Auw2WzYbLZqPf7lOMZVSYNo6PWywlFObroZggzApm+0Lj9b/SoBDeTpWJaaGm0OJaGlLOUtPGsqxOQVonHAfd+SkOWJZIWImg2S1+PiVXLjLpElsSw19wW31Hk07CUjVpijfbv5aqolqCrs0DrNdclMksHJy1JFV40SWRN3f/u+C07B0V06/86PaJzxwTU6tyMbJecy5ykZm32LNEum44PK93R+SJ7Pus/ULxPTVZ33Hn6Vf5fBLWD7TBnC6BcVplv/uYoCcjOUh2o1AuK/lkJz1DhoObwafqmooKFGY3l/Tq6VKwacD7XayDhv/lreoxmvbKhiqtW4FBQUMHbsWAYMGEDv3pojHhgYSGpqKkFBQaSmphIQEADII0lOTi77bHJyMsHBwQQHB7NmjT1ZmpKSQseOHc+6/bmO8bvCzUc9IaXVVzt/glFzYcP/FG46cQSwqVs+oJGS8Dtm2z8f3Fwqv3tioevjupFlJ0PSSoW69iywP507u0HKVjU0egapemztv2UM8rLV1+JTW5pd7n7yLFx8JBmzbab24RUkg1CYq4KCRa/pabrVSOUWbn5V5c4NY9Ts2eZODQ3LzVQRQYcHdeNd/r6S/dt+VAFBxgF5Jl52LxeAtnfr53wIbAgtR8jL8a4j7ylxlQwLlFSzNbXnZLZ8pxHQ1UFAhEKQ+5fomA3O4m39Fg6OcMMf9GM4OxlJKqW3ihXyDahftfvPP6X/S8WFevg6XaD0Gqbaci6WZfHCCy8QERHBqFH20Eh0dDQzZ84EYObMmfTq1avCesuy2LRpE97e3gQFBdGtWzfi4uLIzMwkMzOTuLg4unXrRlBQEF5eXmzatAnLsird1+nH+N2QugM2fqUkfanXdmwX5JQk4T0C5HWEtpNBOLBExqbZAIk05p+Ux9DlUc1vcXKVIck7IZ2vg+tkcCLvVKXXqTT7zJeTqfKKol+WLMnKyXBwrSrRctP1n3T7j8pN5GbZzznrsOT1d/2s/3AFOQrbbJmuUuJlb8lwOblJxyuwkQwL6D+mi6c8rsxErcvL0jVv+U6hqtqRED8Nfp0OqTvP/7s8uhO+v185ooUTYc8vEr0MbCCDCdIoc3JVuKrFUHldpYamOojoAb1eUiOnScJXL2v+rQedxZNUUVjVbPwvTL0Hpo+CVf+q+v1fQartL3P9+vXMmjWLxo0bM2jQIACefPJJRo8ezbhx45g+fTq1a9fmvffeA6Bnz54sWbKEmJgY3N3dmTRpEgB+fn488sgjDB+uMMOYMWPw8/MD4OWXX+a5554jNzeXHj160KOHZrKf7Ri/C9IPwBfDlBx381XOY+PnGifsGSxByfWfSSwy5zi0vVdG59B6/XgFqznSsiSD711LlWdHt6sqqtuTuokufUPbtr5Nx63f067p5e6n+fbdn1aS39kd5j4nY7RtZkmPTKZUfI9s1FN0UDN5Tsd2gYPNXn1Wr5t9Aqa7v0JsaSWeSOSdeqps0EtGIH2/8jIHluupvtSzcHSH7x+Qt+EdAvV6QK/xUh7+LYpOy01YJeHFo9tVWWdDYbOdP0s0c+HEktLsXTDyf1dWIsZw6eSUK08/eRZpoEsh2d5ywYEVVb//K0i1GZf27duzc2flT4ilPS/lsdlsvPzyy5VuP3z48DLjUp5WrVoxe/bsM9b7+/tXeozfBRlJMixgf7Lv9YrCX0e3SQHZv759EFarEVCzuXIuBTka1nXquDwV/3oKQy2cqG2LCqCwQJIroDzKngVa3+EheTzOHvYb8LFdKi0uJTNJ3f3NBspQrP1EsjPFRRK/dHBUQUF6gqq83P2lKXZ4o8JeGUmQsV+NkGn7VM3W7QloPhRWTZYnEfWkSoEzEzWbpvEtcOKgDAvIYys4WTIg7DyMS3BzGPyhwonBLXX+Lp4qwW4+ENxLwhih7fTkWXrt+xepwswYl2ub9qNUtFJcBJ0frvr9N+2nqr/iousuRGl86uuNoKZQ/0bYv1g9JkUFMhrJ8fIeACLvsm+f/KsEG28YpRzIus8guJndC8lKVs/J1hnq63D3Valx27shN1uy9CePw9bvJK8C0hJrf79CWK1GwqG1kl1J2SJPyMFJsvsNeil/EtRcnk+LoSoKqNFYnoi7v5opg1sAFix/RyXHqz/Wf/hWt0mPLP5b7Sv3BKTtLFnvCJmHNM64ZlMl3Y9sUnFCQMMKHflp2XnE7kjF3cmRXs2C8HAt99+iuFCGpN19KgYozFXcPayT3bCUEt5F13fiCHQdax8mZrh2Cb0B7vsJsPQ3VdU0uQUeWaWCmxoNq37/VxBjXK43nFyh75vKc4DCZA4OsHu+fRu/urrBFxdCo1tg13wJNp5MBTdvFOtBHk7tSAjrrDJfJw/46Qn703mbOyRT3/jWivNLbI7yIpy9FFZw81fu52jJGGRXLyX8b3pR3pF3Ldg91z4Lpt0fdBM/ckCVaKdS1WsDMlhHNmv516kak7x3QUlPy63ynNZ9Bl0egZtfhg1fQkRPaDlERQeufrqmcobhn4v28J/lCQC8OrAF93atZ7+W7T8qHg6qqhr0IVgFOufTqdUGHligHFSNJuDkckG/OsNVikO1pabFdSobZIzL9cSReI2+DWoK+5epuqv9H4ESefaiXD2Fu/nBjS+okmrLdPVt7I3VjTSwoX3SpM1B8+q3zlB1Vq1Iu2EB7Sc3U1VbN9wvDyF1mz63+iMZCRcfaNbfnos4cUSqySEl8+NdfXTMnT/Z95ubBf7hkLQWK/IOjmTlUauwAFt2SsWu94AIVZCBCgKyk3XstVM0c6bNHfrJy1YexiNQyffTbhZr9tvj6vvTTtrfyMlQEUNgI+V5ElfISHqVGJbiYnmFrp72z/jW4WBxAO55NgLN1GHD1U5ulh6GvGup6rMKMcblWqS4SDc+dz+7nEpGovStHJ0VTgppCcc91Clev4e8goY3lzQq/gT7lqiKqvkghZNKZ8+n7VEeJO+EPWdTr5vyDM5umte+N1brTmUoaV6vByz9O1ZQC2yhbRUGy81SviQ/BXDQjb00IepZQ6Elv3pwZL3yIQ1u0jGcXOWF2GwQ/SJfr08hL2Elo8L8wKOG+mu6PKrvwD3AXsrcuI88k9AblC9KWqOfet2U91n2lrYb9qkaKcvxUM8GPPHtJjxcHIlpVhLKOrYbvntAobTIu5Tn8Y9QpR3oe5z3ktSXe/xZRtxmY+HGXTjv+hEPWwGZNwwjokGjKv/1GwxVQuYhPYzuX6yHyZsnVGmO0BiXa4H0A7D+/5Qwj7xLOYaN/5OQZORdku9IT5CnENxclV4JcTIwdbtA4ko1ADbtq2qp+K+1350/K6F4fK8EIjMO6Oaef0pJxpjXdEzPmvIQCnIkVZ95UM133f+sSrOSgV221K0UNOqDc0EuxEyUgSrO1766PaUKq4JT6p85dVzbrP1U+Z6lb+pca0UqGR9xE4Wpu/jfZl+GhblD+l67RMnKyeqWz8vUd+DipXP3rwcHVkHH0WqodPWRB5e+z/5dHt4k41JUIKOTkciABr1o89SNuDg5EOJb8vS2f5kMC0gvrNlADQkrLe1OWKawHMBPT0H9Hpz0rk+tfdNptl0KzZkOh6DBB9XzN2EwXCpJq2VYQGHqyDsqis5eIsa4XAts+hLi3tGyR6B6RECij961NASrdjt5HR4B+kMB9aOEtJFh8ayhWSh1uypvUZirUuWifOVjuj+NlXUIQlpj2/EjRN4DboG6qa6aLOPlEaDS5V2/aP/ZRyiufyO21O3Y0nZDSGuKA5tAVEMl9z0CUKNmOxm4sE4a+gUqDnDxULFAbqbKk71D1OsCsHcRTqHteL5RLUavCeGOATfg6fSlvBJ3/5LufRdVoGWnKNm+Z4FCbsvetCsstxyu0NjCifLq6kVhWRa23QtgWkl1zob/Uff+uXavBBR+K5tRX086Zg4OOv6G/6q5tN29sHWmKuoSluNWO4cg61jZLjyPb7+433d6or4vvzCJchoM1YFvHf2fKCpQab9HzSrdvTEu1wKluk+128owlDY1OjqrTHf7D0pmh3eV8dm70D4XPrCRbq4unpCdqpxE79clm+LoqnLgm16AlG3Yju1QhdPBdbrh+9dXv0npOONTx+0yMnW7qgckdRu2gHrQ4GasIxtx/eEh9Zq0HA5L/64Q26YSEccajaDLWIW9UrfBjp/s0x2bD0azj8tdc3BL2hXs4YWYThTn7pVhKzgpz2rfYiXqXTwVInR0UZn1sZ0VpfuDmkLHP0G9HlinjpGQUcyrnywnIsCfR4M64Z+6WsPN8rMrGpcG0TDyaykSOLnqiS6gvnTDfnpa29hscOtbsORvsPU7HN0D8Br4EcUH5uKQnwk9nrrw33VOJnz/oIyzgyPcPUPXaTBUNWEd9fd1dIce/PyrVsXbGJdrgTZ3yjB4BauQq/OjCvUENYNlb2ubI5v0dO0TorLemk0VwnJwVLVX6XjfU2mw8UtoPkBGqWG0cjbbSubkHN+n8M+htWqEbNJXn09apRJhR2fFZxNXwp75OLh4yr1u6oKttBT5wHKo00l5ibwTuvGHdVIoLeuQKtV6PqtQVikOjlCjGbT1kYx9Y02M9Ay9gbs7NIAf3lOXfGg7+/XZHCDuHXL8GrE8ZDTtwi0CPP2g39sqpW4Yo2tx9YC03dhmPUJ9mwPP9/qE6ZnNWdT0FYYeH6zwnG9Jz0tBrgxe9lHlcZqWG5JWGaW6awA5x3F1coSHl4NVgJPnRTwJ5qTZS7qLi0pyYMa4GKqJ+t31Uw0Y43ItULOxkm1Ja+SpFOeDT5hKfh2cgDz9geyPUymxzUGhoYIchXS6jNVgrqISEcjGMeofSU+QS1wr0n4sFy+sGg2xrf5Qr3f+JF2v+j3UFJm+T0YuZYtyPN4hym+Awmy5mfKeajSSGKJfXSkO1+8B817QdsWF6sxv2l/GztEFq0EMtswDup7gNpB9RHmjY7sU8qrfQ7mdI5shJFJl0yVaaO7HfsXRfyvz6j3D7R3qKtzW4QElLI9uV/9ASRPlotZv8HisFx7Oh7mpaU26P/QrNWvUtOdSts6AmX/S8u75cMdX8lxKCe8Kfd9WM2XTfvLgSvXO6nWH4FZnF8A8H3xCJcS56kPlwS5WmNJguMIY43ItcGSLSoITltkl1/u9oxxDs0GKnWYeVG9H7KvStioomWGSngD5J+yhtWO7oM1d4JevUl7vWvDrNFU75edAWAdsrt72BL+rj8qHk1YrZwOaTNnjz2qcrNGE4l6vciDfk/zwOwjP3ICbfwgsmigDmLZH/S1OrmqS3Pq9el2c3JXoL8qTsSnK1QAs0E268S0KaR3fp3POz4Guj5XMXTkFxUVYAQ2wHd8LNhtpTiF4uLvLa8rJkNLzjAd1/JYjpJu2bxGTDzYgKyeHrJxCjmXnU5SfI6mWwAh5ZZnlploeXq/vsbxxcXJVocSJI6qUc3GDYf+WeoBvnYqhtYvByRWix0vaxiPQrl9mMFxjGONytbPuMwlQOjgqFBQ1Tl5D3DsKD+VkKH8SHgVFRboB52bqyX3jF2p+dPGRB5OeoFyCozNQDA17a6YKlHzmwRKNsQ0a4JWbrg73PfMr3mALctTHAoCNI7V7syLVibd3OXNP62ieiHtAIbGskomUPqEyjJ5BcOOzWDhgo1g9NiBv5aQ9EU7KFl3bvsV6vexN5YXmj7dvc+Pz2Go2Jb3Ild3urch3a8XNTlvgyzv1fqc/ybAAbJkGUWNh5Jc0Xl7A+kMyvM1qOBM8bYCM6I3P67sL76JzPrQebnpe5d7lOZkG0+4rUZVG3lqb21VkUFW4uEs1wWC4hjHG5WqmqEBP/Tt/0tP3wTUlzY4/6GZvc1AyLuVXhWk6/glWvK/POThJgmTHjwoNNRsooxDQQEnx4DaQe1w3xZx0FQQs+ZuO22KociOu3ioOqN9DulpewZLyD26pPIqjC4S0IvTATO5y8eSGrjE8syWcx71DcThRMg7Btw7kZ5PX/k+4xv2NvLX/I7X764Tl7VGlWOYhhccsy56/aHxLxeFVnkFgc9L1WsUqakiOh7xsbL7NmHLYnwW7trA4wo2/1upO4JFl6rNxdtc114pU+M4riLExOTSsFYCjzcZAlzXY1pTkfZb8Tde27lMZ5MCGKhY443eSX3EqZf5ZplcaDL9zjHG5msk6IhmXjAOaJJmyVTc9m4PUjU8ctk+JzDuhUtmikomTxYXqKnfzJ8e3Praju3Gr20aNiFtngNM+lfO2v7+kf6XctM5jO2UUigvkAWybpfJjjwDJxZw6rkFkhXkyXGl7IPMgTWruZWLHieDyB0ms2BxkLApzuW9nV5pHfMWRHEdudwgkbM0zCiu5+2Ol7cPm7CpvqShfXpTNEW58Tt5WcAvwDpV3kXVQYcE1U6C4kPio+1iwKgOAeftyuTPyZm48skwGpeNohRF96mg/rj7U8nPn/m4lchu7dtrLjet2UV6qTid7dduB5TKkNco1QvrUgiEfw+K/QZ32KngwGAxnUM2iOYaLorhYN7y9sXpqB2l32Uo0wm58XoYnba/KCUGSLd6hKjv2rAkthyqn4urNscSdPJ4xHFZ8qCf6RjHKY+yaC8f3SwPLK8iudtz4FuUectL1ZJ6RoPWnjivf4egISWt1Lv71yvIUtqM7aJ2/EYdju2S4AuqrFLp+TwYEH+XTrRbzEopwcnLRTbuoALJTsXkFKqe0/Qcl6fOzZSgdnGScts+GeX9RT0tIazWQunpDy+F4evvjXSI06e7sSIifB/R7Fzo+AKFt5W19MRg+jYElb+i7PZEiY+wVIpHNpv1UnFC7va6tFAfHysUKWwyGh1fAoMkmJ2IwnAXjuVxtJKyA+S+Bi7dGBPvUkkRLQY5G7GanKgnvG6pcSHBLJYAtdFMOaa2b/d7FumkeXMOGRkPIzy5USevxvTIsB9eqy337D/aKsRtGqZps93zYM0/n0/YPkltZ/S9J8/vXl3fRKAa2z5JXUJr8D2yIg4MTxTUb47DhM+VUIu+C/XEM7/5nwv2cyMKL8QuPMvXmB/APaorN1c/eCX90B8WDP8bBZlNV1or3ZUT2LND722bJWDSMkWe14n1u2Pod/+k9nS0FdWjtfISmjpa+r1KjkLhSKgNOrvp+FkxQviiklby/Df8t+d7joPXtEtBsfZvKs9vee3ZRweoWMzQYrnGMcbma2L9MY4kPrdPrZgPVf5G2R7mVWm2kpeVTW0/fLYbIs3HxhLnParTu4U2qFmtzJ2l5DsS5DWTBETfGNUoFhyA4tkPeQMOb1aVfGkY7sklP8dt+gFNHFYoKiMDyr4ttxQeaLJlxQMUAce9iObli6/kXaXB1+hOk78dy8cK2bxE2Nz/d0EEDkOp3w3n+80SVDO+q3fk9fkgK5w9OyMNJ3QZAevvHeXtPQ/5ySzO83Z0h8m6FqkrxqYUV0gabVaQGTgDLosPOt+jwx1+AFsDNFb/T4JYyNA1v1vnvXSjjeGi9NNFKCessg52eoJ9Wt/12j4vBYDgrxrhcLSSuUm9Drba64R/ZpLDQ0e0yMIGNlR9oPlhP1bt+tn+2y2MKo63/TMOzNn8N4d0I8KzNgOLNDEr+ChIysDo9jO1UhnIaddqrVPjwZuUxGvbS/hOW2Cuttv+Ibfd85S4Ob9RT/O65UJSPrShfoTHfutIF6zwG25bpcHQ7ttYj7edWozEU5GIrnQrp6kMbxwOEBXphSy1QGXTttuR0eJRBcfVJTE9iUMsadGhUW3Nlol8kxa0+towD7PNpT/MDG/FZ/baMavNB8mZOE6KsQJNbNI8jKxni3tY1HN2h90JawsgvS4xtL3D2VLHAqeNqoDQYDBeNMS5XCyeSVYK78ydVK0W/qAopBweFykJaw+oP9VTdfJBdAsajhsJg/vXUrLjtB2g+GKswn3xHZ1xT4svG/VoZSdgSlyvEVpSvcFdAycwWBxcoyFM4KuOA8j212ylclpMJW6dDaAeo1doexnL10sTFqCdgzb+wgppjO7pdJcRRT2BhYfOoIWPZtUT7q0572PhfAsI6Q90oiJlIem4Rd68KJTE9nxoejgRl7wRqq0Pd1YuxO1uxOqEOI5u50DmxRHvsZKpKs+8fA7UrEduzLBUuHFynRsSWg8EqlMdSv4e+z2YDKpZYg77Puc8rDHj7l1JVNhgMF0y1BY6fe+45unTpQv/+/cvWZWRkMGrUKHr37s2oUaPIzJSku2VZvPbaa8TExDBgwAC2brXPlZ4xYwa9e/emd+/ezJgxo2z9li1bGDBgADExMbz22mtYJXpSZzvGVU9hnmTzoSRMZFM+JO+EvBdXL7vGV8Jydd037SdjENxc44rXf6aZIwtfxUYRrmnblQ/xrIHlFUxBWFRZc6XlWZMcJ3/ldDxqSCJl3nMKZ9W7UZMXbTZY/x9JwzQbCAfXUFijGTk9X1IILXGlDOLR7dBiGMea3MnJTk9Q1HQAlpsvtkPrVUqdsFRyKm3uVJjrVJokVqwCWPom/gv/wovt8nn3lhp83mQV4RyCb++Gf3Unb/tcRnQIw8/DGT+XIqzQDvoObDaFCcM6gWMlz0hJa+C7P0rkc/p96t1pNkAhxHX/gaVvKPdUnuJieWHFhTLI5WfMGAyGC6LajMvQoUP55JNPKqybMmUKXbp0Yd68eXTp0oUpU6YAsHTpUhISEpg3bx4TJ05kwoQJgAzF5MmTmTp1KtOmTWPy5MllxmLChAlMnDiRefPmkZCQwNKlS895jKuekFaaT+LiqYqvxX/VDa4gV7O7l75dIu6IbqjbZkgyfvsPWJkHKXSrYd+XzVHNj44usPkrqNGEjE5Pk3+sRPyx9UhsjW/BOrKRgpC2WKHtdTMGyaukbFau4tB6rcvLguJCLJ8wMhxrstJqRVFhgXS+mvaX9+MdTM2D8/Bc/S6O6z7Btn2WemU2/U/XFP8Vub71JI8PYLNR7FkDMpNY2uJV7l/kzF/mH+dgSC95Ytt/hNStOP/yFNNW7uKPUfV4KCJdzZdN+6kXx7/+2b/Pwhy7gKVVMtQr65DdeGQklknClOHgoGbUUq7TCYEGw+Wg2oxLhw4d8PWtOGM8NjaWwYMHAzB48GAWLFhQYb3NZiMyMpKsrCxSU1OJi4sjKioKPz8/fH19iYqKYtmyZaSmppKdnU1kZCQ2m43BgwcTGxt7zmNc1eSf0uTF++bAsM/UZ1FcKOkTR+cSHbC96rvo8AC0uQurQUmOxMWLwtAOOKz7RD0rTfrKOO1ZANkpFHd+lJSGI8lwrYN3cANwcScxKJo1R50o2LecHPda2BKWK/xjs6nx0K8exQ6OWKWCiW5+UL8Htnb3UOPnB4hecQ+OQU3h1+kqHd46E06kkOdRbvRvdqo+5xsmr2fIxxw5lqHzb3s39JqALWktxLzGzycaciq/iPyiYv6727lCt3uea00y8yz+uWgvRTWaSYZmxxw4sFL7PxthnaHXeFW4xUxUOM69ZBIllAhlVjLI68a/wMDJMPwzeVoGg+GiuKw5l7S0NIKC1LdRs2ZN0tLUuJeSkkJISEjZdiEhIaSkpJyxPjg4uNL1pduf6xhXLbvnwy/PKb8waDL41oagFvaKMZujOsdBiefsVMjNxOYeCH3+CplHKE7dgfPx3TJA7e7VrJHgVuRH9OL1vRH8b3Em/+ycQV2fTPItVzYfLeLJdRH0qfdn/phdQLtt0+GWv+tm6uwBhzdiZR5mS9vx+ITcSpjbKRwX/01hqNptldzPTLJfQ/o+8LmLYx7N8K29Gq+TiSRHPoZL0UkCmveC2hpp7PTrMpj5hHI9sROwWRY4udGg81zYfgiAyDB/hfjyT5J9LIlPsqPYkZhHVF03vPJS4favVaFWr7u+q7Ph7Abdn4JuT9pFKZ1cYejHMkynz0o5dVx5JmcPlSKfnosxGAwXxBVL6NtsNmyl/+mv4WNcEnsWqtM8bTcA1srJ2DKSFJKq3Q6wNGOhqBg6jJbcvqsvxUW52BydsB1YAcX55EYMxGr9B9y2fKHmyrDOcGgdzqs/5MUazRgY058bMpbC8u9xL8xjgJMruR3/zU9HXMlz84der8LC13QjXvcppO9nXou3eHhmHuNaBjFuzx91vvsWKwyWslUhvJA2OveWw2DRJIL6vsdPjV7g5KlcEk8EMLpXc/C036TrtOzGoeJvCD6+DqfSkFVhLreHneDmEU74Jy/HPfgUuA2FqHG4rfyIVgXJTGrjS/eADNwPHIJb/6bxzOfL6b9/v7r6OZ0lf1cSH2DgBzLSBoPhormsxiUwMJDU1FSCgoJITU0lIEAKssHBwSQnJ5dtl5ycTHBwMMHBwaxZs6ZsfUpKCh07djzr9uc6xlVBfjYkrlFjoG+oJky62UOHNid38A6WpP7aKcotJK5S30nbezQH3rJw6PQQHNsD+xZieQbj1OoPOHnXVH+Lb111uyNb5BzYgNanVmsSZWGeDlSYx2CvbYzI+jcFJx8hv3EfXHb9BLt/KevS31csz/B4oSvFLr4afgXyXOp1VzI/PEpeya/ToLgI5+QNDNz3LrbUrRRH3oOD09/IznNg/7GTBHm7EezjRmibXpDRFDL2l8jW98dr2zd4bZ+p72ct4BUADXvh1OlBem3+WsKTq+NgRLmel6qkuFhDwEo5PdFvMBgumMvaZhwdHc3MmTMBmDlzJr169aqw3rIsNm3ahLe3N0FBQXTr1o24uDgyMzPJzMwkLi6Obt26ERQUhJeXF5s2bcKyrEr3dfoxrgqWvAVfDIHP+sC+JUq4u/srUd98MGQlSS6lVLTR5iDtsBPJkqqv2VTrvWorOd1iKMW12rLtcCavpHYhMShauQS/cG3X5FY4vJG8rFQy/Zur6dLJDZoPwrngJJxKw3nZ33BZMknVXGGdoWlfaHcvUZ6Hqenlwv922tje6a9YkXepg3/1FJUib5up0mgnN40W7v8uZB3ElqpKP4dN/yM79QATZsQz4IPl3PlxHHv3lPSX+IXCkH/pc5u+kKEtLwCZkyFF54976jp7PAMPLla1V3Xg4CDVZJuDlBEa3vzbnzEYDOek2jyXJ598kjVr1pCenk6PHj147LHHGD16NOPGjWP69OnUrl2b9957D4CePXuyZMkSYmJicHd3Z9KkSQD4+fnxyCOPMHy4muTGjBmDn58fAC+//DLPPfccubm59OjRgx491G19tmNccfJPaX4J6Mk/85CaIYNbKGGfnaz+ktCO4FdPPSXlVXl960JgEwiJpNirBg51u8L6/+AIdMjLoEWhhceyVRQHNMChzR1w6hgnnQM54d6IX2zduKn4FL6Jq+VtJK2FG5prv961lcs5tgPSW8qr2j2PyPZh/DCyBidS9hNxag+2rEPysjqNlmEsJT0BDsdLrr4wD3b+rL4Wv7okFvoyfVMCAHvT8tj46xYaNGxq/6yTi4zp7rmSrd+3RHmQwAj4902q9lqyTRM3q3Ja3olkWP6e5uREPaaGyci71F/k5Fbl414Nht8j1WZc3nnnnUrXf/75maENm83Gyy+/XOn2w4cPLzMu5WnVqhWzZ88+Y72/v3+lx7jiuHhIzmTPfM05WTQRarUDpx66Gbv5Yt3yd2yZhyjwrs3udr1pnvCFSm6LC6FmM4WSCnJw2LuwYhmuV008tv0AgMPxveTlZOO66UuO3vACt/3angILunQ6qo50R2eo1YpiJzdsrUZoMNi6/2g/NvTU3ud1KMqn1gftqZVzXCG5/UsVMms9Ugbo2A5wKKnsOpmskcod7ocaTZSHCetAkGcNWgS5sTU1F1cnByLcTshglOZBOj+iEuz549X8GdRU1VyuvrrJlw48c/Ko2t/F9tmwqmQeTfImeGyDhDtrNq7a4xgMv2NMh/7lIiFO/SJN+kqeBeDoVlUuHVoLgM3NFw5twLm4AJ/OEzjpE4Fn+k7d1K1ilSYfVBXZsR6T8Gz7IK5Z+zgWPgC/1N24HNtOkUdNTjQegmt4R+ptm8HnfZqyNdONGkF14dd4eUieQdB8KLYFL0ODXkrSBzYCq0ijiV08IbdIBvHUMQlQDngf6nZW+W5xkTyrLdPVpNj2bvtwq/rd9APUAP45rAGbtm4j3CWTtk1bV0ywewZKYdgjENb8Wx5D01s1XGzklyqnDmoGDW6s2t+Fk0u5ZQ+7GrTBYKgyzP+qy8GJVJj9hD1R3O0p6Vz5RegGW4qLp8b+FuZR59hy2P4DxZF343B8j+Rdyk1rdMvay/NH+/CXNicISd8MkbeDf30ciwupkfCT9uviRbN9n9GsYW9IT5FhATiZisOJIzIWe2MlhxLeFUJvsM9/d/OBof9WL4tvqIoLSkf4OjhCnXYQ1AQ6PSSlYme3M6/7SDz14v9DPRdPaPtHCGxQ+fdTv/uZYa+GvfRzKRzfr7yWb2jF9U0HKq+TfkCjCS51NLHBYDgDY1yqg7wT6l+xLIValv9DN7BWw3Wz9guDR1bq/ZzjFLkFYMvNwMEGeARiRURj2zMfgCInDxzCOmuSYtQTWMvfxeZZA6+TiYzz/JmTCZ5QO0iGJ6gZfHWbzqHVbfDrVC3vWwptRkon7MgmqNWWfbnufOP1PK06n6JNqzbUDS3XM5J/SuG7wjy46UW7wTkdF8/KpzWWsuxtJf5B3kHMKxf/nV4o8dNg5kMSo7z9SxnQUjz8lMA3GAzVhjEu1cHaT2FBSQ6p/QMq1QUJRPb4iyqyMpLgq5Fw6hipt/4fNU+txGHrVPCvj83ZTRVjNZvh3PZOqNmE7EXvssmxBe2a3YbHtm/h4DpC63TGlp8NXl0UVvIsJwFTmGNfzj+hm6zNQeOS/cKYtLchC/arQuuBogxeLG9cNv4Pfv6zlrs/pU73i8EqLrdsXdw+Luq4lhL2xUUKRe78paJxMRgM1Y4xLtXBkXj7cnGBfdm9BkQ/r+VN3yifAQQt+TNpvd6h5oFl2DwDsRxdyR70OTtyfAnK9yL8xBEcUzbTbd8b5HUeR3HeCRyc3XGq310zWTb8n/bpWVMSMLt+gQY3g6uPGh/r9wAHJ6yACGy56ZDni6ez/bRcnU6rSD9ars8jYfnFfw/dn5ZRc3ZXXuZyYbNJziZli16fLRxnMBiqDWNcqoO2d8PO2XqCbnSzJkfmZUnzq5SgpvIkrGIcwzoQ2KIX2UH18ZrxB3KPJvLKwW5M35NNoIcD/9ffj1b75gLguvofrOryMY1rehGQOEczWQIbKV9SXKiy4piJSpQ3uVUClttmQoNobDvm6Nhewfyxz30EBTvi6uTAbe1PK71t2leCl0X5Kj3+LVK2ynNycIQOD+raQA2WQ/91yV/nRdH9acnVOHuoudRgMFxWjHGpSrIOwdJ3IHUrDPm3Zp8E1Jdw4+k06s2JexewKLEIm2cNbrI54+1UDMf3kNzkfqZvVhgp7VQxm49BS49AbKfSwNmDoMAaBPg6Q1BzqNMJbnpOHsb/9dW+t/+gJHZoeyXKD2/AcvOjtE7raI2OeAeH80Irn8qvo2EveGSVjNX5PPWv+lBNjyCD2ffNC/veqgOvmhBphCcNhiuFMS6XSEFRMZZl4eLkCNt+hHUlYwaO7lD/xNmw2fi//T68PW8XcJTnT1mM7tQA2v+RGgc20jPsFpYkFeDq5ECTEB9sN9yn2SjeoUTUry85+Iiz5BFsNiXQHZ2g53PQbBA2d3/S6/bmVOZRCurdRETQWQxLKf4lXf456RLL9KkDrmdJ3pfPp1zO3IrBYLhqMcblEticlMH4H7aQV1DEKwNb0qm8kq6r92/2T2xOyihb3nY4C1wbQO/X8c5I5I1CTzYlHSc0wJuW7unw/dv2D4Z3OXPWSN3OMPhjOL5HVV6lN3kXd6ijSY3+gRH4cwFkJMF3D0DSKoX6bvmbrut0Oo+RerODo3I+BoPhd48xLpfAtPVJbE6SoONHS/bSaeRgzafPOiSlYJsDxL6miYYNoiX62HJoWSPhiPZhLN11DJsNBrQpqdZy8QB3P4LXfUqfrGSodbfyKjWbyhty8ap8iJWDI/jVgVkPq0pr4xcwesmlSZkcXCvDAtrfDX8sM1QVCGkBgz64+OMYDIbrDmNcLoFAT3und21fd/Dwh27j7BvsmAPLSvIPqVslvBgQAaFtAejTIoT5T/bAwWYjLKCcxMmv38GSN7R8cA2MXqxejcOboUZDJaorIzvVXv6bc1whrUsxLn7hmmtSmKehX97BF78vg8Hwu8IYl0vgjo7huDs7UVBczKDISgZXOZXrWnd0qdj3UUJ4YCV5DKvQvlyYrxBXYEP9nIvwKGg+SKXIXR+3V21dLHVugHt/UK6nTnvwrXNp+zMYDL8bjHG5BEJ83fjTjeeopqrfQ9MlE1eBV4hCW7Ujf3vHLYZp6FfGAYk7upyncKN3sKrUcjPUUOngeH6fOxd1O+vHYDAYLgBjXKoTR2cpCre958I+51dHExcvBmdXcDbhK4PBcGW5rMPCDBdGbkEheQVFV/o0DAaD4YIxxuUqZfmeY/R+dykjPl5B/MEMrSwuhvWfw0dREDsRcrOu6DkaDAbD2TBhsauUt+ftJPF4DonHc5i16TCt6/ip4mz240rwp2yRynHzahr9azAYDJfAdeu5LF26lD59+hATE8OUKVOu9OlcMOWryMpKnp1cVXVWirP7ZT4rg8FgOD+uS8+lqKiIV199lc8++4zg4GCGDx9OdHQ0DRv+RinvVcS4mxvRMMgLN2dHBpU2WNZoDLf9T7Pmg5tDRM8re5IGg8FwFq5L4xIfH094eDhhYWEA9OvXj9jY2GvKuIQHejLmpkrOt3Ef/RgMBsNVzHUZFktJSSEkJKTsdXBwMCkpKVfwjAwGg+H3xXVpXAwGg8FwZbkujUtwcDDJycllr1NSUggONo2FBoPBcLm4Lo1Lq1atSEhIICkpifz8fObMmUN0dPSVPi2DwWD43XBdJvSdnJwYP348DzzwAEVFRQwbNoxGjRpd6dMyGAyG3w3XpXEB6NmzJz17mlJdg8FguBJcl2Exg8FgMFxZrlvP5UI5dOgQQ4cOvdKnYTAYDNcUhw4dqnS9zbJKh60bDAaDwVA1mLCYwWAwGKocY1wMBoPBUOUY42IwGAyGKscYF4PBYDBUOca4GAwGg6HKMcbFYDAYDFWOMS7XGM899xxdunShf//+ZesyMjIYNWoUvXv3ZtSoUWRmZgJgWRavvfYaMTExDBgwgK1bt5Z9ZsaMGfTu3ZvevXszY8aMy34d5+LIkSPcc8899O3bl379+vH5558D19d15uXlMXz4cAYOHEi/fv14//33AUhKSmLEiBHExMQwbtw48vPzAcjPz2fcuHHExMQwYsQIDh48WLavjz/+mJiYGPr06cOyZcuuyPWci6KiIgYPHsxDDz0EXJ/XGB0dzYABAxg0aFBZv9z19Pd6UViGa4o1a9ZYW7Zssfr161e27u9//7v18ccfW5ZlWR9//LH1xhtvWJZlWYsXL7buv/9+q7i42Nq4caM1fPhwy7IsKz093YqOjrbS09OtjIwMKzo62srIyLj8F3MWUlJSrC1btliWZVknTpywevfube3evfu6us7i4mIrOzvbsizLys/Pt4YPH25t3LjRGjt2rDV79mzLsizrpZdesr788kvLsizriy++sF566SXLsixr9uzZ1uOPP25ZlmXt3r3bGjBggJWXl2clJiZavXr1sgoLCy//BZ2D//znP9aTTz5pjR492rIs67q8xptuuslKS0ursO56+nu9GIznco3RoUMHfH19K6yLjY1l8ODBAAwePJgFCxZUWG+z2YiMjCQrK4vU1FTi4uKIiorCz88PX19foqKirqqnwaCgIFq0aAGAl5cXERERpKSkXFfXabPZ8PT0BKCwsJDCwkJsNhurVq2iTx9NGh0yZAixsbEALFy4kCFDhgDQp08fVq5ciWVZxMbG0q9fP1xcXAgLCyM8PJz4+Pgrc1GVkJyczOLFixk+fDigp/br7RrPxvX093oxGONyHZCWlkZQUBAANWvWJC0tDThzImdISAgpKSnX1KTOgwcPsn37dtq0aXPdXWdRURGDBg2ia9eudO3albCwMHx8fHBykipT6XWArrFWrVqAVL+9vb1JT0+/6q9x0qRJPPPMMzg46FaTnp5+3V1jKffffz9Dhw7l22+/Ba7v/5fng9EWu86w2WzYbLYrfRpVwsmTJxk7dizPP/88Xl5eFd67Hq7T0dGRWbNmkZWVxZgxY9i3b9+VPqUqZdGiRQQEBNCyZUtWr159pU+nWvn6668JDg4mLS2NUaNGERERUeH96+Hv9UIxnst1QGBgIKmpqQCkpqYSEBAAnDmRMzk5meDg4GtiUmdBQQFjx45lwIAB9O7dG7g+rxPAx8eHTp06sWnTJrKysigsLATs1wG6xiNHjgAKo504cQJ/f/+r+ho3bNjAwoULiY6O5sknn2TVqlW8/vrr19U1llJ6PoGBgcTExBAfH3/d/r2eL8a4XAdER0czc+ZMAGbOnEmvXr0qrLcsi02bNuHt7U1QUBDdunUjLi6OzMxMMjMziYuLo1u3blfwCipiWRYvvPACERERjBo1qmz99XSdx48fJysrC4Dc3FxWrFhBgwYN6NSpE3PnzgVUOVQ6QTU6Orqsemju3Ll07twZm81GdHQ0c+bMIT8/n6SkJBISEmjduvWVuajTeOqpp1i6dCkLFy7knXfeoXPnzrz99tvX1TUCnDp1iuzs7LLl5cuX06hRo+vq7/WiuILFBIaL4IknnrCioqKs5s2bW927d7emTp1qHT9+3Lr33nutmJgY6w9/+IOVnp5uWZYqkiZMmGD16tXL6t+/vxUfH1+2n2nTplk333yzdfPNN1vTp0+/QldTOWvXrrUaN25s9e/f3xo4cKA1cOBAa/HixdfVdW7fvt0aNGiQ1b9/f6tfv37WBx98YFmWZSUmJlrDhg2zbr75Zuuxxx6z8vLyLMuyrNzcXOuxxx6zbr75ZmvYsGFWYmJi2b4+/PBDq1evXlbv3r2txYsXX5Hr+S1WrVpVVi12vV1jYmKiNWDAAGvAgAFW3759rQ8//NCyLOu6+nu9GIzkvsFgMBiqHBMWMxgMBkOVY4yLwWAwGKocY1wMBoPBUOUY42IwGAyGKscYF4PBYDBUOca4GAwXybFjx3jqqafo1asXQ4cOZeTIkcyfP/+8Ptu2bdsz1n399ddlfRHnS2FhIZ07d+att966oM8ZDNWNkX8xGC4Cy7IYM2YMgwcP5u233wbg0KFDLFy48IxtCwsLy7S0zsUdd9xxweexfPly6tWrxy+//MJTTz1VqcRIUVERjo6OF7xvg+FSMJ6LwXARrFq1Cmdn5woGITQ0lHvuuQeA77//nj/96U/ce++93Hfffee1zw8++IBPP/2UvXv3lqkIg8Q7BwwYUOln5syZw7333kutWrXYuHFj2fro6GjefPNNhgwZwi+//EJcXBwjR45kyJAhjB07lpMnTwIwefJkhg0bRv/+/XnppZcwbW+GqsIYF4PhIti9ezfNmzc/5zbbtm3j/fff54svvrigfTdo0ICCggKSkpIA+Omnn7j11lvP2C4vL48VK1YQHR1N//79mTNnToX3/fz8mDFjBl26dOGjjz7is88+Y8aMGbRs2ZLPPvsMgLvvvpvvvvuO2bNnk5uby6JFiy7oXA2Gs2GMi8FQBbzyyisMHDiQYcOGla0rnc1xMdx66638/PPPAPz888/07dv3jG0WLVpEp06dcHNzo3fv3ixYsICioqKy90s/s3nzZvbs2cMdd9zBoEGDmDlzJocPHwZg9erVjBgxggEDBrBq1Sr27NlzUedrMJyOybkYDBdBo0aNmDdvXtnrl19+mePHj1cIZ7m7u1/0/vv27cvjjz9OTEwMNpuNevXqnbHNnDlzWL9+fZnwY0ZGBqtWrSIqKqrC8S3LIioqinfeeafC5/Py8njllVf47rvvqFWrFh988AF5eXkXfc4GQ3mM52IwXASdO3cmLy+Pr776qmxdbm5ule2/bt26ODg48OGHH1YaEsvOzmbdunUsXryYhQsXsnDhQsaPH8/s2bPP2DYyMpINGzZw4MABQMq9+/fvLzMk/v7+nDx5skyp2GCoCoznYjBcBDabjX/+85/89a9/5ZNPPiEgIAB3d3eefvrp8/p8Tk4OPXr0KHtdfrRAKX379uWNN94oGwNcnvnz59O5c2dcXFzK1vXq1Ys333yT/Pz8CtsGBATw17/+lSeffLLsvXHjxlG/fn1GjBhB//79qVGjBq1atTqvczcYzgejimwwGAyGKseExQwGg8FQ5RjjYjAYDIYqxxgXg8FgMFQ5xrgYDAaDocoxxsVgMBgMVY4xLgaDwWCocoxxMRgMBkOV8/8qjXNQKZ+lPQAAAABJRU5ErkJggg==\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Bsmt\", s=15, data=df);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Fireplaces\n", + "\n", + "Bigger houses are more likely to have a fireplace. Thus, the variable *has Fireplace* might be an interesting predictor." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Fireplace\", s=15, data=df);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Garages\n", + "\n", + "Holding the overall living area fixed adding a garage seems to affect the price positively. Thus, *has Garage* seems like an interesting predictor as well." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Garage\", s=15, data=df);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Pools\n", + "\n", + "Unfortunately, almost no one in Ames, IA, has a pool. The predictor *has Pool* seems quite uninteresting." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Pool\", s=15, data=df);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Porch\n", + "\n", + "Most houses have a porch." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Porch\", s=15, data=df);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Neighborhoods\n", + "\n", + "The instructors' notes say:\n", + "\n", + "> For instructors who cover nominal variables in their class, I would suggest incorporating the neighborhood variable into their models by converting it to a set of dummy (indicator) variables. I have found that the coefficients for the continuous variables tend to have values with more realistic interpretations when used in conjunction with the neighborhood variable.\n", + "\n", + "Indeed, plotting the price distributions by neighborhood reveals significant differences in the price level." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "_, ax = plt.subplots(figsize=(10, 8))\n", + "sns.boxplot(x=\"Neighborhood\", y=\"SalePrice\", data=df, ax=ax)\n", + "ax.set_title(\"Prices by Neighborhood\", fontsize=24)\n", + "ax.set_xlabel(\"Neighborhood\", fontsize=18)\n", + "ax.set_xticklabels(ax.get_xticklabels(), rotation=45)\n", + "ax.set_ylabel(\"House Price\", fontsize=18);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The 28 neighborhoods are encoded as factor variables." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "neighborhood = pd.get_dummies(df[\"Neighborhood\"], prefix=\"nhood\")\n", + "df = pd.concat([df, neighborhood], axis=1)\n", + "del df[\"Neighborhood\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [], + "source": [ + "new_variables.extend(neighborhood.columns)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(2898, 28)" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[neighborhood.columns].shape" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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nhood_Blmngtnnhood_Bluestenhood_BrDalenhood_BrkSidenhood_ClearCrnhood_CollgCrnhood_Crawfornhood_Edwardsnhood_Gilbertnhood_Greensnhood_GrnHillnhood_IDOTRRnhood_Landmrknhood_MeadowVnhood_Mitchelnhood_Namesnhood_NoRidgenhood_NPkVillnhood_NridgHtnhood_NWAmesnhood_OldTownnhood_SWISUnhood_Sawyernhood_SawyerWnhood_Somerstnhood_StoneBrnhood_Timbernhood_Veenker
OrderPID
15263011000000000000000001000000000000
25263500400000000000000001000000000000
35263510100000000000000001000000000000
45263530300000000000000001000000000000
55271050100000000010000000000000000000
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" + ], + "text/plain": [ + " nhood_Blmngtn nhood_Blueste nhood_BrDale nhood_BrkSide \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_ClearCr nhood_CollgCr nhood_Crawfor nhood_Edwards \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_Gilbert nhood_Greens nhood_GrnHill nhood_IDOTRR \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 1 0 0 0 \n", + "\n", + " nhood_Landmrk nhood_MeadowV nhood_Mitchel nhood_Names \\\n", + "Order PID \n", + "1 526301100 0 0 0 1 \n", + "2 526350040 0 0 0 1 \n", + "3 526351010 0 0 0 1 \n", + "4 526353030 0 0 0 1 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_NoRidge nhood_NPkVill nhood_NridgHt nhood_NWAmes \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_OldTown nhood_SWISU nhood_Sawyer nhood_SawyerW \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_Somerst nhood_StoneBr nhood_Timber nhood_Veenker \n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 " + ] + }, + "execution_count": 21, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[neighborhood.columns].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Nominal Features\n", + "\n", + "This section investigates the rest of the nominal variables with regard to which realizations / encoding might be a useful predictor." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Alley Type of alley access to property\n", + "Bldg Type Type of dwelling\n", + "Central Air Central air conditioning\n", + "Condition 1 Proximity to various conditions\n", + "Condition 2 Proximity to various conditions (if more than one is present)\n", + "Exterior 1st Exterior covering on house\n", + "Exterior 2nd Exterior covering on house (if more than one material)\n", + "Foundation Type of foundation\n", + "Garage Type Garage location\n", + "Heating Type of heating\n", + "House Style Style of dwelling\n", + "Land Contour Flatness of the property\n", + "Lot Config Lot configuration\n", + "MS SubClass Identifies the type of dwelling involved in the sale.\n", + "MS Zoning Identifies the general zoning classification of the sale.\n", + "Mas Vnr Type Masonry veneer type\n", + "Misc Feature Miscellaneous feature not covered in other categories\n", + "Roof Matl Roof material\n", + "Roof Style Type of roof\n", + "Sale Condition Condition of sale\n", + "Sale Type Type of sale\n", + "Street Type of road access to property\n" + ] + } + ], + "source": [ + "print_column_list(set(NOMINAL_VARIABLES) - set([\"Neighborhood\"]))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Alleys\n", + "\n", + "Almost no house has access to an alley." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Alley\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Alley\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Building Type\n", + "\n", + "The type of a building clearly affects the valuation. The two types of townhouses as well as the 2-family condo and duplex type are summarized into a single category. This makes sense a) semantically, and b) by looking at the two sub-clusters in the scatter plot." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Bldg Type\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# Unify the two townhouse types into one.\n", + "df[\"Bldg Type\"] = df[\"Bldg Type\"].apply(\n", + " lambda x: \"Twnhs\" if x in (\"TwnhsE\", \"TwnhsI\") else x\n", + ")\n", + "# Unify the two kinds of 2-family homes.\n", + "df[\"Bldg Type\"] = df[\"Bldg Type\"].apply(\n", + " lambda x: \"2Fam\" if x in (\"2FmCon\", \"Duplx\") else x\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [], + "source": [ + "build_type = pd.get_dummies(df[\"Bldg Type\"], prefix=\"build_type\")\n", + "df = pd.concat([df, build_type], axis=1)\n", + "del df[\"Bldg Type\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [], + "source": [ + "new_variables.extend(build_type.columns)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
build_type_1Fambuild_type_2Fambuild_type_Twnhs
OrderPID
1526301100100
2526350040100
3526351010100
4526353030100
5527105010100
\n", + "
" + ], + "text/plain": [ + " build_type_1Fam build_type_2Fam build_type_Twnhs\n", + "Order PID \n", + "1 526301100 1 0 0\n", + "2 526350040 1 0 0\n", + "3 526351010 1 0 0\n", + "4 526353030 1 0 0\n", + "5 527105010 1 0 0" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[build_type.columns].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Air Conditioning\n", + "\n", + "Air conditioning clearly increases the valuation (\"steeper\" regression line with respect to the overall living area)." + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Central Air\", s=15, data=df);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use a new variable name to cleary show that the variable's *dtype* is changed from *str* to *int*." + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"air_cond\"] = df[\"Central Air\"].apply(lambda x: 1 if x == \"Y\" else 0).astype(int)\n", + "del df[\"Central Air\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [], + "source": [ + "new_variables.append(\"air_cond\")" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " air_cond\n", + "Order PID \n", + "1 526301100 1\n", + "2 526350040 1\n", + "3 526351010 1\n", + "4 526353030 1\n", + "5 527105010 1" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[[\"air_cond\"]].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### \"Proximity to various Conditions\"\n", + "\n", + "The columns *Condition 1* and *Condition 2* have the same realizations and can be regarded as \"tags\" given to a house indicating the nearby presence of a) a major street, b) a railroad, or c) a park.\n", + "\n", + "The default tag \"Norm\" (implying no \"condition\") is given to 86% of the houses (this realization should therefore not be regarded as a tag!).\n", + "\n", + "From the comparison of the grouped scatter plots below, it can be assumed that the proximity of a major street decreases the valuation (lower regression slope through the cloud of blue and orange dots). Therefore, a factor variable *major_street* is extracted indicating the proximity of an \"artery\" or \"feeder\" street.\n", + "\n", + "Further, a factor variable *railway* is extracted as a relatively high proportion of the houses has such a tag. From the plots, a railway seems to not affect the valuations strongly.\n", + "\n", + "Lastly, a factor variable *park* is extracted. From the plots, this does not seem to affect the valuation much." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "List the \"raw\" realizations:" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Feedr 174\n", + "Artery 97\n", + "RRAn 48\n", + "PosN 43\n", + "RRAe 29\n", + "PosA 24\n", + "RRNn 11\n", + "RRNe 6\n", + "dtype: int64" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "(\n", + " (\n", + " df[\"Condition 1\"].value_counts() + df[\"Condition 2\"].value_counts()\n", + " )\n", + " .sort_values(ascending=False)[1:]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "metadata": {}, + "outputs": [], + "source": [ + "# Condition 2 is only filled with anything other than \"Norm\"\n", + "# if Condition 1 already has such a tag.\n", + "assert not ((df[\"Condition 1\"] == \"Norm\") & (df[\"Condition 2\"] != \"Norm\")).any()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "86" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# 86% of the houses actually have no tag.\n", + "round(100* (df[\"Condition 1\"] == \"Norm\").sum() / df.shape[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "From a simple scatter plot it is hard to see any significant impact by a predictor." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Condition 1\", s=15, data=df);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "However, plotting the groups seperately reveals different slopes." + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "street = [\"Artery\", \"Feedr\"]\n", + "railway = [\"RRNn\", \"RRAn\", \"RRNe\", \"RRAe\"]\n", + "park = [\"PosA\", \"PosN\"]\n", + "plot = sns.lmplot(\n", + " x=\"Gr Liv Area\", y=\"SalePrice\", col=\"Condition 1\", hue=\"Condition 1\",\n", + " col_order=[\"Norm\"] + street + railway + park,\n", + " data=df, robust=True, col_wrap=4, ci=None, truncate=True, scatter_kws={\"s\": 15},\n", + ")\n", + "# Adjust font sizes.\n", + "for ax in plot.axes:\n", + " ax.set_title(ax.get_title(), fontsize=20)\n", + " ax.set_xlabel(ax.get_xlabel(), fontsize=16)\n", + " ax.set_ylabel(ax.get_ylabel(), fontsize=16)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Extract factor variables *major_street*, *railway*, and *park*." + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"major_street\"] = 0\n", + "df.loc[\n", + " df[\"Condition 1\"].isin(street) | df[\"Condition 2\"].isin(street),\n", + " \"major_street\",\n", + "] = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"railway\"] = 0\n", + "df.loc[\n", + " df[\"Condition 1\"].isin(railway) | df[\"Condition 2\"].isin(railway),\n", + " \"railway\",\n", + "] = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"park\"] = 0\n", + "df.loc[\n", + " df[\"Condition 1\"].isin(park) | df[\"Condition 2\"].isin(park),\n", + " \"park\",\n", + "] = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Condition 1\"]\n", + "del df[\"Condition 2\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "metadata": {}, + "outputs": [], + "source": [ + "new_variables.extend([\"major_street\", \"railway\", \"park\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Show summary of counts:" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "major_street 264\n", + "railway 94\n", + "park 60\n", + "dtype: int64" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[[\"major_street\", \"railway\", \"park\"]].sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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major_streetrailwaypark
OrderPID
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" + ], + "text/plain": [ + " major_street railway park\n", + "Order PID \n", + "1 526301100 0 0 0\n", + "2 526350040 1 0 0\n", + "3 526351010 0 0 0\n", + "4 526353030 0 0 0\n", + "5 527105010 0 0 0" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[[\"major_street\", \"railway\", \"park\"]].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Exterior\n", + "\n", + "This dimensions tells the main material with which the houses are made of. The category is too diverse and the various grouped scatter plots did not reveal differing slopes. For simplicity, this variable is dropped.\n", + "\n", + "This variable actually also represents tags that could be associated with a house (possibly up to two different tags)." + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Exterior 1st\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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noqNzBKVGo+J7D9WbFWwDZUKHGRBkgfTSQmZsWQXA2sJsUkPC6B2d0GA/mqLh3KmgVmiY20sYov48z3Djk4bTM7IzJtFElDniXE+nyZBG3uaPuRy7NGYwIY287bT7bCrJ/YbIyspi2rRpgN8wDRkyhJEjRzbrUtep0KyS+w6Hg8ceeyzgFs6YMYOUlBTuuececnJySEhI4NVXXyU0NBRN03jmmWdYvnw5ZrOZ5557jk6dOgEwZ84c3n77bQDuuOMOJk2aBEB6ejoPP/wwLpeLIUOG8OijjyIIAuXl5fWOcSJ0yX2d6u0+iv5de3OJvceMOUUivaSAm1Z8y9EfyqyB4+gRHddwP1t8FH3g78fcTiTmFjOiUWjweJ3m4ZQl9zct8cdYygshLAZp5G3IPUec/MQmokePHmzevPmsjXc6nIrkfrM+Uj3zzDMMGjSI77//nnnz5tGqVSveffdd0tLSWLJkCWlpabz77rsArFixgszMTJYsWcL06dMDFrm8vJyZM2fy5ZdfMnv2bGbOnBlwBadNm8b06dNZsmQJmZmZrFjhr3fd0Bg6OidCsgBHbIAgg2jy/90pIoZpvYcyNrkNj/cYTNcoe4N9AHiL1cDf7oMqmlsvmfRHQO45AtPDX2N6fiWmh78+q4blz0izGZfKykrWr1/P5MmTAX8QKSQkhGXLlgWCVxMnTmTp0qUAgXZBEOjevTsOh4PCwkJWrVrFgAEDCAsLIzQ0lAEDBrBy5UoKCwupqqqie/fuCILAxIkTWbZsWZ2+fjuGjs6JMLWSiJ5iImS4TPTNJozx/mp/giAwOqkNT/YayviW7ZCEE/9sLO0lpCgBBAgfb0AM1r0WnZPze/daTpVmi7lkZ2cTERHBww8/zO7du+nUqROPPvooJSUlxMT4g2TR0dGUlJQAUFBQQGxsbOD82NhYCgoKjmu32+31th89HmhwDB2dEyEIAkHdZYK6n9nPwpQoEXevGc2lIUeIdbJ+dHT+KjSb5+Lz+di5cydXXnklc+fOxWKxHLc8JQhCs//wzsYYOn98fGUqFT95cKzw4qtUT37CSZCDRQxREoKof/d0/po0m3GJjY0lNjaWbt26ATBq1Ch27txJZGQkhYX+3PHCwkIiIvwZJ3a7nfz8/MD5+fn52O3249oLCgrqbT96PNDgGDo6DVGx1EvZHC+lX3moWuM719PR0fnD02zGJTo6mtjYWDIyMgBYs2YNrVq1YtiwYcydOxeAuXPncsEFFwAE2jVNY8uWLdhsNmJiYhg4cCCrVq2ioqKCiooKVq1axcCBA4mJiSE4OJgtW7agaVq9ff12DB2dhvAW1norvrLmD8Ar1Ro1u3148n9/e2ZW5R3mlW1rWHhoLz71zL04nb8mzbrP5fHHH+cf//gHXq+XpKQknn32WVRV5e9//ztfffUV8fHxgVzuIUOGsHz5coYPH47FYmHGjBkAhIWFceeddwYSA+666y7CwsIAePLJJwOpyIMHD2bw4MEA3HrrrfWOoaPTEKEXGvDmexCMENynebd/qR6NktlunJsUBDPY7zRjbik165iNJcNRyoO//oD3iFGJsljpG5N4jmf1x6VDhw60bdsWTdOQJInHH3+cnj17HndcdnY2t99+OwsWLDjuvW3btvH8889TXFyMxWKhU6dOPPbYY1gslrNxCadNs/6KOnToUG/+88cff3xcmyAIPPnkk/X2M3ny5IBxOZYuXbrU+58RHh5e7xg6Og1haScT/4iEIIBobt44ieJQcW7yeyyaCzyH1d+NcfEoSsCwALgUfYnwTDCbzcybNw+AlStX8vLLL/Pf//63zjE+X8OfcXFxMf/3f//Hyy+/TI8ePQC/QnJ1dfVf27jo6PyRkCxnJ/gu2UQs3SVqtigIRjAm/X528LcJi+Sh7gOZfWAHg+Na0Dvq9yMn0tyU7fqOgtUz8VYWYLDZsQ+4m/AOo5us/6qqKkJCQgBYt24dr732GiEhIRw8eJD3338/cFxWVhZ/+9vfeOqpp/jpp5+YOHFiwLCAP34N/j2AjzzyCFlZWVgsFp566inat2/PG2+8QXZ2NllZWeTl5fHwww+zZcsWVq5cSUxMDO+88w4Gg4Fhw4YxduxYVqxYgSRJTJ8+nZdffplDhw5x0003ceWVV57R9erGRUfnLCOaBCIvM+JNUxFDBUzxvw+vBUASRC5O6cCklu3/UlmWZbu+I2fp02g+f90Tb2U+OUufBjgjA+NyuZgwYQJut5uioqI6Kyo7d+5k/vz5JCUlkZ2dDfgLft17770899xztG/fnnfffbdeUUuAN954g44dO/LWW2+xZs0aHnzwwYCXdPjwYT755BMOHDjA5Zdfzuuvv84DDzzAXXfdxfLly7nwwgsBiIuLY968ecyYMYOHHnqIzz//HI/HE6hseSboxkVH5xwgB4vIHX4/Hstv+SsZFoCC1TMDhuUoms9FweqZZ2Rcjl0W27x5Mw8++GBgKb9Lly4kJSUFji0tLeXOO+9k5syZtG7d+qR9b9y4kTfeeAOAtLQ0ysvLqaqqAmDw4MEYDAbatm2LoiiBeHTbtm0DhgwIJDu1bdsWp9MZkP83Go04HI6Ap3U6/H6/3To6OjpnCW9lwSm1nw49evSgrKwsUGHSarXWed9msxEfH1+njkvr1q0DqsmnwrGy+gaDIfCw8FuZ/aNlkUVRrCPTL4riCWNBjUE3Ljo655jiysNkFG7A6S4/11P5y2Kw1a8X11D76XDgwAEURQlkux43lsHAzJkzmTt3LvPnzwfgmmuuYe7cuWzdujVw3JIlSyguLqZ37958++23gD+GEx4eHvA8fg/oy2I6OvVQtd5L5Wof5nYSIUMNgWC/o6YQo2zFbGiaH3Fe2R4+WXkXVe5SOsQP4+I+/8RsDGqSvnUaj33A3XViLgCCbMY+4O4z6vdozAVA0zSef/55JKnhGJvVamXWrFlMmTIFq9XKBRdcwMsvv8zzzz9PSUkJoijSp08fBg0axN13380jjzzC+PHjsVgsPPfcc2c016amWSX3/0jokvs6R/HkK+Q+6+Koxn70jUaCuhvYkPENCzY9R3RIKpecN53YsDZnPNbGg3OZu+GpwOu/jfiSmNCTr7frnJxTldxv7myxPwOnIrmvey46Or9BEEGQQDuy5CxIAtWuMr7b8hKK5iO/Yi/78lc3iXGxh7bBLAfj8lWRGtMXm+X0Kx+eKsWVh6lylRAX1haTQfeWwjuM1o1JE6IbFx2d32CIkYi+0YRzh4IxXsDcTsInWogP70Bm8SYAQq1NsxafGNGJm4d9QHl1HvHh7bEYTz8751TIKtnOf1b+jRqvg96plzCm+z8wSKazMrbOXwPduOjo1IO1s4y1c+3Pw4iZCb0fZ2/eamzmKNonDGmyseyhrbE301KY5lFQM0rBICGmhgeyhrJL0qnxOgDYkPE1g9tPITzor7NhUqf50Y2Ljk4jibK1IMrWotHHuw8ruDJUDHEC1nbn5qfm+/EAvvl7QADDDT2ReycAYA9rgyQaUFQvHeLPJ8gUfk7mp/PnRTcuOjrNgLdEpWCWC7USECH2/wTMKWd3J76maSgbco68ADWzDI4Yl9SY3txy/oc4XEUkRXTGKP++dap0/njo+1x0dJoBtUrzGxYAFZSysy9dLwgCUlqy/4UoILaqW9coIaIjHeKHEGyOPOtz0/nzo3suOjrNgCFWxDZEpnK5D0sHCVPqudEPk4ekILYIA4OE1CLsnMzhr8yZSu6vW7eOO++8k8REf9mD8PBwPvroo7Mx9TNGNy46Os2AaBKIuMhIyPkGJKvQ7DL+DSHIIlJr3TM5V5yp5D5A7969mTVrVrPNsbnQl8V0dJoJwSBgiBDPmWHROTVy933Hz5+N5ft3e/PzZ2PJ3fddk/b/W8n9q666ittvv52xY8fWOS4rK4uJEyeybdu2evvZtm0bl19+ORMnTuSKK64IVPtVFIXnn3+ecePGMX78eP7zn/8AkJ6ezjXXXMPFF1/MTTfdFCgB39zonouOjs5fntx935G+8mnUI/Ivrqp80lf6Jffj25w7yf1169axYcOGgITMqFGjuPbaa/n000+RZZlffvmFV155hTfeeIMvvviCnJwc5s6diyzLlJeX4/V6efrpp3nrrbeIiIhg0aJFvPLKKzz77LOnfU2NRTcuOjo6f3n2rp8ZMCxHUX0u9q6feUbGpSkk93+7LJaXl8eDDz7IoUOHEAQBr9cLwJo1a7jiiiuQZf9tPSwsjL1797J3716mTJnivyZVJTo6+rSv51RoVuMybNgwgoKCEEURSZL45ptvKC8v55577iEnJ4eEhAReffVVQkND0TSNZ555huXLl2M2m3nuuefo1KkTAHPmzOHtt98G4I477mDSpEmA3917+OGHcblcDBkyhEcffRRBEBocQ0dHR6c+XFX1S+s31H46nIrk/onqubz22mv07duXN998k+zsbK677roGj9U0jTZt2vDFF180zUWcAs0ec/n444+ZN29eQNjs3XffJS0tjSVLlpCWlsa7774LwIoVK8jMzGTJkiVMnz6dadOmAf5SnjNnzuTLL79k9uzZzJw5k4qKCgCmTZvG9OnTWbJkCZmZmaxYseKEY+joeItUyr5zU/adG2+JSknlYbJL0vEq7iYfy1ep4j6k4Ks8+2nIOqeGObh+OZ+G2k+H05Hcr4/Kykrsdv+85syZE2jv378/X3zxRSBBoLy8nJSUFEpLS9m8eTMAXq+Xffv2NdEVnZizHtBftmxZoGznxIkTWbp0aZ12QRDo3r07DoeDwsJCVq1axYABAwgLCyM0NJQBAwawcuVKCgsLqaqqonv37giCwMSJE1m2bNkJx9DRcSz3UvGdj4rvfBw4sIG3l17NrB+vY8WuD1C1pjMCvjKVovdc5L3kougjN74K3cD8nmnb525E2VynTZTNtO3TNJL7EyZM4J577mm05P5HH30UuJ/9lptvvpmXX36ZiRMn1sk0u/TSS4mLi+Oiiy7ioosuYsGCBRiNRl5//XVefPFFLrroIiZOnBgwNM1Ns8dcbrrpJgRB4PLLL+fyyy+npKSEmBi/8mt0dDQlJSUAFBQUEBsbGzgvNjaWgoKC49rtdnu97UePBxocQ0dHcdZWmMjxbMXtqwZgzb7P6NfmSoJMYWc8htNdQXVpNZ4c/1Kse5+KN19FDtWTM3+vHI2r7F0/E1dVAeZgO2373H1G8RbwS9TXR9++fenbt2/gdWJiYiAWExISwtdff13n2GPp0aMHixcvDry+5557AJBlmYcffpiHH364zvEdOnTg008/PaPrOB2a1bh8/vnn2O12SkpKmDJlCqmpqXXeFwSh2Wt1n40xdP44hAw2oJRpIECcvQ1CnoiGSoeE8zE3gex8btkuvlz7CGXVOYwc9yAJ80chBgtIEfp38PdOfJvRZ2xMdGppVuNydF0wMjKS4cOHs23bNiIjIyksLCQmJobCwkIiIiICx+bn5wfOzc/Px263Y7fb+fXXXwPtBQUFnHfeeQ0ef3S8+sbQ0TG3lIid6l/+iBOGcmPYu1S7y2gZ3RNJNJxx/3vyVlFSdQiAnytmcsfNwwgKD8EY3Tw79DVNw5OjIshgjD03KgA6OvXRbH660+mkqqoq8Pfq1atp06YNw4YNY+7cuQDMnTuXCy64ACDQrmkaW7ZswWazERMTw8CBA1m1ahUVFRVUVFSwatUqBg4cSExMDMHBwWzZsgVN0+rt67dj6OhAXW+2ZXRPOiVe0GSqwOFBcYG/EyM6Y2sX3Kw3/ap1PvL+5SL3eRfO7Sfe6a2jczZpNs+lpKSEu+66C/DvHB03bhyDBw+mS5cu/P3vf+err74iPj6eV199FYAhQ4awfPlyhg8fjsViYcaMGYA/V/vOO+9k8uTJANx1112BbIsnn3wykIo8ePBgBg8eDMCtt95a7xg6Ok2F6tao3uTDV65h7SphSvAbkE6Jw5FEI9WuMtrGDUBuAm/oRFT94vOXY1agZpeCtYu+dU3n94GgaZp28sP+/DRUB1rnz0vNLh+efBVzqoSpxal5F5XrvJR86gHAkCAQ93+WcyLzUv69h/JF/k10kVcYsfVvPmOm5HtQ06sRQiWk7sEIht93gkJ99d51zoz6PtOG7p36Y47OHxalWsNbpCKHC6ecieU6oFAwyw0qiDYvcfdaMEQ2vg+1uvaZzFesoXk1OAfGJeR8A4YEAUEWsLRpvuU3za3i+TgPbZ9/F7vxljjkvmenJLPOHxPduOj8IVGqNIo/dVOzQ8EQLxBzsxlDVOONg1KhwpGtJ2rlEWNxEvHgmn0+anYqGGJELB0kanYreHM0wi82INlEVI+G+7CKaART8tkJrosmgaAuzbv0Bn7joh2q3WiqlXmbfcw/A0VFRcyYMYPt27cTEhJCZGQkjzzyCBMmTCAlJQVN07BarcyYMYPU1FTWrVvHBx98cFoqyD169Dhre1gag25cdP6QeAtVanYo/r9zNTzZyikZF1MrCUtniZodCiHDZAyxJz7XV65S9L4b1el/HX2zCfttZlQvSEc8FsdPXsoXekGEmJtNWDsf//PylqoIRpCDf99LSr9FDJExXB6N97NChHgjYufgcz2l3z2apnH33XczceJEXnnlFQB2795NSUkJycnJAc2x//3vf8yaNYvnn3/+XE63ydGNi84fEjlCwGAX8BZoiFaQo0/tZi2HikTfYEJ1akg2AUE68ZKW5tFQa2pfqy4NQRI4utla9WpUrTmSraWCK0M5zrhUrvOSvyWHvNZrCEuOpF3LAZiaYG/N2UIeHIbUNRjBJCJY/3xpzwcyFrFxy5tUV+cTFBRLr+530Sp1zGn3t3btWmRZ5sorrwy0tW/fPqCAfJRjpfiPpby8nEceeYSsrCwsFgtPPfUU7du3p7q6mqeffpr09HQA7r77bkaOHBk4r7S0lDvuuIM77riDoUOHnvb8zxTduOj8IZHDRKJvMeHNVpFjREqt+xHKBWLD2ja6D9EoIBobFycxxEhEXmmk4gcv5jYilvZ1b66iQSCot0TFEh8IHJcgoLo0Kn7ykpG2iJTcCzBvi6Kkbxnx/f84xkUQBITw5l+COxccyFjE6rVPoyj+mFJ1dR6r1/ol90/XwOzbty8gvvtbDh8+zIQJE6iursblcvHll18ed8wbb7xBx44deeutt1izZg0PPvgg8+bN46233iI4ODigP3ZUaxGguLiYO+64g7///e8MGDDgtObdVDTauOTk5HDo0CH69++Py+XC5/MRHKy7xjrnDmOMhDFGYuuhRSxa/i8sxlAu7HIXnZOGN7qPQkcGeWV7sIe2OqlhsvUzENxbRpDrN0ihw42YW0kIZgFzSl3jIhjB1FbFXtkF45pEVMBz2Iy3jYKhmTZY6jSejVveDBiWoyiKi41b3jwj76Uhjl0WW7RoEY8//jjvv/9+3Tlt3Mgbb7wBQFpaGuXl5VRVVbFmzRpefvnlwHFHFd+9Xi833HADTzzxBOedd16Tz/lUadRawpdffsnUqVN54oknAP9u+KN7WHR0zjVluUVcXvwfLtn+CcbMmMafV5XLf1ZO5atfH+WDn2+loOLASc9pyLCAP7hu6SAfZ1g0TUMQBcKHWokOSqntSwJOshync3aors4/pfbG0KZNG3bs2HHS44YNG8aGDRtOe5yjyLJMp06dWLVq1Rn31RQ0yrh8+umnfP755wFPpWXLloGaBDo655pWpRcibgtHyZEwf9e6jjjliSh35lHuzAWgxuugrDq73uNq9vko/9FDzf5T2wGvujXKv/eQ+2wNjp89SKECcWkJhE4UCUoTib7RhCHijxXY/7MSFBR7Su2NoV+/fng8njq1VHbv3l1Htgr8HkpycvJx5/fu3Ztvv/0W8JdFDg8PJzg4mP79+9cRojy6LCYIAjNmzCAjI+N3UWakUd9so9GI0WgMvD5W5llH51zgLVRwZSqoXo0QW1SgXQwSEE7wrfYUKpTOd1M63020rx1tYv3r0okRnetdFnNnKxS+7aZ8rpfCt924c5VGz9F1QKF8kRdvvkbpN17ch1REs0D4MAvRV1qwdmx4VVpT9b3NZ5Ne3e9CkupK7kuSmV7dT3+FRhAEZs6cyS+//MKFF17I2LFjefnll4mKigrEXC666CJefvllnn766ePOv/vuu9mxYwfjx4/npZde4rnnngP8BRMdDgfjxo3joosuYt26dcfMWeLll19m3bp150QJ+VgaFXPp06cP77zzDi6Xi9WrV/PZZ58xbNiw5p6bjk691Oz3UTjLjeaG0FEGbIMM4BVQHBrWHvIJd8pX/uyjcpX/4cjmNTB57NOUVWcTao0l2Hz8Rhe1UkM78iylef2vG4to9MdaygduxSHlYpZ7E0vLk55Xvc1H+SIPxkSR8LFG5HDdu2lujsZVmjJbDPyCvK+99tpx7du2bav3+GOl+MPCwnjrrbeOOyYoKKjetOWje1yMRuNx8ZtzQaOMyz/+8Q+++uor2rZtyxdffMGQIUO49NJLm3tuOjr14j6goh3Zz+f42UvIYJnQC4wnPukIqqfWOGgeDaspFKup4RLYxhYSQX0lqtcrBPeVMJ7C5khTqkTNlG18vXMqmldl+5723GB/+4TjKZUqxf91o7nAm6tgTFIIHaIbl7NBq9QxzRK8/6vSKOPicrm45JJLuOyyywC/EKXL5cJisTTr5HR06sMQL4IAaGDtJiFaGh8UDxlsQK3x13OxDTh5Wq1kFYi8zET4WA0pSEAwNH4sQRSoNOegHZECyCvfjdNdfkLjgiQgBgkoLr8RFBtnM+vgdpaQf/BHBEHAnnIBJkvTKD7r6JwKjXokuuGGG3C5atP0XC4XU6ZMabZJ6eiciKAuMmF3+LBe4yR4rHbSDZDHYkqWsN9iwX6zBVNSrRfizlFwrPJSs+/4eKJoEJDDxFMyLEdpEd2TaJu/SN7AttcRdowkvydfwZ2rcKx2rGQViL7ORMj5MuEXG7B2P/WtaJnp/2PX6ufYuepZsnZ+dcrn6+g0BY365rrdboKCajd7BQUFUVNTc4IzdHSaj9yy3fxn71Sq3MX0FCYwtseDGI/UP/c5VKp+9aE5Nay95IAU/onwlakUvuv2V6gUIXaqgDn19PaeqB5/8S4pyL/xMiYklZvOf5dqdwXhQfHIkt8VcW73UfiBXzgz8hojtj61XpQ5RTounflUqC7PrP3bcfi0+9HRORMa5blYLJY6+drp6emYzeYTnKGj03xkl6STFNmF7i3Gsiv3Zxw1BYH3qjf4KP/WS8VSH6VzPI3KulIqNb9hAVD9xua3eAoUXAcVv/pxA2iqRsViD/mvuMh90YXrSOpykCmCiOAWbCop4pf8LNyKD+cOBRRAO1KTpQlJ7jgZgykMoyWSxLYTmrRvHZ3G0ijP5ZFHHuH//u//iImJQdM0iouLA0JsOjrNha9SxbnVn/pr7SYh20RKq3NYsv0N3L5KANLaXF0ny0t11978lQqVg4UbSY3tfcJxDHaR4EEyVSt9mFoJmH7jNdTs9VH4rhvNA2GjDYSOMgQqWR6LWq3hWO43FJoLXBkq5tb+9xYc2suMLSsB+L/OfRmf2D5wnqVd0+7Qj0rsy6DLvwYEjOYTxHfOEN+OarQsN2IrM1Iba7ONo/PHpFHGpWvXrnz33XccPHgQgJSUFAyGP6fGkM7vh8qVPiq+90u7KxUGwsca8XirA4YFwB7SClVTOVS8hRCLnaAeMbiyfPhKFbJ7/cx3q57mlmEfkhhRv8YT+HfWR0wwEjpURgwWkX6TIOA6oKL564LhWOHF2ltCqwY5RkQQofIXL+4slaAeMtYeEtXrFBBBrdHw5CsYYyXSy2q9qzUF2VzZtwtymIimaFjanVpcJd9ZRb6zipSQMEKN9a8giL4QfAUavkgVOazps82UjBo8r2f7vS+LiOnRZKRYU5OP80enIcn9lJSUk598ijgcDubPn8/VV18NQHZ2NmPGjKlX2v+3XHvttTzwwAN06dKlyeZzwm/1mjVrSEtLY8mSJXXaMzMzARgxYkSTTURH57d4C9Xj/o4OSWVU13tYuedj2sT2JyWmD99ueJodOUsJs8ZzzcBX8VxcxZxf/0lJ+SEAXN6qk44lGgXEBjS+jAnHZKd1kSj+rxvPQQ1rdwlLF4myuX4DWLNVwT7VhBwl4C1RqVzpQ5DBOFainz2JhYf3oWoaI5NaIRqEgGryqWyYPFhZxn2/LCHb6WBIXAse7zmEEGPdm7qvSqXoYzfuPSqGOIGYW06t1k1j0Bw+v2EBqFGhUoHT38z+p+REkvvNZVw+//zzgHEBzqm0/wmNy/r160lLS+Onn36q9/3GGBdFUbjkkkuw2+3MmjWLrKws7r33XsrLy+nUqRMvvPACRqMRj8fDAw88wI4dOwgLC+OVV14hMTERgFmzZvHVV18hiiKPPfYYgwYNAmDFihU888wzqKrKpZdeyq233grQ4Bg6fyxsaTKufQpoYOvv/6pKosyAdtfSO/ViDLKFQ4e3siNnKQDlzlxyy3bRKXE4nZIuYFPmt/RoMY7kyK5nNA9jikDMLSY0RUNToWqt/67q3KJgblt70zZ3kCj51IO3QCOol4Qgg2Dye0EXJqSSHBSKT1VpURaGc48PU5JI9SYFx3Iv1s4SoSOMx3lNv2V3eTHZTgcAy/MOcVN15fHGpUDDvcdvjL15Gp6cU6t10xikVhakvjaUDZVI54chJv/xY7BbDy3ih/Q3qXDmE2qNZXjnu+jWoukl9wHee+89vvvuOzweD8OHD2fq1KlkZ2dz88030717dzZv3kznzp255JJLeP311yktLeXFF1+ka9euvPHGG+Tm5pKdnU1ubi7XX3891113HS+99FJg53///v3rGBmoK+3vcrl4+OGH2b17N6mpqXWygZuKExqXqVOnoqoqgwYNYsyY0/uQP/nkE1q1akVVlf/p8cUXX+SGG25g7NixPPHEE3z11VdcddVVzJ49m5CQEH744QcWLlzIiy++yKuvvsr+/ftZuHAhCxcupKCggClTprB48WIAnnrqKT788EPsdjuTJ09m2LBhtG7dusExdP5YWNrJJDwiARpSUN2bo8kQRI2jmvScH4gJaUWh4wBGyUJ0SCpG2czwLnczuMMUTPKZSdp7chWKPnTjLdAIv8iAqa2IYATNA4YEAXN7ibBx4D7kr4hZs93vhVRvUoi41IghRkDzaggGgbZhkVSt91D5qw+1GoL7S5R+6fd6HAU+TC1EgrqfeLk5JTicINlAtc9Lh7AoYizHxzrq1LoJAkNM0y+LCTYZ4w2xaJdGIwQ3rBT9R2HroUXM2/g03iPKyBXOPOZt9EuynK6BaUhyf9WqVRw6dIivvvoKTdO44447WL9+PXFxcRw+fJjXXnuNGTNmMHnyZObPn8/nn3/OsmXLeOeddwI79g8ePMgnn3xCVVUVo0eP5sorr+S+++5j3759AU8lOzu7QWn/zz//HLPZzHfffcfu3bu5+OKLT+saT8RJv3WiKPLee++dVuf5+fn8/PPPTJ48GfC7iWvXrg0Utpk0aRLLli0D4Mcff2TSpEkAjBw5kjVr1qBpGsuWLWPs2LEYjUaSkpJo0aIF27ZtY9u2bbRo0YKkpCSMRiNjx45l2bJlJxxD5/eLJ1fBlVE3G0up0VBdakDORfVq1Oz24dzrw5Wp4Mr1sq1gARZjKB3ihzKi3T11YitnalgAavYoeAv8cyqb70UKEYmdaib6eiMxN5kwRkmEjTBiv8WC+Zjd+8ZEgaq1Pgpmuqn4qbYksPughmuPiidbxXNYRTjGlhz1ck5E+/AoZg0az3PnXciz511IhLke4xIuEn2riegbjcRONWOMax5Jf8EgIoYZ/vCGBeCH9DcDhuUoXsXFD+lvNvlYq1evZvXq1UycOJFJkyaRkZERCDUkJibSrl07RFGkdevWpKWlIQgC7dq1IycnJ9DHkCFDMBqNREREEBERQUlJSb1jHV0WW7p0KY888giPP/444F+VuuiiiwC/N9WuXbsmv85GRRL79+/P+++/z5gxY+rsyg8LCzvheTNmzOD++++nuroagLKyMkJCQpBl/7CxsbEUFPgDnQUFBcTF+TeYybKMzWajrKyMgoICunXrFujTbrcHzomNja3Tvm3bthOOodM0aJrGhqJcimqc9IyOJdZqa9R5WSXbySzaRHRICu3iBgUyrmp2+Sj8txvNB2FjDRT0dbC3qISEfaFEfG8jbLSBkPNlSud5qVrtwzZYpnKlDzBw1bgP+LD4coxyMANaXN/k1ypH1j5/mVoKiCYBQ7KIqR4ZGEsniZjbTPjKNFSPRvmRWEzlah8h5xsQJBCDa2/EnjyN6BtNuPYqGOJFLG0bZwTahkXSNux4HbRjMUZLGPU6MY2mwlm/tH5D7Y2hTZs2gVWWY9E0jVtvvZUrrriiTnt2dnad5XtRFAOvBUFAUWpFU489TpKkRokJDxs2jIcffviUr+N0aZRxWbRoEUAdlU1BEE7oEfz0009ERETQuXPnOqqdOn98finI4t41i9GA86ITeKHvhVgNJ45plVfn8enqe6h2lyIgcMOQd0iN6QP41YOPikMedJTxj1XfU+n1EC6beb7PKCzZNtyHFKpW+xAM4CvS4IiDY9kfz42T3sNqCSMmtOmCpJrmH8Pa2W8wlDINU9vjM8mORRAFrJ38P6nqLb5AEkBwP4mKJR6qNyuEDJEJHW1ArdYIPk/GlCwFztE5d4RaY6lw5tXbfrr069ePl19+mS+++ILLL78c8Af0g4OD+frrrxk/fjxBQUEUFBQEHobPhKCgoMCDfH0cK+3fp08fFixYQFpaGnv37mXPnj1nPP5vadQV/fjjj6fc8aZNm/jxxx9ZsWIFbrebqqoqnnnmGRwOBz6fD1mWyc/Px263A37PIy8vj9jYWHw+H5WVlYSHh2O32+vUPygoKAicU197eHh4g2PoNA2HKsuP3tvZUJRLpddzUuNS43FQ7fbXANLQqKqpdeONSRIIPtCgNNGJs8DLg0EdSCkViE6uoma+FdWtYYgTUMo1DHaBml3+cy3tZWJje/j71TT25K2k0HGAltG9jgvkHzUYgnjiZRx3lkLptx5wQ/hEY703f03RqNmtoDo1zO0k5JC6K8zWbhIxt5vwlWqINih+z5/LXDrbS+zfzaetAKDTPAzvfFedmAuAQTIzvPOZS+7PmDGDf//735hMJhISEnjkkUew2WwBz8VqtfKvf/0LUTyz2Fh4eDg9e/Zk3LhxDBo0iKuvvjoQc9E0DYPBEJD2v/LKK3n44YcZPXo0rVq1arAc85lwQuOydetWHn/8cbKysmjbti0zZsygVatWjer4vvvu47777gP8hW4++OADXnrpJaZOncrixYsZO3Ysc+bMCUj3Dxs2jDlz5tCjRw8WL15Mv379EASBYcOGcd999zFlyhQKCgrIzMyka9euaJpGZmYmWVlZ2O12Fi5cyEsvvYQgCPTt27feMXSahp5R8djNQRS4qpnSrjuR9az7/5bokBTO73gbK3d/SJvYgbSM6RV4z9pVIvb/zKhODWtSDI9o3bnwywLwqiCXU9MlGMc2K2ETZdQqqN6gYBskY2olYu1S+xU+WLSBz1bfg4aG1RjO7Rf+h/CgeOCIwZjnAY/fYPz25q5pGi5vFSZDEFXrfIFsq4olHsy3Hy/QWr1FofhjvzRzUG+JqGtMCKKAr0zFW6IhmqH0aw++Qr9RNLUScR9QQfTL8P/eKMtVKMtTCY0RiEz663lSR4P2TZktBg1L7rds2ZLrrz9+GXfBggWBv4/WbwF/LOboe3/7298aPOell16q815D0v5ms7nZN8Kf8Fv0z3/+kwcffJA+ffqwbNkyZsyYccZ1Au6//37uueceXn31VTp06BCQ7p88eTL3338/w4cPJzQ0NHDhbdq0YfTo0YwZMwZJknjiiSeQJP+N4YknnuDmm28OpDu3adPmhGPoNA3tw6P4YOgEKjxukoNDkRvxxCWJBgZ3uJE+rSZjNgRjkPzpsz6HSvUWhbwQBxssWVAoMMYWC94jSxQ+FVH1YogRwCvgK1KRIwQqV/owxBrZlrOILYcW0jFhGEbZgnbEp3J6yqjxOALGpWqdD/feIwZjmQdzaq3B8CouVuz8kF8zZtM5fjh9o28D/PM7NkZyLJ782vXvmj0KqgfUKpXCd1148zWCB8j4Cv1z8eZpRFxmwNRCxdxKwpT4+/JaKksV1nzpwusCUYZB1wiExf6+5ng26NZizBkbE51aTmhcNE1jwAB/pb7Ro0efdunMYwvgJCUl8dVXxyu1mkwmXn/99XrPv+OOO7jjjjuOax8yZAhDhgw5rr2hMXSajmhLENGWxmVj5ZXvZfG2V3F5qhjV7e+0jO6JpvoFHl37FSqWedlz2SrKMj8j1BhHQfgtpA5ugfpLFmKfRAztwrAWyZQv9AfIze0lxCDwBlWxcPMLnB89jJoN/8WaOooO8eezL/8XBrW7npiQ2p3IxxYQk35jMHJLdvPz7n8D8GvmbFI6p5E4tj+aTyOod+1PRFW9FGevI79sN2p4IuHWAWhOkbDhBiSzgGuvD2++36D4ilTkKAFfsYYhXsDaSUION6BV+VD2OhHCZcTo34cL464C75HVINUHNZUaYfqGSJ0z5ITGxeFw1Nmd/9vX+g59ncaw9dBCDhSsBeDHHbO4cegsqn71Uf69F6VSI+hiD/uz3qPcmUMh+7B7OxDc4nLiR7VFDDZikkTcc92B/pQKFdsFMprBS9+4i4jN6YGojaQ8ewn9E0YxfvQjBFnCEIXap29bfxnB4I+VHGswAIxKMLJowqe6ERAxuUMIG3n8jT9333ekL/8nACFthpMxfBP9k6/G1sofJDXEiIg2UCtBcWiEjpFRyjXMbSTkcBHNqeD5pABlUxWES5j+Lwkp8dxLpoTYRZK6SGRtV7C3lgiP04uT6Zw5JzQu5513Xp3d+b99rRsXncZw7H4TmzkKj6LwjbKT5QMzOV9K4fyKOIJNkZQ7/Xn8Rqy4C6C8u0qk5L/RWbvJVG9RUKs1TCkSFfN9CJKBHmNuoXK534hEpaaiWQ5gVcIRhbo3SDlCrNdgANgjWnFJ9Etk12whWmlHorX+Hf2O4l2Bv5WSg2RaaugTMT6QIGCMlYj9mxlvoYZSrVLyid/TsnbVMN0koZZ6/YYFoExBPVTzuzAuRpNA1xEm2vVXMQaJGIx//H0rOueeExqXZ5999mzNQ+dPTM+UCUiijFdx0zV5NNtK83mz8FcA0imkZcuhtFR60cLaE5MrlNbFI8hpWUWSVJvlZ06RiH/AgidXofQrD0ig+UCoMgH+PGa1KAhb526I1tqbo6L6kMQTB6hFk0D7bv1w5cWz1ZtFTchBBtLmuOMiE/qRtesbNNVHWMshjIxtT6yvI1W/epHtIuYWEsZYCWMslC6o9bQ82SqaD8RQGaGNGW2fC0wCYvy5NyxHkQ0CcvhfL86i03w0Ki2kuLiYl19+mcLCQt577z3279/P5s2b9UC5TqMItdoZ3OHGwOuc4tr9BAIg1YggQ4ztPGxSGxwRKi12RVD8o5ewUQJBR6sxquDc5EPzQHBvGUwq1m4yNTsVfMUaoRcaCD7PgCAJqJrC+gNf88veT2kfP5ihHW/BYgxpcI55Ujn3H/iCKp8bMUNg1oDr6R6VXOeY6LjB9L/4f6iKi5CodigVkD/Tha9QQzBA7FQzphb+G3RQV5ma7QpKuUb4JCOiQQCDjOmWeNRDLoQoA1JS0+pxqaVefGscoGjI/UIQY34fMR2dvyaNWlx96KGHGDhwIIWFhYA/je6TTz5p1onp/HnpGhnLP3sNZVJiBx6xDSZ+rp12n91Ix5A+JCeGEbsvBPcaDW+uRvEn7kDxrprdPipX+Q1J1ToftjQj5hSJ2HssJDxpIfR8I1KQ32vJL9/Hgs3PUVqdxS/7PiWjcP0J51ThqaHK5/c2VDRKPbWb0TRNo+InDzlP1+D8OhZ2tsKbp6FUaIGMMM0L3uJaFWdTskTcPRYSHrcQ1K32GU6MMCD3sDW5YQHwLS/HN6cY37cleBeXNnn/OqdOjx496rz+5ptveOqpp054bHZ2Nl27dmXChAlcdNFFXHHFFWRkZDTL/B566CG+//77Zum7UcalrKyMMWPGBDb5yLJ8xht+dP66iILA6OQ2/D2sH92+TQSXACKIBqha7UOpqtUXEywgHLk3H5vxJZj8x7sOKvhKVOTQut/Hco+CLNYuO5kM/riPt1SlZp+Cr7JutcnWoTFMaTMQkyRzS9IQejpS8Bb7041dBxTK5npRKjRqtvt1wYq/cYPsVz8GMCQKAa8lcJ1mASlYxJOnUHNAqVPIrDnQqmuvSatQTnCkzu+do5pg3377LRMnTmTWrFln3GdjJGKakkYti1mtVsrKygJaUFu2bMFma5yelI5OQ5hbSURdb8STrWJuLWGMl8Dgw5OtEtRbAsEvuy/Z/IbD0l4i8ioj3gIVS3uJmp0KpV97QYToG00EdfV/nZflZDBz6zaua/0gmm8fqVEdSYnujadQoeAdN0qxhrm9RNR1RuRgf98mUebWtoO5KqEfvmUingrwCF6C0zRUp19dWD0Si5dsAqpTJO8FN0H9JOxTTRhixON26QM49/oomuVG80LohTJh44wnVQg4XeSBIWg5LjSvhmFUeLOM8WdmUfYy3tzzIfk1RcRaormr3RTGJF7QbONlZWXxj3/8A6fTecKN3sdK5bvdbqZNm0Z6ejqSJPHQQw/Rr18/srOzeeCBB6ipqQHg8ccfp2fPnqxbt47XXnuNkJAQDh48yPfff8/06dNZvXo1cXFxzVr0sVHG5aGHHuKOO+7g8OHDXHHFFZSVldW761RH51QQRIHgXgao3ayPbYCMIAEqBPeTMR6zmU+QBWz9an8MpXOc/j9UcO1XAsblYEk504ovJHSxFW+HoaRcFYIkirhyvCjFfu/BtVvBV6QhB4OaX4l3zk60EidBoztSVh6Kc4v/yV9VNCLGGbF2llCrQQwBRJWa7X4voXqNgrWDhFdRUSo1TAm181X2OnGtVtC8fqPjWOUjZJjhuH029aFUayhVKnK4iNjI7C2ppQXx/uTAZ6vTeBZlL+Pp7a/iUvxLo3k1hTy9/VWAMzIwLpeLCRMmBF5XVFQEDMkzzzzDlVdeycSJE+voNgINSuUfPW7+/PkcOHCAm266icWLFxMZGcmHH36IyWQiMzOTe++9l2+++QaAnTt3Mn/+fJKSkliyZAkHDx5k0aJFFBcXM3bsWC655JLTvr4T0Sjj0qlTJ/773/9y8OBBNE3TyxzrNBk+1Yss1n6XjDESERc1LmspqIdMea4/3deUJKI4NRy73HSXYhEVATQw7DTgPqggdxMx2EW/B1LtX8aSI/03YGVTLmq6P56oLEiHlP6BMbxulR8r04nulEOFJ482cWnECO2oXu/C1EJCsEL1NgXnBgXBAPY7TJhb+39W3gUlGMKDQDSBCkE9JMSTFAMD8JaoFH/iwn1QI3iARMREE2Ij5PhBNyqny5t7PgwYlqO4FDdv7vnwjIyL2WwO1FcBf8wlPT0dgM2bN/PGG28AMGHCBF588cXAccdWkFy0aBGPP/4477//Phs3buSaa64BoFWrVsTHx3Pw4EESEhJ46qmn2L17N6IoBiT8Abp06UJSUhLgl9ofO3YskiRht9vp16/faV/byTihcflteeOj6GWOdc4Up6eCdRkLKS7PpLdhAvFxbTHF131g2VNezPxDewkyGOgVHUKwQaBjWNvA+yFDDRiTREQDmFpJVKzw8D8tnQ/LNxMaZWLa0GEkrAhHChVxZytoHrDfZcZXqmFMqF3GEizHjBtsobyDE2ulGc0HW7vmkFOxhtUZfnWKLUXzmNj/XQov8RHxQzChipmadL+Xo3nBuVvB1EpCEASEUBlpfTGR3cIhyYJ1qAlBqr35V3vdiAhYfiP66T6o4D7o97CqVivY+quYkvQ04eYkv6bolNqbiqOhhhPRGKn8jz76iKioKObNm4eqqnTtWrtXy2o9ufZfc3BC49JQeeOj6MZF51g09YjqsHTiH8zOsiKW5+yn1J3IDoeJFpZwxJc8xNwsYOlwpK68pvHa9nVsKM4F4FBVBEsL/82Mng8xIn4o4N+fYu1Y+xV2aG7+V7kdgAqfm91JhfS8PRa1WqPwPTcoEDbeQNjwujdzqXcCmqqhlnuodtphh8DSfnvJFcspqCmklacicKw1LI07fvmBMreL83u05Pa9/bC0l3Ht8hf+Uko0avYoWNvLGMZGIkTJyLKI3M9UZ//N2sIDTN/8LTaDmce6j6dzRGLgPTlCBAlQQIoUkGy6N9LcxFqiyasprLe9uejRowcLFy5kwoQJfPvttw0ed6xUfu/evZk/fz5paWkcPHiQvLw8UlNTqaysJDY2FlEUmTNnTp3aL8fSp08fvvjiCyZNmkRJSQnr1q1j3LhxzXJ9+iZKnSZBOViD53+FoILx8mik1vU/LWVXOfj7L99T7nFhEEWuad2VjdU5XNw+AleGUmtcAKMoEmY0U+7xC1+pqKwr2hwwLr8lPMlE/0NJLHMcRABaJ0ZgiZMpne83LABVv/gIPd+Amu9By3UjJJqQ4k0YLmjF7oPFzDr4K2WqixvzexLf1sgmaugoDyIr5BDZzm2YQ/pSVnAAgJ8qMrm2Q3dCPTZEkwQqVG9WMB8p+qXIEsKgSAwRxwf6P9izkkJXJYWuShbnpNcxLuZUidi7THgLNUwtReQwPTOzubmr3ZQ6MRcAs2TirnZTmm3MRx99lH/84x+89957xwX0G5LKv+qqq5g2bRrjx49HkiSeffZZjEYjV111FX/729+YO3cugwYNatBbGT58OGvXrmXMmDHEx8fTvXv3Zrs+QdO0RuVH/vzzz+zbtw+3u/bDv/vuu5ttYmebiy++OBAA0zl13B/loaxyACD1sWG6Lf64Y1wHFbaVFHB31sJA280tWhBjNNN/zXkE9ZUxJoh481QQNcpXevGgkN49hwXqbH4tWcmTXe9jQvLIBudRVFrNxvI8omwWekXF4z6oUrnaCwp4izQs7UVC+oD7hSxwKAgREqZ/JCPGGHkr/Vc+2rcVgE4h0bzTcRymOBnNq+GpceE1uNiX7eLvu76nRvHR2xrPPdsGEtXLhFKqUbVShSQf8uUuwksjKfrIjSBC9E0mrB1l1HIfygYHSAIvhK5ibtZmAO7ueAHXtxnQlP8dOsCuXbvo0KFDo48/29lif0Tq+0wbunc2KqD/xBNP4HK5WLduHZdeeimLFy+mS5cuTTNbnT8Fgu2Yr1JI3fhAbnUlBeXV2L61EJ8Qwrj4VBYUZNAzPJT2SgbqzmWog15EiYql8H0PSrWKIU7Cs1MDRHqFJWPsP5GLk8YyKLYT3gIFnwOMicdXhoyOCOJCQypqtT+FuPgzd2CjY+hoA6HDDKi7q8FxJE5SqqAVeyHGiOWYJJUwwUzFYi/R10kIBgHyjQglMgnbLLzedix5ZZUk7wvHmC/jKwR3rkLGpel84vkCc7aRJzdNAwU0BZxbfFg7yvh+KsO30L+58bprupPcMRKjJDMioWkLNVW4vRyoqCbGaiIx+PhaNDr1MybxAt2YNCGNMi6bN29m/vz5jB8/nrvvvpspU6Zwyy23NPfcdP5AyEPDwCyCpiH39efkuw4o7C0v4aH8JRR7ahjeK5mrDFH0lNJp08JKpRzOGmcsQ2KHk1/kpqg4l9ZV0Sy9IItBB+IxH/l6ukUv/9z8LR5N4Z3kKKL+F4lWA4ZeLtSRuSTF+h90NE3Dk6tS/LEbb75G+HgZzVPrmIsmf5zGWSX5db1y3QitLQgJJhSnxkhLa9REjaoqLwOyWuDJ1lBd/hhK6ZduTMkSNbsUQjcEkTgkFOJASAbHjz5QBezRCfiSfOTVlGJoCe4jlWMNrcDt9UCZP7ONIJGwIolrh9ZmpTUVlV4vMzbsYUVuKZFmI68O6kzrsOAmH0dH52Q0yriYzX6pCovFQkFBAWFhYRQVNW8Whc4fCzHSgHFsZOC1t1ih8N8u0gcVUuzxb+z6oegwKTHriVeCyJKsfHUoE4DtwUU8vX04u9MO0/qCKCSXwI8tDzPQlIDZKLK+xT48eX5Po+aQD63myBgbzRhbROIILiK4KhTP7EJcwTa8+f6vddl8HxETRZzpGnKsRFAP2S/lslxDskVh7KMiJRswGiRKvnDj2SwyaURH3AdV1AoNU6pE2TwPiAJSkICvtHYHvFqjEXmpiZLZbjjSHGEJ57mfn0dr6SVkjBFTjEpuSBFP5eVw+AeVW/vb6OYx8mH7naz2HOSajDQuSemNJDRdTKWg2s2KXL93VOLysKesSjcuOueERhmXoUOH4nA4uPnmmwMbbiZPntysE9P546G6NBSnhhwqoNaA6oRkdxgmScKtKvQKD0UIiiDDHUtsiAkxdwsqGpWqC2ePLLq74xDmigxTkygcWs3UoJX0jwvHKFUj4A/ym2IlBNmviGxKEVFWhqGKAh6fE3VrNVLaEb0YDQyxULUFfMUamqag+mQ8O1SCB8iUzfXiypaI6iXjK1ZxblawdpWoWqUgGAVMrUXcGQreQo2Iyw2oVSJytIC32svO8/PJi3HQuyqeDiOij+yXEXDtUvwGqFTG3U7FlmZg1eZCfinyW8OX96jcPdLEV9u2APCv7d/TPTKZtqFNV5kr2mKiZ1Qom4orCJIlWoU1rqCbjk5Tc0Ljsm3bNuLi4rjrrrsAcDqdtG3bltTUVG644YYTdux2u7n66qvxeDwoisLIkSOZOnUqWVlZ3HvvvZSXl9OpUydeeOEFjEYjHo+HBx54gB07dhAWFsYrr7xCYqI/g2bWrFl89dVXiKLIY489xqBBgwBYsWIFzzzzDKqqcumll3LrrbcCNDiGTvPhLVUp/q8b936V0OEylq4SYRcZkDdE8Gqf0RyOOEyFkMnbB0vRKMVSIHNTq+6sLTlMv+ASDmk/0iv7Zpyq3w2I3xnE1MnRbC2rxuWVeaLHxYSbzNiXRGAbJuPN1/CVaSjlGg5vAWpFLGYBxE0lRA6OQQszoTkVyn7y96eYoXyeF+c2BUGGyCuNCAIYW/p3wBvi/LEb1Qk4NZwbNKxdJAyJGhVLfSglGnKMQM6lpfwz8ye0Kvg8K51Pzp9E/GgbPoeKM93n/0X5QDiigxYk18afokxgM9XGQCySAYvUtN/LUJOBaX3bs6e8irggE61Cda9F59xwQn/8ySefDOzEX79+PS+++CKXX345wcHBPPHEEyfs2Gg08vHHH/Ptt98yd+5cVq5cyZYtW3jxxRe54YYb+OGHHwgJCQmUI549ezYhISH88MMP3HDDDYHdqvv372fhwoUsXLiQ9957j3/+858oioKiKDz11FO89957LFy4kAULFrB//36ABsfQaT5c+xXc+1UEGVQ35L/mpvxbL9aOEp06RzGsujuxQR1pFxKGLIjUKD4674/jyfwBFGR/Qkx0EtYWsl+DH/B08hKmSfwjsR/P9RvOuOTODLC3xmowULnSBzEeqhNyyBvxEx9VXE1+m80U3VmJNsGKNc1MyEgLpo5GpCO78IP7Sbj2KxgTReQYAU+eQvF/PBTMdKM6NWyDZGS7iHDkXm9qDebuEtZOMkrJkdLFhRoVBjdHozgOr5tKrxtVU9hU9A0LetxBxuX/I+w6DWsnv1EZlZrCnW1DuaJFEPd0iqZ/bDv+2W0i1yf244XUSSQKoaf8WVd63azIzWRzcR71JXtGW00MjI/UDYvOOeWExkVRFMLCwgC/BMHll1/OyJEj+fvf/86hQ4dO2LEgCAQF+V1yn8+Hz+dDEATWrl3LyJH+VNJJkyaxbNkyAH788UcmTZoEwMiRI1mzZg2aprFs2TLGjh2L0WgkKSmJFi1asG3bNrZt20aLFi1ISkrCaDQyduxYli1bhqZpDY6h03zIYQKCCYJ6yygO7Wj9LqrW+TCEyOxK3UtO/od0c33E7S1EbonoSeyWEOQaE+OTn6S9ZTg1e3yIYwQ2jC7nMcN+XtijUIRA9RZvIN4ROsJIyEiZ7LgtfGK4jIWOJ/AqLrZXL+S9/bfyQ8SHKEeyoM3tjMRNNRN3n5mgHjLmdhKGZL+xce3WsPaQUEo1vLkq3nwNx1IvlnYSISNkgnoZkUwCxpYihgT/OYZE0OQCekdHEiQbuK1DL1JDwskp3cn8TTPILtvOT4ffpChhG6JRQFM1SvbCkmwv/ztUzWeZLqq9ChfuSeDGt1vQ9WUB749lp/Q5a5rGrJ0b+ce6H7h95QJ+ys1skv8/nebht5L7JyMjI4Nrr72WCRMmMHr0aB5//HHAnwK8fPny5phis3FC46KqakCmec2aNXV0aBraAXosiqIwYcIE+vfvT//+/UlKSiIkJARZ9q/GxcbGUlBQAEBBQQFxcXGAX9LfZrNRVlZGQUEBsbG1a9J2u52CgoIG28vKyhocQ6f5MLfxKxw7d/iQowWs3SVMbQSCe8uUr3RzKGcNmfk/U+7MI+PA24whhqAWBmTJRNymgXi2SFSvU9lVWclLVQc4WOOkwusj81cnRR94KPrYhVKlYYgQkQb5eN31JfGx/r0hCZE9qDhSInnTwTlUOGuLkUlhArLXjSvdQ80uBaXEXyfGm6OiuUEKAylCQI4SCOoj4SlUUMo0Sr/wUPSeG/cBFfutZux/M1F06SEe3/8UB2u+oW3kfvrH2jCIErJoQBRql78kye/te7JUdmVWsd/pF9hcnV/KoUon2uHavWJqpqte76MhahQfy3L8tT00YG9F8Wn9fzWE21vNhow5LN/1AYWO5qkhotMwzzzzDNdffz3z5s3ju+++C+iI/RGNywljLmPHjuWaa64hPDwcs9lM7969ATh06BDBwSd3uSVJYt68eTgcDu66665mK3ijc/bx5CkolRrGJAnJIiAIAqZECWtnGccP/gcS21AZx0/+v1MujyP9yLlBpkjEJBX1gIqoijjTFQxlAuZ2Isk5Fvq2D2edo4whMZEkbPDHKNwHNXwOFSlYIli20ie6F4uyl3FFl0dxu+DwgRcASIrsTrC5NmtN2VyF5+1ctL5RaD5zHQFIKUIgcogRx88+nJv8D0tRNxspn+sNHOPNV7H1MyCHi3iK/UYhWoikf1VPQnMj0EI04sLbc2m/Z8koWE9SZGdaRvekylNNkaccu8tCsFmiyqeQFGTBbjUhnSehbKoCDba01Viwdhd3dU0lLujkBcSssoFLUzvxzq4NmESJHpFxp/k/WD/bsxYzb6N/N/iBgrVcN2gmchPHhX6vfJe1nbd2/UhBTQV2Syh3dhjG6KSm2c+3bt063njjDWw2G3v37mX06NG0bduWTz75BLfbzZtvvklycjKFhYV1HprbtWuHx+Ph9ddfx+VysXHjRm677TYOHDiA1WrlpptuAmDcuHG88847JCYmMnfuXN5//30EQaBdu3b861//ori4mCeffJKsrCwApk2bRs+ePZvk2hrihMbljjvuIC0tjaKiIgYMGBAQWVNVNeCuNYaQkBD69u3Lli1bcDgc+Hw+ZFkmPz8fu91fJ91ut5OXl0dsbCw+n4/KykrCw8Ox2+3k5+cH+iooKAicU197eHh4g2PonDqa4n+qPlYvzJWhUPCWy19uOE0iYrIJ0SAgh4moNUeewgVQKmqfyBN2D2RM50codeTSsmIAhp1RGFrLlH3lv5F7szVMAyUiK4w8YGhFTVcXkbZgKn/0oaAR1FsKyKgIgsCU8KsZJ4xGjfGyv8pDtOVpbEI13RP61ilnrOyrAQ2kHWVE9IpBiZSxRfuzyVDAlaGiOPxLZGiglGqEDDNQOtuDaAbNp+EtVTFEiHR2duaFuGm02t4OYZMZrwkqJ3oJGWCkc+KFdE68EAC34uGVXe+yMGcp06If5nlLRwqsHjqm2LBbzdANnI8n8uGuw3xVlomhWmBoUhC7HDnU+JwMsJ9H2AlKMl/Tpit9ouMJNhhJCWnaui1VrtoKloWODHyq5y9hXL7L2s6MrQtwKf7vY35NBTO2LgBoMgOze/duFi1aRFhYGBdccAGXXnopX331FR9//DH/+c9/ePTRR7nhhhu4/vrr6dGjBwMHDuTiiy8mJCSEqVOnkp6eHoh1H1VT/i379u3j7bff5vPPPyciIoLy8nIAnn76afr06cObb76Joig4j3jTzclJE+y7d+/O8OHD62jVpKSk0KnTiXcVl5aW4nD45UBcLhe//PILrVq1om/fvixevBiAOXPmBDR1hg0bxpw5cwBYvHgx/fr1QxAEhg0bxsKFC/F4PGRlZZGZmUnXrl3p0qULmZmZZGVl4fF4WLhwIcOGDUMQhAbH0Dk1XAcVcl+uIfelGlwZtcug7ky/wjCA57BG9WYfNXt9aKqGKVUEAVwpHqra1yBGgGDVMLYWaJU+jk7zbyJoRXvcO0REo4YUccRoCf4iXLJdwOQUsGeaCY2Uif0/M7H3mImY7N/o6C1UcB3wUfSSF+1NG+Fr7ZwfkcKQ/CF03TMaS0lM3YuIN4MsIFQqSDVuHD/5qAgto3K7m8rlPipX+jDYBZybFZxbFDw5GlWbPQSnSdiGyFSuVPDm++M9vlyN3pW9EDb5PQzNDe5DdStaApR5ypmb9T0e1csjrqfYFfczo3vE0uLYtOBIAyvcFYSYRPq32MdLux/h26zv+SjjSz458OUJ/1+MkkSXSHuTGxaADglDSY7sjtUYxrgeD2I2/DWSAt7a9WPAsBzFpXh5a9ePTTZGly5diImJwWg0kpyczIAB/mXdtm3bkpPjX9a95JJLWLRoEaNGjWLdunVcdtlleDyeRo+xdu1aRo0aRUREBEAgZr527VquuuoqwL+idDaKPTZqn8vpUFhYyEMPPYSiKGiaxqhRozj//PNp3bo199xzD6+++iodOnTg0ksvBfz7Zu6//36GDx9OaGgor7zyCgBt2rRh9OjRjBkzBkmSeOKJJ5Ak//r2E088wc0334yiKFxyySW0adMGgPvvv7/eMXROjcrVXrxZfu/DscKLOdX/uRuTRAQZBDNI0QIln3qwji6jYp9CcaqBX65245CrWVW4g/bnR3BlWBdWFD3HuOTnwS/dhTFWwFsElrZ+I6NqAo6fvGguCB4skVXpRdtThKWlgZSUCKp3e3HtUFFdGnKMiObXssTxsxfZLlD6tRdBBtc+hdg7LShVGq69CkKkFeHKBNRSFY/PgOZWMHlMeIv816K5CfQF4CtT8eWBZ5+Cua2IHO83eFXF/jRm1aVh6SRSs8OvgmxMPP75LMwYysj4oXyf+xNG0UD70NbHHRNiMjC9Xwc2Fu/ilb2fA1DgKmJY7AA2l6YHjiusqebLAzvIcTqYnNKRXtHHa7Y1JfbQ1lw/+C0U1YvF+NepNltQU3FK7afDsdshRFEMvBZFsU4M2263M3nyZCZPnsy4cePYu3fvcX1JkoSq1j7YHKv5+Huh2YxL+/btmTt37nHtSUlJ9aYGm0wmXn/99Xr7uuOOO7jjjjuOax8yZAhDhgxp9Bg6p8axUu9ySO3fljYysfcIKE6Nkk88WC+opGZFKEqIwKviXnZU+esBX5jcisW5mzFbZYYljMCjFmLtEe2vHJmhEhwvIbiK2BN+GLkomuTUZAQD7GxRySOHdmHPNHGVNZh4IYSarQpVq/0/QEOCiiFewJurYWotolQrcIHGl7Y8XKLCbftaYCwQOSRm82n550SL0YwuGoszworvMgVPcCbhfaIJXR+NIVYgqLeMJ19F84Klo4R7r/9HK0eJeCf6eHLXHnaVV3JjSjLdvgtBaCEQdrGAIpdT2PIg6XszSQjvSMtof2aQWTJxf6c7GZ0wjGhzZL3GBaBjRAhmQxxv7TfiVj0ICMiCzFUpkwLHLMvJ4JMjYpo7y4r4bNglBBmad5nKKJuBk8d//kzYLaHk12NI7JZTTxU/E1asWEFaWhoGg4GioiLKy8ux2+3k5ORQXV0dOC4hIYGff/4ZgB07dpCdnQ1Av379uPvuu7nhhhsIDw+nvLycsLAw0tLS+Oyzz7jhhhsCy2LN7b00m3HR+eMTMtjgr0Gi+VOMj8WUJOFTVYKHynjdPvCKCK08HHbXugEeBWwGIzHWYMLMMXyf8S86JIwhoaInpiEy1YqT/8Z8w5eVC7nZfi0x2+LRqgTsThMdUm2kOys5UG7GXaaiVtaO7SvRCBks443SkOOgbLaCYAH7BSbOM4Th+lzF6VSJGxbHbmUfS90rsJ/Xj3f3Z6DkwtXtw+k7vIL4EUmIZn+9FHNbf+KAWqn55fk1sPaQWLKnkJ/z/BlZL7r3827nbki5AqW+H8lVfmbZutX4VDcGycxtF3yC/YghCTeFkhbVk5PVgkq1JTOt2z/YWLKNNiEp9IvqRVJw/d6JyEk60zlt7uwwrE7MBcAsGbizw9ldUl+9ejXPPPMMJpMJ8K/CREdH07dvX959910mTJjAbbfdxsiRI5k3bx5jx46la9eutGzZEvCv9Nx+++1ce+21iKJIx44dee6553j00Ud5/PHH+frrrxFFkWnTpp1ymvSp0mjJ/T87uuR+49E0jbU5+3h/dyUmJB6NjqOydB55+Qsob/84sw77iAsy0D1GJMdZwgRTe1pssKFmGTEMqMG30YQSXEPmoJU8lPcBbtXDP5VH6bKsd2CMBWML+NSRzf8lJzKiOAG1UsOTpaF6VWyDZdz7NaQwAXeGiifT72lk968hVQnCs+6I5xEh8MWY//Bp4ddcHPUvfOVGhlZGIVohbXA4noOwK+MAhyMO0al1K1pEx6KqClaTP5juLVdZsDqfF5z+zblxFhOvCl2wCE52ld2OLz6Fn4pr91DdMPhtWtn7ApBZtIkFm55DlkyM6/kgiRGdAf/yYvU2H4ZoAdtgA8Uhhdz0y70UukswigY+6P9KnWqbxS4nX2XsJM9ZycSW7ekR1bTZYX9mTlVyvzmzxf4sNLnkvo7OsezOXcHiQyI7yvzPJTlhTkr2zQLAsvFvPNh3BkZDEiGZZqzGVIL3m6jZowIaru/MWDtJOLdbiW7Zhgti+7Oo8GdyQnLoaumFViNgSBVICTXyoDmFrovDMQwXqUz3Yekq4j4E1WtVDNECNTsVPJFeRPw7+4MTZJTq2mclOV7AKBm4t9Xt2MQgOmywY9zrj5FUaW4ya/J4MORxyhzlRKVHMCPmHmz7ggnpbCOuQzKSVeA8Zxh/D0mlUHTTPyKC2GQTNeTQomAyxvAWlAVZ2HpoET1bXkSUuT1bl7ioKtU4EPcJBQ6/Udp4cB6JEZ2pOeijbJ4HzQvuvSAGCRT3L6PQXQKAR/WSV1NQx7hEma3c3rHW6Oo0H6OTuujGpAnRjYvOKVPo2I9ZSgFkrLJEbFk4ZZIRVfGgqT7aqTa0BRF4Dvtv9PnXFfFN4mZUQWN8US+S8qMA8CnV3BB0GdeZr8Nn8mFuIyMAcqJAzzWRqD4Nc1cJb6lCyEgDrt0Krp1+r0QQRUSbxrcddpEcF4bH6mNwSgtsBTKeYf5yyx63FxD4T85sbrNbsRTEoxwRb/GVKOzvvoeyrHIAij2lbJMOIMdYGPztMHyJKkVyEQdaZ9EjL56w7AScCxWUOzRC27UhNNqfPHJRbE8u7HwXQaZwsrYJOLPdxJp9mOQL2McKAIJN/swdwa9vCSIU980hK7aS9uYWjE8cwfzsJfSJ7EbnsPZn479QR6fZ0Y2LzinTIqonO/P/y6TE4djMduSdLWgb+QJV4lZs4W0RN3WmJvtIJosM3/o2sbBiGwBissBNhqF4Uh14IyMxfBKLViNgayPiq1YRZAHCveT0W0m5mEWs3AdDbiese3yYjxGFEC1g6SfRMTSKnWFF9DMkobwrUdnOizdDQzaIHBq9jw+z/JlYzx1+na8G9EH4wYxkExBbCXQq6EyPkM508bRiaEUvUncnkBVbjSlJYv/mLB5Xn+ZA1SHamlvxqPcRQs0RyOF14x4GyUSo1b+Pyig66ZRfipxRQ2xIB2xXv0ph0EG6Jo8GwNxSJvxilZ3GdO4tmoYr38Ukwxju63g7N7S+nEhTOCF/kdRfnT8/unHROSG7y4pZlptBhMnCmOQ2hKgGktwdubLj/VQbSrCHtmGtlE/yzu6ECr0JQqRqjw/rAHCuBC3CjSb6d+mLCARhYmdEDdHVwcQXR+A+UpvFvU8lbJxflLIoZgPzsh8DwGqYTZr3Q7SKSLp3kLB6JQSThpziw7FQpLM5gUETW1K1XmHbsDzecK0lxh7ELQV9sDgtyIKMT/OhoZJTk0dqm9bIbVWq5ohYvVFM6/sI4dvLEItVkJwkj46jZK3AwfOzOWDw6+ftdR2gqHsuqQNiMcRI9X5OAB6hHDnDf0GCQyHYkUi7XoPrHGMVXewp3oFL8Sc+fJv9Pbe1vYaU4KQm/X/T0TnX6MZFp0FcPi8ztqxkd3kxEUYzA4uTMK4vRdtaiSnFTMitbVAdMvFiCC9HreLOkCEEO/wpvK7tKr4bDrCnahljqscTEhWGHBTP3nIvLYN9tP/RhtxKwmNS0Nxgbi9SvcGHUqFReWRXMYDTW4pgclJRGoGrBJT2Bazyvkn/tQ+hFpoAlap1Pkq7rySq6ABPm0PYJtv5tU0W1x1qw/TQR9ll2E2HoHa0K2mNFiWgxHrQFL/+l7Xa5Dcs4M8Sq1YAmfjSBBJbxJPtyiXBkkCZXSYoxUCJy8mS7AN4VZXhianEWWvTOTOMlTDAxy8JW3FJXnomnkeo10vwMeWT17sdVIT0ZIIpmMUFH3Bh/GBCT7AbX0fnj4puXHTqpaaqgKKc9Qy3uJioDqT3wSTCfBraVn9OsHbQhXuTk6oyM8FuE/9sNQzvAQ2f5t9kqIXBDmcoPW034v5QpseQUB5UdwHwa1EFL43oSE1ZBjvG7iS8JpzoFmF0+p8/cB13qDcdO15IZuUG+sfdTNUv8bTpJqHt9ZGRuIID+Wvpa3Mi4E/XFEMVyvd/RVnBBgB6Jd1PRkhvBGDA4Tb0bdEb334Nx1oFLUbDkGok/FqJipVu8u0lRA0QsK3W0JKNpCdXEO2IwKZFcE3EHazz7qbaY8Yo+per5mbuZtaujQAUOKu4v/uAwGeWFBvFFz3m8GW2f4f9oNI82tZcxp1dUhAEgX3lVTxUfBCPqiEJkTzZ6QXSWiVg+gvIq+j89dCNi85x+Lw17FjxNMXZv9AueiCxm8ajVgjUtILgSBlKfGAQcOWJaCrICSI121Rcu/0egLWHRFGQh4TlkVgHGajs7iGvpRuO0S01BIn8qmznk/IvAIjOjeTLm95D3S2humIYuOExBtjcRFjNaF28eFOrEIQIJFnGLNvYkzqXFNsFhJKAaNOoObKJDEDxltGtJJYy6x5iUsIx7M5FkW2U9YzindjDbDhYztSuregbE4S3Bpw1kVgmmfCIUGzPIV08QJcyOym5yWTHqsTGBjMsPoXtpQXsrygJjJNd7ajzuSUHByHKtVIdxe48HJXlOH0KQQaZSo8Pj+pPKFA0sIXEEHICr0XJdaHucyHEGJA76BUl/4i0a9eO8ePHB+pT+Xw+Bg4cSLdu3Zg1a1aD5+3atYvCwsJ6N4kfy7p16/jggw+YNWsWxcXFPProo+Tl5eHz+UhISODf//73cec89NBDDB06lFGjRp3ZxZ0E3bjoHIfX7aA4Zy0AgqZxtIKX84CAckkU1l0+VNlAxRYJ22ABX4mKWn1MBypUKwqRrYx4C2BVh1K+yMphfMtYyt0e+ikRJG8zU9Q5Fcr9p/QO68xnjtn0MvQh/tcUrO1MyLKC+FUuKCB0t1I6MQtjdUcmVb+PcYsN8xAF2W1C82mkdvwbB9JfwWxOJCLkfLS9Irn9JA4e2krPdDNSZRaGcZ34pdJfP+Xt9IMM8PYgbKNfi8wXL2J21HBhXihCdBRlViPeLSKX/toN9zg3QW2MfLxnC0ZJJjk4FJ+qcG3broFLXp67DsdeM51t59HWtg2Ht4p2QaNJiIwkyOD/mXWMsHFdu0TmHcxnRHIM3aIb3v2tVvjwvJWLlu8FAYT7kpDaWxs8Xuf3idVqZd++fbhcLsxmM6tXr26UkO6uXbtIT08/qXE5ltdff53+/ftz/fXXA36hzHOJblx06rCjxMGavBoiznuLkG1PUFW9h9aTa6hYZ6bC5mOZUsRFSizyThHBBFKIgOeQhrW3hKEliJKA5hNoLQThc2q4ixTKEjw4vD7mZ+bTKyyUPqvCqCnT6EVfXgyeQWbLA3xfsYzv8pfzo/kXnrM+h5hnxtRORuscirCtAnGfC29pOCYHiGtsGDpJ1PwgoJT70NJAEc+jT8T7VJeEUPOtBD6NymgPDxje5qlhN3LBvCAsNgH8yjScnxDFN7H5tOhg4bzCcOQyF+KKIjRANQkEjYqj9BCAhul7I2oPjRCjmQWH99ImJILJLTvQOzoBgHKPg8P7qglZ2xkVuDn+OVqNFKiUoF14bUzGLEvc3iWFa9onE2SQEE+wfV+rUvyGxT8F1GIPErXGRVU0cnb7qC7TiGkpEZHYcKKBTuP4Pms/b+1YT0FNFXZLMHd26sOopPqle06FIUOG8PPPPzNq1CgWLlzI2LFj2bjRv7TqdDqZPn06+/btw+fzcffddzN48ODjJPYTExN55plncLvdmM1mZsyYQWpqap1xCgsLA2KY4JfgAv+m5+nTp7N69Wri4uIC1YWbG9246ADgqCkio+Qwj232UOLyYhJF3u/yAXavxkeevdT0CWJBhgNPiUafYWF06xWKr0ijcrmPoH4SNekqcrxARRWIaEg/KhjsIrJdYKgxiq02B1WKj8ttCRgTRWrKFQyhEu22dyQjOIP9rkwAwkzRlHczoakSnkUaoimYsPHBaJKI9L5GqMFCUG8ZtUZDKT9SDmAN7LjWRbjbjGe/FKiC6Ta5QIXckCqcV/ZC7hLCcykdKS538+/9h6jy+rgsJIF2kUHE1dRuvhQ8GseGQQwxIoIE17XpRpTZgkGUGBzfsvZ9wUAQtSnE1XkGoiQzKVHH3/AFQcBmPPnPTow2II8Ix7ekDKGlCalNXa+lIENh03z/ElzmJi9Dpliw2E4qcq7TAN9n7WfG5pW4FP+XJ7+mihmbVwKcsYEZM2YMb731Fueffz579uzhkksuCRiXd955h379+vHss8/icDi49NJL6d+//3ES+1VVVXz66afIsswvv/zCK6+8cpzs/tVXX80999zDf//7X/r378/FF1+M3W7nhx9+4ODBgyxatIji4mLGjh3LJZdcckbX1Bh046KDx1fDvA1P4xFjKXX5n3weMSUQ97YDFBg91M7fItaQlpBM17BYWsy2oPTWcCzzIQaBr1TDc0ilNEVi/z4FQYBOXWXMR27Y0XOMPN+rAyrg/UzDZVTIv87NpxXZ2Iea6OPrz/CgfVRpLs6r+gdfZoJB9nFZf4mQVQoep4znkAqahubxP4kZWgqQDmjgTVJJdzrolpuIaayAab9IeVQp7wkfcU3YVSSae/Ksaw4b1q7j6W4P0lnoQIXHx92hKVyQEY5olnAUiYT2CYXDTuTzQqCjkQiriOrUsHaXEESBliFh3NnpvOM+vyCDha4d4ymocuHMNtOqr0xw5Jnd6AWjiGFSFNKQUMRgCSGo7k/Vc4wxdDvB59FVnM6Et3asDxiWo7gUH2/tWH/GxqV9+/ZkZ2ezYMGC45a5Vq1axY8//sgHH3wA+NWN8/LyjuujsrKSBx98kEOHDiEIAl6v97hjBg0axNKlS1m5ciUrVqxg0qRJLFiwgPXr1zN27FgkScJut9epKNyc6MZFB6e7nL35KzHKwVzRshff5droUGEAxf9kHL8Vek+KZ1VRBhPkVII6GnBVefl50mJ+FTZwvm0Q/UqHkJvlD+hrGlQbNWyKithSxeSSEZ1QvcG/C9LbUuXZnL0Uuv39h8Snct+++3AlCbyZ6f+B2+O9bA6poM0QE208QciRAp6cozMWcBeplF3lprzQx5agCnpE2jD+KqEc1nCvUzBYbTx81cP8p3Qv/8tZR3xQAu1DuvHe3s+YHH8nl7eOYXCxB1voPorWtAUEii02IiZHYOzjd1uMp7D1pHV0Iq3HgqpqiGLTCEwKBhHJbqr3vZgUifj2EsWHFNoNNBAcoXstZ0JBTdUptZ8qw4YN44UXXuCTTz4JFPA6yuuvv37cEtfWrVvrvH7ttdfo27cvb775JtnZ2Vx33XX1jhMWFsb48eMZP348t912G+vXr2+S+Z8O+jdSh2BLFP1aX4XHV0WEcwGvxUQRZg0OfDvyumi0N8TyvPUSoiqjUAWNHeYdvF45i7WOjTyb8yr552USl3TkBAGMERXMDr2J8urD1GxXcB9UMXUXoZOGpQ14tNpaFKqk4dyooK1R6JYkEhersFLZzzs5+3mYnewzVpOfmoN1mD8TzbVfQc3RWGraxSzzCrYKO1lWmI4YRGBpSHCK5HkV1pXlApBb7SRIjCM5KIHXDj7OvMJHiSzYjVBVjGD2P/WrbvDk1u8BaJqGb3MlnnnF+HZW13sM0GSG5WRYbCK9LjJx4e1WUnsZA1VidU4Pu6V+ZYSG2k+VyZMnc9ddd9GuXbs67QMHDuS///0vR/WDd+7cCUBQUFAdif3KyspAIsDRooq/Zc2aNdTU+DfxVlVVcfjwYeLi4ujTpw/fffcdiqJQWFjIunXrmuSaTobuueggiwYu7HIXXUN6UnVgM07Hh1SFX4HxomTyreUYNYmYTbEUxlZzwOSkS4tIREQ44r2HyiEkVMchFKqE9pfQPD5ml99CRU0u1sRQhFSRMtnLZy2z2VxVwRQxhkdDEplNGSmCmR7ZoVg6SHhyVYZ4BA62Uvlil78Mq0fVyE+p5t9lTzDFdjV9fhmE4BVxDnVR7nGRUeXP/ro4qgPuAyrWfjLGviJauUaI0URikI3s6kpsBiP9QlIo9WVR4i5DQKDIUoN98w4iu4biMaSgKDY0pf7PSN1fg+etXH95ZKOA8FgLpPj6vYqzhSgKiOd2Cn8a7uzUp07MBcAsydzZqU+T9B8bG1uvt3HnnXcyY8YMLrroIlRVJTExkVmzZh0nsX/zzTfz0EMP8fbbbzeYQbZjxw6mT5+OJElomsall14aqNq7du1axowZQ3x8PN27d2+SazoZuuT+Ef7qkvuqouKYsxXj0iCUJB/5I1z8u8rA/dtCMIkGlreBV7w/UOXzkBaWxNQ9/fhlwCr2VOzkcvUSbF/HckQTkrBLJcoOF2MyWhEKLPgKNDaMLeeFLL9KsAB8UtWChJgg1C3VVMfF4NyuYm4tYmot4rEovOM6xPcVRaRarfwjMZFbsm5AQ2N0yIWMN41klVZJuquIOKsNiyhzvasHqlvicKyTF/bvQ0PgvohIHNYqMkUX7eRoem1JYkWXH5mR/SoAj4XfyLh98RAi4Y1pj7fGRlBPGUM98RLflko8M3MDr00PJyO1sjT3f4vOGXCqkvvNlS32Z0KX3Nc5ZTL2VxC/2AqahnRQQsqNpMhUTHCeglbupirNS1WWP0aypjyLG5N6MmD/UAavPB9rTxF6i2huDSlUoGaTinAgHA9g7SHgrlAJ9tVmToXJMpZqjSqbiLlLBM6lR+qvCD7MG0sxl/m4c2Aso312wkpkIr0G7gu/mw88/6FGrSGyJoqhYdFsdhSw21XMs1EXwo8SFEN0exPXDrKzoeowWxQPd3ycC6JAVYeOVO9QOD/1fKLa2KjeU0bvn1vhOyRjuC2OoF4nlmCR2lqRhoaibKpCHhqGmGxibdFGfinaQKvgloxJHIZBPDspnjrNw6ik1roxaUKazbjk5eXxwAMPUFJSgiAIXHbZZVx//fWUl5dzzz33kJOTQ0JCAq+++iqhoaFomsYzzzzD8uXLMZvNPPfcc3Tq1AnwrzG+/fbbgL/k8aRJ/jKw6enpPPzww7hcLoYMGcKjjz6KIAgNjqFTP+5cH/tKnMRESchF/nWhoLAgWvlq2DRIosciH22rw7HJRip9HvoHJxFWYMLaSsZp9qEpAs6N/uUEwQDW82TcB47EVI54M1HlAve1SKLY46ONbGGzwcPnlRm8EN4RazcRb6GKWaxBy/ALOgavKqVV33iERA1POgzaPoy+of0xCkYMVolQo8DTOcPRDBAUZcBZ7J+3ZbeEoYvMNve/aZt4NWvGe0nbFou3WEIwgjXeQHRQG7qZBSwxCtIgKxUhEHxYwZx8gr0iioaQaEROikTuEES2J59710/Dpfprl0eYwhh0pFCYjo5OMwb0JUnioYceYtGiRXzxxRd89tln7N+/n3fffZe0tDSWLFlCWloa7777LuCvHZ2ZmcmSJUuYPn0606ZNA6C8vJyZM2fy5ZdfMnv2bGbOnElFhb/W9bRp05g+fTpLliwhMzOTFSv89TMaGuOvRmZlFr8UrqfIVXrC49wZKtYiE7OHquw634hrcjS+dRambEkmKTyKqsmJJDttvGYZw7PmC5nqSsNYaEQuFxAGuHHElgX60nwg28CUImLuKFHVqoaaCQ4OBuVira7ivGoLL+YfJtYWzKvBHRG2CDi3KohBoMXVrtBq4QaUBNji3YGjWwnu88sJ62LFFC0jiAKiTYBcEeGQiBwLwpF9Kb5YDWdQBcWuEvZWbWKJLR3D1d0Iv8RC3L1m1pqyuHH1fB5V17Gvu5PnjR9x+cGbef/QpzgO1DT4GXlXVeD7bxG+/xTinVOMR/XgVmulXpy+GjyKwoaiXLaVFNCcq80lLiffH97P6vzD+FT15Cc0gK9MxbnTh6ewgUCTjs4Z0GzGJSYmJuB5BAcHk5qaSkFBAcuWLWPixIkATJw4kaVLlwIE2gVBoHv37jgcDgoLC1m1ahUDBgwgLCyM0NBQBgwYwMqVKyksLKSqqoru3bsjCAITJ05k2bJldfr67Rh/JfY6Mrjpl/u4+9dHeXzzc5R7HA0eq3o1ulptXCDFU9wVvg/JIb9rJZoTgislxDwJNc9AgjeErmVxiD/IuDNVKpb4CAu2IMarWLtJGOwCIUNlKlf6kMwKaqUPt1hF8pxKRn1qYVCFnShR5t2QDsQssiJ4JVwpItIoGc8hjSy7D8fgSKr7hVPUKwLPJkid2xHL4nDCSyJRKjRK2tTg6a5QnOpk4/hyfGMVDqYeIOQ6GXWcyoFRh/ms9EVMkolwQyhtjW2RY61Y2ssY4yX2VpTQyhzGI7s7UJC1n2+KF1HmKef9iv+yryqj3s8nz1mJo8xZ+3kVekgJSuaxrn8nNbgF16ReQlpML2Zn7ODOVQu5ZcW3/JBTf19niqZpvLb9V57Y+BP3rFnM0tMcx1ehUviBi8J33BS86cZboBsYnablrMRcsrOz2bVrF926daOkpISYGL+eU3R0NCUlfiHAgoICYmNjA+fExsZSUFBwXLvdbq+3/ejxQINj/JXY58igzFsOwK8lW8hzFhDWgEiiMUGkeq2CQRIILzczL3gnu+Vi7mzTFzwCVWv9S141WyBkRO1XRhChLFhFzg3DkCTgLQfFrRF1XgnCr7sRom2EZ6agufw3ZnlVJcaJNgzZEkpvEbG0mvAyDxURFoQRZpSyMNYdiZlL5dA92J9ea06RcPzoQ7IJRFRZcO1UMLc14OniZmvwYdYUBLOzdBM3JyTTZWUM9yTdRZg7HDWphuSyFlRv9mHtKiFIAj0i43AXuIhIVwlJCEJAQEPDLJkJCa8/7XR2xk7MkQqXtbBjqAbjxVGIosik5NGMSxyOQfR/Jt8fSVjQgG0lBYxIbHX6/4ENkOd0sr6oVqRzd1nJacUJfMUankNHRDTLNDx5Kga7LiGj03Q0u3Gprq5m6tSpPPLIIwQH1/3xCoLQ7Pn5Z2OM3yNtQlKJNIXTXkplcPB5JJhqxfLc2QqooAkaNXt8aB4Bb76KNxtiCOH/hvXD4fPg+kVD7F53eUe0+A2MN1dFChap/p+P8IEqmsmLbJMQNS/CinTwKGgON2JKS44+E6uJFnYEKaRG+4h2q4jziijuZUZyeJBjDNiKJCRZQfFBfFsJMad2UyYamFqKOH890tsmgXbtVbaK+URaoihza7yUcYB/x3UjNbcVhGuYf0zAvR+KcBN9k4mgbjLnxSQQLwej9HDQabmd58bdy/6YPHrEdKVNYot6P8sydw0Lnfv46bwchsW25JZOrUgvLWDOwd1sLS3g8pSOnK8mcWFod1KsDsp9xXSLPLk44elQ5VHpF92ahdnbCZaNpNqiT6sfOUrA2FLAk6khRQgY4/QtbzpNS7MaF6/Xy9SpUxk/fjwjRowAIDIyksLCQmJiYigsLCQiwl9f3G63k5+fHzg3Pz8fu92O3W7n119/DbQXFBRw3nnnNXj8icb4K9E2JJXP27yO+YNKxFwFcbwLbawNZ7pC6VcezG1FanYrmDoLiK0VVFftzSWq3IjJ4s98ch1QsA2UqSlQ0FpCgeAm0mCgZrcKPv/NX8nzIkWIqF4RLAJEWiHPX/dFFWvwpNkRvCqeYBNOuYLHXQd4W0rl1wkmptVkIQjwzzALLQ+pdOlgRjKbMRRpiMEi5uECvlgVuURAU/2xFc0D3gQX/xP+x9I9K+gU2o4hiVdRUCXyY9wcvglbyPnRAxhYfAnWmCDsv5pQHLVGMjEiFOVqK74dLoaEJjG884lTiq+P6cSA4igKrC4GxiTjrHAyJ3M38w/vBeBf29dQZTfxbo5/40//WDsXxKc02f/lsSTbrEQbYzg/phd2q4U+MfGn1Y8cKhIzxYw3///bu+/wqKr0gePfe+/0kp5MCgkhhA6BAKH33puwlhWxN9xdlR/2suJa1911da3rKsqqrAVBQURFQHoNvbeE9DYpUzL1/P4YGERAKUEB7+d5eB7mzJ0790xm5p3T3hNEEy+hPUUeNFWoG9J3dNdQrWI46x+qJSUlPPHEExw4cIBgMEi/fv247777OHDgQDilfjAY4F//+hdms4WbbrrpQlTjV3HBfq4IIXj44YfJyMjghhtuCJcPGDCAuXPnAjB37lwGDhx4QrkQgs2bN2O1WklISKBXr16sWLGCmpoaampqWLFiBb169SIhIQGLxcLmzZsRQpzyXD9+jt8KIQR1Xj/BAx7kotAv/eAXdoJVXtx7AujTZZwbAhzqvpdpSffxtX8xpg4atMkyxtYyereTqAQd+nQJxSwhAE83F4GNAaIP6/CsFxiaht462gTQ6vzU7NXi2SOo+07C37kdgT5NkbMzYYNACfoRKQZMCUFyDkbxbHUbnPv0fK6vxRMMUh8I8q2jlM9bz2NZ0pdonX7cqwI41weoW+VjtruQz/sUsyyrguLx9dh7+DgwbBfflocmcOyo2UNqZBUD0l28ffgDqr01fFb4JQsjNjBdu4PDY10YWsoEj74uQgiUKC36nlZ0PxNYgnV+bB+46PGxlvFzokicXwLPLae5dLwVrpcVHIFQoE006TBrJc59mP2nGTQKN7dN54/tW3Fr20ySzIZzPpcmWsbYSqMGlp/g9tZSXnuI8tpDuL01Z/VYIQR33XUXgwYN4uuvv2bRokW4XC7+8Y9/sGvXLpYtW4bH56K87hBOjx1/wPvzJz2NQODiGzO7YC2XjRs3Mm/ePJo3b87YsWMBuPfee7n11lu5++67+eSTT0hOTubFF18EQmmply1bxuDBgzEajTz99NNAKFfOnXfeycSJEwGYOnUqUVFRADz++OPhqch9+vShT5/QfuWne47fAk8gwDs785h7sIS+8RHckmbElO+nPjmI0HnRNzbg2hJA01GwO2MvRQWlZJa1oHalH02cRKBOQGszkttLZMQhhNbF5xkF/LvqI7L7ZnG7+2YqzXa+TFnAkI79aLcvBbnUD1oLx+Yd13iM3K6v4Q05nWiXE9npxWM3oU/0EyEHsB/Q4BaQZDVCVTUAOr2Dt0s+AaCxrSmNCU0GEVqJg/Uu1pZW82hWKuUVQciUOKIRROkiqfbWoJO1KJKfXbVrMMh66oMeZGQ0mPEFBYdjnXTbrcW5soaidIltbSVGt0pBr/z8bytR4UPsC/1ypS4APh1SjZdB+xUONG1BfTDAYFMacRsUHM1jOOjJY23lPhYe0TK6cYufPvk50ikyKRZ1AWdD+yo/n9e276DU7cZmNHJH2zZ0+UHONre3FpM+6ozPt2bNGvR6fTgDsaIoPPTQQ/Tv3x+NRoMQgnXr13DV5HEERZA9e3cxefJkioqKmDJlSnhF/7x585g1axY+n4/27dvz+OOPoygK2dnZXHnllaxatYrHHnuMzp07N+jrcb4uWHDp3Lkze/bsOeV977777kllkiTx+OOPn/L4iRMnhoPLD7Vr14758+efVB4dHX3K5/gt2F3l4N3doQHfzwuraDciivg8O86mQfpFtqC8TRV5EaX8u/o9aitqmZQ2GeEJBQV/hUDXRMKLlgLLdori95JgtfFCyVsIBEu8y+ka2ZkjcUeYX/YN8/mGPs26Y87ozXAttCq0Ielgj81B5WEfuUbolJyErxSCBwWGlj7kTXaiesay2SSxxV5D/5Q4JAkUzeFwHSS7i4gOQeoVhRUpdtbaq0k0KUiyn+raOLq7aqhpYuHK1FtBqiLZHM1TW18igJ+7W92Kw+dECtqYvduEThZkOIME3ytFEZC6H/YYNexNrKNd3M+vfZLjtEgtjIg9bkSEDITyPVUicVvrLkTpdSiSTMBaT0bdPj7bE5qR8HTucrrEp2AzNUxuKtWF9VV+Ps9syqX+aAugxO3mmU253NuuOZ2jQ8fotWe3G+i+ffvCM2aPsVgspKSkMGHCBA4fPsw90++g1l3OzLdmk59XwAfvz8bhcDB8+HCuvvpq8vPzWbhwIR9++CFarZY///nPfPHFF4wbNw6Xy0VWVhYPPPBAg7wGDU1doX+Zseg06GUZTzCIIkFpYD0RPZrT1dMSz1sbMIsg33bZxMaqXAA00je0zGyCwS3w6mBb6ja26TYzr+grnIqLMRGDiPZFUnV05pk50Yzeb6JbsBNrKzZh09kY52hBfEkcdd+HZpWlDzLRJsLCYclNuzIrwi2htYFUE2r2yw4PUU2sFFbVc6DWhQQ82DINffI9pOriaFeTTiDoJuJALfVZhfS0lNMsMpp/H9xEksFCd1M3WuaZOZxSxcagniGm5rzU4VkqAy46xbclwWhie2UZ+6v3AoLddSV0lmM5NrNAUkKv0w9V1XvRSBIR+hNX2UtWDbopCQQLPRRqfZTudhCwpbI1xcjNulBgAVBSDcQUHN9zJdlkxaCoH69LxWvbd4QDyzH1gQBv7znM0MG9AdBpGn4nUJM+GklSMGjN9O83AJ1OR0xMDDExMVRWVrJ69Wq2b98e/nFdX19PbGwsEGoJDR06tMGvqaGo7/7LTNNIM0/kNGJ10WHitTWkRcXx2ZFltN+hQbe5AgWwdDme7TBCG0n8jiS2J7hYbF7KopK36GfrgdMfmj58uK6IR9L+xPayA2TEpPJ2wX856DxMoiGBd6KepfnaeAKZeqp3Hx9lEK4gD8Rm4DIFMeQoSNUScnNBUb4FY7qZCGTMcxWevLYFu+x2mptMHChz83GVGQk3UbEuMqxRVA9phM+1geLA9wTsoylw1XKrNwfNNwbiSCE+LRGp57+Yue4pujaaQJyhPXOL8+naOJG0aCt1/mo2VhSzz2TlqptaIu2opyZRJq2DniYRx3+FLi+s4M/r9mDRKjzZtRVZP9h+OFBYi2/mJkSZE9u17cnvnord42N8YjQa+cRutd5JjXm8Y19K3A562lKJ1J/7eIjql1XqPvUC2lK3G4P23FqfmZmZLFq06IQyh8NBcXExihIa51JkDRZDDDqNCYPheFenoij4/aHxwfHjxzNt2rSTzq/X68PnuRipweUyIuoDBDbU0cNnIcdjo7ZKy/Kkg6TFZyI0x9+Eg+zNcDUeQ5W3mlRDCi5rPRGKiZv2D2JoRFO+5VuSjYlcKU2gz/KByMi07dGB1frVHHQeBqCkvowKdzlp5gz8+Rr03SV8X4S61/bEl7O8Po9r3R2w21zoLFoO7VJw2EOtgrZNFBQRINkRoON+KyJD8LqoDtUB2KHx0kX4WLtDy7WTJvJ75QqePhDaFdDs/sEWkSUKPlcdQRFg9ZGPGRJdznBXDwzrjERel8KTOf05UGsn2WTFZLKi5EhYJYlGP3rd3t6Vj8sfwOUP8F1B+QnBJbitFFEUmvnG/7bR+88DkSw6TsWgaBjZuPm5/fFUvyqb0UjJKQKMzXjuY1vdu3fnhRdeYO7cuYwbN45AIMCzzz7L+PHjiYuLY+vWrWd0jjvvvJPrr7+e2NhYqqurcTqdpKSknPN1/VLUye2XEf+6OrzvleIrLkf6Yj+RK6sYuSQRvc/B/M75uMb3oLZvD3wxxbQvz6cX0ZS4PUQnV2Obp0ezRk/61y0Z6hrMHWlTGHh4EKJCJlAFwQKFNmXNaGFtBkCaMYVUXQbVGzU4jApFFTLeibD8d98yz7iF+bV7ccpeTBv0fB+Th+N4hhjq4qtwTT5MSVQJhR1rUWQ9w3Whjm1FgpYBKwGDgfhUGY3PhbK5lC7mFF6JGkWTyEg0aRKSDvT969lXE5oxZtFFg9eF21+CeUs9nu01OPxVtI+Np9TtYMqSz/jTqq/YX3NyKpwWUcd/mdqOzr4SviD+lTXU1+gpHpdGeTstUmok6EJBWgiBa6ef2u99eIqOd6fY7fvJ27qY4h1r8XjObnaR6tdzR9s2GH7UCjAoCne0bXOaR/w8SZJ45ZVX+OqrrxgyZAhDhw5Fr9dz77330rVrV/bv38/YsWP58ssvT3uOzMxM7r77bm688UZGjx7NjTfeSHl5+Tlf0w8JIfC6Be66ID5Pw6crUlsulwARFAQPusEnkDONePKC1OcF0afK6BsrVG7wYK/0UZzgxXnjEdrUpWHt0BWNzoNm/x7y6o7wTeFHJKQl0EZvonjdC0giiF7WEtP8L+R5jWT+YIfXCkcVT+99gQXWT/FEBlk18DAHDVU0tcbQO3gLGcYiEg1JWEtt+FrKbK8I4HUDhyClf1veKv2efhHpJFsktvcvwaxIxHfxUb5OizHOzR4xi2L7FkbYHiblHQl5SJDxJQZaZ2ZgsGhIL9HjS1GITPDhfX8LcmwcbT1N4KsAfgHaFLBf6+VQfT2j/H+jwrASQ20ZwcJdxASuRW5hpKKukvfXfkFUchxrS6zsq61iX20VLQviyIwMrXuqqndR4/NwfatUMqPMGBSFvimh/uzAVgfed0pQgHirgfevLOLKjGwMR4OLe0+Asjc8IEATL5F4twHZHKBu02HiPktF8oH76jL0/dSEqZeCYWlpACfNFjtWfq6SkpJ4/fXXTyrX6XR8+umnp33cDycqjRgxghEjRpx0TG5u7nldm98LrupQd7ZHEljjZBRNwy04V4PLJSCwvg7vW8UgQLouhbJ5EsIHkgZirtbiWyXQFcikdtXxcfo+Wi/rSm2tDJgJjM3gu7oXANgobSbSGgdHd4EUQR9G6nm2tIS3hyvIm2Mgw0usRssVmqFUND6CM81Ks8I4+m5vSkWmk2XNyvguzwLU0SHVQdNWVrzrjr8howKxPJTRkR5lKezOL+cBzUqSTFY6RlYwZIyOzUfe5UhVaOvVYJSXgwOtKDoPjbe7aKdYCGypBa9A29bMkYhIIhPjMRVUoE9M59iPK1+hYFNpDfutLmSDgSZ1Am1MS4rMfRCVjQge9BPzieCumJHMHLGUGH1C+PrMmlDX3IHaKu5f8w35zlpuapHNTS07njCGIpzHx5AUBzg8LioNbqKBspqDFLsPYmzXBN3WRPyuILVOH2Z9EOvhRKSjM5d1y2Xod25/c+H0g15BasAPu+qnDUtLO+9gcikRwR+0VsTRTBgNSO0WuwQEDrpDf3yTjMelIHyhcuEHz4EgAYfANEohmCzTWGkMtcf/rP6AluyYtoxuNJglJatYLVWS2uxq9KZ4lGaT+bYmimSjzOa4XWwauRevxkHnjxOZ+s1IEvPNJARNJCyNwF8hiFpjoqMjDgCdLOEzOimUazB09WCKBfegAhbrtiP59PgdXjY0ruWapu2I1hlYay/CrrFijmyOLTKLaxL+wy45gVs5zC31B1kxRgc+Ad7QO1ze7iQmQiY/JRrJVY8ubifari6UKInK3l7me0qRJZAqrGTOH4dU04bp5f/kK2klFIVeIG2VRDNXKte3aMuNLbK5q00Xutpi+fzIIjZWbqPEHZpW/J89uZT9aK90pZ0Z0cWEFK1h56hK3FF+kowJlNce4p1lt/LJ/vtYmHgf3m7lzBtdwlVrNvLKjkICmVHhc0jNzn5AXwiBb6kd90OH8L5WSLDy3BfWqVQ/RaOX0JkkJAUMVomGntyotlwuAUozE4HvqqFlBGhkjFkS7u0BjG1lPIeDocSDK4OYGmvp2bgX+n7g3hHE374efayV5kozBtYM4GZxE9pKDfoSicTMoayX9zPW6CEipjHPbvEhcNE6qpznm8ezMauOtRFFjBAtiFV0oWm8EkRZtYywWDDr7XxQ+womcT1bKmsZ0ymKj/LWIIBPkXiwWXfe2beVfsnpbLOXYTNYWGWHb4/k0D52IJ01qSyrLEQAAQErjQ46NY3AuEsCj0DqYCEjysvOWC/iwV4UrP8blYGlKOMeYqXfRlc5GpMiUaWp5aMrJbJqE2liTmMf+Yj0HkiHvQRtCtlts0mKTcaoGPnXjnUsKTpA65ggZfV7GZGWxtzDZbSLTsCqOz6Dzu5x49L5SLo5hSpnFQa/j3vMt2DWmsgvO4zDExq3qXAfwt61mNmbQsHs4/1F9OzRhuxbLEh+0GSd/SwjUeHD934ZCAhscSJnuZD7nnoCgUp1PmRZwhQpIYICSW74FrIaXC4Bms5WpNg0vP4g1b4qOGRAHhzEZVCQtoa6eWSrRDBfoPfrsPurmTXkPZZXr2Gcfgyj6icRtcOINy+IJlvBWy/wHzJD3VPYEBzJ/texPb3YVe0mv7fC46VrCbgFX8kH+M8V43BXBjmQ5GS7KMbNGj7LX0j7yNbYtAJvUFDuqQ+fI4jA4/MjAU0sUYikxiQZ4vh4X2hUP7eylvhGpWRHR7C2phqAzDgTh+x2mtxgQVRUo9Np0XzgoE2cBt1U0Bjj8NZXwYb/o0fTMayI6se3ZUUUu0ItjqHJ7bky9g+0iNFi7NAIUexFStBiiQt9MX+et4e1ZYW0j0nB603FFGxDlEbizx1bkxVrw6oNBZed9nIeXPctJS4H93foxYQmrYgjLvy3sEU2wxaRSWntfprEdyYqMg2dfBBvUKBIEhFGHbqu1nP/Y+tlpBgNovLo5mvWi3eqqerycCECC6jB5ZIQFEG+0a1lY90WPstfSOsWzfh9/M3sr9UzcFAy0VVaqJfQ2MCzO8iurjv5sjy0h82swx/QK6kLht2hjL+OVQGiRmsIFJqQFT11LW9AbzJhM7kodfkYnWGl3hogWBIKFb5gkCOGajYn+pmTV4oM3NyuP3rFR3NNE1IcgsSUSIyKg8yMbJaW5THY2hiHPsCNLbJZXHiQIpeD21qlEKP3UOXxIQNCkuhdWEeGEoEUoaeRMBD/rUAqD1AxxkKh8h0te44EV5DAHhephv4YWst4/fUcMbSg1ueh1OUMv0beoB9ECi0jEnEGBZamRvwrqvHle1CyLUTo9Jg1WqxyEvMPhYLc4NR4hjdOppHl+JqX1aVHwgHrtZ3rGZyScUKrJsbSiGu6vUxZZSGx1jTi4+J4vqeR7VV1tIq20irmPAILIEdo0N2eTGC7Ezlei3IOrR+V6mKgBpeL3L7SfLbY97PasZwlJSsB6OrPoUlhEorFx+2+rYxpFkdTrZVmFh3OFCdtLAl0r81itXsrZo0JjfZ4t4psAiQw2XxExDzIEyWl+MrW0TE2hftbtmSndx3fuaqZlt6ZpTUldCKFZpsSeC1lFwBBoLxO4vvKNcz3f4te1jE37h9Y10bA4QC/m9iEP/vXs2LPEQCGNmpKlN7Ie/s2MiytHW5vFBpZoS16kr7fQZInNI1XHtmRQEHo13rcQgXpyiEEVoY2OJOqfBh71pOysBYCARobd1E4LIt2TTrxv5JdNDbH4vUZSbUYuGvZVgqd9bwV04yoD0P7+ATW1nHlw82JbKXnmzxf+LUQQrCq9CCf5znpn9yErFgbKebjwaF9TCIGzYkfkYBfkL86krzNFjQ66H5lgK4pMXRNbLjM20oTI0oTNXeY6tKmBpeL3PpDlbSoakZcnJkO6a1IdNtoPqcTwinRNCbAdb8rYU7xm1QZO1JR14nxmwTGgzU81WQkc/t1YZ/kZFvQzrCujcANchzUe0rQRSronS3xBUNp4tt640n7IoEU9yhWdV1KWdQ+ntAMxfmJHk0UjGgTz39cR1AkiTSDg1p/6Nf9NMMf8C9JxhEjYWpah29tLTubV4Sv3xcMUF7vJN0Sxf8ObSBWZ+SGFh3peyAWoVGQPAFoaQP/8beiK1HCb//Biv98D3QHjqbnkN0euiiRlFTruTmhBw5LNUXOWnZXFXKgxok7EGRPVR3hHe2DAqui56rMdqRbqnhy3R7MWoWOCSae2foNAN8UHGBWqz4M2FlMfNO+bNfK5Nhi0condkt5nIK8zaHr8HuhqihITIradaU6tVatWtG8eXMCgQAZGRk899xzGI1GsrOzz3sq8fl44IEH6NevH8OGDbtgz6HOFruIuX0+Ou1PJ/arGFyyi38cfouCqkqEU6I6y8fK8fv418E3KXKX8GXRl7T1yhgPhhbu6Q85MJVaWVZUTIqi4y3berZnFlPVopxqjYyxzETTzVpuj83CZjQzsqI5voMSwWKJrpt7YTBFoJQFMXeWiU52MumLAC9q0rgzw0qG1snIpFF0is6iy54u7Mn5mM/S7mBLpyXotHBFWisUSSLJaKFXdCr3yB3oGJNIv6R0OiUkYxIa6raZcDXJob59Z7wtWxOM1uAca2T3wCCzOhdSbQPiQwFHHhCNMBmQ0kN7l3iyW/Bc7T4eqV5Fia6OV3Zu4JPDe3hj7zq6J4fyP22K86IZG4vc2oTu5iSU5FDXVrfEGGYPy2Hm4I74pePdajU+D/UrN7LL7WXa/jJe317EC5sOYa8/cbaWziiR1CIUTGQFIhPUqcKq0zMYDMybN4/58+ej1WqZPXv2r31Jvxi15XIRW1NqJ7PETABwakIthbWadfRp3Y9vMiopcbgwKAbqj25m5InUEYzQIdd6CVp0mBJi+GtVX7LXCjJaN2G2dh5WXzsyojshl9ehLQtw1f5URrdtilKiUHv0eeVIidTSVkhGLYo7iLTejlZAuwUBgoOCKJnxxGgiuVq5gprmO1hS+RIABbXbSOz+MoPK0hiuH4a2OID1k3pE5wgWaQpZaj8MwMCYJgRqBY58PaDHYlWwr5WI6hwgyVdEtslKfk0NTX/XDP/WIAazB2mnBanNAGqGeLjz4Gry3U7iDCasOh+BoxP0gwjaagTNGsXSv20qOqsJUevEv3wj3v/WoHRrj5KZhvVo0so+McnsTmzCDqedW9PaYPh8NRt6N8GTHwrQu+wOKuu9RBuOdytqdBJZQ3SktQ1isEpEJaqtlsvForxSXt9+mFKXB5tJz+1t0xnauOF2FD1Vpvj77ruPIUOGMGjQIACmTZvG8OHD+eijj7j33ntp2bIl48aNY9CgQdx1113885//JCkpiUmTJvH888+zfPlyJEnijjvuYMSIEQghTlv+5JNPsnLlSpKSktBqtae6xAalBpeLjN8RxL0zgBMv+eYSdB1jaFQcTRNHK0bGD2CTYzvVfcvxVArWFguGpN9BUD5EI1MKVTorq8fFECis5aBZobxGMH1xJVLzKBK+85HQz0JFTCR7XXsYv9xMVQstr6dUsqnEwQNNGtNWWKg3yhDlp/csHyglBIclQpoe8jwgQVxsJMZDCqlta2m00UhBjgJHM6pIyGicGsojy4koXoW7sZtNHXpQUWdkorYNyalWDH4tEXstWAYqOJcFUCIlNPEyBANUbzITMyAek99Ll0YpuLco6KiHzysIAHKxHlMHE4PN6WhNRgbvaIYoDlCVXc/XpYcZaohl+JrdRIzoi2wNtWD8m3cRWLwGAFGvEKyMQBT7kG06YuQipi/YiTCbkPZsYd6gdmxzVpBgNFHm9jE0LZ7kU2zGZTDLJDZTG/2Xk0V5pTy7cR/1Rzd9K3F5eHbjPoAGCTB+v5/vv/+e3r17n1A+ceJEZs6cyaBBg6irqyM3N5fnnnuOgwcPsnHjRlJSUlAUJdyFtmHDBp544gm+/vprdu/ezbx587Db7UycOJHOnTuTm5t7yvLNmzdz6NAhvvzySyoqKhg5cmR4n5kLRQ0uF5Fabz3urwTu70Nv8KaDotmVVso3o/YTodVi0rXl2uRBRBZY6RAtUR7npboumilRHTFuqGFZ1mYqIiNxGhqhFwpX2xXkZmkEC3R4OxroXZrNO0o5OP2MNVvZkBFkcW1o5tQDZfv5ryUDb6NoGn9Rg5BAitQQrHfz3x4ermoTib5ekHKoHmdkDb12S/iiFTyedMalPkqhczuNvW2R0SN7vuZg0f8AMNn2sdF0F332N2Xk5jYo0aH92isa11M2ZS/6MhNxs9IB0CYLijpDTmwLJK1MsNYHG47npQmW+tDpI5j8eTyu9sk49gBouDKYza3Xd0HrdCN1VpAsp0iNnpJG0N+G4OdViNLQoL5mvAVc9UiuenC5KZbSWVV2kI6xqXRNiuGudk0xadWPyG/B69sPhwPLMfWBIK9vP3xewaW+vj68WWLnzp1P2peqS5cuPPHEE1RVVbFo0SKGDh2KRqOhU6dOzJo1i0aNGtGvXz9WrlyJ2+2msLCQjIwMZs+ezciRI1EUhbi4OHJycti2bRsbN248Zfn69evD5TabjW7dup1znc6U+sm5SJS46nh1+3puORIehiaqxoi/VjCopinBCA9+RYfsjqTIpuXpPbuI0mvRyxImg0TqUsGk0k68O2gn7es9JLpjWJyQS09zR7amlfJxYB13ZXQiXURyULazYqwHqyYSQntbEaPVEmwSyYHFEN/UjKWFIJhXj+wKcqi+nhlx9XTSBBi+04fl+zIA5K4K6dtS8euG0yypC/tNq3m77HYGRfU6XjGfi07aSMTm0M2AXaBv7cegC/BtyfcoOoVB4wdiqTOzN2Ynz296jfd7v0JTbTrmThq8OivBIw5EuQ+lfxTbm7lZfG0p8UEn3SvS0R/RIukl9BoNRJ48DVhp3xLqnIhgFMEDCsEqz/E7JSNSm0woKUcZM4D+yVa+LjrIdnsRk5o2J0KnLl78rSh1ec6q/EwdG3P5KWPHjuXzzz9nwYIFPPPMM0BoI8Tt27eTmppKjx49sNvtfPTRRydtPnYxU9v2F4mDlVVMzG9EtFxJbBcvUoSgJK2O9koihkQNzR1xHLQHuD9vKau9oZXtdo+PErcX9yEXSGCONDKlpCvtqzPQR1fTVdeWNzzb+adrC0UeJ1878nn/0DaWFB3mO20xbetNPGJqxI0WG3+pTwallmAASmLMBNbVIo54oMhDdqKEm0KCcVq0juNTeV2ShxXph3CZqtjvfY0Vrg/xB70UyC6iGvfBauuEvfF1GLUSIiU0LhLZIYCh3onNFWScZyBl3kpmmz/ik0af8pfql/AGfdSUhwbaJUlCn2XE3TERZ8cUjpRr+fOuZXx8ZBevFq5nW/8iIgdriBx86v7joL0WUVaJ0jMb7YA2oAGlWwQYZaTmRpSOUehuGI/uvpvQtGtG+9hE/ps9ho8TRtJnexTBGt8pz6u6/NhM+rMqb0gTJkwI75ybmZkJhBJbJiUl8dVXX5GdnU3nzp15++23w1sZd+7cmYULFxIIBKiqqmLDhg1kZWWdtjwnJydcXlZWxtq1ay94vS5Yy+XBBx9k6dKlxMbGhjN8VldXc88991BYWEhKSgovvvgikZGRCCF46qmnWLZsGQaDgWeffTYcoT/77DNee+01AO644w7Gjx8PwPbt23nwwQepr6+nb9++PPzww0iSdNrnuNi1KDVj/KoecIPkxnpVIi2+T0DbE270zOWZ2L68WbgNgFz7Aa5IbcvKymrGW+JI95lReuoIbHBiWBMkmKCgHRLF6upCIo3HxwwSDWbqA6Fupt21Ffgaeeg614MpX0aZ5ETMXY4pewA+YxLCorBvwBZWS5+h9TTH7cvg5R2F9MkZRILDj98g80liDf+u2c+dGZk02bmZzlkT8VR6sIg4tiVYiYqKpmtdMtGlZgoGu0ku0iF9W07QESAoQ+vfN2ZG3SPYDzr5NOtjkow2xmpH0KS0Cf7aOoQjiNLGRMAp49wpIFvgCB7/wg9GC6I7n/rDH6yqwfefOYjicqRUG9obJqC7zkZglxOpiQEkgRyphFYny8c/BqY5tRg2OfABIiDQjYht+D+26qJze9v0E8ZcAAyKzO1t0y/4c8fFxZGRkREe1D+mU6dOrFmzBoPBQKdOnSgpKQkHl8GDB5Obm8vYsWORJInp06cTHx//k+Vr1qxhxIgRJCcn06FDhwteL0mIhs6FGbJ+/XpMJhP3339/OLg8//zzREVFceutt/Lmm29SU1PD9OnTWbZsGbNmzeLf//43W7Zs4amnnuLjjz+murqaK664gk8//RRJkpgwYQJz5swhMjKSiRMn8sgjj9C+fXtuueUWJk+eTN++fU/7HD/n2Ll/Lf5tDrz/LAQgmB1FfVQEwi8hxwm+idhJTtDE/a6t5NfX0sQcydsbuhAICDTFPtw9TThsEvGzjydf/HRiNSJJy4LyA2RYo4nVGmlniuP5/Wtw+Lzc3qINo2pieUl8xvWmiTT6dgWiKNTdJXXtSGlGMv/Jm0JQhNZ0xDW6mfdLtPwjox/Z+RE8ELkBv6Rg0RqJ0St0jopHc9hHl0904BEUDvNwk/lx9LKef+b/DdP2KJKu8BF4rzR8jcrEeIq/1ONoUc/q1nn4TQF67EunZYqOwPslAPg6mpjXK0A7dyQt7ArrgwXM0u4lUxPF9W2zSYw/9Q+HwK6D+P79Sfi29rbfIdlSqH/sMLhCXyC6m5PQdIsIHyOCgvqn8hB5oa4QzfBodFckoLo07dq1i1atWp3x8Rd6ttjpuN1uRo8ezWeffYbVen4ZHi60U72mp/vuvGDdYjk5OSe1GBYvXsy4ceMAGDduHN9+++0J5ZIk0aFDB2praykrK2PFihX07NmTqKgoIiMj6dmzJ8uXL6esrAyHw0GHDh2QJIlx48axePHin3yOi53S0oT26njkQdHU1FpwrA3i3BhACsiMqzST/NF+nqxsxN2xbbihaXsc1iCaPC94BUq8joiaSERiaIygppXCSkqoqnORo9gwCoWuxnhWOg5yW6sW3NEmhb55pZi/+pZRCVdQ6DOAOSp8LUKjpyC2Bo18fMwhxmjljladmeM4yL/idjM0sRX51ZEsPyKhiBiOVLnIKo/mWF78lFUm2hibUemrwmurR9dYJqB3InePAAmkFkZqbBXQrYqlbQ7y7+qNvFO0mfktdyHVHm+daPd72FBSzbP2/fiSBDmfKbz8TTv++GkK8Z7TZx2W4mMgJir8fyk+OpR803v8t5TwnTiAK8kS2kkJSMk65JZGlC4RqH47hja28dnIrqya1IfPRnb9RQLLqlWrGDFiBNdee+1FH1jO1i86oF9ZWUlCQuiXYHx8PJWVofQcpaWlJCYmho9LTEyktLT0pHKbzXbK8mPH/9RzXKxcnmp2Fi5BiCCteg5A743F/2R9+H5Z8iPVehFA+uoqmhRFs29MJIU9HMQl6tEYIc9YSNL85phaxLN7YBGzPNvZ4i5nWGxjOgSa8EmeFjk5wBRzPdWeUlIK0oncpUdunoHbLfhbcQEfJWYhayORFC1CSqfZJg/erEfJr1qDTd+ItnVN2FFZxTvOIuoDfnQ6G5X1oSDwxaFKnmnWFEu0Dj+h1lNdSz9FgXLubX0bbRo1RiMrOL/3UXkwHt1NPkxb1hAx6zBK80QcmelwdKfKKp8bpa0J37JqpLoA+3rp2OpwoEgS7jgNhk4WAjtcaEbFIiedfsBdjotCd9skRFklki0WOSb0Q0d3SxK+r6uQM4woHU7M2yWcfpTGepTH0kG+cAn9VKpjevTowZIlS37ty7ggfrXZYpIkIUkX9sP7SzzH+RB1Htbuep/v8v4DQLWjhBT7zZi6a3B46vDE+on1upBiY5Ea1yK8PlzZKURKgg+Vr1lg/QZ3wM3TpoeQLQLXHolEXwLjuguu9mWTVh3BF6YSkiJsNMkr49vEN9lnX0XTqK6M8t2BabkRY1sTjcxVLDEvpoOmL7FFFgLLnFRlBZlVUE8LuStXLDyIUreKPpLE1GHt+JvjCMYfDHVkRhr42L6Npumdie4NuINYAnW80/IZopNt4b+BISsSU4GDqup9RO45DIB5bwlDBufgC0AacXRpnIiSbEJ5uBHfH8rna7ed2Dot4xvZqNyrwXZzMtQHwSz/7N9Wjo+G+OgTyjSdrGg6nfwL0b/VgfftEqQIBd0NiWpuL5XqPP2iwSU2NpaysjISEhIoKysjJiaU7M9ms1FSUhI+rqSkBJvNhs1mY926deHy0tJSunTpctrjf+o5LjbCL/AtPUKFMS9cVlizF7HPi6tJNS+5FpPkN/OUpitJNRr2DGjEs1XryXMe5Ca3ld72dty6dwj1iYIas4PyK/Ipz6umVXQz2nzYKJRhEvCOryIuQqJCu5t99lUAHKheS8GA0aTl9iQlCPe0TmTWijuxxcQRtaE1CFjVyM62mnK6Whuh1B1NkyIEzdBzQ5MsIuvcPNu8MQtdpdh9layqPEK+ox3rMk3kBV3kJKTRLSXxhDpr4qKJvQ58+ysJfq9Drvfii49ABJ0MKelMyR5BUaxEoysCWGMNNNXE0WZ/AT10cRhXxaBpJ4V2ZrQ07Kp4ERT45pSDI4BwBAhsrFODi0p1nn7RqcgDBgxg7ty5AMydO5eBAweeUC6EYPPmzVitVhISEujVqxcrVqygpqaGmpoaVqxYQa9evUhISMBisbB582aEEKc814+f42Lg3+2i/tk8PG8VEdjtQhR7aGHsg0EbgU5jwW3OobZFGfu1JTgCPu52tSPhEzeBb6pJXiOw+z34RZBoyUKHOTZMWpmYmiCNSg1EVB1mbdy3bPRuDgeWYGSQ0qCDtYECZKsegzb0i92gtSA8Omq3awgsUojemcD1kf9jXf0c8sfmIXoaiLWG0tAv8top69YKJAnRJI3M4lSuzW/MmJkmcl73MNoZQW7lEYYkNsWpU3im6BAflJTy4I79HKlz4drhp/hDN4WL3bjdoZlqiZmtqb91FIfHt2N2Xz/by8sp2RMaC3FUCqqLgwSKPaRtk5lgak7L+kY0zTKQlnVhfgtJsoScfLwpJkWpy79UqvN1wT5F9957L+vWrcNut9OnTx/+8Ic/cOutt3L33XfzySefkJyczIsvvghA3759WbZsGYMHD8ZoNPL0008DEBUVxZ133hle1Tp16lSioqIAePzxx8NTkfv06UOfPn0ATvscvzbhC+L7bwmixIco8OBpq0fnNKL1p1AZ9wckYEG+nYfi3DTXh8YHIp0KxyKFuTBIRpsoelgb01gfg5KtIbh1F/iCaNyR7OlopSaQTV6SRPpVhehLzayNKGd5XR5T43ojjC6y0oZR5y7Hoo/D6Ay16ESJRPCAjLI9maGj/4o5vwRpdT19Ki08OKYnh+rL2STX0bFpV2ybktD5FPz7vKHB8YAge7eFd7IGk5wez8qtteH61geCKHaJ8rc94W2Z92kdZPWJAiAmPZOnKz5gW9UuXvL8jsIoibpqgaIFixm8rxYiin1oNRItpjdCaXqKVffnYVN5MRUeF9mxicQbzWjHxyE31oNeQZOj7qGiUp2vCxZc/v73v5+y/NhioR+SJInHH3/8lMdPnDjxpJQJEFrBemyK8w9FR0ef8jl+dVKoOydo8vP52FreKl/Fc516ERlZSx+qKfMGyGzSlG4eG5ZyCXPzfhRVB0jaoUGpC3JkkIYpcg8iCjQoNRL1sYXojs522p+g5cny7aGdIKugMu0IC7Wz+ZPtUaaZxqGrtlBq+ZKt+QuJtTTmUPkG4pObkyS3wNJFg3NzqEVRaPdj6xJPbJYVTSMdGw4fZHWxwnvurcRv/RIs0Si9r6G0pDfxoe1dUAwKTd5zop8u0bNzLBMPOFlVUcVVzVOI1ekoDhyfnFDu8CKECI+V/D5jPF8H4zB+aqZpuoSnkUxEE5kIOYCn+GhE8guC5T6Upg33p1hdcoR7Vi8iiKBXYipP5wzEEK9DHqquaVE1rNOl3D9Thw4d4umnnyYvLw+z2UxaWhqPPvoocXFxP//gH3j99de5/fbbz/byz4va/v+F1AY97J4EWqeefx7IRQB3VS7hiUgXG/eGgmG/hJuwvN8IqaWJjgEb38fn8+ehB4nXmGgUF8uwjWZM3xeDTsJ9jRWNUYvs9kGsHskhIY5uNNwusiV6+SbyXRItJT37HUF6WxqRaetJfmUuTW3diYtNwJa1Eq+uGZImAblJkK1xhYxIaoomLoKqei8rVlXiDQr+HduDO/onEWc2obQfiMZjxB2tw3LYR/CgG0wyRCpEx+qYFpvJHwNBtEqox1UzScK/Jog92Ye/qThhED47ph1tslvgKBXUfuNHr4XILhpkmwalTySB72uQ0vQoGQ07/nGwzk7w6Gu1urSAWq8Hg+bCZ4lV/fb8MP3LtGnTmD17NjfccEP4fr/fj0Zz6q9hj8fDbbfdxgMPPMCAAQMAWLt2LVVVVWcdXN544w01uFyO6v0+/rZlNV8V7Mei0TK6cQs+z9uDXtFQ6SgMH1fs2QPGIYidLkx6mUHf6MkZ1Z6d5lqinCbM22pCX4leQf1hH6uvTKSdFI3D6OQBuStrqotpEx3LWKUlLn0bqkodxHldaLta2OItZHvBIgB2FHxDG2tPpD370Qe3kdCkCVU5rRkTk0rq0TdtpF7L5Jap/GdnPus8Oib2vILEuNC6jxSAoWYCe1wEj9SHpvUmHh+zOBZYPAE/hZlViKZaTIqBgbHxJ702Oq2OqKECY2sNigl0SaHBet2VCQQHRiNFKMjWhn2bZsclEas3Uulxc22zLGIMDdvlpro0fX24jte32Clz+Ukwabi9fTRD0htu7cmxlPtr167ln//8JxEREeFMxS+88ALr1q3D6/Xy+9//nquuuoovvviCDh06hAMLQNeuodyDBQUF3HfffbjdbgAeffRROnbsSFlZGffccw8Oh4NAIMCf//xnli5dGk6gmZmZyd/+9rcGq9NPUYPLBSJcR7P56iR8Ow/QvdRFsSmKLa5qGpmsTG2dQ4olgmSacKB0BUIEaS+GgjOIFKdFOAJI9UFiC2V6fCIjNQVam2FlaK+ROJ8eS4WW/ybk08/bGMVTw1MZ/fC+XECwpABz/yiMW9yIKj/ikJfdvRRkSUNQ+JElhVJhIWLYEMx1VUQ0b0Ryy4wTr9/r5Nom0fROjiVCpyXpFKnnlRYmlBan/2L+6MAOXt4Rmu33WMe+ZJ1mNb2skzA2PXEGmKSXUVLOPa/ToTo7i44cwKhoGJHWjHijOXxf6+h43uk7lmqfhybWKDSymmLvt+7rw3U8u64CTyDUoi11+Xl2XWhH1YYIMD9Oub9z506++OILUlNT+d///ofVauXTTz/F6/Vy1VVX0bNnT/bt23faRJWxsbG888476PV6Dh8+zL333sucOXOYP38+vXr14o477iAQCOB2u+ncuTPvv//+zybQbGhqcLkAArudeN8qRgDaUU60ny+iP9CycwvuiDLSMT6ZlsYE8rb6cNWkcGun/7Gz5girS6FoVD2dghZMX4YWI0qZRvQjYxBFRwgcriQ4JBnZHiSQ66BDkpHP+7mQ3X4GfqonOMGBKDk6VmH3I6pCAU7a5kJuayOh8VQ03nxiI1uy0hXLoxWhjVju0xoY/4PrdxZt5shXjxH0ukgd9iTW9O7n9DosLz4+zXq7vYxRjZuf03nOxZs7N7K46BAQ2kTshhbZJ9yfaLaSyOW1Ilp17l7fYg8HlmM8AcHrW+znFVxOlXI/NzeXdu3akZqaCsDKlSvZs2cPixaFehbq6urIy8s77TkhFKxmzJjB7t27kWWZw4cPA6Gx6Iceegi/38+gQYPOKv1NQ1ODywXgX16DqA7l5BJHysLlSUcqeH3UBNIjojm82cfOpaFA4KmMQWlRy1uOVURq9NyZ2IGBNydjMulRWpkR9W6CJZVgr0UxJ+BfH1p34kzW4PcESN8UDKVdUSTQS6H/Rynh/0tJOrpEJPJl0EWStikBp+BQ3fF9UvZVO/mh6t2L8NWEuuvK171zzsFleFozNleVIiORE598Tuc4V2X1x+vk9KnZjVU/rczlP6vyM3W6lPsm0/EWvxCCRx555KSNxIqLi1m/fv0pzztz5kzi4uKYN28ewWCQrKwsIJR267///S/Lli3jgQce4IYbbginw/qlqcHlApDij6clkRJTQbsN/H40fTqTHhFaMR4MHD++ohT690zn7zotzXcbscxyowwU+PJq8G2rR9MpQOC75RAMIhIK0QwahMOqZXVSKfcebEPk7nrQSUiRGrSTbeAToS6rLhEEFtsRziCZ2/O4a1vojeprnIRvcE/22Z0oskSPpBMXmmqtx3Mq6eN+fpqW8AUJ7HUjAXILU2ihIzAmvQXNI2PRyDItos5uAPJ83dk6hxe3rSFKZ2BoagNONVNdlhJMGkpPEUgSTBf+K7JXr158+OGHdOvWDa1Wy6FDh7DZbIwePZo333yTpUuX0q9fPyCUEDgyMpK6ujoSExORZZnPPvuMQCD0hVJYWEhiYiK/+93v8Hq97Nixg3HjxqHRaPD5fL/I9sbHqMGlAQkhqN8bwG+LQDdFh+wNoHSyonS4HuHzIyceH9BOaq7gsmtw4iWpuYIxzUT3gjQ8i/JQ2psJfGsPJVnc4SQYFQnBoysjy8oINqumJi6T2L0m5Awt2j/4kXQS3v8UQ3UAKUZBaZGG0kiPr9CDKPEhdf9BMsgaJ1fpI+g+pBMaSaJxxInjJtFtx6LoLAQDXiKb/fwiVP/31fg+LA+d+9oEtP1CAVSRZNrE/DpZhTvFJzOz/zhkLu4UQKqLw+3to08YcwHQKxK3t4/+iUc1jEmTJlFYWMiECRMQQhAdHc2rr76KyWTi9ddf5+mnn+bpp59Go9HQokULHn74Ya655hr+8Ic/MHfuXHr37h1uCa1bt47//Oc/aDQaTCYTzz33HAC/+93vGDNmDK1bt/7FBvQvWMr9S01DpNx3bvNT/pYHBBjbKcRP0SPrTv/Ftr6skMc3LEWWYEbn/nSQ46h/Kh853UBwtyucwVeemIAS2EZwy26kFplI/bqgiTbj84JWH1on5N/qwPvS8Zln+nsbobQ2EzjsJrDZiRRfT3D7GqiuQe7SGU3Ptki6hkmjUv9SAcGtoW4opasV/S2/bBeYSnUqZ5ty/0LPFrscnE3KfbXlch4CboF7WwARFBjbKPhKgxxdPkH9rgDBevGTweXjgzup8LgA+Dx/Lx07JaO/K4XgXhdyOwuBbU6kRB1KK0Hg9U1I0REEN2xF2zodKTYD3Q8mcMmN9EhNDQi/hGhhQdhCXXNKuhEl/eg6kZ4TCXr9yLoz+7MHg36K9y+irmofsSk5xKf2POVxSmcrwW1Hg0uWurpddWkakm5Vg0kDUoPLeXCs9mGfG+puihikwdReg2z1EayDyMFaFItEIK8IZ2EJpbEWjCmJNLIc3yMkzRoJxaH/p5hCb2olw4iSYSRwwI0cr0HJMBK0VxLwehEloamRBAL8mByjRZmcTOVsH54VAksgQMx4DbLhxOB2poEFoKpoA9uWPgZA/o6P6HHFB1ii0k86TtMtIpT+XgK58en3WFGpVL8danA5D76y45tNeY4EiRmjkPR/RoJOgS5RJlhYiu/V2eh8fmxRFt4d0JxJHbuSeDSQXNW0DfEGEzISA1OOrzPxb6nD+0oRBEEZGIX2d/ForhpOYP0OlOaNkZs3PuX1eEvBk380AeTqANaeQfRp5971FfC5w/8PBjwE/PWnPE6SJTWLsEqlOoEaXM6DOVuDc1MAAhDRJzQLQxstw7ExwMpq8IVmoOiqHZhdXopdjnBwiTOYubJp25POGzzsCWc2DqytQzc2Fk1OOzQ57X7yejQxcugv6gclVkKxnt9AdkxKDk2yrqM0bxmN21xJREyz8zqfSqX67VCDy3kwttCQ8rCMCB4NKj8ipSUh0hKR8kuobN2YiggDaZZTr1L/IbmZETQS+AWaPpFgPLPWh6GJQuJUA96yIIbGMppTXNPZ0OostOj2J5p1mYosq28VlUp15tRvjPOkiTz9F7gcE4nh5onUVVbh0EvcHBVDjOHnu480rc1IjzQGVwC5seGsptIamioYmjbsZlpqYFGpVGdL/da4wCSLiQiLiYifP/QESqNzz6ulUqkuDq+99hrz589HlmVkWWbGjBnk5uZy5ZVXnlXq/UuRGlwuUv6aIK5tAWQtGLM0KMZQ6yVYUkEwvxjZFovcWF1PolJdrHJzc1m6dCmfffYZOp2OqqoqfD4f7733HmPGjFGDi+rXUfO1l7rloSnH0W5BZD8dweo6vG/PgYpq0GrQTr0aJS3p171QleoysWmfj0XrfVQ7BFEWiaE5Wjo2O/d0KeXl5URHR6PThdacxcTE8N5771FWVsaUKVOIiopi1qxZzJ8/nzfeeAMhBH379mX69OkAZGdnc91117FkyRIMBgOvvvoqcXFxVFVV8fjjj1NUVATAQw89RKdOnc7/BWhgl22u8e+//56hQ4cyePBg3nzzzV/7cs5a/eHjiRP8laH/i1pHKLBAaBZaZfUvf2Eq1WVo0z4fc5Z7qXaEPmvVDsGc5V427Tv3pKc9e/akuLiYoUOH8uc//5l169Zx3XXXkZCQwLvvvsusWbMoLS3lhRde4N1332Xu3Lls27aNb7/9FgCXy0X79u35/PPP6dy5Mx999BEATz31FFOmTOHTTz/l5Zdf5pFHHjn/F+ACuCxbLoFAgBkzZvDOO+9gs9mYOHEiAwYMIDMz89e+tDMWNVRLxbseJAOY2ocG6OWEGOTObQhu2IGUakNSWy0qVYNYtN53bNVAmM8fKj/X1ovZbGbOnDls2LCBtWvXcs899zBt2rQTjtm2bRtdunQhJiaUPHb06NGsX7+eQYMGodVq6d+/PwBt27Zl5cqVAKxatYr9+/eHz+FwOHA6nZjNZi4ml2Vw2bp1K40bNw7vlzBy5EgWL158SQUXc5YG/aMykgKKNdTAlAx6tFcMJtgvBznCgmRRd1BUqRrCsRbLmZafKUVR6Nq1K127dqV58+bMnTv3jB+r1WrDM0VlWQ5nPg4Gg3z00Ufo9Rf3pJ/LslustLSUxMTE8G2bzUZpaemveEXnRhMlhwPLMZJeh5KcoAYWlaoBRVlOPd3/dOVn4uDBg+FNvCCU9DE5ORmz2YzTGcrFl5WVxfr166mqqiIQCLBgwQJycnJ+8ry9evVi1qxZJ5z3YnRZtlxUKpXqbAzN0TJnufeErjGtJlR+rlwuF3/5y1+ora1FURQaN27MjBkzWLBgATfffDMJCQnMmjWLadOmMWXKlPCA/qBBg37yvA8//DAzZsxg9OjRBAIBOnfuzIwZM875Oi+UyzK42Gw2SkpKwrdLS0ux2Ww/8QiVSvVbdmxcpSFni7Vt25bZs2efVD558mQmT54cvj1q1ChGjRp10nG5ubnh/w8bNoxhw4YBoVlnL7744jlf1y/lsgwu7dq14/Dhwxw5cgSbzcaCBQt+sQ1yVCrVpaljs/MLJqoTXZbBRaPR8Nhjj3HzzTcTCAS44ooraNZMTbqoUqlUv5TLMrgA9O3bl759+/7al6FSqVS/SZflbDGVSqVS/bou25bL2SosLGTChAm/9mWoVKoGcvfdd6PVqmMoDam8vJyHH374hLLCwsJTHisJIc5vlZBKpVJdhHbt2kWrVq1+7cu4rJzNa6q2XFQqleoCUVPuq1QqlapB/dZT7qsD+iqVSgUc2eHj61ddzHvWydevujiy49wzIsOpU+4vWrQonHL/2ELK7Ozs8GO++uorHnjgAQAqKiqYOnUqY8aMYcyYMWzatAmAuXPnMnr0aMaMGRNOz19QUMB1113H6NGjmTJlSjgd/69JbbmoVKrfvCM7fGxZ6CVwNP2Lu1awZaEXgNQ25zYpoGfPnrzyyisMHTqU7t27M2LECK677jpmzpzJu+++G86EfDp/+ctfyMnJ4ZVXXiEQCOByudi3bx+vvfYaH374ITExMVRXV4ePHT9+POPHj+eTTz7hL3/5C6+++uo5XXdDUVsuKpXqN2/XMl84sBwT8IfKz9WxlPszZswgJiaGe+65hzlz5pzx49esWcM111wDhLIrW61W1qxZw7Bhw8KBKSoqCgh1wR1LITN27Fg2btx4ztfdUNSWi0ql+s1z15560uzpys/U2abc93g85/V8FxO15XKJefDBB+nevfsJie6qq6u54YYbGDJkCDfccAM1NTUACCH4y1/+wuDBgxk9ejQ7duwIP+azzz5jyJAhDBkyhM8+++wXr8dPKS4uZvLkyYwYMYKRI0fy7rvvApdXPT0eDxMnTmTMmDGMHDmSl156CYAjR44wadIkBg8ezN13343XG+qa8Xq93H333QwePJhJkyZRUFAQPtcbb7zB4MGDGTp0KMuXL/9V6vNTAoEA48aN47bbbgMuzjoaI06dWv905T+2Z88e9u3bx/79+8Mbee3bt48VK1awd+9eDh06xI4dO0hOTsZkMnHo0CH27t3Lvn37iI2N5cCBAwSDQb788ktqamrYu3cvnTp14oMPPgBCr2FdXR3dunXjq6++wm63A4S7xbKzs1mwYAEAX3zxBZ07dz6fl6NhCNUlZd26dWL79u1i5MiR4bLnnntOvPHGG0IIId544w3x/PPPCyGEWLp0qbjppptEMBgUubm5YuLEiUIIIex2uxgwYICw2+2iurpaDBgwQFRXV//ylTmN0tJSsX37diGEEHV1dWLIkCFi3759l1U9g8GgcDgcQgghvF6vmDhxosjNzRV//OMfxfz584UQQjz66KPi/fffF0II8d///lc8+uijQggh5s+fL/70pz8JIYTYt2+fGD16tPB4PCI/P18MHDhQ+P3+X75CP+Htt98W9957r7j11luFEOIXq+POnTvP+Brzt3vFF391iLnPHP/3xV8dIn+794wev3v3buHz+U4oW7p0qZgwYYIYPny4GD58uLjppptEZWWlePPNN8WAAQPEtddeK5xOp5g5c6YYOHCgmDhxorj77rvF9OnThc/nE6tXrxa33XabGDVqlBgzZozYtGmTEEKIOXPmiJEjR4rRo0eL+++/XwghREFBgZg8ebIYNWqUuO6660RhYeEZ1/1snM1rqgaXS9CRI0dOCC5DhgwRpaWlQojQF/OQIUOEEKEP7hdffHHScV988UX4Q3yq4y42t99+u1ixYsVlW0+XyyXGjRsnNm/eLLp06RL+ktq0aZO48cYbhRBC3HjjjeEvF5/PJ7p06SKCwaB4/fXXxeuvvx4+1w+PuxgUFxeL6667TqxatUrceuutIhgM/mJ1PJsvQiFCAWbRK04x9xmHWPSK84wDixCnDi579uwRXm/oHF6vV+zZs0cIEQoEdrv9pOPsdrsoKCgIl//4uIvB2bym6pjLZaCyspKEhAQA4uPjqaysBE7ekTMxMZHS0tJLaqfOgoICdu3aRfv27S+7egYCASZMmEB+fj7XXHMNqampREREoNGEPpbH6gGhOiYlJQGhrN9WqxW73U5paSnt27cPn/Niq+PTTz/N9OnTwzsv2u32i7aOqW205zwzDAjvOhkTE0NMTAx+vz+cfkaj0eD3h2YM/LAcQtsZ+3w+fD7fKcsvVeqYy2VGkqTwvtuXOqfTyR//+EceeughLBbLCfddDvVUFIV58+axbNkytm7dysGDB3/tS2pQS5YsISYmhrZt2/7al3LBZWRkkJmZSXp6OpWVleFgesyl/l49F2pwuQzExsZSVlYGQFlZWXia4o935CwpKcFms10SO3X6fD7++Mc/Mnr0aIYMGQJcnvUEiIiIoGvXrmzevJna2trwL9xj9YBQHYuLi4HQL9+6ujqio6Mv6jpu2rSJ7777jgEDBnDvvfeyZs0annrqqcuqjsf8sIUSERGBy+VCo9GEWx4+ny/cWvth+bH7tFrtSS2VH7dkLjVqcLkMDBgwIDzFce7cuQwcOPCEciEEmzdvxmq1kpCQQK9evVixYgU1NTXU1NSwYsUKevXq9SvW4ERCCB5++GEyMjK44YYbwuWXUz2rqqqora0FoL6+nlWrVtG0aVO6du3KokWLgNBMtwEDBgChOh6b7bZo0SK6deuGJEkMGDCABQsW4PV6OXLkCIcPHyYrK+vXqdSPTJs2je+//57vvvuOv//973Tr1o2//e1vl1UdIdS9GQgEwv93OBwYDAasVmt4Nld1dTURERFA6MdEdXU1QghcLheKoqDVarFYLDgcDvx+P36/H4fDcVKL/VKijrlcYu69917WrVuH3W6nT58+/OEPf+DWW2/l7rvv5pNPPiE5OTm8v3bfvn1ZtmwZgwcPxmg08vTTTwOhhVd33nknEydOBGDq1KnhxVgXg40bNzJv3jyaN2/O2LFjgVC9L6d6lpWV8cADDxAIBBBCMGzYMPr3709mZib33HMPL774Iq1atWLSpEkATJw4kenTpzN48GAiIyP5xz/+AUCzZs0YPnw4I0aMQFEUHnvsMRRF+TWr9rOmT59+WdUxEAiQl5cXvh0ZGYnVasVoNHLkyBHsdjtarZbU1FQALBYLdXV17N27F1mWSUlJAUItmvj4+HD3aEJCQri1cylSU+6rVKrLkppyv+GdzWuqdoupVCrVBTB58uSTFnzOnDmTAQMG8Oabb57TOdeuXRtejFpRUcFtt93GmDFjGDFiBLfccsspH/PAAw/w1VdfndPznY9Lt82lUqlUF7FRo0bx5Zdf0rt373DZl19+yXPPPUdOTs55n/+ll16iR48eTJkyBYDdu3ef9zkbkhpcVCqVCnCs92Gf7yNgFyjREtGjtFhyzn221tChQ3nxxRfxer3odDoKCgooKysjPz+fhQsX8thjj/HAAw9gsVjYvn075eXlTJ8+nWHDhnHfffcxZMgQBg0aBIQmRwwfPhyr1Ro+f1lZGT179gzfbtmyJRCaEPPkk0+ycuVKkpKSfrUZZ2q3mEql+s1zrPdROdtLwB4agg7YBZWzvTjWn/sixqioKLKysvj++++BUKtl+PDhJ615KSsr44MPPuCNN97gb3/7GxCa3HAsg3JdXR25ubn069fvhMf9/ve/5+GHH2by5Mm89tpr4YWl33zzDYcOHQq3knJzc8+5DudDDS4qleo3zz7fh/hRHBG+UPn5GDlyJF9++SUACxYsYOTIkScdM2jQIGRZJjMzk4qKCgC6dOlCXl4eVVVVzJ8/n6FDh540c6x37958++23/O53v+PgwYOMHz+eqqoq1q9fz8iRI1EUBZvNRrdu3c6rDudKDS4q1TmqqKhg2rRpDBw4kAkTJnDllVfyzTffnNFjf7j74DEffvjhz6Zk/zG/30+3bt144YUXzupxqhMda7GcafmZGjhwIKtXr2bHjh3U19efMlvBsZ0qf2zs2LF8/vnnzJkzhyuuuOKUx0RFRTF69Gj++te/0q5dO9avX39e19uQ1OCiUp0DIQRTp06lc+fOLF68mDlz5vD3v//9hJXkxxxbjf5zrr76asaNG3dW17Fy5UrS09P56quvON2qgmML/FSnp0SfOj3L6crPlNlspmvXrjz00EOnbLX8lAkTJoS3m8jMzDzp/tWrV+N2uwFwOBzk5+eTlJRETk4OCxcuJBAIUFZWxtq1a8+rDudKHdBXqc7BmjVr0Gq1XH311eGylJSU8L7oc+bM4euvv8blchEMBvnvf//7s+d8+eWXMZlM9OvXj/vvv59PPvkECCXvvOOOO/jiiy9OesyCBQu47rrr+PDDD8nNzaVjx45AaLX78OHDWbVqFTfffDORkZG8/PLLeL1eUlNTeeaZZzCbzfzrX/9iyZIleDwesrOzmTFjxm8yD1b0KC2Vs70ndI1J2lD5+Ro1ahRTp07l73//+1k9Li4ujoyMjPCg/o/t2LGDJ598EkVREEIwadIksrKyaNeuHWvWrGHEiBEkJyfToUOH867DOWnolMwq1W/Bu+++K5566qnT3v/pp5+K3r17nzZleocOHU4qe+mll8Rbb70lhBBizJgxIj8/XwgR2rvmlVdeOen4+vp60bNnT+F2u8Xs2bPFjBkzwvf1799fvPnmm0IIISorK8U111wjnE5n+Hwvv/yyEEKccH3/93//JxYvXvwTtb60nG3K/bp1XpH/mFMc+oND5D/mFHXrzjzl/oXgcrnEwIEDRW1t7a96HT90Nq+p2i2mUjWAJ554gjFjxpzQN96zZ89zTjczfPhwFi5cCMDChQsZMWLESccsWbKErl27YjAYGDJkCN9+++0JXWDHHrNlyxb279/P1VdfzdixY5k7dy5FRUVAaFHepEmTGD16NGvWrAnvovhbZMnRkvqEifSXzKQ+YTqvacjna9WqVYwYMYJrr732hOnHlxK1W0ylOgfNmjXj66+/Dt9+/PHHqaqqCucxAzAajed8/hEjRvCnP/2JwYMHI0kS6enpJx2zYMECNm7cGE78WF1dzZo1a8JrH449vxCCnj17ntQt4/F4eOKJJ/j0009JSkri5Zdfvqz2cL+U9ejRgyVLlvzal3Fe1JaLSnUOunXrhsfjCe9xDqHsxg0lLS0NWZZ59dVXGT58+En3OxwONmzYwNKlS/nuu+/47rvveOyxx5g/f/5Jx3bo0IFNmzaFkyu6XC4OHToUDiTR0dE4nc5wpmKVqiGoLReV6hxIksQrr7zCM888w1tvvUVMTAxGo5H/+7//O6PHu91u+vTpE779w60FjhkxYgTPP/88ixcvPum+b775hm7dup0wjXXgwIH89a9/xev1nnBsTEwMzzzzDPfee2/4vrvvvpsmTZowadIkRo0aRVxcHO3atTuja1epzoSaFVmlUl2W1KzIDU/NiqxSqVSqX5UaXFQqleoCePrpp5k5c2b49k033cTDDz8cvv3ss8/yzjvvnPS406XI37x5M5MmTWLs2LEMHz6cl19++ZTPO2DAAKqqqs6/AudJDS4qlUp1AXTs2DGcNDIYDGK320+Y6p2bm3vKNECnc//99/Pkk08yb9485s+ff8qJHhcTdUBfpVKpAN+aGvxzKhBVfqQYDZoJcWi7RZ7z+bKzs3nmmWcA2LdvH82aNaO8vJyamhqMRiMHDhygdevWZ5wiv6qqivj4eAAURQmnhLHb7UybNo3S0lI6dOgQTgNUUFDALbfcQqdOncjNzcVms/Hqq69iMBjYunUrDz/8MLIs06NHD5YvX37KmYbnQ225qFSq3zzfmhp875UiqkJ54ESVH997pfjW1JzzOW02G4qiUFRURG5uLh06dCArK4vNmzezbds2mjdvjk6nO+MU+VOmTGHYsGFMnTqV2bNnh6eSv/LKK3Ts2JEFCxYwePDg8AJZgLy8PH7/+9+zYMECrFZreLr5Qw89xIwZM5g3bx6KopxzHX+KGlxUKtVvnn9OBXh/NHHWK0Ll5yE7O5vc3NxwF1h2djabNm06IQ/cmabIv+uuu/j000/p2bMn8+fP5+abbw4/fuzYsQD069ePyMjjra1GjRqFZ3e1adOGwsJCamtrcTqd4S65UaNGnVcdT0cNLiqV6jfvWIvlTMvP1LFxl71799KsWTPat2/P5s2bz3q85Zi0tDSuueYaZs6cye7du7Hb7T95/A/XQSmK8otmyFaDi0ql+s2TYk49/Hy68jPVsWNHlixZQmRkJIqiEBUVRV1dHZs3bw4HlzNNkb906dLweEpeXh6yLBMREUFOTk44Y/ayZcuoqfnprryIiAjMZjNbtmwBCG9m1tDUAX2VSvWbp5kQh++90hO7xnQSmglx53Xe5s2bY7fbT+h6at68OU6nk5iYGAAGDx58Riny582bxzPPPIPBYEBRFF544QUURWHq1KlMmzaNkSNHkp2dTXJy8s9e11NPPcUjjzyCLMvk5ORgsVjOq56noq7QV6lUl6WzXaHf0LPFLmZOpxOz2QzAm2++SVlZGY888sjPPu5sXlO15aJSqVSAtlvkZRtMfmzZsmW88cYbBAIBkpOTefbZZxv8OdTgolKpVL8xI0aMOOUeQQ1JHdBXqVQqVYNTg4tKpVKpGpwaXFQqlUrV4NTgolKpVKoGpwYXlUqlugDOJeX+D9PtL1myhHHjxjFmzBhGjBjB7NmzTzrmh0pLS/njH/94AWpybtTZYiqVSnUBdOzYkYULF3L99deHU+47HI7w/bm5uTz44IOnfKzP5+PRRx/lk08+ITExEa/XS0FBwU8+n81m46WXXmrQOpwPNbioVCoV4F9XgP/z3Qi7GynaiGZMSzRdGp3z+c405f6MGTNOSrfvdDoJBAJERUUBoRxhGRkZ4XNv2LCBmTNnUl5ezvTp0xk2bBgFBQXcfvvtzJ8/nzlz5vDdd9/hdrs5cuQIgwYN4r777gPg448/5q233sJqtdKyZUt0Oh2PPfbYOdfzdNTgolKpfvP86wrwfbAVfKHEjsLuDt2Gcw4wp0q5X1payubNm7FYLDRv3pylS5eG0+1XVFQwcuRIrrjiCqKiohgwYAD9+/ene/fu9OvXj1GjRiHLoZGMsrIyPvjgAw4ePMgdd9zBsGHDTnr+Xbt2MXfuXHQ6HcOGDWPy5MnIssxrr73GnDlzMJvNTJkyhZYtW57jq/bT1DEXlUr1m+f/fHc4sIT5AqHy8/BzKfd/Kt3+U089xcyZM8nKyuLtt9/moYceCt83aNAgZFkmMzOTiopTbwvQvXt3rFYrer2epk2bUlhYyLZt28jJySEqKgqtVnvKoNRQ1OCiUql+84TdfVblZ+p8U+63aNGC66+/nrfffju80RecmEr/dH7NdPugBheVSqVCijaeVfmZ+rmU+6dLt+90Ok9Ivb97925SUlLO61oA2rVrx/r166mpqcHv9/P111+f9zlPRx1zUalUv3maMS1PGHMBQKugGXN+4xE/l3L/dOn2hRC89dZbPPbYYxgMBoxGY3hywPmw2WzcdtttTJo0icjISDIyMrBared93lNRU+6rVKrL0tmm3G/o2WIXq2Pp9v1+P3fddRdXXHEFgwcPPqPHqin3VSqV6ixpujS6LIPJj/3rX/9i1apVeDweevXqxaBBgy7I86jBRaVSqX5D7r///l/kedQBfZVKpVI1ODW4qFSqy5Y6pNxwzva1VIOLSqW6LBkMBiorK9UA0wCEEFRWVmIwGM74MepsMZVKdVny+XwUFBRQX1//a1/KZcFgMNCoUaNw/rOfowYXlUqlUjU4tVtMpVKpVA1ODS4qlUqlanBqcFGpVCpVg1ODi0qlUqkanBpcVCqVStXg/h/MP2VSBzbgpwAAAABJRU5ErkJggg==\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Exterior 2nd\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Exterior 1st\"]\n", + "del df[\"Exterior 2nd\"]\n", + "# Also discard the associated ordinal variables.\n", + "del df[\"Exter Cond\"]\n", + "del df[\"Exter Qual\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Foundation\n", + "\n", + "The type of foundation appears to have an effect. However, only three of the six realizations occur in a large number. Factor variables *found_BrkTil*, *found_CBlock*, and *found_PConc* are extracted but not regarded as \"interesting\"." + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot = sns.lmplot(\n", + " x=\"Gr Liv Area\", y=\"SalePrice\", col=\"Foundation\", hue=\"Foundation\",\n", + " col_order=[\"PConc\", \"CBlock\", \"BrkTil\"],\n", + " data=df, robust=True, col_wrap=4, ci=None, truncate=True, scatter_kws={\"s\": 15},\n", + ")\n", + "# Adjust font sizes.\n", + "for ax in plot.axes:\n", + " ax.set_title(ax.get_title(), fontsize=20)\n", + " ax.set_xlabel(ax.get_xlabel(), fontsize=16)\n", + " ax.set_ylabel(ax.get_ylabel(), fontsize=16)" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "metadata": {}, + "outputs": [], + "source": [ + "foundation = pd.get_dummies(df[\"Foundation\"], prefix=\"found\")\n", + "# Only keep the top 3 realizations.\n", + "del foundation[\"found_Slab\"]\n", + "del foundation[\"found_Stone\"]\n", + "del foundation[\"found_Wood\"]\n", + "df = pd.concat([df, foundation], axis=1)\n", + "del df[\"Foundation\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "metadata": {}, + "outputs": [], + "source": [ + "new_variables.extend([\"found_BrkTil\", \"found_CBlock\", \"found_PConc\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 54, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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found_BrkTilfound_CBlockfound_PConc
OrderPID
1526301100010
2526350040010
3526351010010
4526353030010
5527105010001
\n", + "
" + ], + "text/plain": [ + " found_BrkTil found_CBlock found_PConc\n", + "Order PID \n", + "1 526301100 0 1 0\n", + "2 526350040 0 1 0\n", + "3 526351010 0 1 0\n", + "4 526353030 0 1 0\n", + "5 527105010 0 0 1" + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[foundation.columns].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Garage Type\n", + "\n", + "As can be expected, the *Garage Type* looks very similar to the above *has Garage* variable. Therefore, it is dropped." + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Garage Type\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Garage Type\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Heating\n", + "\n", + "Most of the houses have gas. The variable is not helpful." + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Heating\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Heating\"]\n", + "# Also discard the associated ordinal variable.\n", + "del df[\"Heating QC\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### House Style\n", + "\n", + "In summary, this variable is very similar to the above derived variable *has 2nd Flr*. Therefore, it is dropped." + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"House Style\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"House Style\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Land Contour\n", + "\n", + "This variable is assumed to contain the same information as the ordinal variable *Land Slope* and is dropped." + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Land Contour\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Land Contour\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Lot Configuration\n", + "\n", + "This variable shows no good pattern and is dropped." + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Lot Config\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Lot Config\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### MS SubClass\n", + "\n", + "By looking at this variable's realizations, one can see that several distinct features are lumped together in one. In particular, the above variables *has 2nd Flr* and *build_type_\\** and the future age related features at the bottom of this notebook together should comprise the same patterns in a more advantagous way. Thus, the column is dropped." + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['1-STORY 1946 & NEWER ALL STYLES',\n", + " '1-STORY 1945 & OLDER',\n", + " '1-STORY W/FINISHED ATTIC ALL AGES',\n", + " '1-1/2 STORY - UNFINISHED ALL AGES',\n", + " '1-1/2 STORY FINISHED ALL AGES',\n", + " '2-STORY 1946 & NEWER',\n", + " '2-STORY 1945 & OLDER',\n", + " '2-1/2 STORY ALL AGES',\n", + " 'SPLIT OR MULTI-LEVEL',\n", + " 'SPLIT FOYER',\n", + " 'DUPLEX - ALL STYLES AND AGES',\n", + " '1-STORY PUD (Planned Unit Development) - 1946 & NEWER',\n", + " '1-1/2 STORY PUD - ALL AGES',\n", + " '2-STORY PUD - 1946 & NEWER',\n", + " 'PUD - MULTILEVEL - INCL SPLIT LEV/FOYER',\n", + " '2 FAMILY CONVERSION - ALL STYLES AND AGES']" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "list(ALL_COLUMNS[\"MS SubClass\"][\"lookups\"].values())" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"MS SubClass\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### MS Zoning\n", + "\n", + "This variable is dropped as most houses are located in a \"residential\" zone." + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "RL 2252\n", + "RM 459\n", + "FV 131\n", + "RH 27\n", + "C 25\n", + "A 2\n", + "I 2\n", + "RP 0\n", + "Name: MS Zoning, dtype: int64" + ] + }, + "execution_count": 67, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[\"MS Zoning\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"MS Zoning\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"MS Zoning\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Masonry Veneer Type\n", + "\n", + "None of the groups have a slope differing from the overall one." + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Mas Vnr Type\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Mas Vnr Type\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Miscellaneous Features\n", + "\n", + "This variable is basically a \"other\" field with no pattern." + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Misc Feature\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Misc Feature\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Roof\n", + "\n", + "Roofs in Ames, IA, are not special enough to make a difference in the price. Even \"hip\" roofs seem already priced in bigger houses." + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Roof Matl\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Roof Style\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 76, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Roof Matl\"]\n", + "del df[\"Roof Style\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Sale Info\n", + "\n", + "Partial and abnormal (= foreclosure) sales seem to make a change with higher and lower prices respectively. These two types will be encoded in factor variables *partial_sale* and *abnormal_sale*. The impact seems to be not big though." + ] + }, + { + "cell_type": "code", + "execution_count": 77, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "Normal 2396\n", + "Partial 233\n", + "Abnorml 189\n", + "Family 46\n", + "Alloca 22\n", + "AdjLand 12\n", + "Name: Sale Condition, dtype: int64" + ] + }, + "execution_count": 77, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[\"Sale Condition\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 78, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Sale Condition\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plot = sns.lmplot(\n", + " x=\"Gr Liv Area\", y=\"SalePrice\", col=\"Sale Condition\", hue=\"Sale Condition\",\n", + " data=df, robust=True, col_wrap=4, ci=None, truncate=True, scatter_kws={\"s\": 15},\n", + ")\n", + "# Adjust font sizes.\n", + "for ax in plot.axes:\n", + " ax.set_title(ax.get_title(), fontsize=20)\n", + " ax.set_xlabel(ax.get_xlabel(), fontsize=16)\n", + " ax.set_ylabel(ax.get_ylabel(), fontsize=16)" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"partial_sale\"] = df[\"Sale Condition\"].apply(lambda x: 1 if x == \"Partial\" else 0)\n", + "df[\"abnormal_sale\"] = df[\"Sale Condition\"].apply(lambda x: 1 if x == \"Abnorml\" else 0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Homes that are sold for the first time cleare are priced higher. A factor variable *new_home* is introduced." + ] + }, + { + "cell_type": "code", + "execution_count": 81, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Sale Type\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"new_home\"] = df[\"Sale Type\"].apply(lambda x: 1 if x == \"New\" else 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 83, + "metadata": {}, + "outputs": [], + "source": [ + "new_variables.extend([\"partial_sale\", \"abnormal_sale\", \"new_home\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 84, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Sale Condition\"]\n", + "del df[\"Sale Type\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Show summary of counts:" + ] + }, + { + "cell_type": "code", + "execution_count": 85, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "partial_sale 233\n", + "abnormal_sale 189\n", + "new_home 227\n", + "dtype: int64" + ] + }, + "execution_count": 85, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[[\"partial_sale\", \"abnormal_sale\", \"new_home\"]].sum()" + ] + }, + { + "cell_type": "code", + "execution_count": 86, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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partial_saleabnormal_salenew_home
OrderPID
1526301100000
2526350040000
3526351010000
4526353030000
5527105010000
\n", + "
" + ], + "text/plain": [ + " partial_sale abnormal_sale new_home\n", + "Order PID \n", + "1 526301100 0 0 0\n", + "2 526350040 0 0 0\n", + "3 526351010 0 0 0\n", + "4 526353030 0 0 0\n", + "5 527105010 0 0 0" + ] + }, + "execution_count": 86, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[[\"partial_sale\", \"abnormal_sale\", \"new_home\"]].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Street Name\n", + "\n", + "Looking at the value counts this variable is pretty useless." + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Pave 2886\n", + "Grvl 12\n", + "Name: Street, dtype: int64" + ] + }, + "execution_count": 87, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[\"Street\"].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Street\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Age & Remodeling\n", + "\n", + "The dataset was put together over several years. Therefore, the variables with year numbers need to be aligned to indicate the right ages." + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "metadata": {}, + "outputs": [], + "source": [ + "# For one house the year of being remodeled is one year\n", + "# before it was built. That input error is corrected.\n", + "input_error = (df[\"Year Remod/Add\"] < df[\"Year Built\"])\n", + "assert input_error.sum() == 1\n", + "df.loc[input_error, \"Year Remod/Add\"] = df.loc[input_error, \"Year Built\"]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Introduce a factor variable *remodeled*. Almost half the houses were remodeled at some point in time." + ] + }, + { + "cell_type": "code", + "execution_count": 90, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "46" + ] + }, + "execution_count": 90, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "remodeled = (df[\"Year Remod/Add\"] > df[\"Year Built\"])\n", + "df[\"remodeled\"] = 0\n", + "df.loc[remodeled, \"remodeled\"] = 1\n", + "round(100 * remodeled.sum() / df.shape[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create discrete variables *years_since_built* and *years_since_remodeled*." + ] + }, + { + "cell_type": "code", + "execution_count": 91, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"years_since_built\"] = df[\"Yr Sold\"] - df[\"Year Built\"]\n", + "df[\"years_since_remodeled\"] = df[\"Yr Sold\"] - df[\"Year Remod/Add\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df[[\"years_since_built\", \"years_since_remodeled\"]].hist(bins=20);" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Two factor variables *recently_built* and *recently_remodeled* are created indicating that the corresponding action took place in the last 10 years. The two scatter plots below suggest that these groups of \"recent vs. old\" affect the price." + ] + }, + { + "cell_type": "code", + "execution_count": 93, + "metadata": {}, + "outputs": [], + "source": [ + "df[\"recently_built\"] = df[\"years_since_built\"].apply(lambda x: 1 if x <= 10 else 0)\n", + "df[\"recently_remodeled\"] = df[\"years_since_remodeled\"].apply(lambda x: 1 if x <= 10 else 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 94, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"recently_built\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"recently_remodeled\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 96, + "metadata": {}, + "outputs": [], + "source": [ + "del df[\"Yr Sold\"]\n", + "del df[\"Year Built\"]\n", + "del df[\"Year Remod/Add\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 97, + "metadata": {}, + "outputs": [], + "source": [ + "age_columns = [\n", + " \"remodeled\", \"years_since_built\", \"years_since_remodeled\",\n", + " \"recently_built\", \"recently_remodeled\",\n", + "]\n", + "new_variables.extend(age_columns)" + ] + }, + { + "cell_type": "code", + "execution_count": 98, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " remodeled years_since_built years_since_remodeled \\\n", + "Order PID \n", + "1 526301100 0 50 50 \n", + "2 526350040 0 49 49 \n", + "3 526351010 0 52 52 \n", + "4 526353030 0 42 42 \n", + "5 527105010 1 13 12 \n", + "\n", + " recently_built recently_remodeled \n", + "Order PID \n", + "1 526301100 0 0 \n", + "2 526350040 0 0 \n", + "3 526351010 0 0 \n", + "4 526353030 0 0 \n", + "5 527105010 0 0 " + ] + }, + "execution_count": 98, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df[age_columns].head()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Outliers\n", + "\n", + "The instructors' notes state:\n", + "\n", + "> **Five observations** that an instructor may wish to remove from the data set before giving it to students (a plot of SALE PRICE versus GR LIV AREA will quickly indicate these\n", + "points). Three of them are true **outliers** (Partial Sales that likely don’t represent actual market values) and two of them are simply unusual sales (very large houses priced\n", + "relatively appropriately). I would **recommend removing any houses with more than\n", + "4000 square feet** from the data set (which eliminates these five unusual observations)\n", + "before assigning it to students.\n", + "\n", + "To apply a more \"rigorous\" approach, outlier detection is conducted with a so-called Isolation Forest." + ] + }, + { + "cell_type": "code", + "execution_count": 99, + "metadata": {}, + "outputs": [], + "source": [ + "# Use only numeric columns that are strongly correlated with the target.\n", + "# This mitigates the risk that a \"not so good\" chosen factor variable introduced\n", + "# in this notebook causes an observation to be removed as an outlier.\n", + "with open(\"data/correlated_variables.json\", \"r\") as file:\n", + " content = json.loads(file.read())\n", + "strongly_correlated = content[\"strongly_correlated\"]\n", + "df_encoded = encode_ordinals(df[list(set(strongly_correlated) & set(df.columns))])\n", + "iso = IsolationForest(n_estimators=100, bootstrap=True, contamination=0.005)\n", + "outliers = pd.DataFrame(\n", + " iso.fit_predict(df_encoded), columns=[\"outlier\"], index=df.index\n", + ")\n", + "outliers[\"outlier\"] = outliers[\"outlier\"].apply(lambda x: 1 if x < 0 else 0)\n", + "df = pd.concat([df, outliers], axis=1)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The five aforementioned outliers are among the ones detected." + ] + }, + { + "cell_type": "code", + "execution_count": 100, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"outlier\", s=15, data=df);" + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "metadata": {}, + "outputs": [], + "source": [ + "# Remove the outliers.\n", + "df = df[df[\"outlier\"] == 0]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Save the Results" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Save the Data" + ] + }, + { + "cell_type": "code", + "execution_count": 102, + "metadata": {}, + "outputs": [], + "source": [ + "# Re-order the columns for convenience.\n", + "final_columns = (\n", + " sorted(set(list(ALL_COLUMNS.keys()) + new_variables) & set(df.columns))\n", + " + TARGET_VARIABLES\n", + ")\n", + "df = df[final_columns]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Discarding useless and adding new predictors changed the final dataset significantly." + ] + }, + { + "cell_type": "code", + "execution_count": 103, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(2883, 109)" + ] + }, + "execution_count": 103, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.shape" + ] + }, + { + "cell_type": "code", + "execution_count": 104, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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1st Flr SF1st Flr SF (box-cox-0)2nd Flr SF3Ssn PorchBedroom AbvGrBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2ElectricalEnclosed PorchFenceFireplace QuFireplacesFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGr Liv AreaGr Liv Area (box-cox-0)Half BathKitchen AbvGrKitchen QualLand SlopeLot AreaLot Area (box-cox-0.1)Lot ShapeLow Qual Fin SFMas Vnr AreaMisc ValMo SoldOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCScreen PorchTotRms AbvGrdTotal BathTotal Bsmt SFTotal Porch SFTotal SFTotal SF (box-cox-0.2)UtilitiesWood Deck SFabnormal_saleair_condbuild_type_1Fambuild_type_2Fambuild_type_Twnhsfound_BrkTilfound_CBlockfound_PConchas 2nd Flrhas Bsmthas Fireplacehas Garagehas Poolhas Porchmajor_streetnew_homenhood_Blmngtnnhood_Bluestenhood_BrDalenhood_BrkSidenhood_ClearCrnhood_CollgCrnhood_Crawfornhood_Edwardsnhood_Gilbertnhood_Greensnhood_GrnHillnhood_IDOTRRnhood_Landmrknhood_MeadowVnhood_Mitchelnhood_NPkVillnhood_NWAmesnhood_Namesnhood_NoRidgenhood_NridgHtnhood_OldTownnhood_SWISUnhood_Sawyernhood_SawyerWnhood_Somerstnhood_StoneBrnhood_Timbernhood_Veenkerparkpartial_salerailwayrecently_builtrecently_remodeledremodeledyears_since_builtyears_since_remodeledSalePriceSalePrice (box-cox-0)
OrderPID
15263011001656.07.4121600.00.03GdGd10TA441.0639.00.0BLQUnfSBrkr0.0NAGd21Typ528.02TAFinTA1656.07.41216001TAGtl31770.018.196923IR10.0112.00.0562.056P0.0NA0.072.01080.0272.02736.019.344072AllPub210.0011000100111010000000000000000000100000000000000005050215000.012.278393
2526350040896.06.7979400.00.02TANo00TA270.0468.0144.0RecLwQSBrkr0.0MnPrvNA01Typ730.01TAUnfTA896.06.79794001TAGtl11622.015.499290Reg0.00.00.060.065Y0.0NA120.051.0882.0260.01778.017.333478AllPub140.0011000100101011000000000000000000100000000000000004949105000.011.561716
35263510101329.07.1921820.00.03TANo00TA406.0923.00.0ALQUnfSBrkr0.0NANA01Typ312.01TAUnfTA1329.07.19218211GdGtl14267.016.027549IR10.0108.012500.0636.066Y0.0NA0.061.51329.0429.02658.019.203658AllPub393.0011000100101010000000000000000000100000000000000005252172000.012.055250
45263530302110.07.6544430.00.03TANo10TA1045.01065.00.0ALQUnfSBrkr0.0NATA22Typ522.02TAFinTA2110.07.65444311ExGtl11160.015.396064Reg0.00.00.040.057Y0.0NA0.083.52110.00.04220.021.548042AllPub0.0011000100111000000000000000000000100000000000000004242244000.012.404924
5527105010928.06.833032701.00.03TANo00Gd137.0791.00.0GLQUnfSBrkr0.0MnPrvTA12Typ482.02TAFinTA1629.07.39572211TAGtl13830.015.946705IR10.00.00.0334.055Y0.0NA0.062.5928.0246.02557.019.016856AllPub212.0011000011111010000000000100000000000000000000000011312189900.012.154253
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" + ], + "text/plain": [ + " 1st Flr SF 1st Flr SF (box-cox-0) 2nd Flr SF 3Ssn Porch \\\n", + "Order PID \n", + "1 526301100 1656.0 7.412160 0.0 0.0 \n", + "2 526350040 896.0 6.797940 0.0 0.0 \n", + "3 526351010 1329.0 7.192182 0.0 0.0 \n", + "4 526353030 2110.0 7.654443 0.0 0.0 \n", + "5 527105010 928.0 6.833032 701.0 0.0 \n", + "\n", + " Bedroom AbvGr Bsmt Cond Bsmt Exposure Bsmt Full Bath \\\n", + "Order PID \n", + "1 526301100 3 Gd Gd 1 \n", + "2 526350040 2 TA No 0 \n", + "3 526351010 3 TA No 0 \n", + "4 526353030 3 TA No 1 \n", + "5 527105010 3 TA No 0 \n", + "\n", + " Bsmt Half Bath Bsmt Qual Bsmt Unf SF BsmtFin SF 1 \\\n", + "Order PID \n", + "1 526301100 0 TA 441.0 639.0 \n", + "2 526350040 0 TA 270.0 468.0 \n", + "3 526351010 0 TA 406.0 923.0 \n", + "4 526353030 0 TA 1045.0 1065.0 \n", + "5 527105010 0 Gd 137.0 791.0 \n", + "\n", + " BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 Electrical \\\n", + "Order PID \n", + "1 526301100 0.0 BLQ Unf SBrkr \n", + "2 526350040 144.0 Rec 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7.412160 0 1 \n", + "2 526350040 6.797940 0 1 \n", + "3 526351010 7.192182 1 1 \n", + "4 526353030 7.654443 1 1 \n", + "5 527105010 7.395722 1 1 \n", + "\n", + " Kitchen Qual Land Slope Lot Area Lot Area (box-cox-0.1) \\\n", + "Order PID \n", + "1 526301100 TA Gtl 31770.0 18.196923 \n", + "2 526350040 TA Gtl 11622.0 15.499290 \n", + "3 526351010 Gd Gtl 14267.0 16.027549 \n", + "4 526353030 Ex Gtl 11160.0 15.396064 \n", + "5 527105010 TA Gtl 13830.0 15.946705 \n", + "\n", + " Lot Shape Low Qual Fin SF Mas Vnr Area Misc Val Mo Sold \\\n", + "Order PID \n", + "1 526301100 IR1 0.0 112.0 0.0 5 \n", + "2 526350040 Reg 0.0 0.0 0.0 6 \n", + "3 526351010 IR1 0.0 108.0 12500.0 6 \n", + "4 526353030 Reg 0.0 0.0 0.0 4 \n", + "5 527105010 IR1 0.0 0.0 0.0 3 \n", + "\n", + " Open Porch SF Overall Cond Overall Qual Paved Drive \\\n", + "Order PID \n", + "1 526301100 62.0 5 6 P \n", + "2 526350040 0.0 6 5 Y \n", + "3 526351010 36.0 6 6 Y \n", + "4 526353030 0.0 5 7 Y \n", + "5 527105010 34.0 5 5 Y \n", + "\n", + " Pool Area Pool QC Screen Porch TotRms AbvGrd Total Bath \\\n", + "Order PID \n", + "1 526301100 0.0 NA 0.0 7 2.0 \n", + "2 526350040 0.0 NA 120.0 5 1.0 \n", + "3 526351010 0.0 NA 0.0 6 1.5 \n", + "4 526353030 0.0 NA 0.0 8 3.5 \n", + "5 527105010 0.0 NA 0.0 6 2.5 \n", + "\n", + " Total Bsmt SF Total Porch SF Total SF \\\n", + "Order PID \n", + "1 526301100 1080.0 272.0 2736.0 \n", + "2 526350040 882.0 260.0 1778.0 \n", + "3 526351010 1329.0 429.0 2658.0 \n", + "4 526353030 2110.0 0.0 4220.0 \n", + "5 527105010 928.0 246.0 2557.0 \n", + "\n", + " Total SF (box-cox-0.2) Utilities Wood Deck SF \\\n", + "Order PID \n", + "1 526301100 19.344072 AllPub 210.0 \n", + "2 526350040 17.333478 AllPub 140.0 \n", + "3 526351010 19.203658 AllPub 393.0 \n", + "4 526353030 21.548042 AllPub 0.0 \n", + "5 527105010 19.016856 AllPub 212.0 \n", + "\n", + " abnormal_sale air_cond build_type_1Fam build_type_2Fam \\\n", + "Order PID \n", + "1 526301100 0 1 1 0 \n", + "2 526350040 0 1 1 0 \n", + "3 526351010 0 1 1 0 \n", + "4 526353030 0 1 1 0 \n", + "5 527105010 0 1 1 0 \n", + "\n", + " build_type_Twnhs found_BrkTil found_CBlock found_PConc \\\n", + "Order PID \n", + "1 526301100 0 0 1 0 \n", + "2 526350040 0 0 1 0 \n", + "3 526351010 0 0 1 0 \n", + "4 526353030 0 0 1 0 \n", + "5 527105010 0 0 0 1 \n", + "\n", + " has 2nd Flr has Bsmt has Fireplace has Garage has Pool \\\n", + "Order PID \n", + "1 526301100 0 1 1 1 0 \n", + "2 526350040 0 1 0 1 0 \n", + "3 526351010 0 1 0 1 0 \n", + "4 526353030 0 1 1 1 0 \n", + "5 527105010 1 1 1 1 0 \n", + "\n", + " has Porch major_street new_home nhood_Blmngtn \\\n", + "Order PID \n", + "1 526301100 1 0 0 0 \n", + "2 526350040 1 1 0 0 \n", + "3 526351010 1 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 1 0 0 0 \n", + "\n", + " nhood_Blueste nhood_BrDale nhood_BrkSide nhood_ClearCr \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_CollgCr nhood_Crawfor nhood_Edwards nhood_Gilbert \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 1 \n", + "\n", + " nhood_Greens nhood_GrnHill nhood_IDOTRR nhood_Landmrk \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_MeadowV nhood_Mitchel nhood_NPkVill nhood_NWAmes \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_Names nhood_NoRidge nhood_NridgHt nhood_OldTown \\\n", + "Order PID \n", + "1 526301100 1 0 0 0 \n", + "2 526350040 1 0 0 0 \n", + "3 526351010 1 0 0 0 \n", + "4 526353030 1 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_SWISU nhood_Sawyer nhood_SawyerW nhood_Somerst \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " nhood_StoneBr nhood_Timber nhood_Veenker park \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " partial_sale railway recently_built recently_remodeled \\\n", + "Order PID \n", + "1 526301100 0 0 0 0 \n", + "2 526350040 0 0 0 0 \n", + "3 526351010 0 0 0 0 \n", + "4 526353030 0 0 0 0 \n", + "5 527105010 0 0 0 0 \n", + "\n", + " remodeled years_since_built years_since_remodeled \\\n", + "Order PID \n", + "1 526301100 0 50 50 \n", + "2 526350040 0 49 49 \n", + "3 526351010 0 52 52 \n", + "4 526353030 0 42 42 \n", + "5 527105010 1 13 12 \n", + "\n", + " SalePrice SalePrice (box-cox-0) \n", + "Order PID \n", + "1 526301100 215000.0 12.278393 \n", + "2 526350040 105000.0 11.561716 \n", + "3 526351010 172000.0 12.055250 \n", + "4 526353030 244000.0 12.404924 \n", + "5 527105010 189900.0 12.154253 " + ] + }, + "execution_count": 104, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 105, + "metadata": {}, + "outputs": [], + "source": [ + "df.to_csv(\"data/data_clean_with_transformations_and_factors.csv\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/4_predictive_models.ipynb b/03_predictive_models.ipynb similarity index 92% rename from 4_predictive_models.ipynb rename to 03_predictive_models.ipynb index 8697a61..ddcb3a2 100644 --- a/4_predictive_models.ipynb +++ b/03_predictive_models.ipynb @@ -146,7 +146,7 @@ "MultiIndex: 2898 entries, (144, 535153070) to (867, 907253130)\n", "Columns: 248 entries, 1st Flr SF to SalePrice\n", "dtypes: float64(19), int64(229)\n", - "memory usage: 5.5 MB\n" + "memory usage: 5.7 MB\n" ] } ], @@ -2720,10 +2720,10 @@ "output_type": "stream", "text": [ "\n", - "MultiIndex: 2883 entries, (2775, 907175060) to (2659, 902305090)\n", + "MultiIndex: 2883 entries, (2775, 907175060) to (2660, 902325050)\n", "Columns: 109 entries, 1st Flr SF to SalePrice (box-cox-0)\n", "dtypes: float64(27), int64(82)\n", - "memory usage: 2.5 MB\n" + "memory usage: 2.6 MB\n" ] } ], @@ -3097,61 +3097,61 @@ " 12.287653\n", " \n", " \n", - " 2139\n", - " 907202100\n", - " 907.0\n", - " 6.810142\n", + " 2140\n", + " 907202220\n", + " 879.0\n", + " 6.778785\n", " 0.0\n", " 0.0\n", " 3\n", " 3\n", - " 3\n", " 1\n", " 0\n", - " 4\n", - " 399.0\n", - " 60.0\n", - " 417.0\n", + " 0\n", " 3\n", + " 102.0\n", + " 330.0\n", + " 432.0\n", " 4\n", + " 3\n", " 4\n", " 0.0\n", - " 3\n", + " 0\n", " 0\n", " 0\n", " 1\n", " 7\n", - " 308.0\n", - " 1\n", - " 3\n", + " 440.0\n", " 2\n", " 3\n", - " 907.0\n", - " 6.810142\n", + " 1\n", + " 3\n", + " 879.0\n", + " 6.778785\n", " 0\n", " 1\n", " 2\n", " 2\n", - " 16300.0\n", - " 16.376597\n", - " 2\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 1\n", - " 0.0\n", + " 9675.0\n", + " 15.036009\n", " 3\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 9\n", + " 80.0\n", + " 5\n", " 4\n", " 2\n", " 0.0\n", " 0\n", " 0.0\n", " 5\n", - " 2.0\n", - " 876.0\n", - " 0.0\n", - " 1783.0\n", - " 17.346025\n", + " 1.0\n", + " 864.0\n", + " 80.0\n", + " 1743.0\n", + " 17.244850\n", " 3\n", " 0.0\n", " 0\n", @@ -3167,7 +3167,7 @@ " 0\n", " 1\n", " 0\n", - " 0\n", + " 1\n", " 0\n", " 0\n", " 0\n", @@ -3204,43 +3204,43 @@ " 0\n", " 0\n", " 0\n", - " 30\n", - " 30\n", - " 130000.0\n", - " 11.775290\n", + " 32\n", + " 32\n", + " 120000.0\n", + " 11.695247\n", " \n", " \n", - " 1044\n", - " 527451290\n", - " 483.0\n", - " 6.180017\n", - " 504.0\n", + " 1046\n", + " 527451550\n", + " 630.0\n", + " 6.445720\n", + " 672.0\n", " 0.0\n", - " 2\n", + " 3\n", " 3\n", " 1\n", " 0\n", " 0\n", " 3\n", - " 96.0\n", - " 387.0\n", + " 280.0\n", + " 350.0\n", " 0.0\n", - " 5\n", + " 3\n", " 1\n", " 4\n", " 0.0\n", " 0\n", " 0\n", " 0\n", - " 1\n", + " 2\n", " 7\n", " 264.0\n", " 1\n", " 3\n", " 1\n", " 3\n", - " 987.0\n", - " 6.894670\n", + " 1302.0\n", + " 7.171657\n", " 1\n", " 1\n", " 2\n", @@ -3249,25 +3249,25 @@ " 11.015074\n", " 3\n", " 0.0\n", - " 232.0\n", + " 356.0\n", " 0.0\n", - " 7\n", + " 12\n", " 0.0\n", " 4\n", - " 5\n", + " 4\n", " 2\n", " 0.0\n", " 0\n", " 0.0\n", - " 4\n", - " 1.5\n", - " 483.0\n", + " 6\n", + " 2.5\n", + " 630.0\n", " 0.0\n", - " 1470.0\n", - " 16.499753\n", + " 1932.0\n", + " 17.707610\n", " 3\n", " 0.0\n", - " 1\n", + " 0\n", " 1\n", " 0\n", " 0\n", @@ -3317,16 +3317,16 @@ " 0\n", " 0\n", " 0\n", - " 37\n", - " 37\n", - " 85400.0\n", - " 11.355101\n", + " 36\n", + " 36\n", + " 111750.0\n", + " 11.624020\n", " \n", " \n", - " 643\n", - " 535303110\n", - " 1062.0\n", - " 6.967909\n", + " 644\n", + " 535303150\n", + " 1319.0\n", + " 7.184629\n", " 0.0\n", " 0.0\n", " 3\n", @@ -3335,65 +3335,65 @@ " 1\n", " 0\n", " 3\n", - " 572.0\n", - " 490.0\n", " 0.0\n", - " 5\n", - " 1\n", + " 428.0\n", + " 180.0\n", + " 4\n", + " 2\n", " 4\n", " 0.0\n", - " 0\n", + " 2\n", " 0\n", " 0\n", " 1\n", - " 7\n", - " 297.0\n", - " 1\n", - " 3\n", - " 1\n", - " 3\n", - " 1062.0\n", - " 6.967909\n", - " 0\n", - " 1\n", - " 2\n", - " 2\n", - " 8128.0\n", - " 14.603584\n", - " 2\n", - " 0.0\n", - " 80.0\n", - " 0.0\n", - " 2\n", - " 0.0\n", - " 6\n", " 5\n", + " 270.0\n", + " 1\n", + " 3\n", + " 1\n", + " 3\n", + " 1319.0\n", + " 7.184629\n", + " 0\n", + " 1\n", + " 2\n", + " 2\n", + " 10634.0\n", + " 15.273749\n", + " 3\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 11\n", + " 0.0\n", + " 5\n", + " 4\n", " 2\n", " 0.0\n", " 0\n", " 0.0\n", - " 6\n", + " 5\n", " 2.0\n", - " 1062.0\n", - " 0.0\n", - " 2124.0\n", - " 18.142001\n", + " 608.0\n", + " 66.0\n", + " 1927.0\n", + " 17.695845\n", " 3\n", - " 0.0\n", + " 66.0\n", " 0\n", " 1\n", " 1\n", " 0\n", " 0\n", " 0\n", - " 1\n", - " 0\n", " 0\n", " 1\n", " 0\n", " 1\n", " 0\n", + " 1\n", " 0\n", + " 1\n", " 0\n", " 0\n", " 0\n", @@ -3430,10 +3430,10 @@ " 0\n", " 0\n", " 0\n", - " 55\n", - " 55\n", - " 131000.0\n", - " 11.782953\n", + " 56\n", + " 56\n", + " 123000.0\n", + " 11.719940\n", " \n", " \n", " 160\n", @@ -3556,225 +3556,225 @@ " 1st Flr SF 1st Flr SF (box-cox-0) 2nd Flr SF 3Ssn Porch \\\n", "Order PID \n", "2775 907175060 1494.0 7.309212 0.0 0.0 \n", - "2139 907202100 907.0 6.810142 0.0 0.0 \n", - "1044 527451290 483.0 6.180017 504.0 0.0 \n", - "643 535303110 1062.0 6.967909 0.0 0.0 \n", + "2140 907202220 879.0 6.778785 0.0 0.0 \n", + "1046 527451550 630.0 6.445720 672.0 0.0 \n", + "644 535303150 1319.0 7.184629 0.0 0.0 \n", "160 535401080 1287.0 7.160069 0.0 0.0 \n", "\n", " Bedroom AbvGr Bsmt Cond Bsmt Exposure Bsmt Full Bath \\\n", "Order PID \n", "2775 907175060 3 3 4 1 \n", - "2139 907202100 3 3 3 1 \n", - "1044 527451290 2 3 1 0 \n", - "643 535303110 3 3 1 1 \n", + "2140 907202220 3 3 1 0 \n", + "1046 527451550 3 3 1 0 \n", + "644 535303150 3 3 1 1 \n", "160 535401080 3 3 1 1 \n", "\n", " Bsmt Half Bath Bsmt Qual Bsmt Unf SF BsmtFin SF 1 \\\n", "Order PID \n", "2775 907175060 0 4 279.0 1200.0 \n", - "2139 907202100 0 4 399.0 60.0 \n", - "1044 527451290 0 3 96.0 387.0 \n", - "643 535303110 0 3 572.0 490.0 \n", + "2140 907202220 0 3 102.0 330.0 \n", + "1046 527451550 0 3 280.0 350.0 \n", + "644 535303150 0 3 0.0 428.0 \n", "160 535401080 0 3 733.0 72.0 \n", "\n", " BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 Electrical \\\n", "Order PID \n", "2775 907175060 0.0 6 1 4 \n", - "2139 907202100 417.0 3 4 4 \n", - "1044 527451290 0.0 5 1 4 \n", - "643 535303110 0.0 5 1 4 \n", + "2140 907202220 432.0 4 3 4 \n", + "1046 527451550 0.0 3 1 4 \n", + "644 535303150 180.0 4 2 4 \n", "160 535401080 258.0 5 3 4 \n", "\n", " Enclosed Porch Fence Fireplace Qu Fireplaces Full Bath \\\n", "Order PID \n", "2775 907175060 0.0 0 0 0 2 \n", - "2139 907202100 0.0 3 0 0 1 \n", - "1044 527451290 0.0 0 0 0 1 \n", - "643 535303110 0.0 0 0 0 1 \n", + "2140 907202220 0.0 0 0 0 1 \n", + "1046 527451550 0.0 0 0 0 2 \n", + "644 535303150 0.0 2 0 0 1 \n", "160 535401080 0.0 0 4 1 1 \n", "\n", " Functional Garage Area Garage Cars Garage Cond \\\n", "Order PID \n", "2775 907175060 7 576.0 2 3 \n", - "2139 907202100 7 308.0 1 3 \n", - "1044 527451290 7 264.0 1 3 \n", - "643 535303110 7 297.0 1 3 \n", + "2140 907202220 7 440.0 2 3 \n", + "1046 527451550 7 264.0 1 3 \n", + "644 535303150 5 270.0 1 3 \n", "160 535401080 7 576.0 2 3 \n", "\n", " Garage Finish Garage Qual Gr Liv Area \\\n", "Order PID \n", "2775 907175060 2 3 1494.0 \n", - "2139 907202100 2 3 907.0 \n", - "1044 527451290 1 3 987.0 \n", - "643 535303110 1 3 1062.0 \n", + "2140 907202220 1 3 879.0 \n", + "1046 527451550 1 3 1302.0 \n", + "644 535303150 1 3 1319.0 \n", "160 535401080 3 3 1287.0 \n", "\n", " Gr Liv Area (box-cox-0) Half Bath Kitchen AbvGr \\\n", "Order PID \n", "2775 907175060 7.309212 0 1 \n", - "2139 907202100 6.810142 0 1 \n", - "1044 527451290 6.894670 1 1 \n", - "643 535303110 6.967909 0 1 \n", + "2140 907202220 6.778785 0 1 \n", + "1046 527451550 7.171657 1 1 \n", + "644 535303150 7.184629 0 1 \n", "160 535401080 7.160069 0 1 \n", "\n", " Kitchen Qual Land Slope Lot Area Lot Area (box-cox-0.1) \\\n", "Order PID \n", "2775 907175060 3 2 9236.0 14.920020 \n", - "2139 907202100 2 2 16300.0 16.376597 \n", - "1044 527451290 2 2 1680.0 11.015074 \n", - "643 535303110 2 2 8128.0 14.603584 \n", + "2140 907202220 2 2 9675.0 15.036009 \n", + "1046 527451550 2 2 1680.0 11.015074 \n", + "644 535303150 2 2 10634.0 15.273749 \n", "160 535401080 3 2 9830.0 15.075832 \n", "\n", " Lot Shape Low Qual Fin SF Mas Vnr Area Misc Val Mo Sold \\\n", "Order PID \n", "2775 907175060 2 0.0 0.0 0.0 7 \n", - "2139 907202100 2 0.0 0.0 0.0 1 \n", - "1044 527451290 3 0.0 232.0 0.0 7 \n", - "643 535303110 2 0.0 80.0 0.0 2 \n", + "2140 907202220 3 0.0 0.0 0.0 9 \n", + "1046 527451550 3 0.0 356.0 0.0 12 \n", + "644 535303150 3 0.0 0.0 0.0 11 \n", "160 535401080 2 0.0 0.0 0.0 3 \n", "\n", " Open Porch SF Overall Cond Overall Qual Paved Drive \\\n", "Order PID \n", "2775 907175060 27.0 4 5 2 \n", - "2139 907202100 0.0 3 4 2 \n", - "1044 527451290 0.0 4 5 2 \n", - "643 535303110 0.0 6 5 2 \n", + "2140 907202220 80.0 5 4 2 \n", + "1046 527451550 0.0 4 4 2 \n", + "644 535303150 0.0 5 4 2 \n", "160 535401080 17.0 6 4 2 \n", "\n", " Pool Area Pool QC Screen Porch TotRms AbvGrd Total Bath \\\n", "Order PID \n", "2775 907175060 0.0 0 0.0 6 3.0 \n", - "2139 907202100 0.0 0 0.0 5 2.0 \n", - "1044 527451290 0.0 0 0.0 4 1.5 \n", - "643 535303110 0.0 0 0.0 6 2.0 \n", + "2140 907202220 0.0 0 0.0 5 1.0 \n", + "1046 527451550 0.0 0 0.0 6 2.5 \n", + "644 535303150 0.0 0 0.0 5 2.0 \n", "160 535401080 0.0 0 182.0 7 2.0 \n", "\n", " Total Bsmt SF Total Porch SF Total SF \\\n", "Order PID \n", "2775 907175060 1479.0 195.0 2973.0 \n", - "2139 907202100 876.0 0.0 1783.0 \n", - "1044 527451290 483.0 0.0 1470.0 \n", - "643 535303110 1062.0 0.0 2124.0 \n", + "2140 907202220 864.0 80.0 1743.0 \n", + "1046 527451550 630.0 0.0 1932.0 \n", + "644 535303150 608.0 66.0 1927.0 \n", "160 535401080 1063.0 563.0 2350.0 \n", "\n", " Total SF (box-cox-0.2) Utilities Wood Deck SF \\\n", "Order PID \n", "2775 907175060 19.751925 3 168.0 \n", - "2139 907202100 17.346025 3 0.0 \n", - "1044 527451290 16.499753 3 0.0 \n", - "643 535303110 18.142001 3 0.0 \n", + "2140 907202220 17.244850 3 0.0 \n", + "1046 527451550 17.707610 3 0.0 \n", + "644 535303150 17.695845 3 66.0 \n", "160 535401080 18.614762 3 364.0 \n", "\n", " abnormal_sale air_cond build_type_1Fam build_type_2Fam \\\n", "Order PID \n", "2775 907175060 0 1 1 0 \n", - "2139 907202100 0 1 1 0 \n", - "1044 527451290 1 1 0 0 \n", - "643 535303110 0 1 1 0 \n", + "2140 907202220 0 1 1 0 \n", + "1046 527451550 0 1 0 0 \n", + "644 535303150 0 1 1 0 \n", "160 535401080 0 1 1 0 \n", "\n", " build_type_Twnhs found_BrkTil found_CBlock found_PConc \\\n", "Order PID \n", "2775 907175060 0 0 0 1 \n", - "2139 907202100 0 0 1 0 \n", - "1044 527451290 1 0 1 0 \n", - "643 535303110 0 0 1 0 \n", + "2140 907202220 0 0 1 0 \n", + "1046 527451550 1 0 1 0 \n", + "644 535303150 0 0 0 1 \n", "160 535401080 0 0 1 0 \n", "\n", " has 2nd Flr has Bsmt has Fireplace has Garage has Pool \\\n", "Order PID \n", "2775 907175060 0 1 0 1 0 \n", - "2139 907202100 0 1 0 1 0 \n", - "1044 527451290 1 1 0 1 0 \n", - "643 535303110 0 1 0 1 0 \n", + "2140 907202220 0 1 0 1 0 \n", + "1046 527451550 1 1 0 1 0 \n", + "644 535303150 0 1 0 1 0 \n", "160 535401080 0 1 1 1 0 \n", "\n", " has Porch major_street new_home nhood_Blmngtn \\\n", "Order PID \n", "2775 907175060 1 0 0 0 \n", - "2139 907202100 0 0 0 0 \n", - "1044 527451290 0 0 0 0 \n", - "643 535303110 0 0 0 0 \n", + "2140 907202220 1 0 0 0 \n", + "1046 527451550 0 0 0 0 \n", + "644 535303150 1 0 0 0 \n", "160 535401080 1 0 0 0 \n", "\n", " nhood_Blueste nhood_BrDale nhood_BrkSide nhood_ClearCr \\\n", "Order PID \n", "2775 907175060 0 0 0 0 \n", - "2139 907202100 0 0 0 0 \n", - "1044 527451290 0 1 0 0 \n", - "643 535303110 0 0 0 0 \n", + "2140 907202220 0 0 0 0 \n", + "1046 527451550 0 1 0 0 \n", + "644 535303150 0 0 0 0 \n", "160 535401080 0 0 0 0 \n", "\n", " nhood_CollgCr nhood_Crawfor nhood_Edwards nhood_Gilbert \\\n", "Order PID \n", "2775 907175060 1 0 0 0 \n", - "2139 907202100 1 0 0 0 \n", - "1044 527451290 0 0 0 0 \n", - "643 535303110 0 0 0 0 \n", + "2140 907202220 1 0 0 0 \n", + "1046 527451550 0 0 0 0 \n", + "644 535303150 0 0 0 0 \n", "160 535401080 0 0 0 0 \n", "\n", " nhood_Greens nhood_GrnHill nhood_IDOTRR nhood_Landmrk \\\n", "Order PID \n", "2775 907175060 0 0 0 0 \n", - "2139 907202100 0 0 0 0 \n", - "1044 527451290 0 0 0 0 \n", - "643 535303110 0 0 0 0 \n", + "2140 907202220 0 0 0 0 \n", + "1046 527451550 0 0 0 0 \n", + "644 535303150 0 0 0 0 \n", "160 535401080 0 0 0 0 \n", "\n", " nhood_MeadowV nhood_Mitchel nhood_NPkVill nhood_NWAmes \\\n", "Order PID \n", "2775 907175060 0 0 0 0 \n", - "2139 907202100 0 0 0 0 \n", - "1044 527451290 0 0 0 0 \n", - "643 535303110 0 0 0 0 \n", + "2140 907202220 0 0 0 0 \n", + "1046 527451550 0 0 0 0 \n", + "644 535303150 0 0 0 0 \n", "160 535401080 0 0 0 0 \n", "\n", " nhood_Names nhood_NoRidge nhood_NridgHt nhood_OldTown \\\n", "Order PID \n", "2775 907175060 0 0 0 0 \n", - "2139 907202100 0 0 0 0 \n", - "1044 527451290 0 0 0 0 \n", - "643 535303110 1 0 0 0 \n", + "2140 907202220 0 0 0 0 \n", + "1046 527451550 0 0 0 0 \n", + "644 535303150 1 0 0 0 \n", "160 535401080 1 0 0 0 \n", "\n", " nhood_SWISU nhood_Sawyer nhood_SawyerW nhood_Somerst \\\n", "Order PID \n", "2775 907175060 0 0 0 0 \n", - "2139 907202100 0 0 0 0 \n", - "1044 527451290 0 0 0 0 \n", - "643 535303110 0 0 0 0 \n", + "2140 907202220 0 0 0 0 \n", + "1046 527451550 0 0 0 0 \n", + "644 535303150 0 0 0 0 \n", "160 535401080 0 0 0 0 \n", "\n", " nhood_StoneBr nhood_Timber nhood_Veenker park \\\n", "Order PID \n", "2775 907175060 0 0 0 0 \n", - "2139 907202100 0 0 0 0 \n", - "1044 527451290 0 0 0 0 \n", - "643 535303110 0 0 0 0 \n", + "2140 907202220 0 0 0 0 \n", + "1046 527451550 0 0 0 0 \n", + "644 535303150 0 0 0 0 \n", "160 535401080 0 0 0 0 \n", "\n", " partial_sale railway recently_built recently_remodeled \\\n", "Order PID \n", "2775 907175060 0 0 1 1 \n", - "2139 907202100 0 0 0 0 \n", - "1044 527451290 0 0 0 0 \n", - "643 535303110 0 0 0 0 \n", + "2140 907202220 0 0 0 0 \n", + "1046 527451550 0 0 0 0 \n", + "644 535303150 0 0 0 0 \n", "160 535401080 0 0 0 1 \n", "\n", " remodeled years_since_built years_since_remodeled \\\n", "Order PID \n", "2775 907175060 0 9 9 \n", - "2139 907202100 0 30 30 \n", - "1044 527451290 0 37 37 \n", - "643 535303110 0 55 55 \n", + "2140 907202220 0 32 32 \n", + "1046 527451550 0 36 36 \n", + "644 535303150 0 56 56 \n", "160 535401080 1 51 4 \n", "\n", " SalePrice SalePrice (box-cox-0) \n", "Order PID \n", "2775 907175060 217000.0 12.287653 \n", - "2139 907202100 130000.0 11.775290 \n", - "1044 527451290 85400.0 11.355101 \n", - "643 535303110 131000.0 11.782953 \n", + "2140 907202220 120000.0 11.695247 \n", + "1046 527451550 111750.0 11.624020 \n", + "644 535303150 123000.0 11.719940 \n", "160 535401080 162000.0 11.995352 " ] }, @@ -3861,10 +3861,10 @@ "output_type": "stream", "text": [ "\n", - "MultiIndex: 2883 entries, (2775, 907175060) to (2659, 902305090)\n", + "MultiIndex: 2883 entries, (2775, 907175060) to (2660, 902325050)\n", "Columns: 32 entries, 1st Flr SF to SalePrice (box-cox-0)\n", "dtypes: float64(16), int64(16)\n", - "memory usage: 777.2 KB\n" + "memory usage: 906.2 KB\n" ] } ], @@ -4007,112 +4007,112 @@ " 12.287653\n", " \n", " \n", - " 2139\n", - " 907202100\n", - " 907.0\n", - " 6.810142\n", + " 2140\n", + " 907202220\n", + " 879.0\n", + " 6.778785\n", + " 1\n", " 3\n", + " 330.0\n", " 4\n", - " 60.0\n", - " 3\n", " 0\n", " 0\n", " 1\n", - " 308.0\n", + " 440.0\n", + " 2\n", + " 3\n", " 1\n", " 3\n", - " 2\n", - " 3\n", - " 907.0\n", - " 6.810142\n", + " 879.0\n", + " 6.778785\n", " 0\n", " 2\n", - " 16.376597\n", - " 2\n", + " 15.036009\n", + " 3\n", " 0.0\n", " 4\n", " 2\n", " 5\n", - " 2.0\n", - " 876.0\n", + " 1.0\n", + " 864.0\n", + " 80.0\n", + " 1743.0\n", + " 17.244850\n", " 0.0\n", - " 1783.0\n", - " 17.346025\n", - " 0.0\n", - " 130000.0\n", - " 11.775290\n", + " 120000.0\n", + " 11.695247\n", " \n", " \n", - " 1044\n", - " 527451290\n", - " 483.0\n", - " 6.180017\n", + " 1046\n", + " 527451550\n", + " 630.0\n", + " 6.445720\n", " 1\n", " 3\n", - " 387.0\n", - " 5\n", + " 350.0\n", + " 3\n", " 0\n", " 0\n", - " 1\n", + " 2\n", " 264.0\n", " 1\n", " 3\n", " 1\n", " 3\n", - " 987.0\n", - " 6.894670\n", + " 1302.0\n", + " 7.171657\n", " 1\n", " 2\n", " 11.015074\n", " 3\n", - " 232.0\n", - " 5\n", - " 2\n", + " 356.0\n", " 4\n", - " 1.5\n", - " 483.0\n", - " 0.0\n", - " 1470.0\n", - " 16.499753\n", - " 0.0\n", - " 85400.0\n", - " 11.355101\n", - " \n", - " \n", - " 643\n", - " 535303110\n", - " 1062.0\n", - " 6.967909\n", - " 1\n", - " 3\n", - " 490.0\n", - " 5\n", - " 0\n", - " 0\n", - " 1\n", - " 297.0\n", - " 1\n", - " 3\n", - " 1\n", - " 3\n", - " 1062.0\n", - " 6.967909\n", - " 0\n", - " 2\n", - " 14.603584\n", - " 2\n", - " 80.0\n", - " 5\n", " 2\n", " 6\n", + " 2.5\n", + " 630.0\n", + " 0.0\n", + " 1932.0\n", + " 17.707610\n", + " 0.0\n", + " 111750.0\n", + " 11.624020\n", + " \n", + " \n", + " 644\n", + " 535303150\n", + " 1319.0\n", + " 7.184629\n", + " 1\n", + " 3\n", + " 428.0\n", + " 4\n", + " 0\n", + " 0\n", + " 1\n", + " 270.0\n", + " 1\n", + " 3\n", + " 1\n", + " 3\n", + " 1319.0\n", + " 7.184629\n", + " 0\n", + " 2\n", + " 15.273749\n", + " 3\n", + " 0.0\n", + " 4\n", + " 2\n", + " 5\n", " 2.0\n", - " 1062.0\n", - " 0.0\n", - " 2124.0\n", - " 18.142001\n", - " 0.0\n", - " 131000.0\n", - " 11.782953\n", + " 608.0\n", + " 66.0\n", + " 1927.0\n", + " 17.695845\n", + " 66.0\n", + " 123000.0\n", + " 11.719940\n", " \n", " \n", " 160\n", @@ -4158,81 +4158,81 @@ " 1st Flr SF 1st Flr SF (box-cox-0) Bsmt Exposure Bsmt Qual \\\n", "Order PID \n", "2775 907175060 1494.0 7.309212 4 4 \n", - "2139 907202100 907.0 6.810142 3 4 \n", - "1044 527451290 483.0 6.180017 1 3 \n", - "643 535303110 1062.0 6.967909 1 3 \n", + "2140 907202220 879.0 6.778785 1 3 \n", + "1046 527451550 630.0 6.445720 1 3 \n", + "644 535303150 1319.0 7.184629 1 3 \n", "160 535401080 1287.0 7.160069 1 3 \n", "\n", " BsmtFin SF 1 BsmtFin Type 1 Fireplace Qu Fireplaces \\\n", "Order PID \n", "2775 907175060 1200.0 6 0 0 \n", - "2139 907202100 60.0 3 0 0 \n", - "1044 527451290 387.0 5 0 0 \n", - "643 535303110 490.0 5 0 0 \n", + "2140 907202220 330.0 4 0 0 \n", + "1046 527451550 350.0 3 0 0 \n", + "644 535303150 428.0 4 0 0 \n", "160 535401080 72.0 5 4 1 \n", "\n", " Full Bath Garage Area Garage Cars Garage Cond \\\n", "Order PID \n", "2775 907175060 2 576.0 2 3 \n", - "2139 907202100 1 308.0 1 3 \n", - "1044 527451290 1 264.0 1 3 \n", - "643 535303110 1 297.0 1 3 \n", + "2140 907202220 1 440.0 2 3 \n", + "1046 527451550 2 264.0 1 3 \n", + "644 535303150 1 270.0 1 3 \n", "160 535401080 1 576.0 2 3 \n", "\n", " Garage Finish Garage Qual Gr Liv Area \\\n", "Order PID \n", "2775 907175060 2 3 1494.0 \n", - "2139 907202100 2 3 907.0 \n", - "1044 527451290 1 3 987.0 \n", - "643 535303110 1 3 1062.0 \n", + "2140 907202220 1 3 879.0 \n", + "1046 527451550 1 3 1302.0 \n", + "644 535303150 1 3 1319.0 \n", "160 535401080 3 3 1287.0 \n", "\n", " Gr Liv Area (box-cox-0) Half Bath Kitchen Qual \\\n", "Order PID \n", "2775 907175060 7.309212 0 3 \n", - "2139 907202100 6.810142 0 2 \n", - "1044 527451290 6.894670 1 2 \n", - "643 535303110 6.967909 0 2 \n", + "2140 907202220 6.778785 0 2 \n", + "1046 527451550 7.171657 1 2 \n", + "644 535303150 7.184629 0 2 \n", "160 535401080 7.160069 0 3 \n", "\n", " Lot Area (box-cox-0.1) Lot Shape Mas Vnr Area \\\n", "Order PID \n", "2775 907175060 14.920020 2 0.0 \n", - "2139 907202100 16.376597 2 0.0 \n", - "1044 527451290 11.015074 3 232.0 \n", - "643 535303110 14.603584 2 80.0 \n", + "2140 907202220 15.036009 3 0.0 \n", + "1046 527451550 11.015074 3 356.0 \n", + "644 535303150 15.273749 3 0.0 \n", "160 535401080 15.075832 2 0.0 \n", "\n", " Overall Qual Paved Drive TotRms AbvGrd Total Bath \\\n", "Order PID \n", "2775 907175060 5 2 6 3.0 \n", - "2139 907202100 4 2 5 2.0 \n", - "1044 527451290 5 2 4 1.5 \n", - "643 535303110 5 2 6 2.0 \n", + "2140 907202220 4 2 5 1.0 \n", + "1046 527451550 4 2 6 2.5 \n", + "644 535303150 4 2 5 2.0 \n", "160 535401080 4 2 7 2.0 \n", "\n", " Total Bsmt SF Total Porch SF Total SF \\\n", "Order PID \n", "2775 907175060 1479.0 195.0 2973.0 \n", - "2139 907202100 876.0 0.0 1783.0 \n", - "1044 527451290 483.0 0.0 1470.0 \n", - "643 535303110 1062.0 0.0 2124.0 \n", + "2140 907202220 864.0 80.0 1743.0 \n", + "1046 527451550 630.0 0.0 1932.0 \n", + "644 535303150 608.0 66.0 1927.0 \n", "160 535401080 1063.0 563.0 2350.0 \n", "\n", " Total SF (box-cox-0.2) Wood Deck SF SalePrice \\\n", "Order PID \n", "2775 907175060 19.751925 168.0 217000.0 \n", - "2139 907202100 17.346025 0.0 130000.0 \n", - "1044 527451290 16.499753 0.0 85400.0 \n", - "643 535303110 18.142001 0.0 131000.0 \n", + "2140 907202220 17.244850 0.0 120000.0 \n", + "1046 527451550 17.707610 0.0 111750.0 \n", + "644 535303150 17.695845 66.0 123000.0 \n", "160 535401080 18.614762 364.0 162000.0 \n", "\n", " SalePrice (box-cox-0) \n", "Order PID \n", "2775 907175060 12.287653 \n", - "2139 907202100 11.775290 \n", - "1044 527451290 11.355101 \n", - "643 535303110 11.782953 \n", + "2140 907202220 11.695247 \n", + "1046 527451550 11.624020 \n", + "644 535303150 11.719940 \n", "160 535401080 11.995352 " ] }, @@ -4365,17 +4365,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 10/10 [00:00<00:00, 12.35it/s]\n" + "100%|██████████| 10/10 [00:01<00:00, 9.86it/s]\n" ] }, { "data": { "text/plain": [ - "{'bias': 39452975.0,\n", - " 'mae': 44610752.0,\n", - " 'max_dev': 11521546650.0,\n", - " 'r2': -568953281.52,\n", - " 'rmse': 1902925384.0}" + "{'bias': 14349804.0,\n", + " 'mae': 18498417.0,\n", + " 'max_dev': 5072252036.0,\n", + " 'r2': -106245976.863,\n", + " 'rmse': 820848886.0}" ] }, "execution_count": 26, @@ -4411,17 +4411,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 10/10 [00:00<00:00, 23.02it/s]\n" + "100%|██████████| 10/10 [00:00<00:00, 22.99it/s]\n" ] }, { "data": { "text/plain": [ - "{'bias': -41.0,\n", - " 'mae': 15219.0,\n", - " 'max_dev': 130832.0,\n", - " 'r2': 0.917,\n", - " 'rmse': 21864.0}" + "{'bias': -2.0,\n", + " 'mae': 15277.0,\n", + " 'max_dev': 126472.0,\n", + " 'r2': 0.919,\n", + " 'rmse': 21829.0}" ] }, "execution_count": 27, @@ -4450,17 +4450,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 10/10 [00:00<00:00, 35.00it/s]\n" + "100%|██████████| 10/10 [00:00<00:00, 19.21it/s]\n" ] }, { "data": { "text/plain": [ - "{'bias': -859.0,\n", - " 'mae': 12789.0,\n", - " 'max_dev': 119951.0,\n", - " 'r2': 0.936,\n", - " 'rmse': 19223.0}" + "{'bias': -820.0,\n", + " 'mae': 12807.0,\n", + " 'max_dev': 114579.0,\n", + " 'r2': 0.938,\n", + " 'rmse': 19106.0}" ] }, "execution_count": 28, @@ -4496,17 +4496,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 10/10 [00:00<00:00, 189.50it/s]\n" + "100%|██████████| 10/10 [00:00<00:00, 278.33it/s]\n" ] }, { "data": { "text/plain": [ - "{'bias': -17.0,\n", - " 'mae': 18418.0,\n", - " 'max_dev': 151335.0,\n", + "{'bias': 4.0,\n", + " 'mae': 18369.0,\n", + " 'max_dev': 142946.0,\n", " 'r2': 0.887,\n", - " 'rmse': 25704.0}" + " 'rmse': 25682.0}" ] }, "execution_count": 29, @@ -4535,17 +4535,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 10/10 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0.821,\n", - " 'rmse': 32065.0}" + "{'bias': -11.0,\n", + " 'mae': 23344.0,\n", + " 'max_dev': 152485.0,\n", + " 'r2': 0.827,\n", + " 'rmse': 31672.0}" ] }, "execution_count": 39, @@ -4876,17 +4876,17 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 10/10 [00:00<00:00, 113.95it/s]\n" + "100%|██████████| 10/10 [00:00<00:00, 299.57it/s]\n" ] }, { "data": { "text/plain": [ - "{'bias': -897.0,\n", - " 'mae': 16660.0,\n", - " 'max_dev': 145741.0,\n", + "{'bias': -877.0,\n", + " 'mae': 16619.0,\n", + " 'max_dev': 143135.0,\n", " 'r2': 0.899,\n", - " 'rmse': 24262.0}" + " 'rmse': 24205.0}" ] }, "execution_count": 41, @@ -4958,7 +4958,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "100%|██████████| 10/10 [00:00<00:00, 33.96it/s]\n" + "100%|██████████| 10/10 [00:00<00:00, 41.08it/s]\n" ] }, { @@ -5003,7 +5003,7 @@ { "data": { "text/plain": [ - "12" + "8" ] }, "execution_count": 45, @@ -5026,17 +5026,17 @@ "name": "stderr", "output_type": "stream", "text": 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16356.0,\n", + " 'max_dev': 146888.0,\n", + " 'r2': 0.893,\n", + " 'rmse': 24785.0}" ] }, "execution_count": 58, @@ -5508,7 +5508,7 @@ { "data": { "text/plain": [ - "[('rf', 25354.0), ('ridge', 29970.0), ('lasso', 33496.0), ('lm', 1902925384.0)]" + "[('rf', 25354.0), ('ridge', 29970.0), ('lasso', 33496.0), ('lm', 820848886.0)]" ] }, "execution_count": 60, @@ -5528,7 +5528,7 @@ { "data": { "text/plain": [ - "[('ridge', 21752.0), ('lm', 21864.0), ('rf', 22565.0), ('lasso', 24443.0)]" + "[('lm', 21829.0), ('ridge', 21835.0), ('rf', 22813.0), ('lasso', 24529.0)]" ] }, "execution_count": 61, @@ -5548,7 +5548,7 @@ { "data": { "text/plain": [ - "[('ridge', 19141.0), ('lm', 19223.0), ('lasso', 21064.0), ('rf', 23086.0)]" + "[('ridge', 19073.0), ('lm', 19106.0), ('lasso', 21081.0), ('rf', 23000.0)]" ] }, "execution_count": 62, @@ -5568,7 +5568,7 @@ { "data": { "text/plain": [ - "[('rf', 24222.0), ('ridge', 25686.0), ('lm', 25704.0), ('lasso', 32065.0)]" + "[('rf', 24274.0), ('ridge', 25659.0), ('lm', 25682.0), ('lasso', 31672.0)]" ] }, "execution_count": 63, @@ -5588,7 +5588,7 @@ { "data": { "text/plain": [ - "[('ridge', 23329.0), ('lm', 23341.0), ('lasso', 24262.0), ('rf', 24746.0)]" + "[('ridge', 23280.0), ('lm', 23335.0), ('lasso', 24205.0), ('rf', 24785.0)]" ] }, "execution_count": 64, @@ -5615,7 +5615,7 @@ { "data": { "text/plain": [ - "[('rf', 0.898), ('ridge', 0.853), ('lasso', 0.817), ('lm', -568953281.52)]" + "[('rf', 0.898), ('ridge', 0.853), ('lasso', 0.817), ('lm', -106245976.863)]" ] }, "execution_count": 65, @@ -5635,7 +5635,7 @@ { "data": { "text/plain": [ - "[('ridge', 0.918), ('lm', 0.917), ('rf', 0.912), ('lasso', 0.896)]" + "[('lm', 0.919), ('ridge', 0.919), ('rf', 0.91), ('lasso', 0.896)]" ] }, "execution_count": 66, @@ -5655,7 +5655,7 @@ { "data": { "text/plain": [ - "[('lm', 0.936), ('ridge', 0.936), ('lasso', 0.923), ('rf', 0.908)]" + "[('lm', 0.938), ('ridge', 0.938), ('lasso', 0.923), ('rf', 0.908)]" ] }, "execution_count": 67, @@ -5675,7 +5675,7 @@ { "data": { "text/plain": [ - "[('rf', 0.899), ('lm', 0.887), ('ridge', 0.887), ('lasso', 0.821)]" + "[('rf', 0.898), ('lm', 0.887), ('ridge', 0.887), ('lasso', 0.827)]" ] }, "execution_count": 68, @@ -5695,7 +5695,7 @@ { "data": { "text/plain": [ - "[('lm', 0.907), ('ridge', 0.907), ('lasso', 0.899), ('rf', 0.895)]" + "[('ridge', 0.907), ('lm', 0.906), ('lasso', 0.899), ('rf', 0.893)]" ] }, "execution_count": 69, @@ -5724,7 +5724,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.8" + "version": "3.8.5" } }, "nbformat": 4, diff --git a/1_data_cleaning.ipynb b/1_data_cleaning.ipynb deleted file mode 100644 index 3ea742d..0000000 --- a/1_data_cleaning.ipynb +++ /dev/null @@ -1,4353 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Data Cleaning" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## \"Housekeeping\"" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Import all the third-party (scientific) libraries needed." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import missingno as msno\n", - "import numpy as np\n", - "import pandas as pd" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The *utils.py* module defines helper dictionaries, lists, and functions that help with parsing the data types correctly, look up column descriptions, and refer to groups of data columns.\n", - "\n", - "**Note:** the suffix \\_*COLUMNS* indicates a dictionary with all meta information on the provided data file and \\_*VARIABLES* a list with only the column names (i.e., the keys of the respective \\_*COLUMNS* dictionary)." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "from utils import (\n", - " ALL_COLUMNS,\n", - " ALL_VARIABLES,\n", - " CONTINUOUS_COLUMNS,\n", - " CONTINUOUS_VARIABLES,\n", - " DISCRETE_COLUMNS,\n", - " DISCRETE_VARIABLES,\n", - " INDEX_COLUMNS,\n", - " LABEL_COLUMNS, # groups nominal and ordinal\n", - " LABEL_TYPES,\n", - " NOMINAL_COLUMNS,\n", - " NOMINAL_VARIABLES,\n", - " NUMERIC_VARIABLES, # groups continuous and discrete\n", - " ORDINAL_COLUMNS,\n", - " ORDINAL_VARIABLES,\n", - " TARGET_VARIABLES, # = Sale Price\n", - " correct_column_names,\n", - " print_column_list,\n", - " update_column_descriptions,\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "# Show all data columns.\n", - "pd.set_option(\"display.max_columns\", 100)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Load the Data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The original data are available for [download](https://www.amstat.org/publications/jse/v19n3/decock/AmesHousing.xls) and a detailed description of the data types for each column can be found [here](https://www.amstat.org/publications/jse/v19n3/decock/DataDocumentation.txt). These meta data go into the `dtype` argument of the `read_excel` function below to parse the data correctly. There are four different generic data types defined that are casted as follows:\n", - "\n", - "- continuous -> np.float64\n", - "- discrete -> actually np.int64 but np.float64 because of missing values\n", - "- nominal -> object (str)\n", - "- ordinal -> object (str), the order can be looked up in the above mentioned *ALL_COLUMNS* dictionary\n", - "\n", - "**Note 1:** the data come with a lot of \"NA\" text strings that do **not** indicate missing data but, for example, the absence of a basement or a parking lot (see the linked data description).\n", - "\n", - "**Note 2:** the mappings from column names to data types are encoded in the \"utils.py\" module that defines the aforementioned helper dictionaries / lists.\n", - "\n", - "**Note 3:** the Excel file with all the data is either loaded from the local dictionary (= \"cache\") or obtained fresh from the source." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# To avoid redundancy.\n", - "kwargs = {\n", - " \"dtype\": { # Ensure each column is parsed as the correct data type.\n", - " column: ( # This creates a mapping from column name to data type.\n", - " object if mapping_info[\"type\"] in LABEL_TYPES else np.float64\n", - " )\n", - " for (column, mapping_info) in ALL_COLUMNS.items()\n", - " },\n", - " \"na_values\": \"\", # By default, pandas treats NA strings as missing,\n", - " \"keep_default_na\": False, # which is not the correct meaning here.\n", - "}\n", - "\n", - "try:\n", - " df = pd.read_excel(\"data/data_raw.xls\", **kwargs)\n", - "except FileNotFoundError:\n", - " df = pd.read_excel(\n", - " \"https://www.amstat.org/publications/jse/v19n3/decock/AmesHousing.xls\", **kwargs\n", - " )\n", - " # Cache the obtained file.\n", - " df.to_excel(\"data/data_raw.xls\")" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "# Some columns names differ between the Excel file and\n", - "# the data description file. Correct that with the values\n", - "# in the Excel file.\n", - "correct_column_names(df.columns)\n", - "# Use a compound index and keep both\n", - "# identifying columns in the DataFrame.\n", - "df = df.set_index(INDEX_COLUMNS)\n", - "# Put the provided columns into the same\n", - "# order as in the encoded description file.\n", - "# Note that the target variable \"SalePrice\"\n", - "# is not in the description file.\n", - "df = df[ALL_VARIABLES + TARGET_VARIABLES]" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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1st Flr SF2nd Flr SF3Ssn PorchAlleyBedroom AbvGrBldg TypeBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2Central AirCondition 1Condition 2ElectricalEnclosed PorchExter CondExter QualExterior 1stExterior 2ndFenceFireplace QuFireplacesFoundationFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGarage TypeGarage Yr BltGr Liv AreaHalf BathHeatingHeating QCHouse StyleKitchen AbvGrKitchen QualLand ContourLand SlopeLot AreaLot ConfigLot FrontageLot ShapeLow Qual Fin SFMS SubClassMS ZoningMas Vnr AreaMas Vnr TypeMisc FeatureMisc ValMo SoldNeighborhoodOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCRoof MatlRoof StyleSale ConditionSale TypeScreen PorchStreetTotRms AbvGrdTotal Bsmt SFUtilitiesWood Deck SFYear BuiltYear Remod/AddYr SoldSalePrice
OrderPID
15263011001656.00.00NA31FamGdGd1.00.0TA441.0639.00.0BLQUnfYNormNormSBrkr0.0TATABrkFacePlywoodNAGd2.0CBlock1.0Typ528.02.0TAFinTAAttchd1960.01656.00.0GasAFa1Story1TALvlGtl31770.0Corner141.0IR10.0020RL112.0StoneNA0.05.0NAmes62.056P0.0NACompShgHipNormalWD0.0Pave71080.0AllPub210.01960.01960.02010.0215000
2526350040896.00.00NA21FamTANo0.00.0TA270.0468.0144.0RecLwQYFeedrNormSBrkr0.0TATAVinylSdVinylSdMnPrvNA0.0CBlock1.0Typ730.01.0TAUnfTAAttchd1961.0896.00.0GasATA1Story1TALvlGtl11622.0Inside80.0Reg0.0020RH0.0NoneNA0.06.0NAmes0.065Y0.0NACompShgGableNormalWD120.0Pave5882.0AllPub140.01961.01961.02010.0105000
35263510101329.00.00NA31FamTANo0.00.0TA406.0923.00.0ALQUnfYNormNormSBrkr0.0TATAWd SdngWd SdngNANA0.0CBlock1.0Typ312.01.0TAUnfTAAttchd1958.01329.01.0GasATA1Story1GdLvlGtl14267.0Corner81.0IR10.0020RL108.0BrkFaceGar212500.06.0NAmes36.066Y0.0NACompShgHipNormalWD0.0Pave61329.0AllPub393.01958.01958.02010.0172000
45263530302110.00.00NA31FamTANo1.00.0TA1045.01065.00.0ALQUnfYNormNormSBrkr0.0TAGdBrkFaceBrkFaceNATA2.0CBlock2.0Typ522.02.0TAFinTAAttchd1968.02110.01.0GasAEx1Story1ExLvlGtl11160.0Corner93.0Reg0.0020RL0.0NoneNA0.04.0NAmes0.057Y0.0NACompShgHipNormalWD0.0Pave82110.0AllPub0.01968.01968.02010.0244000
5527105010928.0701.00NA31FamTANo0.00.0Gd137.0791.00.0GLQUnfYNormNormSBrkr0.0TATAVinylSdVinylSdMnPrvTA1.0PConc2.0Typ482.02.0TAFinTAAttchd1997.01629.01.0GasAGd2Story1TALvlGtl13830.0Inside74.0IR10.0060RL0.0NoneNA0.03.0Gilbert34.055Y0.0NACompShgGableNormalWD0.0Pave6928.0AllPub212.01997.01998.02010.0189900
6527105030926.0678.00NA31FamTANo0.00.0TA324.0602.00.0GLQUnfYNormNormSBrkr0.0TATAVinylSdVinylSdNAGd1.0PConc2.0Typ470.02.0TAFinTAAttchd1998.01604.01.0GasAEx2Story1GdLvlGtl9978.0Inside78.0IR10.0060RL20.0BrkFaceNA0.06.0Gilbert36.066Y0.0NACompShgGableNormalWD0.0Pave7926.0AllPub360.01998.01998.02010.0195500
75271271501338.00.00NA2TwnhsETAMn1.00.0Gd722.0616.00.0GLQUnfYNormNormSBrkr170.0TAGdCemntBdCmentBdNANA0.0PConc2.0Typ582.02.0TAFinTAAttchd2001.01338.00.0GasAEx1Story1GdLvlGtl4920.0Inside41.0Reg0.0120RL0.0NoneNA0.04.0StoneBr0.058Y0.0NACompShgGableNormalWD0.0Pave61338.0AllPub0.02001.02001.02010.0213500
85271450801280.00.00NA2TwnhsETANo0.00.0Gd1017.0263.00.0ALQUnfYNormNormSBrkr0.0TAGdHdBoardHdBoardNANA0.0PConc2.0Typ506.02.0TARFnTAAttchd1992.01280.00.0GasAEx1Story1GdHLSGtl5005.0Inside43.0IR10.0120RL0.0NoneNA0.01.0StoneBr82.058Y0.0NACompShgGableNormalWD144.0Pave51280.0AllPub0.01992.01992.02010.0191500
95271460301616.00.00NA2TwnhsETANo1.00.0Gd415.01180.00.0GLQUnfYNormNormSBrkr0.0TAGdCemntBdCmentBdNATA1.0PConc2.0Typ608.02.0TARFnTAAttchd1995.01616.00.0GasAEx1Story1GdLvlGtl5389.0Inside39.0IR10.0120RL0.0NoneNA0.03.0StoneBr152.058Y0.0NACompShgGableNormalWD0.0Pave51595.0AllPub237.01995.01996.02010.0236500
105271621301028.0776.00NA31FamTANo0.00.0TA994.00.00.0UnfUnfYNormNormSBrkr0.0TATAVinylSdVinylSdNATA1.0PConc2.0Typ442.02.0TAFinTAAttchd1999.01804.01.0GasAGd2Story1GdLvlGtl7500.0Inside60.0Reg0.0060RL0.0NoneNA0.06.0Gilbert60.057Y0.0NACompShgGableNormalWD0.0Pave7994.0AllPub140.01999.01999.02010.0189000
\n", - "
" - ], - "text/plain": [ - " 1st Flr SF 2nd Flr SF 3Ssn Porch Alley Bedroom AbvGr \\\n", - "Order PID \n", - "1 526301100 1656.0 0.0 0 NA 3 \n", - "2 526350040 896.0 0.0 0 NA 2 \n", - "3 526351010 1329.0 0.0 0 NA 3 \n", - "4 526353030 2110.0 0.0 0 NA 3 \n", - "5 527105010 928.0 701.0 0 NA 3 \n", - "6 527105030 926.0 678.0 0 NA 3 \n", - "7 527127150 1338.0 0.0 0 NA 2 \n", - "8 527145080 1280.0 0.0 0 NA 2 \n", - "9 527146030 1616.0 0.0 0 NA 2 \n", - "10 527162130 1028.0 776.0 0 NA 3 \n", - "\n", - " Bldg Type Bsmt Cond Bsmt Exposure Bsmt Full Bath \\\n", - "Order PID \n", - "1 526301100 1Fam Gd Gd 1.0 \n", - "2 526350040 1Fam TA No 0.0 \n", - "3 526351010 1Fam TA No 0.0 \n", - "4 526353030 1Fam TA No 1.0 \n", - "5 527105010 1Fam TA No 0.0 \n", - "6 527105030 1Fam TA No 0.0 \n", - "7 527127150 TwnhsE TA Mn 1.0 \n", - "8 527145080 TwnhsE TA No 0.0 \n", - "9 527146030 TwnhsE TA No 1.0 \n", - "10 527162130 1Fam TA No 0.0 \n", - "\n", - " Bsmt Half Bath Bsmt Qual Bsmt Unf SF BsmtFin SF 1 \\\n", - "Order PID \n", - "1 526301100 0.0 TA 441.0 639.0 \n", - "2 526350040 0.0 TA 270.0 468.0 \n", - "3 526351010 0.0 TA 406.0 923.0 \n", - "4 526353030 0.0 TA 1045.0 1065.0 \n", - "5 527105010 0.0 Gd 137.0 791.0 \n", - "6 527105030 0.0 TA 324.0 602.0 \n", - "7 527127150 0.0 Gd 722.0 616.0 \n", - "8 527145080 0.0 Gd 1017.0 263.0 \n", - "9 527146030 0.0 Gd 415.0 1180.0 \n", - "10 527162130 0.0 TA 994.0 0.0 \n", - "\n", - " BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 Central Air \\\n", - "Order PID \n", - "1 526301100 0.0 BLQ Unf Y \n", - "2 526350040 144.0 Rec LwQ Y \n", - "3 526351010 0.0 ALQ Unf Y \n", - "4 526353030 0.0 ALQ Unf Y \n", - "5 527105010 0.0 GLQ Unf Y \n", - "6 527105030 0.0 GLQ Unf Y \n", - "7 527127150 0.0 GLQ Unf Y \n", - "8 527145080 0.0 ALQ Unf Y \n", - "9 527146030 0.0 GLQ Unf Y \n", - "10 527162130 0.0 Unf Unf Y \n", - "\n", - " Condition 1 Condition 2 Electrical Enclosed Porch Exter Cond \\\n", - "Order PID \n", - "1 526301100 Norm Norm SBrkr 0.0 TA \n", - "2 526350040 Feedr Norm SBrkr 0.0 TA \n", - "3 526351010 Norm Norm SBrkr 0.0 TA \n", - "4 526353030 Norm Norm SBrkr 0.0 TA \n", - "5 527105010 Norm Norm SBrkr 0.0 TA \n", - "6 527105030 Norm Norm SBrkr 0.0 TA \n", - "7 527127150 Norm Norm SBrkr 170.0 TA \n", - "8 527145080 Norm Norm SBrkr 0.0 TA \n", - "9 527146030 Norm Norm SBrkr 0.0 TA \n", - "10 527162130 Norm Norm SBrkr 0.0 TA \n", - "\n", - " Exter Qual Exterior 1st Exterior 2nd Fence Fireplace Qu \\\n", - "Order PID \n", - "1 526301100 TA BrkFace Plywood NA Gd \n", - "2 526350040 TA VinylSd VinylSd MnPrv NA \n", - "3 526351010 TA Wd Sdng Wd Sdng NA NA \n", - "4 526353030 Gd BrkFace BrkFace NA TA \n", - "5 527105010 TA VinylSd VinylSd MnPrv TA \n", - "6 527105030 TA VinylSd VinylSd NA Gd \n", - "7 527127150 Gd CemntBd CmentBd NA NA \n", - "8 527145080 Gd HdBoard HdBoard NA NA \n", - "9 527146030 Gd CemntBd CmentBd NA TA \n", - "10 527162130 TA VinylSd VinylSd NA TA \n", - "\n", - " Fireplaces Foundation Full Bath Functional Garage Area \\\n", - "Order PID \n", - "1 526301100 2.0 CBlock 1.0 Typ 528.0 \n", - "2 526350040 0.0 CBlock 1.0 Typ 730.0 \n", - "3 526351010 0.0 CBlock 1.0 Typ 312.0 \n", - "4 526353030 2.0 CBlock 2.0 Typ 522.0 \n", - "5 527105010 1.0 PConc 2.0 Typ 482.0 \n", - "6 527105030 1.0 PConc 2.0 Typ 470.0 \n", - "7 527127150 0.0 PConc 2.0 Typ 582.0 \n", - "8 527145080 0.0 PConc 2.0 Typ 506.0 \n", - "9 527146030 1.0 PConc 2.0 Typ 608.0 \n", - "10 527162130 1.0 PConc 2.0 Typ 442.0 \n", - "\n", - " Garage Cars Garage Cond Garage Finish Garage Qual \\\n", - "Order PID \n", - "1 526301100 2.0 TA Fin TA \n", - "2 526350040 1.0 TA Unf TA \n", - "3 526351010 1.0 TA Unf TA \n", - "4 526353030 2.0 TA Fin TA \n", - "5 527105010 2.0 TA Fin TA \n", - "6 527105030 2.0 TA Fin TA \n", - "7 527127150 2.0 TA Fin TA \n", - "8 527145080 2.0 TA RFn TA \n", - "9 527146030 2.0 TA RFn TA \n", - "10 527162130 2.0 TA Fin TA \n", - "\n", - " Garage Type Garage Yr Blt Gr Liv Area Half Bath Heating \\\n", - "Order PID \n", - "1 526301100 Attchd 1960.0 1656.0 0.0 GasA \n", - "2 526350040 Attchd 1961.0 896.0 0.0 GasA \n", - "3 526351010 Attchd 1958.0 1329.0 1.0 GasA \n", - "4 526353030 Attchd 1968.0 2110.0 1.0 GasA \n", - "5 527105010 Attchd 1997.0 1629.0 1.0 GasA \n", - "6 527105030 Attchd 1998.0 1604.0 1.0 GasA \n", - "7 527127150 Attchd 2001.0 1338.0 0.0 GasA \n", - "8 527145080 Attchd 1992.0 1280.0 0.0 GasA \n", - "9 527146030 Attchd 1995.0 1616.0 0.0 GasA \n", - "10 527162130 Attchd 1999.0 1804.0 1.0 GasA \n", - "\n", - " Heating QC House Style Kitchen AbvGr Kitchen Qual \\\n", - "Order PID \n", - "1 526301100 Fa 1Story 1 TA \n", - "2 526350040 TA 1Story 1 TA \n", - "3 526351010 TA 1Story 1 Gd \n", - "4 526353030 Ex 1Story 1 Ex \n", - "5 527105010 Gd 2Story 1 TA \n", - "6 527105030 Ex 2Story 1 Gd \n", - "7 527127150 Ex 1Story 1 Gd \n", - "8 527145080 Ex 1Story 1 Gd \n", - "9 527146030 Ex 1Story 1 Gd \n", - "10 527162130 Gd 2Story 1 Gd \n", - "\n", - " Land Contour Land Slope Lot Area Lot Config Lot Frontage \\\n", - "Order PID \n", - "1 526301100 Lvl Gtl 31770.0 Corner 141.0 \n", - "2 526350040 Lvl Gtl 11622.0 Inside 80.0 \n", - "3 526351010 Lvl Gtl 14267.0 Corner 81.0 \n", - "4 526353030 Lvl Gtl 11160.0 Corner 93.0 \n", - "5 527105010 Lvl Gtl 13830.0 Inside 74.0 \n", - "6 527105030 Lvl Gtl 9978.0 Inside 78.0 \n", - "7 527127150 Lvl Gtl 4920.0 Inside 41.0 \n", - "8 527145080 HLS Gtl 5005.0 Inside 43.0 \n", - "9 527146030 Lvl Gtl 5389.0 Inside 39.0 \n", - "10 527162130 Lvl Gtl 7500.0 Inside 60.0 \n", - "\n", - " Lot Shape Low Qual Fin SF MS SubClass MS Zoning \\\n", - "Order PID \n", - "1 526301100 IR1 0.0 020 RL \n", - "2 526350040 Reg 0.0 020 RH \n", - "3 526351010 IR1 0.0 020 RL \n", - "4 526353030 Reg 0.0 020 RL \n", - "5 527105010 IR1 0.0 060 RL \n", - "6 527105030 IR1 0.0 060 RL \n", - "7 527127150 Reg 0.0 120 RL \n", - "8 527145080 IR1 0.0 120 RL \n", - "9 527146030 IR1 0.0 120 RL \n", - "10 527162130 Reg 0.0 060 RL \n", - "\n", - " Mas Vnr Area Mas Vnr Type Misc Feature Misc Val Mo Sold \\\n", - "Order PID \n", - "1 526301100 112.0 Stone NA 0.0 5.0 \n", - "2 526350040 0.0 None NA 0.0 6.0 \n", - "3 526351010 108.0 BrkFace Gar2 12500.0 6.0 \n", - "4 526353030 0.0 None NA 0.0 4.0 \n", - "5 527105010 0.0 None NA 0.0 3.0 \n", - "6 527105030 20.0 BrkFace NA 0.0 6.0 \n", - "7 527127150 0.0 None NA 0.0 4.0 \n", - "8 527145080 0.0 None NA 0.0 1.0 \n", - "9 527146030 0.0 None NA 0.0 3.0 \n", - "10 527162130 0.0 None NA 0.0 6.0 \n", - "\n", - " Neighborhood Open Porch SF Overall Cond Overall Qual \\\n", - "Order PID \n", - "1 526301100 NAmes 62.0 5 6 \n", - "2 526350040 NAmes 0.0 6 5 \n", - "3 526351010 NAmes 36.0 6 6 \n", - "4 526353030 NAmes 0.0 5 7 \n", - "5 527105010 Gilbert 34.0 5 5 \n", - "6 527105030 Gilbert 36.0 6 6 \n", - "7 527127150 StoneBr 0.0 5 8 \n", - "8 527145080 StoneBr 82.0 5 8 \n", - "9 527146030 StoneBr 152.0 5 8 \n", - "10 527162130 Gilbert 60.0 5 7 \n", - "\n", - " Paved Drive Pool Area Pool QC Roof Matl Roof Style \\\n", - "Order PID \n", - "1 526301100 P 0.0 NA CompShg Hip \n", - "2 526350040 Y 0.0 NA CompShg Gable \n", - "3 526351010 Y 0.0 NA CompShg Hip \n", - "4 526353030 Y 0.0 NA CompShg Hip \n", - "5 527105010 Y 0.0 NA CompShg Gable \n", - "6 527105030 Y 0.0 NA CompShg Gable \n", - "7 527127150 Y 0.0 NA CompShg Gable \n", - "8 527145080 Y 0.0 NA CompShg Gable \n", - "9 527146030 Y 0.0 NA CompShg Gable \n", - "10 527162130 Y 0.0 NA CompShg Gable \n", - "\n", - " Sale Condition Sale Type Screen Porch Street TotRms AbvGrd \\\n", - "Order PID \n", - "1 526301100 Normal WD 0.0 Pave 7 \n", - "2 526350040 Normal WD 120.0 Pave 5 \n", - "3 526351010 Normal WD 0.0 Pave 6 \n", - "4 526353030 Normal WD 0.0 Pave 8 \n", - "5 527105010 Normal WD 0.0 Pave 6 \n", - "6 527105030 Normal WD 0.0 Pave 7 \n", - "7 527127150 Normal WD 0.0 Pave 6 \n", - "8 527145080 Normal WD 144.0 Pave 5 \n", - "9 527146030 Normal WD 0.0 Pave 5 \n", - "10 527162130 Normal WD 0.0 Pave 7 \n", - "\n", - " Total Bsmt SF Utilities Wood Deck SF Year Built \\\n", - "Order PID \n", - "1 526301100 1080.0 AllPub 210.0 1960.0 \n", - "2 526350040 882.0 AllPub 140.0 1961.0 \n", - "3 526351010 1329.0 AllPub 393.0 1958.0 \n", - "4 526353030 2110.0 AllPub 0.0 1968.0 \n", - "5 527105010 928.0 AllPub 212.0 1997.0 \n", - "6 527105030 926.0 AllPub 360.0 1998.0 \n", - "7 527127150 1338.0 AllPub 0.0 2001.0 \n", - "8 527145080 1280.0 AllPub 0.0 1992.0 \n", - "9 527146030 1595.0 AllPub 237.0 1995.0 \n", - "10 527162130 994.0 AllPub 140.0 1999.0 \n", - "\n", - " Year Remod/Add Yr Sold SalePrice \n", - "Order PID \n", - "1 526301100 1960.0 2010.0 215000 \n", - "2 526350040 1961.0 2010.0 105000 \n", - "3 526351010 1958.0 2010.0 172000 \n", - "4 526353030 1968.0 2010.0 244000 \n", - "5 527105010 1998.0 2010.0 189900 \n", - "6 527105030 1998.0 2010.0 195500 \n", - "7 527127150 2001.0 2010.0 213500 \n", - "8 527145080 1992.0 2010.0 191500 \n", - "9 527146030 1996.0 2010.0 236500 \n", - "10 527162130 1999.0 2010.0 189000 " - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.head(10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Spelling Mistakes & Data Types" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Some textual values appear differently in the provided data file as compared to the specification. These inconsistencies are manually repaired." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "# Repair spelling and whitespace mistakes.\n", - "df[\"Bldg Type\"] = df[\"Bldg Type\"].replace(to_replace=\"2fmCon\", value=\"2FmCon\")\n", - "df[\"Bldg Type\"] = df[\"Bldg Type\"].replace(to_replace=\"Duplex\", value=\"Duplx\")\n", - "df[\"Bldg Type\"] = df[\"Bldg Type\"].replace(to_replace=\"Twnhs\", value=\"TwnhsI\")\n", - "df[\"Exterior 2nd\"] = df[\"Exterior 2nd\"].replace(to_replace=\"Brk Cmn\", value=\"BrkComm\")\n", - "df[\"Exterior 2nd\"] = df[\"Exterior 2nd\"].replace(to_replace=\"CmentBd\", value=\"CemntBd\")\n", - "df[\"Exterior 2nd\"] = df[\"Exterior 2nd\"].replace(to_replace=\"Wd Shng\", value=\"WdShing\")\n", - "df[\"MS Zoning\"] = df[\"MS Zoning\"].replace(to_replace=\"A (agr)\", value=\"A\")\n", - "df[\"MS Zoning\"] = df[\"MS Zoning\"].replace(to_replace=\"C (all)\", value=\"C\")\n", - "df[\"MS Zoning\"] = df[\"MS Zoning\"].replace(to_replace=\"I (all)\", value=\"I\")\n", - "df[\"Neighborhood\"] = df[\"Neighborhood\"].replace(to_replace=\"NAmes\", value=\"Names\")\n", - "df[\"Sale Type\"] = df[\"Sale Type\"].replace(to_replace=\"WD \", value=\"WD\")" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "# Ensure that the remaining textual values in the data file are a subset\n", - "# of the values allowed in the specification.\n", - "for column, mapping_info in LABEL_COLUMNS.items():\n", - " # Note that .unique() returns a numpy array with integer dtype in cases\n", - " # where the provided data can be casted as such (e.g., \"Overall Qual\" column).\n", - " values_in_data = set(str(x) for x in df[column].unique() if x is not np.NaN)\n", - " values_in_description = set(mapping_info[\"lookups\"].keys())\n", - " assert values_in_data <= values_in_description" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Interestingly, all numeric columns (i.e. also \"continuous\" variables) come with only integer values." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "# Show that all \"continuous\" variables come as integers.\n", - "for column in NUMERIC_VARIABLES + TARGET_VARIABLES:\n", - " not_null = df[column].notnull()\n", - " mask = (\n", - " df.loc[not_null, column].astype(np.int64)\n", - " != df.loc[not_null, column].astype(np.float64)\n", - " )\n", - " assert not mask.any()\n", - "# Cast discrete fields as integers where possible,\n", - "# i.e., all columns without missing values.\n", - "for column in DISCRETE_VARIABLES:\n", - " try:\n", - " df[column] = df[column].astype(np.int64)\n", - " except ValueError:\n", - " mask = df[column].notnull()\n", - " df.loc[mask, column].astype(np.int64)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Raw Data Overview" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The overall shape of the data is a 2930 rows x 80 columns matrix." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(2930, 80)" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.shape" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Continuous Variables" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The continuous columns are truly continuous in the sense that each column has at least 14 unique value realizations." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "for column in CONTINUOUS_VARIABLES:\n", - " mask = df[column].notnull()\n", - " num_realizations = len(list(x for x in df.loc[mask, column].unique()))\n", - " assert num_realizations > 13" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A brief description of the variables:" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "1st Flr SF First Floor square feet\n", - "2nd Flr SF Second floor square feet\n", - "3Ssn Porch Three season porch area in square feet\n", - "Bsmt Unf SF Unfinished square feet of basement area\n", - "BsmtFin SF 1 Type 1 finished square feet\n", - "BsmtFin SF 2 Type 2 finished square feet\n", - "Enclosed Porch Enclosed porch area in square feet\n", - "Garage Area Size of garage in square feet\n", - "Gr Liv Area Above grade (ground) living area square feet\n", - "Lot Area Lot size in square feet\n", - "Lot Frontage Linear feet of street connected to property\n", - "Low Qual Fin SF Low quality finished square feet (all floors)\n", - "Mas Vnr Area Masonry veneer area in square feet\n", - "Misc Val $Value of miscellaneous feature\n", - "Open Porch SF Open porch area in square feet\n", - "Pool Area Pool area in square feet\n", - "Screen Porch Screen porch area in square feet\n", - "Total Bsmt SF Total square feet of basement area\n", - "Wood Deck SF Wood deck area in square feet\n" - ] - } - ], - "source": [ - "print_column_list(CONTINUOUS_COLUMNS)" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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1st Flr SF2nd Flr SF3Ssn PorchBsmt Unf SFBsmtFin SF 1BsmtFin SF 2Enclosed PorchGarage AreaGr Liv AreaLot AreaLot FrontageLow Qual Fin SFMas Vnr AreaMisc ValOpen Porch SFPool AreaScreen PorchTotal Bsmt SFWood Deck SF
OrderPID
15263011001656.00.00441.0639.00.00.0528.01656.031770.0141.00.0112.00.062.00.00.01080.0210.0
2526350040896.00.00270.0468.0144.00.0730.0896.011622.080.00.00.00.00.00.0120.0882.0140.0
35263510101329.00.00406.0923.00.00.0312.01329.014267.081.00.0108.012500.036.00.00.01329.0393.0
45263530302110.00.001045.01065.00.00.0522.02110.011160.093.00.00.00.00.00.00.02110.00.0
5527105010928.0701.00137.0791.00.00.0482.01629.013830.074.00.00.00.034.00.00.0928.0212.0
\n", - "
" - ], - "text/plain": [ - " 1st Flr SF 2nd Flr SF 3Ssn Porch Bsmt Unf SF \\\n", - "Order PID \n", - "1 526301100 1656.0 0.0 0 441.0 \n", - "2 526350040 896.0 0.0 0 270.0 \n", - "3 526351010 1329.0 0.0 0 406.0 \n", - "4 526353030 2110.0 0.0 0 1045.0 \n", - "5 527105010 928.0 701.0 0 137.0 \n", - "\n", - " BsmtFin SF 1 BsmtFin SF 2 Enclosed Porch Garage Area \\\n", - "Order PID \n", - "1 526301100 639.0 0.0 0.0 528.0 \n", - "2 526350040 468.0 144.0 0.0 730.0 \n", - "3 526351010 923.0 0.0 0.0 312.0 \n", - "4 526353030 1065.0 0.0 0.0 522.0 \n", - "5 527105010 791.0 0.0 0.0 482.0 \n", - "\n", - " Gr Liv Area Lot Area Lot Frontage Low Qual Fin SF \\\n", - "Order PID \n", - "1 526301100 1656.0 31770.0 141.0 0.0 \n", - "2 526350040 896.0 11622.0 80.0 0.0 \n", - "3 526351010 1329.0 14267.0 81.0 0.0 \n", - "4 526353030 2110.0 11160.0 93.0 0.0 \n", - "5 527105010 1629.0 13830.0 74.0 0.0 \n", - "\n", - " Mas Vnr Area Misc Val Open Porch SF Pool Area \\\n", - "Order PID \n", - "1 526301100 112.0 0.0 62.0 0.0 \n", - "2 526350040 0.0 0.0 0.0 0.0 \n", - "3 526351010 108.0 12500.0 36.0 0.0 \n", - "4 526353030 0.0 0.0 0.0 0.0 \n", - "5 527105010 0.0 0.0 34.0 0.0 \n", - "\n", - " Screen Porch Total Bsmt SF Wood Deck SF \n", - "Order PID \n", - "1 526301100 0.0 1080.0 210.0 \n", - "2 526350040 120.0 882.0 140.0 \n", - "3 526351010 0.0 1329.0 393.0 \n", - "4 526353030 0.0 2110.0 0.0 \n", - "5 527105010 0.0 928.0 212.0 " - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[CONTINUOUS_VARIABLES].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Except for the column *Lot Frontage* the columns with missing data only have a couple of missing values (i.e., < 1% of all the rows)." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "MultiIndex: 2930 entries, (1, 526301100) to (2930, 924151050)\n", - "Data columns (total 19 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 1st Flr SF 2930 non-null float64\n", - " 1 2nd Flr SF 2930 non-null float64\n", - " 2 3Ssn Porch 2930 non-null int64 \n", - " 3 Bsmt Unf SF 2929 non-null float64\n", - " 4 BsmtFin SF 1 2929 non-null float64\n", - " 5 BsmtFin SF 2 2929 non-null float64\n", - " 6 Enclosed Porch 2930 non-null float64\n", - " 7 Garage Area 2929 non-null float64\n", - " 8 Gr Liv Area 2930 non-null float64\n", - " 9 Lot Area 2930 non-null float64\n", - " 10 Lot Frontage 2440 non-null float64\n", - " 11 Low Qual Fin SF 2930 non-null float64\n", - " 12 Mas Vnr Area 2907 non-null float64\n", - " 13 Misc Val 2930 non-null float64\n", - " 14 Open Porch SF 2930 non-null float64\n", - " 15 Pool Area 2930 non-null float64\n", - " 16 Screen Porch 2930 non-null float64\n", - " 17 Total Bsmt SF 2929 non-null float64\n", - " 18 Wood Deck SF 2930 non-null float64\n", - "dtypes: float64(18), int64(1)\n", - "memory usage: 572.3 KB\n" - ] - } - ], - "source": [ - "df[CONTINUOUS_VARIABLES].info()" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [], - "source": [ - "# The columns with a lot of missing\n", - "# values will be treated seperately below.\n", - "missing_a_lot = [\"Lot Frontage\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Discrete Variables" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The discrete columns have between 2 and 15 unique realizations each if year numbers are excluded from the analysis." - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [], - "source": [ - "for column in DISCRETE_VARIABLES:\n", - " mask = df[column].notnull()\n", - " num_realizations = len(list(x for x in df.loc[mask, column].unique()))\n", - " if column not in (\"Year Built\", \"Year Remod/Add\", \"Garage Yr Blt\"):\n", - " assert num_realizations < 15\n", - " assert num_realizations > 2" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A brief description of the variables:" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Bedroom AbvGr Bedrooms above grade (does NOT include basement bedrooms)\n", - "Bsmt Full Bath Basement full bathrooms\n", - "Bsmt Half Bath Basement half bathrooms\n", - "Fireplaces Number of fireplaces\n", - "Full Bath Full bathrooms above grade\n", - "Garage Cars Size of garage in car capacity\n", - "Garage Yr Blt Year garage was built\n", - "Half Bath Half baths above grade\n", - "Kitchen AbvGr Kitchens above grade\n", - "Mo Sold Month Sold (MM)\n", - "TotRms AbvGrd Total rooms above grade (does not include bathrooms)\n", - "Year Built Original construction date\n", - "Year Remod/Add Remodel date (same as construction date if no remodeling or additions)\n", - "Yr Sold Year Sold (YYYY)\n" - ] - } - ], - "source": [ - "print_column_list(DISCRETE_COLUMNS)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "**Note:** columns with missing values are implicitly casted to a *float64* type an the *int64* type has no concept of a NaN (=\"Not a number\") value." - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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Bedroom AbvGrBsmt Full BathBsmt Half BathFireplacesFull BathGarage CarsGarage Yr BltHalf BathKitchen AbvGrMo SoldTotRms AbvGrdYear BuiltYear Remod/AddYr Sold
OrderPID
152630110031.00.0212.01960.00157196019602010
252635004020.00.0011.01961.00165196119612010
352635101030.00.0011.01958.01166195819582010
452635303031.00.0222.01968.01148196819682010
552710501030.00.0122.01997.01136199719982010
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" - ], - "text/plain": [ - " Bedroom AbvGr Bsmt Full Bath Bsmt Half Bath Fireplaces \\\n", - "Order PID \n", - "1 526301100 3 1.0 0.0 2 \n", - "2 526350040 2 0.0 0.0 0 \n", - "3 526351010 3 0.0 0.0 0 \n", - "4 526353030 3 1.0 0.0 2 \n", - "5 527105010 3 0.0 0.0 1 \n", - "\n", - " Full Bath Garage Cars Garage Yr Blt Half Bath \\\n", - "Order PID \n", - "1 526301100 1 2.0 1960.0 0 \n", - "2 526350040 1 1.0 1961.0 0 \n", - "3 526351010 1 1.0 1958.0 1 \n", - "4 526353030 2 2.0 1968.0 1 \n", - "5 527105010 2 2.0 1997.0 1 \n", - "\n", - " Kitchen AbvGr Mo Sold TotRms AbvGrd Year Built \\\n", - "Order PID \n", - "1 526301100 1 5 7 1960 \n", - "2 526350040 1 6 5 1961 \n", - "3 526351010 1 6 6 1958 \n", - "4 526353030 1 4 8 1968 \n", - "5 527105010 1 3 6 1997 \n", - "\n", - " Year Remod/Add Yr Sold \n", - "Order PID \n", - "1 526301100 1960 2010 \n", - "2 526350040 1961 2010 \n", - "3 526351010 1958 2010 \n", - "4 526353030 1968 2010 \n", - "5 527105010 1998 2010 " - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[DISCRETE_VARIABLES].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Except for the *Garage Yr Blt* column no variable has a significant number of missing values (i.e., > 1% of all rows)." - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "MultiIndex: 2930 entries, (1, 526301100) to (2930, 924151050)\n", - "Data columns (total 14 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 Bedroom AbvGr 2930 non-null int64 \n", - " 1 Bsmt Full Bath 2928 non-null float64\n", - " 2 Bsmt Half Bath 2928 non-null float64\n", - " 3 Fireplaces 2930 non-null int64 \n", - " 4 Full Bath 2930 non-null int64 \n", - " 5 Garage Cars 2929 non-null float64\n", - " 6 Garage Yr Blt 2771 non-null float64\n", - " 7 Half Bath 2930 non-null int64 \n", - " 8 Kitchen AbvGr 2930 non-null int64 \n", - " 9 Mo Sold 2930 non-null int64 \n", - " 10 TotRms AbvGrd 2930 non-null int64 \n", - " 11 Year Built 2930 non-null int64 \n", - " 12 Year Remod/Add 2930 non-null int64 \n", - " 13 Yr Sold 2930 non-null int64 \n", - "dtypes: float64(4), int64(10)\n", - "memory usage: 457.8 KB\n" - ] - } - ], - "source": [ - "df[DISCRETE_VARIABLES].info()" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [], - "source": [ - "missing_a_lot.append(\"Garage Yr Blt\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Nominal Variables" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Except for the total of 28 neighborhoods, the nominal columns come with anywhere between 1 and 18 different labels each." - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [], - "source": [ - "for column in NOMINAL_VARIABLES:\n", - " mask = df[column].notnull()\n", - " num_realizations = len(list(x for x in df.loc[mask, column].unique()))\n", - " if column not in (\"Neighborhood\"):\n", - " assert num_realizations < 18\n", - " assert num_realizations > 1" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A brief description of the variables:" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Alley Type of alley access to property\n", - "Bldg Type Type of dwelling\n", - "Central Air Central air conditioning\n", - "Condition 1 Proximity to various conditions\n", - "Condition 2 Proximity to various conditions (if more than one is present)\n", - "Exterior 1st Exterior covering on house\n", - "Exterior 2nd Exterior covering on house (if more than one material)\n", - "Foundation Type of foundation\n", - "Garage Type Garage location\n", - "Heating Type of heating\n", - "House Style Style of dwelling\n", - "Land Contour Flatness of the property\n", - "Lot Config Lot configuration\n", - "MS SubClass Identifies the type of dwelling involved in the sale.\n", - "MS Zoning Identifies the general zoning classification of the sale.\n", - "Mas Vnr Type Masonry veneer type\n", - "Misc Feature Miscellaneous feature not covered in other categories\n", - "Neighborhood Physical locations within Ames city limits (map available)\n", - "Roof Matl Roof material\n", - "Roof Style Type of roof\n", - "Sale Condition Condition of sale\n", - "Sale Type Type of sale\n", - "Street Type of road access to property\n" - ] - } - ], - "source": [ - "print_column_list(NOMINAL_COLUMNS)" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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AlleyBldg TypeCentral AirCondition 1Condition 2Exterior 1stExterior 2ndFoundationGarage TypeHeatingHouse StyleLand ContourLot ConfigMS SubClassMS ZoningMas Vnr TypeMisc FeatureNeighborhoodRoof MatlRoof StyleSale ConditionSale TypeStreet
OrderPID
1526301100NA1FamYNormNormBrkFacePlywoodCBlockAttchdGasA1StoryLvlCorner020RLStoneNANamesCompShgHipNormalWDPave
2526350040NA1FamYFeedrNormVinylSdVinylSdCBlockAttchdGasA1StoryLvlInside020RHNoneNANamesCompShgGableNormalWDPave
3526351010NA1FamYNormNormWd SdngWd SdngCBlockAttchdGasA1StoryLvlCorner020RLBrkFaceGar2NamesCompShgHipNormalWDPave
4526353030NA1FamYNormNormBrkFaceBrkFaceCBlockAttchdGasA1StoryLvlCorner020RLNoneNANamesCompShgHipNormalWDPave
5527105010NA1FamYNormNormVinylSdVinylSdPConcAttchdGasA2StoryLvlInside060RLNoneNAGilbertCompShgGableNormalWDPave
6527105030NA1FamYNormNormVinylSdVinylSdPConcAttchdGasA2StoryLvlInside060RLBrkFaceNAGilbertCompShgGableNormalWDPave
7527127150NATwnhsEYNormNormCemntBdCemntBdPConcAttchdGasA1StoryLvlInside120RLNoneNAStoneBrCompShgGableNormalWDPave
8527145080NATwnhsEYNormNormHdBoardHdBoardPConcAttchdGasA1StoryHLSInside120RLNoneNAStoneBrCompShgGableNormalWDPave
9527146030NATwnhsEYNormNormCemntBdCemntBdPConcAttchdGasA1StoryLvlInside120RLNoneNAStoneBrCompShgGableNormalWDPave
10527162130NA1FamYNormNormVinylSdVinylSdPConcAttchdGasA2StoryLvlInside060RLNoneNAGilbertCompShgGableNormalWDPave
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" - ], - "text/plain": [ - " Alley Bldg Type Central Air Condition 1 Condition 2 \\\n", - "Order PID \n", - "1 526301100 NA 1Fam Y Norm Norm \n", - "2 526350040 NA 1Fam Y Feedr Norm \n", - "3 526351010 NA 1Fam Y Norm Norm \n", - "4 526353030 NA 1Fam Y Norm Norm \n", - "5 527105010 NA 1Fam Y Norm Norm \n", - "6 527105030 NA 1Fam Y Norm Norm \n", - "7 527127150 NA TwnhsE Y Norm Norm \n", - "8 527145080 NA TwnhsE Y Norm Norm \n", - "9 527146030 NA TwnhsE Y Norm Norm \n", - "10 527162130 NA 1Fam Y Norm Norm \n", - "\n", - " Exterior 1st Exterior 2nd Foundation Garage Type Heating \\\n", - "Order PID \n", - "1 526301100 BrkFace Plywood CBlock Attchd GasA \n", - "2 526350040 VinylSd VinylSd CBlock Attchd GasA \n", - "3 526351010 Wd Sdng Wd Sdng CBlock Attchd GasA \n", - "4 526353030 BrkFace BrkFace CBlock Attchd GasA \n", - "5 527105010 VinylSd VinylSd PConc Attchd GasA \n", - "6 527105030 VinylSd VinylSd PConc Attchd GasA \n", - "7 527127150 CemntBd CemntBd PConc Attchd GasA \n", - "8 527145080 HdBoard HdBoard PConc Attchd GasA \n", - "9 527146030 CemntBd CemntBd PConc Attchd GasA \n", - "10 527162130 VinylSd VinylSd PConc Attchd GasA \n", - "\n", - " House Style Land Contour Lot Config MS SubClass MS Zoning \\\n", - "Order PID \n", - "1 526301100 1Story Lvl Corner 020 RL \n", - "2 526350040 1Story Lvl Inside 020 RH \n", - "3 526351010 1Story Lvl Corner 020 RL \n", - "4 526353030 1Story Lvl Corner 020 RL \n", - "5 527105010 2Story Lvl Inside 060 RL \n", - "6 527105030 2Story Lvl Inside 060 RL \n", - "7 527127150 1Story Lvl Inside 120 RL \n", - "8 527145080 1Story HLS Inside 120 RL \n", - "9 527146030 1Story Lvl Inside 120 RL \n", - "10 527162130 2Story Lvl Inside 060 RL \n", - "\n", - " Mas Vnr Type Misc Feature Neighborhood Roof Matl Roof Style \\\n", - "Order PID \n", - "1 526301100 Stone NA Names CompShg Hip \n", - "2 526350040 None NA Names CompShg Gable \n", - "3 526351010 BrkFace Gar2 Names CompShg Hip \n", - "4 526353030 None NA Names CompShg Hip \n", - "5 527105010 None NA Gilbert CompShg Gable \n", - "6 527105030 BrkFace NA Gilbert CompShg Gable \n", - "7 527127150 None NA StoneBr CompShg Gable \n", - "8 527145080 None NA StoneBr CompShg Gable \n", - "9 527146030 None NA StoneBr CompShg Gable \n", - "10 527162130 None NA Gilbert CompShg Gable \n", - "\n", - " Sale Condition Sale Type Street \n", - "Order PID \n", - "1 526301100 Normal WD Pave \n", - "2 526350040 Normal WD Pave \n", - "3 526351010 Normal WD Pave \n", - "4 526353030 Normal WD Pave \n", - "5 527105010 Normal WD Pave \n", - "6 527105030 Normal WD Pave \n", - "7 527127150 Normal WD Pave \n", - "8 527145080 Normal WD Pave \n", - "9 527146030 Normal WD Pave \n", - "10 527162130 Normal WD Pave " - ] - }, - "execution_count": 23, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[NOMINAL_VARIABLES].head(10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "For the nominal variables there is only a neglectable number of missing values." - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "MultiIndex: 2930 entries, (1, 526301100) to (2930, 924151050)\n", - "Data columns (total 23 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 Alley 2930 non-null object\n", - " 1 Bldg Type 2930 non-null object\n", - " 2 Central Air 2930 non-null object\n", - " 3 Condition 1 2930 non-null object\n", - " 4 Condition 2 2930 non-null object\n", - " 5 Exterior 1st 2930 non-null object\n", - " 6 Exterior 2nd 2930 non-null object\n", - " 7 Foundation 2930 non-null object\n", - " 8 Garage Type 2930 non-null object\n", - " 9 Heating 2930 non-null object\n", - " 10 House Style 2930 non-null object\n", - " 11 Land Contour 2930 non-null object\n", - " 12 Lot Config 2930 non-null object\n", - " 13 MS SubClass 2930 non-null object\n", - " 14 MS Zoning 2930 non-null object\n", - " 15 Mas Vnr Type 2907 non-null object\n", - " 16 Misc Feature 2930 non-null object\n", - " 17 Neighborhood 2930 non-null object\n", - " 18 Roof Matl 2930 non-null object\n", - " 19 Roof Style 2930 non-null object\n", - " 20 Sale Condition 2930 non-null object\n", - " 21 Sale Type 2930 non-null object\n", - " 22 Street 2930 non-null object\n", - "dtypes: object(23)\n", - "memory usage: 663.8+ KB\n" - ] - } - ], - "source": [ - "df[NOMINAL_VARIABLES].info()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Ordinal Variables" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The ordinal columns come with anywhere between 2 and 11 distinct labels each." - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "for column in ORDINAL_VARIABLES:\n", - " mask = df[column].notnull()\n", - " num_realizations = len(list(x for x in df.loc[mask, column].unique()))\n", - " assert 2 < num_realizations < 11" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A brief description of the variables:" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Bsmt Cond Evaluates the general condition of the basement\n", - "Bsmt Exposure Refers to walkout or garden level walls\n", - "Bsmt Qual Evaluates the height of the basement\n", - "BsmtFin Type 1 Rating of basement finished area\n", - "BsmtFin Type 2 Rating of basement finished area (if multiple types)\n", - "Electrical Electrical system\n", - "Exter Cond Evaluates the present condition of the material on the exterior\n", - "Exter Qual Evaluates the quality of the material on the exterior\n", - "Fence Fence quality\n", - "Fireplace Qu Fireplace quality\n", - "Functional Home functionality (Assume typical unless deductions are warranted)\n", - "Garage Cond Garage condition\n", - "Garage Finish Interior finish of the garage\n", - "Garage Qual Garage quality\n", - "Heating QC Heating quality and condition\n", - "Kitchen Qual Kitchen quality\n", - "Land Slope Slope of property\n", - "Lot Shape General shape of property\n", - "Overall Cond Rates the overall condition of the house\n", - "Overall Qual Rates the overall material and finish of the house\n", - "Paved Drive Paved driveway\n", - "Pool QC Pool quality\n", - "Utilities Type of utilities available\n" - ] - } - ], - "source": [ - "print_column_list(ORDINAL_COLUMNS)" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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Bsmt CondBsmt ExposureBsmt QualBsmtFin Type 1BsmtFin Type 2ElectricalExter CondExter QualFenceFireplace QuFunctionalGarage CondGarage FinishGarage QualHeating QCKitchen QualLand SlopeLot ShapeOverall CondOverall QualPaved DrivePool QCUtilities
OrderPID
1526301100GdGdTABLQUnfSBrkrTATANAGdTypTAFinTAFaTAGtlIR156PNAAllPub
2526350040TANoTARecLwQSBrkrTATAMnPrvNATypTAUnfTATATAGtlReg65YNAAllPub
3526351010TANoTAALQUnfSBrkrTATANANATypTAUnfTATAGdGtlIR166YNAAllPub
4526353030TANoTAALQUnfSBrkrTAGdNATATypTAFinTAExExGtlReg57YNAAllPub
5527105010TANoGdGLQUnfSBrkrTATAMnPrvTATypTAFinTAGdTAGtlIR155YNAAllPub
6527105030TANoTAGLQUnfSBrkrTATANAGdTypTAFinTAExGdGtlIR166YNAAllPub
7527127150TAMnGdGLQUnfSBrkrTAGdNANATypTAFinTAExGdGtlReg58YNAAllPub
8527145080TANoGdALQUnfSBrkrTAGdNANATypTARFnTAExGdGtlIR158YNAAllPub
9527146030TANoGdGLQUnfSBrkrTAGdNATATypTARFnTAExGdGtlIR158YNAAllPub
10527162130TANoTAUnfUnfSBrkrTATANATATypTAFinTAGdGdGtlReg57YNAAllPub
\n", - "
" - ], - "text/plain": [ - " Bsmt Cond Bsmt Exposure Bsmt Qual BsmtFin Type 1 \\\n", - "Order PID \n", - "1 526301100 Gd Gd TA BLQ \n", - "2 526350040 TA No TA Rec \n", - "3 526351010 TA No TA ALQ \n", - "4 526353030 TA No TA ALQ \n", - "5 527105010 TA No Gd GLQ \n", - "6 527105030 TA No TA GLQ \n", - "7 527127150 TA Mn Gd GLQ \n", - "8 527145080 TA No Gd ALQ \n", - "9 527146030 TA No Gd GLQ \n", - "10 527162130 TA No TA Unf \n", - "\n", - " BsmtFin Type 2 Electrical Exter Cond Exter Qual Fence \\\n", - "Order PID \n", - "1 526301100 Unf SBrkr TA TA NA \n", - "2 526350040 LwQ SBrkr TA TA MnPrv \n", - "3 526351010 Unf SBrkr TA TA NA \n", - "4 526353030 Unf SBrkr TA Gd NA \n", - "5 527105010 Unf SBrkr TA TA MnPrv \n", - "6 527105030 Unf SBrkr TA TA NA \n", - "7 527127150 Unf SBrkr TA Gd NA \n", - "8 527145080 Unf SBrkr TA Gd NA \n", - "9 527146030 Unf SBrkr TA Gd NA \n", - "10 527162130 Unf SBrkr TA TA NA \n", - "\n", - " Fireplace Qu Functional Garage Cond Garage Finish Garage Qual \\\n", - "Order PID \n", - "1 526301100 Gd Typ TA Fin TA \n", - "2 526350040 NA Typ TA Unf TA \n", - "3 526351010 NA Typ TA Unf TA \n", - "4 526353030 TA Typ TA Fin TA \n", - "5 527105010 TA Typ TA Fin TA \n", - "6 527105030 Gd Typ TA Fin TA \n", - "7 527127150 NA Typ TA Fin TA \n", - "8 527145080 NA Typ TA RFn TA \n", - "9 527146030 TA Typ TA RFn TA \n", - "10 527162130 TA Typ TA Fin TA \n", - "\n", - " Heating QC Kitchen Qual Land Slope Lot Shape Overall Cond \\\n", - "Order PID \n", - "1 526301100 Fa TA Gtl IR1 5 \n", - "2 526350040 TA TA Gtl Reg 6 \n", - "3 526351010 TA Gd Gtl IR1 6 \n", - "4 526353030 Ex Ex Gtl Reg 5 \n", - "5 527105010 Gd TA Gtl IR1 5 \n", - "6 527105030 Ex Gd Gtl IR1 6 \n", - "7 527127150 Ex Gd Gtl Reg 5 \n", - "8 527145080 Ex Gd Gtl IR1 5 \n", - "9 527146030 Ex Gd Gtl IR1 5 \n", - "10 527162130 Gd Gd Gtl Reg 5 \n", - "\n", - " Overall Qual Paved Drive Pool QC Utilities \n", - "Order PID \n", - "1 526301100 6 P NA AllPub \n", - "2 526350040 5 Y NA AllPub \n", - "3 526351010 6 Y NA AllPub \n", - "4 526353030 7 Y NA AllPub \n", - "5 527105010 5 Y NA AllPub \n", - "6 527105030 6 Y NA AllPub \n", - "7 527127150 8 Y NA AllPub \n", - "8 527145080 8 Y NA AllPub \n", - "9 527146030 8 Y NA AllPub \n", - "10 527162130 7 Y NA AllPub " - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[ORDINAL_VARIABLES].head(10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "For the ordinal variables there is only a neglectable number of missing values." - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "MultiIndex: 2930 entries, (1, 526301100) to (2930, 924151050)\n", - "Data columns (total 23 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 Bsmt Cond 2929 non-null object\n", - " 1 Bsmt Exposure 2926 non-null object\n", - " 2 Bsmt Qual 2929 non-null object\n", - " 3 BsmtFin Type 1 2929 non-null object\n", - " 4 BsmtFin Type 2 2928 non-null object\n", - " 5 Electrical 2929 non-null object\n", - " 6 Exter Cond 2930 non-null object\n", - " 7 Exter Qual 2930 non-null object\n", - " 8 Fence 2930 non-null object\n", - " 9 Fireplace Qu 2930 non-null object\n", - " 10 Functional 2930 non-null object\n", - " 11 Garage Cond 2929 non-null object\n", - " 12 Garage Finish 2928 non-null object\n", - " 13 Garage Qual 2929 non-null object\n", - " 14 Heating QC 2930 non-null object\n", - " 15 Kitchen Qual 2930 non-null object\n", - " 16 Land Slope 2930 non-null object\n", - " 17 Lot Shape 2930 non-null object\n", - " 18 Overall Cond 2930 non-null object\n", - " 19 Overall Qual 2930 non-null object\n", - " 20 Paved Drive 2930 non-null object\n", - " 21 Pool QC 2930 non-null object\n", - " 22 Utilities 2930 non-null object\n", - "dtypes: object(23)\n", - "memory usage: 663.8+ KB\n" - ] - } - ], - "source": [ - "df[ORDINAL_VARIABLES].info()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Missing Data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Visualizations" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "msno.matrix(df[ORDINAL_VARIABLES]);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Cleansing" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Since only about 1% of the overall number of observations exhibit variables with missing data (disregarding the columns *Lot Frontage* and *Garage Yr Blt*), the decision is made to discard these rows entirely to not have to deal with interpolating meaningful replacements for the missing values." - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [], - "source": [ - "remaining_columns = sorted(set(ALL_VARIABLES) - set(missing_a_lot)) + TARGET_VARIABLES\n", - "mask = df[remaining_columns].isnull().any(axis=1)\n", - "assert (100 * mask.sum() / df.shape[0]) < 1.1 # percent\n", - "df = df[~mask]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The two columns with a lot of missing values regard the age of a house's optional garage and the length of the intersection with the street where the house is located. The first is assumed as not important for the house appraisal and the second is assumed to be captured in other variables (e.g. overall size of the house). Therefore, for sake of simplicity both columns are dropped from the DataFrame." - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Garage Yr Blt Year garage was built\n", - "Lot Frontage Linear feet of street connected to property\n" - ] - } - ], - "source": [ - "print_column_list(missing_a_lot)" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": {}, - "outputs": [], - "source": [ - "df = df[remaining_columns]" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "metadata": {}, - "outputs": [], - "source": [ - "# Remove the discarded columns from the helper dictionaries / lists.\n", - "update_column_descriptions(df.columns)\n", - "# Without any more missing data, cast all numeric\n", - "# columns as floats or integers respectively.\n", - "for column in CONTINUOUS_VARIABLES + TARGET_VARIABLES:\n", - " df[column] = df[column].astype(np.float64)\n", - "for column in DISCRETE_VARIABLES:\n", - " df[column] = df[column].astype(np.int64)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Clean Data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The cleaned data comes as a 2898 rows x 78 columns matrix." - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(2898, 78)" - ] - }, - "execution_count": 37, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.shape" - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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1st Flr SF2nd Flr SF3Ssn PorchAlleyBedroom AbvGrBldg TypeBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2Central AirCondition 1Condition 2ElectricalEnclosed PorchExter CondExter QualExterior 1stExterior 2ndFenceFireplace QuFireplacesFoundationFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGarage TypeGr Liv AreaHalf BathHeatingHeating QCHouse StyleKitchen AbvGrKitchen QualLand ContourLand SlopeLot AreaLot ConfigLot ShapeLow Qual Fin SFMS SubClassMS ZoningMas Vnr AreaMas Vnr TypeMisc FeatureMisc ValMo SoldNeighborhoodOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCRoof MatlRoof StyleSale ConditionSale TypeScreen PorchStreetTotRms AbvGrdTotal Bsmt SFUtilitiesWood Deck SFYear BuiltYear Remod/AddYr SoldSalePrice
OrderPID
15263011001656.00.00.0NA31FamGdGd10TA441.0639.00.0BLQUnfYNormNormSBrkr0.0TATABrkFacePlywoodNAGd2CBlock1Typ528.02TAFinTAAttchd1656.00GasAFa1Story1TALvlGtl31770.0CornerIR10.0020RL112.0StoneNA0.05Names62.056P0.0NACompShgHipNormalWD0.0Pave71080.0AllPub210.0196019602010215000.0
2526350040896.00.00.0NA21FamTANo00TA270.0468.0144.0RecLwQYFeedrNormSBrkr0.0TATAVinylSdVinylSdMnPrvNA0CBlock1Typ730.01TAUnfTAAttchd896.00GasATA1Story1TALvlGtl11622.0InsideReg0.0020RH0.0NoneNA0.06Names0.065Y0.0NACompShgGableNormalWD120.0Pave5882.0AllPub140.0196119612010105000.0
35263510101329.00.00.0NA31FamTANo00TA406.0923.00.0ALQUnfYNormNormSBrkr0.0TATAWd SdngWd SdngNANA0CBlock1Typ312.01TAUnfTAAttchd1329.01GasATA1Story1GdLvlGtl14267.0CornerIR10.0020RL108.0BrkFaceGar212500.06Names36.066Y0.0NACompShgHipNormalWD0.0Pave61329.0AllPub393.0195819582010172000.0
45263530302110.00.00.0NA31FamTANo10TA1045.01065.00.0ALQUnfYNormNormSBrkr0.0TAGdBrkFaceBrkFaceNATA2CBlock2Typ522.02TAFinTAAttchd2110.01GasAEx1Story1ExLvlGtl11160.0CornerReg0.0020RL0.0NoneNA0.04Names0.057Y0.0NACompShgHipNormalWD0.0Pave82110.0AllPub0.0196819682010244000.0
5527105010928.0701.00.0NA31FamTANo00Gd137.0791.00.0GLQUnfYNormNormSBrkr0.0TATAVinylSdVinylSdMnPrvTA1PConc2Typ482.02TAFinTAAttchd1629.01GasAGd2Story1TALvlGtl13830.0InsideIR10.0060RL0.0NoneNA0.03Gilbert34.055Y0.0NACompShgGableNormalWD0.0Pave6928.0AllPub212.0199719982010189900.0
\n", - "
" - ], - "text/plain": [ - " 1st Flr SF 2nd Flr SF 3Ssn Porch Alley Bedroom AbvGr \\\n", - "Order PID \n", - "1 526301100 1656.0 0.0 0.0 NA 3 \n", - "2 526350040 896.0 0.0 0.0 NA 2 \n", - "3 526351010 1329.0 0.0 0.0 NA 3 \n", - "4 526353030 2110.0 0.0 0.0 NA 3 \n", - "5 527105010 928.0 701.0 0.0 NA 3 \n", - "\n", - " Bldg Type Bsmt Cond Bsmt Exposure Bsmt Full Bath \\\n", - "Order PID \n", - "1 526301100 1Fam Gd Gd 1 \n", - "2 526350040 1Fam TA No 0 \n", - "3 526351010 1Fam TA No 0 \n", - "4 526353030 1Fam TA No 1 \n", - "5 527105010 1Fam TA No 0 \n", - "\n", - " Bsmt Half Bath Bsmt Qual Bsmt Unf SF BsmtFin SF 1 \\\n", - "Order PID \n", - "1 526301100 0 TA 441.0 639.0 \n", - "2 526350040 0 TA 270.0 468.0 \n", - "3 526351010 0 TA 406.0 923.0 \n", - "4 526353030 0 TA 1045.0 1065.0 \n", - "5 527105010 0 Gd 137.0 791.0 \n", - "\n", - " BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 Central Air \\\n", - "Order PID \n", - "1 526301100 0.0 BLQ Unf Y \n", - "2 526350040 144.0 Rec LwQ Y \n", - "3 526351010 0.0 ALQ Unf Y \n", - "4 526353030 0.0 ALQ Unf Y \n", - "5 527105010 0.0 GLQ Unf Y \n", - "\n", - " Condition 1 Condition 2 Electrical Enclosed Porch Exter Cond \\\n", - "Order PID \n", - "1 526301100 Norm Norm SBrkr 0.0 TA \n", - "2 526350040 Feedr Norm SBrkr 0.0 TA \n", - "3 526351010 Norm Norm SBrkr 0.0 TA \n", - "4 526353030 Norm Norm SBrkr 0.0 TA \n", - "5 527105010 Norm Norm SBrkr 0.0 TA \n", - "\n", - " Exter Qual Exterior 1st Exterior 2nd Fence Fireplace Qu \\\n", - "Order PID \n", - "1 526301100 TA BrkFace Plywood NA Gd \n", - "2 526350040 TA VinylSd VinylSd MnPrv NA \n", - "3 526351010 TA Wd Sdng Wd Sdng NA NA \n", - "4 526353030 Gd BrkFace BrkFace NA TA \n", - "5 527105010 TA VinylSd VinylSd MnPrv TA \n", - "\n", - " Fireplaces Foundation Full Bath Functional Garage Area \\\n", - "Order PID \n", - "1 526301100 2 CBlock 1 Typ 528.0 \n", - "2 526350040 0 CBlock 1 Typ 730.0 \n", - "3 526351010 0 CBlock 1 Typ 312.0 \n", - "4 526353030 2 CBlock 2 Typ 522.0 \n", - "5 527105010 1 PConc 2 Typ 482.0 \n", - "\n", - " Garage Cars Garage Cond Garage Finish Garage Qual \\\n", - "Order PID \n", - "1 526301100 2 TA Fin TA \n", - "2 526350040 1 TA Unf TA \n", - "3 526351010 1 TA Unf TA \n", - "4 526353030 2 TA Fin TA \n", - "5 527105010 2 TA Fin TA \n", - "\n", - " Garage Type Gr Liv Area Half Bath Heating Heating QC \\\n", - "Order PID \n", - "1 526301100 Attchd 1656.0 0 GasA Fa \n", - "2 526350040 Attchd 896.0 0 GasA TA \n", - "3 526351010 Attchd 1329.0 1 GasA TA \n", - "4 526353030 Attchd 2110.0 1 GasA Ex \n", - "5 527105010 Attchd 1629.0 1 GasA Gd \n", - "\n", - " House Style Kitchen AbvGr Kitchen Qual Land Contour \\\n", - "Order PID \n", - "1 526301100 1Story 1 TA Lvl \n", - "2 526350040 1Story 1 TA Lvl \n", - "3 526351010 1Story 1 Gd Lvl \n", - "4 526353030 1Story 1 Ex Lvl \n", - "5 527105010 2Story 1 TA Lvl \n", - "\n", - " Land Slope Lot Area Lot Config Lot Shape Low Qual Fin SF \\\n", - "Order PID \n", - "1 526301100 Gtl 31770.0 Corner IR1 0.0 \n", - "2 526350040 Gtl 11622.0 Inside Reg 0.0 \n", - "3 526351010 Gtl 14267.0 Corner IR1 0.0 \n", - "4 526353030 Gtl 11160.0 Corner Reg 0.0 \n", - "5 527105010 Gtl 13830.0 Inside IR1 0.0 \n", - "\n", - " MS SubClass MS Zoning Mas Vnr Area Mas Vnr Type Misc Feature \\\n", - "Order PID \n", - "1 526301100 020 RL 112.0 Stone NA \n", - "2 526350040 020 RH 0.0 None NA \n", - "3 526351010 020 RL 108.0 BrkFace Gar2 \n", - "4 526353030 020 RL 0.0 None NA \n", - "5 527105010 060 RL 0.0 None NA \n", - "\n", - " Misc Val Mo Sold Neighborhood Open Porch SF Overall Cond \\\n", - "Order PID \n", - "1 526301100 0.0 5 Names 62.0 5 \n", - "2 526350040 0.0 6 Names 0.0 6 \n", - "3 526351010 12500.0 6 Names 36.0 6 \n", - "4 526353030 0.0 4 Names 0.0 5 \n", - "5 527105010 0.0 3 Gilbert 34.0 5 \n", - "\n", - " Overall Qual Paved Drive Pool Area Pool QC Roof Matl \\\n", - "Order PID \n", - "1 526301100 6 P 0.0 NA CompShg \n", - "2 526350040 5 Y 0.0 NA CompShg \n", - "3 526351010 6 Y 0.0 NA CompShg \n", - "4 526353030 7 Y 0.0 NA CompShg \n", - "5 527105010 5 Y 0.0 NA CompShg \n", - "\n", - " Roof Style Sale Condition Sale Type Screen Porch Street \\\n", - "Order PID \n", - "1 526301100 Hip Normal WD 0.0 Pave \n", - "2 526350040 Gable Normal WD 120.0 Pave \n", - "3 526351010 Hip Normal WD 0.0 Pave \n", - "4 526353030 Hip Normal WD 0.0 Pave \n", - "5 527105010 Gable Normal WD 0.0 Pave \n", - "\n", - " TotRms AbvGrd Total Bsmt SF Utilities Wood Deck SF \\\n", - "Order PID \n", - "1 526301100 7 1080.0 AllPub 210.0 \n", - "2 526350040 5 882.0 AllPub 140.0 \n", - "3 526351010 6 1329.0 AllPub 393.0 \n", - "4 526353030 8 2110.0 AllPub 0.0 \n", - "5 527105010 6 928.0 AllPub 212.0 \n", - "\n", - " Year Built Year Remod/Add Yr Sold SalePrice \n", - "Order PID \n", - "1 526301100 1960 1960 2010 215000.0 \n", - "2 526350040 1961 1961 2010 105000.0 \n", - "3 526351010 1958 1958 2010 172000.0 \n", - "4 526353030 1968 1968 2010 244000.0 \n", - "5 527105010 1997 1998 2010 189900.0 " - ] - }, - "execution_count": 38, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": {}, - "outputs": [], - "source": [ - "df.to_csv(\"data/data_clean.csv\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.7.8" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/2_pairwise_correlations.ipynb b/2_pairwise_correlations.ipynb deleted file mode 100644 index 22ad2c2..0000000 --- a/2_pairwise_correlations.ipynb +++ /dev/null @@ -1,2426 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Pair-wise Correlations\n", - "\n", - "The purpose is to identify predictor variables strongly correlated with the sales price and with each other to get an idea of what variables could be good predictors and potential issues with collinearity.\n", - "\n", - "Furthermore, Box-Cox transformations and linear combinations of variables are added where applicable or useful." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## \"Housekeeping\"" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import warnings\n", - "import json\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "import pandas as pd\n", - "import seaborn as sns\n", - "\n", - "from sklearn.preprocessing import PowerTransformer\n", - "from tabulate import tabulate\n", - "\n", - "from utils import (\n", - " ALL_VARIABLES,\n", - " CONTINUOUS_VARIABLES,\n", - " DISCRETE_VARIABLES,\n", - " NUMERIC_VARIABLES,\n", - " ORDINAL_VARIABLES,\n", - " TARGET_VARIABLES,\n", - " encode_ordinals,\n", - " load_clean_data,\n", - " print_column_list,\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "pd.set_option(\"display.max_columns\", 100)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "sns.set_style(\"white\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Load the Data\n", - "\n", - "Only a subset of the previously cleaned data is used in this analysis. In particular, it does not make sense to calculate correlations involving nominal variables.\n", - "\n", - "Furthermore, ordinal variables are encoded as integers (with greater values indicating a higher sales price by \"guts feeling\"; refer to the [data documentation](https://www.amstat.org/publications/jse/v19n3/decock/DataDocumentation.txt) to see the un-encoded values) and take part in the analysis.\n", - "\n", - "A `cleaned_df` DataFrame with the original data from the previous notebook is kept so as to restore the encoded ordinal labels again at the end of this notebook for correct storage." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "cleaned_df = load_clean_data()" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "df = cleaned_df[NUMERIC_VARIABLES + ORDINAL_VARIABLES + TARGET_VARIABLES]\n", - "df = encode_ordinals(df)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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1st Flr SF2nd Flr SF3Ssn PorchBedroom AbvGrBsmt Full BathBsmt Half BathBsmt Unf SFBsmtFin SF 1BsmtFin SF 2Enclosed PorchFireplacesFull BathGarage AreaGarage CarsGr Liv AreaHalf BathKitchen AbvGrLot AreaLow Qual Fin SFMas Vnr AreaMisc ValMo SoldOpen Porch SFPool AreaScreen PorchTotRms AbvGrdTotal Bsmt SFWood Deck SFYear BuiltYear Remod/AddYr Sold
OrderPID
15263011001656.00.00.0310441.0639.00.00.021528.021656.00131770.00.0112.00.0562.00.00.071080.0210.0196019602010
2526350040896.00.00.0200270.0468.0144.00.001730.01896.00111622.00.00.00.060.00.0120.05882.0140.0196119612010
35263510101329.00.00.0300406.0923.00.00.001312.011329.01114267.00.0108.012500.0636.00.00.061329.0393.0195819582010
45263530302110.00.00.03101045.01065.00.00.022522.022110.01111160.00.00.00.040.00.00.082110.00.0196819682010
5527105010928.0701.00.0300137.0791.00.00.012482.021629.01113830.00.00.00.0334.00.00.06928.0212.0199719982010
\n", - "
" - ], - "text/plain": [ - " 1st Flr SF 2nd Flr SF 3Ssn Porch Bedroom AbvGr \\\n", - "Order PID \n", - "1 526301100 1656.0 0.0 0.0 3 \n", - "2 526350040 896.0 0.0 0.0 2 \n", - "3 526351010 1329.0 0.0 0.0 3 \n", - "4 526353030 2110.0 0.0 0.0 3 \n", - "5 527105010 928.0 701.0 0.0 3 \n", - "\n", - " Bsmt Full Bath Bsmt Half Bath Bsmt Unf SF BsmtFin SF 1 \\\n", - "Order PID \n", - "1 526301100 1 0 441.0 639.0 \n", - "2 526350040 0 0 270.0 468.0 \n", - "3 526351010 0 0 406.0 923.0 \n", - "4 526353030 1 0 1045.0 1065.0 \n", - "5 527105010 0 0 137.0 791.0 \n", - "\n", - " BsmtFin SF 2 Enclosed Porch Fireplaces Full Bath \\\n", - "Order PID \n", - "1 526301100 0.0 0.0 2 1 \n", - "2 526350040 144.0 0.0 0 1 \n", - "3 526351010 0.0 0.0 0 1 \n", - "4 526353030 0.0 0.0 2 2 \n", - "5 527105010 0.0 0.0 1 2 \n", - "\n", - " Garage Area Garage Cars Gr Liv Area Half Bath \\\n", - "Order PID \n", - "1 526301100 528.0 2 1656.0 0 \n", - "2 526350040 730.0 1 896.0 0 \n", - "3 526351010 312.0 1 1329.0 1 \n", - "4 526353030 522.0 2 2110.0 1 \n", - "5 527105010 482.0 2 1629.0 1 \n", - "\n", - " Kitchen AbvGr Lot Area Low Qual Fin SF Mas Vnr Area \\\n", - "Order PID \n", - "1 526301100 1 31770.0 0.0 112.0 \n", - "2 526350040 1 11622.0 0.0 0.0 \n", - "3 526351010 1 14267.0 0.0 108.0 \n", - "4 526353030 1 11160.0 0.0 0.0 \n", - "5 527105010 1 13830.0 0.0 0.0 \n", - "\n", - " Misc Val Mo Sold Open Porch SF Pool Area Screen Porch \\\n", - "Order PID \n", - "1 526301100 0.0 5 62.0 0.0 0.0 \n", - "2 526350040 0.0 6 0.0 0.0 120.0 \n", - "3 526351010 12500.0 6 36.0 0.0 0.0 \n", - "4 526353030 0.0 4 0.0 0.0 0.0 \n", - "5 527105010 0.0 3 34.0 0.0 0.0 \n", - "\n", - " TotRms AbvGrd Total Bsmt SF Wood Deck SF Year Built \\\n", - "Order PID \n", - "1 526301100 7 1080.0 210.0 1960 \n", - "2 526350040 5 882.0 140.0 1961 \n", - "3 526351010 6 1329.0 393.0 1958 \n", - "4 526353030 8 2110.0 0.0 1968 \n", - "5 527105010 6 928.0 212.0 1997 \n", - "\n", - " Year Remod/Add Yr Sold \n", - "Order PID \n", - "1 526301100 1960 2010 \n", - "2 526350040 1961 2010 \n", - "3 526351010 1958 2010 \n", - "4 526353030 1968 2010 \n", - "5 527105010 1998 2010 " - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[NUMERIC_VARIABLES].head()" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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Bsmt CondBsmt ExposureBsmt QualBsmtFin Type 1BsmtFin Type 2ElectricalExter CondExter QualFenceFireplace QuFunctionalGarage CondGarage FinishGarage QualHeating QCKitchen QualLand SlopeLot ShapeOverall CondOverall QualPaved DrivePool QCUtilities
OrderPID
152630110044341422047333122245103
252635004031332422307313222354203
352635101031351422007313232255203
452635303031351423037333442346203
552710501031461422337333322244203
\n", - "
" - ], - "text/plain": [ - " Bsmt Cond Bsmt Exposure Bsmt Qual BsmtFin Type 1 \\\n", - "Order PID \n", - "1 526301100 4 4 3 4 \n", - "2 526350040 3 1 3 3 \n", - "3 526351010 3 1 3 5 \n", - "4 526353030 3 1 3 5 \n", - "5 527105010 3 1 4 6 \n", - "\n", - " BsmtFin Type 2 Electrical Exter Cond Exter Qual Fence \\\n", - "Order PID \n", - "1 526301100 1 4 2 2 0 \n", - "2 526350040 2 4 2 2 3 \n", - "3 526351010 1 4 2 2 0 \n", - "4 526353030 1 4 2 3 0 \n", - "5 527105010 1 4 2 2 3 \n", - "\n", - " Fireplace Qu Functional Garage Cond Garage Finish \\\n", - "Order PID \n", - "1 526301100 4 7 3 3 \n", - "2 526350040 0 7 3 1 \n", - "3 526351010 0 7 3 1 \n", - "4 526353030 3 7 3 3 \n", - "5 527105010 3 7 3 3 \n", - "\n", - " Garage Qual Heating QC Kitchen Qual Land Slope Lot Shape \\\n", - "Order PID \n", - "1 526301100 3 1 2 2 2 \n", - "2 526350040 3 2 2 2 3 \n", - "3 526351010 3 2 3 2 2 \n", - "4 526353030 3 4 4 2 3 \n", - "5 527105010 3 3 2 2 2 \n", - "\n", - " Overall Cond Overall Qual Paved Drive Pool QC Utilities \n", - "Order PID \n", - "1 526301100 4 5 1 0 3 \n", - "2 526350040 5 4 2 0 3 \n", - "3 526351010 5 5 2 0 3 \n", - "4 526353030 4 6 2 0 3 \n", - "5 527105010 4 4 2 0 3 " - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[ORDINAL_VARIABLES].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Linearly \"dependent\" Features" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The \"above grade (ground) living area\" (= *Gr Liv Area*) can be split into 1st and 2nd floor living area plus some undefined rest." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "assert not (\n", - " df[\"Gr Liv Area\"]\n", - " != (df[\"1st Flr SF\"] + df[\"2nd Flr SF\"] + df[\"Low Qual Fin SF\"])\n", - ").any()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The various basement areas also add up." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "assert not (\n", - " df[\"Total Bsmt SF\"]\n", - " != (df[\"BsmtFin SF 1\"] + df[\"BsmtFin SF 2\"] + df[\"Bsmt Unf SF\"])\n", - ").any()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Calculate a variable for the total living area *Total SF* as this is the number communicated most often in housing ads." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"Total SF\"] = df[\"Gr Liv Area\"] + df[\"Total Bsmt SF\"]\n", - "new_variables = [\"Total SF\"]\n", - "CONTINUOUS_VARIABLES.append(\"Total SF\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The different porch areas are unified into a new variable *Total Porch SF*. This potentially helps making the presence of a porch in general relevant in the prediction." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"Total Porch SF\"] = (\n", - " df[\"3Ssn Porch\"] + df[\"Enclosed Porch\"] + df[\"Open Porch SF\"]\n", - " + df[\"Screen Porch\"] + df[\"Wood Deck SF\"]\n", - ")\n", - "new_variables.append(\"Total Porch SF\")\n", - "CONTINUOUS_VARIABLES.append(\"Total Porch SF\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The various types of rooms \"above grade\" (i.e., *TotRms AbvGrd*, *Bedroom AbvGr*, *Kitchen AbvGr*, and *Full Bath*) do not add up (only in 29% of the cases they do). Therefore, no single unified variable can be used as a predictor." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "29" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "round(\n", - " 100\n", - " * (\n", - " df[\"TotRms AbvGrd\"]\n", - " == (df[\"Bedroom AbvGr\"] + df[\"Kitchen AbvGr\"] + df[\"Full Bath\"])\n", - " ).sum()\n", - " / df.shape[0]\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Unify the number of various types of bathrooms into a single variable. Note that \"half\" bathrooms are counted as such." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"Total Bath\"] = (\n", - " df[\"Full Bath\"] + 0.5 * df[\"Half Bath\"]\n", - " + df[\"Bsmt Full Bath\"] + 0.5 * df[\"Bsmt Half Bath\"]\n", - ")\n", - "new_variables.append(\"Total Bath\")\n", - "DISCRETE_VARIABLES.append(\"Total Bath\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Box-Cox Transformations\n", - "\n", - "Only numeric columns with non-negative values are eligable for a Box-Cox transformation." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "1st Flr SF First Floor square feet\n", - "Gr Liv Area Above grade (ground) living area square feet\n", - "Lot Area Lot size in square feet\n", - "SalePrice\n", - "Total SF\n" - ] - } - ], - "source": [ - "columns = CONTINUOUS_VARIABLES + TARGET_VARIABLES\n", - "transforms = df[columns].describe().T\n", - "transforms = list(transforms[transforms['min'] > 0].index)\n", - "print_column_list(transforms)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A common convention is to use Box-Cox transformations only if the found lambda value (estimated with Maximum Likelyhood Estimation) is in the range from -3 to +3.\n", - "\n", - "Consequently, the only applicable transformation are for *SalePrice* and the new variable *Total SF*." - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "1st Flr SF: use lambda of -0.0\n", - "Gr Liv Area: use lambda of -0.0\n", - "Lot Area: use lambda of 0.1\n", - "SalePrice: use lambda of 0.0\n", - "Total SF: use lambda of 0.2\n" - ] - } - ], - "source": [ - "# Check the Box-Cox tranformations for each column seperately\n", - "# to decide if the optimal lambda value is in an acceptable range.\n", - "output = []\n", - "transformed_columns = []\n", - "for column in transforms:\n", - " X = df[[column]] # 2D array needed!\n", - " pt = PowerTransformer(method=\"box-cox\", standardize=False)\n", - " # Suppress a weird but harmless warning from scipy\n", - " with warnings.catch_warnings():\n", - " warnings.simplefilter(\"ignore\")\n", - " pt.fit(X)\n", - " # Check if the optimal lambda is ok.\n", - " lambda_ = pt.lambdas_[0].round(1)\n", - " if -3 <= lambda_ <= 3:\n", - " lambda_label = 0 if lambda_ <= 0.01 else lambda_ # to avoid -0.0\n", - " new_column = f\"{column} (box-cox-{lambda_label})\"\n", - " df[new_column] = (\n", - " np.log(X) if lambda_ <= 0.001 else (((X ** lambda_) - 1) / lambda_)\n", - " )\n", - " # Track the new column in the appropiate list.\n", - " new_variables.append(new_column)\n", - " if column in TARGET_VARIABLES:\n", - " TARGET_VARIABLES.append(new_column)\n", - " else:\n", - " CONTINUOUS_VARIABLES.append(new_column)\n", - " # To show only the transformed columns below.\n", - " transformed_columns.append(column)\n", - " transformed_columns.append(new_column)\n", - " output.append((\n", - " f\"{column}:\",\n", - " f\"use lambda of {lambda_}\",\n", - " ))\n", - " else:\n", - " output.append((\n", - " f\"{column}:\",\n", - " f\"lambda of {lambda_} not in realistic range\",\n", - " ))\n", - "print(tabulate(sorted(output), tablefmt=\"plain\"))" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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1st Flr SF1st Flr SF (box-cox-0)Gr Liv AreaGr Liv Area (box-cox-0)Lot AreaLot Area (box-cox-0.1)Total SFTotal SF (box-cox-0.2)SalePriceSalePrice (box-cox-0)
OrderPID
15263011001656.07.4121601656.07.41216031770.018.1969232736.019.344072215000.012.278393
2526350040896.06.797940896.06.79794011622.015.4992901778.017.333478105000.011.561716
35263510101329.07.1921821329.07.19218214267.016.0275492658.019.203658172000.012.055250
45263530302110.07.6544432110.07.65444311160.015.3960644220.021.548042244000.012.404924
5527105010928.06.8330321629.07.39572213830.015.9467052557.019.016856189900.012.154253
\n", - "
" - ], - "text/plain": [ - " 1st Flr SF 1st Flr SF (box-cox-0) Gr Liv Area \\\n", - "Order PID \n", - "1 526301100 1656.0 7.412160 1656.0 \n", - "2 526350040 896.0 6.797940 896.0 \n", - "3 526351010 1329.0 7.192182 1329.0 \n", - "4 526353030 2110.0 7.654443 2110.0 \n", - "5 527105010 928.0 6.833032 1629.0 \n", - "\n", - " Gr Liv Area (box-cox-0) Lot Area Lot Area (box-cox-0.1) \\\n", - "Order PID \n", - "1 526301100 7.412160 31770.0 18.196923 \n", - "2 526350040 6.797940 11622.0 15.499290 \n", - "3 526351010 7.192182 14267.0 16.027549 \n", - "4 526353030 7.654443 11160.0 15.396064 \n", - "5 527105010 7.395722 13830.0 15.946705 \n", - "\n", - " Total SF Total SF (box-cox-0.2) SalePrice \\\n", - "Order PID \n", - "1 526301100 2736.0 19.344072 215000.0 \n", - "2 526350040 1778.0 17.333478 105000.0 \n", - "3 526351010 2658.0 19.203658 172000.0 \n", - "4 526353030 4220.0 21.548042 244000.0 \n", - "5 527105010 2557.0 19.016856 189900.0 \n", - "\n", - " SalePrice (box-cox-0) \n", - "Order PID \n", - "1 526301100 12.278393 \n", - "2 526350040 11.561716 \n", - "3 526351010 12.055250 \n", - "4 526353030 12.404924 \n", - "5 527105010 12.154253 " - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[transformed_columns].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Correlations\n", - "\n", - "The pair-wise correlations are calculated based on the type of the variables:\n", - "- **continuous** variables are assumed to be linearly related with the target and each other or not: use **Pearson's correlation coefficient**\n", - "- **discrete** (because of the low number of distinct realizations as seen in the data cleaning notebook) and **ordinal** (low number of distinct realizations as well) variables are assumed to be related in a monotonic way with the target and each other or not: use **Spearman's rank correlation coefficient**\n", - "\n", - "Furthermore, for a **naive feature selection** a \"rule of thumb\" classification in *weak* and *strong* correlation is applied to the predictor variables. The identified variables will be used in the prediction modelling part to speed up the feature selection. A correlation between 0.33 and 0.66 is considered *weak* while a correlation above 0.66 is considered *strong* (these thresholds refer to the absolute value of the correlation). Correlations are calculated for **each** target variable (i.e., raw \"SalePrice\" and Box-Cox transformation thereof). Correlations below 0.1 are considered \"uncorrelated\"." - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [], - "source": [ - "strong = 0.66\n", - "weak = 0.33\n", - "uncorrelated = 0.1" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Two heatmaps below (implemented in the reusable `plot_correlation` function) help visualize the correlations.\n", - "\n", - "Obviously, many variables are pair-wise correlated. This could yield regression coefficients *inprecise* and not usable / interpretable. At the same time, this does not lower the predictive power of a model as a whole. In contrast to the pair-wise correlations, *multi-collinearity* is not checked here." - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [], - "source": [ - "def plot_correlation(data, title):\n", - " \"\"\"Visualize a correlation matrix in a nice heatmap.\"\"\"\n", - " fig, ax = plt.subplots(figsize=(12, 12))\n", - " ax.set_title(title, fontsize=24)\n", - " # Blank out the upper triangular part of the matrix.\n", - " mask = np.zeros_like(data, dtype=np.bool)\n", - " mask[np.triu_indices_from(mask)] = True\n", - " # Use a diverging color map.\n", - " cmap = sns.diverging_palette(240, 0, as_cmap=True)\n", - " # Adjust the labels' font size.\n", - " labels = data.columns\n", - " ax.set_xticklabels(labels, fontsize=10)\n", - " ax.set_yticklabels(labels, fontsize=10)\n", - " # Plot it.\n", - " sns.heatmap(\n", - " data, vmin=-1, vmax=1, cmap=cmap, center=0, linewidths=.5,\n", - " cbar_kws={\"shrink\": .5}, square=True, mask=mask, ax=ax\n", - " )" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Pearson\n", - "\n", - "Pearson's correlation coefficient shows a linear relationship between two variables." - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [], - "source": [ - "columns = CONTINUOUS_VARIABLES + TARGET_VARIABLES\n", - "pearson = df[columns].corr(method=\"pearson\")" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plot_correlation(pearson, \"Pearson's Correlation\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Predictors weakly or strongly correlated with a target variable are collected." - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [], - "source": [ - "pearson_weakly_correlated = set()\n", - "pearson_strongly_correlated = set()\n", - "pearson_uncorrelated = set()\n", - "# Iterate over the raw and transformed target.\n", - "for target in TARGET_VARIABLES:\n", - " corrs = pearson.loc[target].drop(TARGET_VARIABLES).abs()\n", - " pearson_weakly_correlated |= set(corrs[(weak < corrs) & (corrs <= strong)].index)\n", - " pearson_strongly_correlated |= set(corrs[(strong < corrs)].index)\n", - " pearson_uncorrelated |= set(corrs[(corrs < uncorrelated)].index)\n", - "# Show that no contradiction exists between the classifications.\n", - "assert pearson_weakly_correlated & pearson_strongly_correlated == set()\n", - "assert pearson_weakly_correlated & pearson_uncorrelated == set()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Show the continuous variables that are weakly and strongly correlated with the sales price or uncorrelated." - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "3Ssn Porch Three season porch area in square feet\n", - "BsmtFin SF 2 Type 2 finished square feet\n", - "Low Qual Fin SF Low quality finished square feet (all floors)\n", - "Misc Val $Value of miscellaneous feature\n", - "Pool Area Pool area in square feet\n" - ] - } - ], - "source": [ - "print_column_list(pearson_uncorrelated)" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "1st Flr SF First Floor square feet\n", - "1st Flr SF (box-cox-0)\n", - "BsmtFin SF 1 Type 1 finished square feet\n", - "Garage Area Size of garage in square feet\n", - "Lot Area (box-cox-0.1)\n", - "Mas Vnr Area Masonry veneer area in square feet\n", - "Total Bsmt SF Total square feet of basement area\n", - "Total Porch SF\n", - "Wood Deck SF Wood deck area in square feet\n" - ] - } - ], - "source": [ - "print_column_list(pearson_weakly_correlated)" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Gr Liv Area Above grade (ground) living area square feet\n", - "Gr Liv Area (box-cox-0)\n", - "Total SF\n", - "Total SF (box-cox-0.2)\n" - ] - } - ], - "source": [ - "print_column_list(pearson_strongly_correlated)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Spearman\n", - "\n", - "Spearman's correlation coefficient shows an ordinal rank relationship between two variables." - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "columns = sorted(DISCRETE_VARIABLES + ORDINAL_VARIABLES) + TARGET_VARIABLES\n", - "spearman = df[columns].corr(method=\"spearman\")" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plot_correlation(spearman, \"Spearman's Rank Correlation\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Predictors weakly or strongly correlated with a target variable are collected." - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [], - "source": [ - "spearman_weakly_correlated = set()\n", - "spearman_strongly_correlated = set()\n", - "spearman_uncorrelated = set()\n", - "# Iterate over the raw and transformed target.\n", - "for target in TARGET_VARIABLES:\n", - " corrs = spearman.loc[target].drop(TARGET_VARIABLES).abs()\n", - " spearman_weakly_correlated |= set(corrs[(weak < corrs) & (corrs <= strong)].index)\n", - " spearman_strongly_correlated |= set(corrs[(strong < corrs)].index)\n", - " spearman_uncorrelated |= set(corrs[(corrs < uncorrelated)].index)\n", - "# Show that no contradiction exists between the classifications.\n", - "assert spearman_weakly_correlated & spearman_strongly_correlated == set()\n", - "assert spearman_weakly_correlated & spearman_uncorrelated == set()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Show the discrete and ordinal variables that are weakly and strongly correlated with the sales price or uncorrelated." - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Bsmt Half Bath Basement half bathrooms\n", - "BsmtFin Type 2 Rating of basement finished area (if multiple types)\n", - "Exter Cond Evaluates the present condition of the material on the exterior\n", - "Land Slope Slope of property\n", - "Mo Sold Month Sold (MM)\n", - "Pool QC Pool quality\n", - "Utilities Type of utilities available\n", - "Yr Sold Year Sold (YYYY)\n" - ] - } - ], - "source": [ - "print_column_list(spearman_uncorrelated)" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Bsmt Exposure Refers to walkout or garden level walls\n", - "BsmtFin Type 1 Rating of basement finished area\n", - "Fireplace Qu Fireplace quality\n", - "Fireplaces Number of fireplaces\n", - "Full Bath Full bathrooms above grade\n", - "Garage Cond Garage condition\n", - "Garage Finish Interior finish of the garage\n", - "Garage Qual Garage quality\n", - "Half Bath Half baths above grade\n", - "Heating QC Heating quality and condition\n", - "Lot Shape General shape of property\n", - "Paved Drive Paved driveway\n", - "TotRms AbvGrd Total rooms above grade (does not include bathrooms)\n", - "Year Remod/Add Remodel date (same as construction date if no remodeling or additions)\n" - ] - } - ], - "source": [ - "print_column_list(spearman_weakly_correlated)" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Bsmt Qual Evaluates the height of the basement\n", - "Exter Qual Evaluates the quality of the material on the exterior\n", - "Garage Cars Size of garage in car capacity\n", - "Kitchen Qual Kitchen quality\n", - "Overall Qual Rates the overall material and finish of the house\n", - "Total Bath\n", - "Year Built Original construction date\n" - ] - } - ], - "source": [ - "print_column_list(spearman_strongly_correlated)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Save the Results" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Save the weakly and strongly correlated Variables\n", - "\n", - "The subset of variables that have a correlation with the house price are saved in a simple JSON file for easy re-use." - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "metadata": {}, - "outputs": [], - "source": [ - "with open(\"data/correlated_variables.json\", \"w\") as file:\n", - " file.write(json.dumps({\n", - " \"uncorrelated\": sorted(\n", - " list(pearson_uncorrelated) + list(spearman_uncorrelated)\n", - " ),\n", - " \"weakly_correlated\": sorted(\n", - " list(pearson_weakly_correlated) + list(spearman_weakly_correlated)\n", - " ),\n", - " \"strongly_correlated\": sorted(\n", - " list(pearson_strongly_correlated) + list(spearman_strongly_correlated)\n", - " ),\n", - " }))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Save the Data\n", - "\n", - "Sort the new variables into the unprocessed `cleaned_df` DataFrame with the targets at the end. This \"restores\" the ordinal labels again for storage." - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": {}, - "outputs": [], - "source": [ - "for column in new_variables:\n", - " cleaned_df[column] = df[column]\n", - "for target in set(TARGET_VARIABLES) & set(new_variables):\n", - " new_variables.remove(target)\n", - "cleaned_df = cleaned_df[sorted(ALL_VARIABLES + new_variables) + TARGET_VARIABLES]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "In totality, this notebook added two new linear combinations and one Box-Cox transformation to the previous 78 columns." - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(2898, 86)" - ] - }, - "execution_count": 33, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "cleaned_df.shape" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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1st Flr SF1st Flr SF (box-cox-0)2nd Flr SF3Ssn PorchAlleyBedroom AbvGrBldg TypeBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2Central AirCondition 1Condition 2ElectricalEnclosed PorchExter CondExter QualExterior 1stExterior 2ndFenceFireplace QuFireplacesFoundationFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGarage TypeGr Liv AreaGr Liv Area (box-cox-0)Half BathHeatingHeating QCHouse StyleKitchen AbvGrKitchen QualLand ContourLand SlopeLot AreaLot Area (box-cox-0.1)Lot ConfigLot ShapeLow Qual Fin SFMS SubClassMS ZoningMas Vnr AreaMas Vnr TypeMisc FeatureMisc ValMo SoldNeighborhoodOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCRoof MatlRoof StyleSale ConditionSale TypeScreen PorchStreetTotRms AbvGrdTotal BathTotal Bsmt SFTotal Porch SFTotal SFTotal SF (box-cox-0.2)UtilitiesWood Deck SFYear BuiltYear Remod/AddYr SoldSalePriceSalePrice (box-cox-0)
OrderPID
15263011001656.07.4121600.00.0NA31FamGdGd10TA441.0639.00.0BLQUnfYNormNormSBrkr0.0TATABrkFacePlywoodNAGd2CBlock1Typ528.02TAFinTAAttchd1656.07.4121600GasAFa1Story1TALvlGtl31770.018.196923CornerIR10.0020RL112.0StoneNA0.05Names62.056P0.0NACompShgHipNormalWD0.0Pave72.01080.0272.02736.019.344072AllPub210.0196019602010215000.012.278393
2526350040896.06.7979400.00.0NA21FamTANo00TA270.0468.0144.0RecLwQYFeedrNormSBrkr0.0TATAVinylSdVinylSdMnPrvNA0CBlock1Typ730.01TAUnfTAAttchd896.06.7979400GasATA1Story1TALvlGtl11622.015.499290InsideReg0.0020RH0.0NoneNA0.06Names0.065Y0.0NACompShgGableNormalWD120.0Pave51.0882.0260.01778.017.333478AllPub140.0196119612010105000.011.561716
35263510101329.07.1921820.00.0NA31FamTANo00TA406.0923.00.0ALQUnfYNormNormSBrkr0.0TATAWd SdngWd SdngNANA0CBlock1Typ312.01TAUnfTAAttchd1329.07.1921821GasATA1Story1GdLvlGtl14267.016.027549CornerIR10.0020RL108.0BrkFaceGar212500.06Names36.066Y0.0NACompShgHipNormalWD0.0Pave61.51329.0429.02658.019.203658AllPub393.0195819582010172000.012.055250
45263530302110.07.6544430.00.0NA31FamTANo10TA1045.01065.00.0ALQUnfYNormNormSBrkr0.0TAGdBrkFaceBrkFaceNATA2CBlock2Typ522.02TAFinTAAttchd2110.07.6544431GasAEx1Story1ExLvlGtl11160.015.396064CornerReg0.0020RL0.0NoneNA0.04Names0.057Y0.0NACompShgHipNormalWD0.0Pave83.52110.00.04220.021.548042AllPub0.0196819682010244000.012.404924
5527105010928.06.833032701.00.0NA31FamTANo00Gd137.0791.00.0GLQUnfYNormNormSBrkr0.0TATAVinylSdVinylSdMnPrvTA1PConc2Typ482.02TAFinTAAttchd1629.07.3957221GasAGd2Story1TALvlGtl13830.015.946705InsideIR10.0060RL0.0NoneNA0.03Gilbert34.055Y0.0NACompShgGableNormalWD0.0Pave62.5928.0246.02557.019.016856AllPub212.0199719982010189900.012.154253
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" - ], - "text/plain": [ - " 1st Flr SF 1st Flr SF (box-cox-0) 2nd Flr SF 3Ssn Porch \\\n", - "Order PID \n", - "1 526301100 1656.0 7.412160 0.0 0.0 \n", - "2 526350040 896.0 6.797940 0.0 0.0 \n", - "3 526351010 1329.0 7.192182 0.0 0.0 \n", - "4 526353030 2110.0 7.654443 0.0 0.0 \n", - "5 527105010 928.0 6.833032 701.0 0.0 \n", - "\n", - " Alley Bedroom AbvGr Bldg Type Bsmt Cond Bsmt Exposure \\\n", - "Order PID \n", - "1 526301100 NA 3 1Fam Gd Gd \n", - "2 526350040 NA 2 1Fam TA No \n", - "3 526351010 NA 3 1Fam TA No \n", - "4 526353030 NA 3 1Fam TA No \n", - "5 527105010 NA 3 1Fam TA No \n", - "\n", - " Bsmt Full Bath Bsmt Half Bath Bsmt Qual Bsmt Unf SF \\\n", - "Order PID \n", - "1 526301100 1 0 TA 441.0 \n", - "2 526350040 0 0 TA 270.0 \n", - "3 526351010 0 0 TA 406.0 \n", - "4 526353030 1 0 TA 1045.0 \n", - "5 527105010 0 0 Gd 137.0 \n", - "\n", - " BsmtFin SF 1 BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 \\\n", - "Order PID \n", - "1 526301100 639.0 0.0 BLQ Unf \n", - "2 526350040 468.0 144.0 Rec LwQ \n", - "3 526351010 923.0 0.0 ALQ Unf \n", - "4 526353030 1065.0 0.0 ALQ Unf \n", - "5 527105010 791.0 0.0 GLQ Unf \n", - "\n", - " Central Air Condition 1 Condition 2 Electrical \\\n", - "Order PID \n", - "1 526301100 Y Norm Norm SBrkr \n", - "2 526350040 Y Feedr Norm SBrkr \n", - "3 526351010 Y Norm Norm SBrkr \n", - "4 526353030 Y Norm Norm SBrkr \n", - "5 527105010 Y Norm Norm SBrkr \n", - "\n", - " Enclosed Porch Exter Cond Exter Qual Exterior 1st \\\n", - "Order PID \n", - "1 526301100 0.0 TA TA BrkFace \n", - "2 526350040 0.0 TA TA VinylSd \n", - "3 526351010 0.0 TA TA Wd Sdng \n", - "4 526353030 0.0 TA Gd BrkFace \n", - "5 527105010 0.0 TA TA VinylSd \n", - "\n", - " Exterior 2nd Fence Fireplace Qu Fireplaces Foundation \\\n", - "Order PID \n", - "1 526301100 Plywood NA Gd 2 CBlock \n", - "2 526350040 VinylSd MnPrv NA 0 CBlock \n", - "3 526351010 Wd Sdng NA NA 0 CBlock \n", - "4 526353030 BrkFace NA TA 2 CBlock \n", - "5 527105010 VinylSd MnPrv TA 1 PConc \n", - "\n", - " Full Bath Functional Garage Area Garage Cars Garage Cond \\\n", - "Order PID \n", - "1 526301100 1 Typ 528.0 2 TA \n", - "2 526350040 1 Typ 730.0 1 TA \n", - "3 526351010 1 Typ 312.0 1 TA \n", - "4 526353030 2 Typ 522.0 2 TA \n", - "5 527105010 2 Typ 482.0 2 TA \n", - "\n", - " Garage Finish Garage Qual Garage Type Gr Liv Area \\\n", - "Order PID \n", - "1 526301100 Fin TA Attchd 1656.0 \n", - "2 526350040 Unf TA Attchd 896.0 \n", - "3 526351010 Unf TA Attchd 1329.0 \n", - "4 526353030 Fin TA Attchd 2110.0 \n", - "5 527105010 Fin TA Attchd 1629.0 \n", - "\n", - " Gr Liv Area (box-cox-0) Half Bath Heating Heating QC \\\n", - "Order PID \n", - "1 526301100 7.412160 0 GasA Fa \n", - "2 526350040 6.797940 0 GasA TA \n", - "3 526351010 7.192182 1 GasA TA \n", - "4 526353030 7.654443 1 GasA Ex \n", - "5 527105010 7.395722 1 GasA Gd \n", - "\n", - " House Style Kitchen AbvGr Kitchen Qual Land Contour \\\n", - "Order PID \n", - "1 526301100 1Story 1 TA Lvl \n", - "2 526350040 1Story 1 TA Lvl \n", - "3 526351010 1Story 1 Gd Lvl \n", - "4 526353030 1Story 1 Ex Lvl \n", - "5 527105010 2Story 1 TA Lvl \n", - "\n", - " Land Slope Lot Area Lot Area (box-cox-0.1) Lot Config \\\n", - "Order PID \n", - "1 526301100 Gtl 31770.0 18.196923 Corner \n", - "2 526350040 Gtl 11622.0 15.499290 Inside \n", - "3 526351010 Gtl 14267.0 16.027549 Corner \n", - "4 526353030 Gtl 11160.0 15.396064 Corner \n", - "5 527105010 Gtl 13830.0 15.946705 Inside \n", - "\n", - " Lot Shape Low Qual Fin SF MS SubClass MS Zoning \\\n", - "Order PID \n", - "1 526301100 IR1 0.0 020 RL \n", - "2 526350040 Reg 0.0 020 RH \n", - "3 526351010 IR1 0.0 020 RL \n", - "4 526353030 Reg 0.0 020 RL \n", - "5 527105010 IR1 0.0 060 RL \n", - "\n", - " Mas Vnr Area Mas Vnr Type Misc Feature Misc Val Mo Sold \\\n", - "Order PID \n", - "1 526301100 112.0 Stone NA 0.0 5 \n", - "2 526350040 0.0 None NA 0.0 6 \n", - "3 526351010 108.0 BrkFace Gar2 12500.0 6 \n", - "4 526353030 0.0 None NA 0.0 4 \n", - "5 527105010 0.0 None NA 0.0 3 \n", - "\n", - " Neighborhood Open Porch SF Overall Cond Overall Qual \\\n", - "Order PID \n", - "1 526301100 Names 62.0 5 6 \n", - "2 526350040 Names 0.0 6 5 \n", - "3 526351010 Names 36.0 6 6 \n", - "4 526353030 Names 0.0 5 7 \n", - "5 527105010 Gilbert 34.0 5 5 \n", - "\n", - " Paved Drive Pool Area Pool QC Roof Matl Roof Style \\\n", - "Order PID \n", - "1 526301100 P 0.0 NA CompShg Hip \n", - "2 526350040 Y 0.0 NA CompShg Gable \n", - "3 526351010 Y 0.0 NA CompShg Hip \n", - "4 526353030 Y 0.0 NA CompShg Hip \n", - "5 527105010 Y 0.0 NA CompShg Gable \n", - "\n", - " Sale Condition Sale Type Screen Porch Street TotRms AbvGrd \\\n", - "Order PID \n", - "1 526301100 Normal WD 0.0 Pave 7 \n", - "2 526350040 Normal WD 120.0 Pave 5 \n", - "3 526351010 Normal WD 0.0 Pave 6 \n", - "4 526353030 Normal WD 0.0 Pave 8 \n", - "5 527105010 Normal WD 0.0 Pave 6 \n", - "\n", - " Total Bath Total Bsmt SF Total Porch SF Total SF \\\n", - "Order PID \n", - "1 526301100 2.0 1080.0 272.0 2736.0 \n", - "2 526350040 1.0 882.0 260.0 1778.0 \n", - "3 526351010 1.5 1329.0 429.0 2658.0 \n", - "4 526353030 3.5 2110.0 0.0 4220.0 \n", - "5 527105010 2.5 928.0 246.0 2557.0 \n", - "\n", - " Total SF (box-cox-0.2) Utilities Wood Deck SF Year Built \\\n", - "Order PID \n", - "1 526301100 19.344072 AllPub 210.0 1960 \n", - "2 526350040 17.333478 AllPub 140.0 1961 \n", - "3 526351010 19.203658 AllPub 393.0 1958 \n", - "4 526353030 21.548042 AllPub 0.0 1968 \n", - "5 527105010 19.016856 AllPub 212.0 1997 \n", - "\n", - " Year Remod/Add Yr Sold SalePrice SalePrice (box-cox-0) \n", - "Order PID \n", - "1 526301100 1960 2010 215000.0 12.278393 \n", - "2 526350040 1961 2010 105000.0 11.561716 \n", - "3 526351010 1958 2010 172000.0 12.055250 \n", - "4 526353030 1968 2010 244000.0 12.404924 \n", - "5 527105010 1998 2010 189900.0 12.154253 " - ] - }, - "execution_count": 34, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "cleaned_df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": {}, - "outputs": [], - "source": [ - "cleaned_df.to_csv(\"data/data_clean_with_transformations.csv\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.7.8" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/3_descriptive_visualizations.ipynb b/3_descriptive_visualizations.ipynb deleted file mode 100644 index a546084..0000000 --- a/3_descriptive_visualizations.ipynb +++ /dev/null @@ -1,4970 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Descriptive Visualizations\n", - "\n", - "The purpose of this notebook is to visually examine the nominal features, discard the useless ones among them, and create new factor variables.\n", - "\n", - "The \"main\" plot used in this notebook is *Gr Liv Area* vs. *SalePrice* as the overall living area is the most correlated predictor (which is also very intuitive). Many of the nominal variables change the slopes of the regression lines for sub-groups of data points significantly." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## \"Housekeeping\"" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import json\n", - "\n", - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "import pandas as pd\n", - "import seaborn as sns\n", - "\n", - "from sklearn.ensemble import IsolationForest\n", - "\n", - "from utils import (\n", - " ALL_COLUMNS,\n", - " NOMINAL_VARIABLES,\n", - " TARGET_VARIABLES,\n", - " load_clean_data,\n", - " encode_ordinals,\n", - " print_column_list,\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "pd.set_option(\"display.max_columns\", 120)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "sns.set_style(\"white\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Load the Data\n" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "df = load_clean_data(\"data/data_clean_with_transformations.csv\")" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(2898, 86)" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.shape" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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1st Flr SF1st Flr SF (box-cox-0)2nd Flr SF3Ssn PorchAlleyBedroom AbvGrBldg TypeBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2Central AirCondition 1Condition 2ElectricalEnclosed PorchExter CondExter QualExterior 1stExterior 2ndFenceFireplace QuFireplacesFoundationFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGarage TypeGr Liv AreaGr Liv Area (box-cox-0)Half BathHeatingHeating QCHouse StyleKitchen AbvGrKitchen QualLand ContourLand SlopeLot AreaLot Area (box-cox-0.1)Lot ConfigLot ShapeLow Qual Fin SFMS SubClassMS ZoningMas Vnr AreaMas Vnr TypeMisc FeatureMisc ValMo SoldNeighborhoodOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCRoof MatlRoof StyleSale ConditionSale TypeScreen PorchStreetTotRms AbvGrdTotal BathTotal Bsmt SFTotal Porch SFTotal SFTotal SF (box-cox-0.2)UtilitiesWood Deck SFYear BuiltYear Remod/AddYr SoldSalePriceSalePrice (box-cox-0)
OrderPID
15263011001656.07.4121600.00.0NA31FamGdGd10TA441.0639.00.0BLQUnfYNormNormSBrkr0.0TATABrkFacePlywoodNAGd2CBlock1Typ528.02TAFinTAAttchd1656.07.4121600GasAFa1Story1TALvlGtl31770.018.196923CornerIR10.0020RL112.0StoneNA0.05Names62.056P0.0NACompShgHipNormalWD0.0Pave72.01080.0272.02736.019.344072AllPub210.0196019602010215000.012.278393
2526350040896.06.7979400.00.0NA21FamTANo00TA270.0468.0144.0RecLwQYFeedrNormSBrkr0.0TATAVinylSdVinylSdMnPrvNA0CBlock1Typ730.01TAUnfTAAttchd896.06.7979400GasATA1Story1TALvlGtl11622.015.499290InsideReg0.0020RH0.0NoneNA0.06Names0.065Y0.0NACompShgGableNormalWD120.0Pave51.0882.0260.01778.017.333478AllPub140.0196119612010105000.011.561716
35263510101329.07.1921820.00.0NA31FamTANo00TA406.0923.00.0ALQUnfYNormNormSBrkr0.0TATAWd SdngWd SdngNANA0CBlock1Typ312.01TAUnfTAAttchd1329.07.1921821GasATA1Story1GdLvlGtl14267.016.027549CornerIR10.0020RL108.0BrkFaceGar212500.06Names36.066Y0.0NACompShgHipNormalWD0.0Pave61.51329.0429.02658.019.203658AllPub393.0195819582010172000.012.055250
45263530302110.07.6544430.00.0NA31FamTANo10TA1045.01065.00.0ALQUnfYNormNormSBrkr0.0TAGdBrkFaceBrkFaceNATA2CBlock2Typ522.02TAFinTAAttchd2110.07.6544431GasAEx1Story1ExLvlGtl11160.015.396064CornerReg0.0020RL0.0NoneNA0.04Names0.057Y0.0NACompShgHipNormalWD0.0Pave83.52110.00.04220.021.548042AllPub0.0196819682010244000.012.404924
5527105010928.06.833032701.00.0NA31FamTANo00Gd137.0791.00.0GLQUnfYNormNormSBrkr0.0TATAVinylSdVinylSdMnPrvTA1PConc2Typ482.02TAFinTAAttchd1629.07.3957221GasAGd2Story1TALvlGtl13830.015.946705InsideIR10.0060RL0.0NoneNA0.03Gilbert34.055Y0.0NACompShgGableNormalWD0.0Pave62.5928.0246.02557.019.016856AllPub212.0199719982010189900.012.154253
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" - ], - "text/plain": [ - " 1st Flr SF 1st Flr SF (box-cox-0) 2nd Flr SF 3Ssn Porch \\\n", - "Order PID \n", - "1 526301100 1656.0 7.412160 0.0 0.0 \n", - "2 526350040 896.0 6.797940 0.0 0.0 \n", - "3 526351010 1329.0 7.192182 0.0 0.0 \n", - "4 526353030 2110.0 7.654443 0.0 0.0 \n", - "5 527105010 928.0 6.833032 701.0 0.0 \n", - "\n", - " Alley Bedroom AbvGr Bldg Type Bsmt Cond Bsmt Exposure \\\n", - "Order PID \n", - "1 526301100 NA 3 1Fam Gd Gd \n", - "2 526350040 NA 2 1Fam TA No \n", - "3 526351010 NA 3 1Fam TA No \n", - "4 526353030 NA 3 1Fam TA No \n", - "5 527105010 NA 3 1Fam TA No \n", - "\n", - " Bsmt Full Bath Bsmt Half Bath Bsmt Qual Bsmt Unf SF \\\n", - "Order PID \n", - "1 526301100 1 0 TA 441.0 \n", - "2 526350040 0 0 TA 270.0 \n", - "3 526351010 0 0 TA 406.0 \n", - "4 526353030 1 0 TA 1045.0 \n", - "5 527105010 0 0 Gd 137.0 \n", - "\n", - " BsmtFin SF 1 BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 \\\n", - "Order PID \n", - "1 526301100 639.0 0.0 BLQ Unf \n", - "2 526350040 468.0 144.0 Rec LwQ \n", - "3 526351010 923.0 0.0 ALQ Unf \n", - "4 526353030 1065.0 0.0 ALQ Unf \n", - "5 527105010 791.0 0.0 GLQ Unf \n", - "\n", - " Central Air Condition 1 Condition 2 Electrical \\\n", - "Order PID \n", - "1 526301100 Y Norm Norm SBrkr \n", - "2 526350040 Y Feedr Norm SBrkr \n", - "3 526351010 Y Norm Norm SBrkr \n", - "4 526353030 Y Norm Norm SBrkr \n", - "5 527105010 Y Norm Norm SBrkr \n", - "\n", - " Enclosed Porch Exter Cond Exter Qual Exterior 1st \\\n", - "Order PID \n", - "1 526301100 0.0 TA TA BrkFace \n", - "2 526350040 0.0 TA TA VinylSd \n", - "3 526351010 0.0 TA TA Wd Sdng \n", - "4 526353030 0.0 TA Gd BrkFace \n", - "5 527105010 0.0 TA TA VinylSd \n", - "\n", - " Exterior 2nd Fence Fireplace Qu Fireplaces Foundation \\\n", - "Order PID \n", - "1 526301100 Plywood NA Gd 2 CBlock \n", - "2 526350040 VinylSd MnPrv NA 0 CBlock \n", - "3 526351010 Wd Sdng NA NA 0 CBlock \n", - "4 526353030 BrkFace NA TA 2 CBlock \n", - "5 527105010 VinylSd MnPrv TA 1 PConc \n", - "\n", - " Full Bath Functional Garage Area Garage Cars Garage Cond \\\n", - "Order PID \n", - "1 526301100 1 Typ 528.0 2 TA \n", - "2 526350040 1 Typ 730.0 1 TA \n", - "3 526351010 1 Typ 312.0 1 TA \n", - "4 526353030 2 Typ 522.0 2 TA \n", - "5 527105010 2 Typ 482.0 2 TA \n", - "\n", - " Garage Finish Garage Qual Garage Type Gr Liv Area \\\n", - "Order PID \n", - "1 526301100 Fin TA Attchd 1656.0 \n", - "2 526350040 Unf TA Attchd 896.0 \n", - "3 526351010 Unf TA Attchd 1329.0 \n", - "4 526353030 Fin TA Attchd 2110.0 \n", - "5 527105010 Fin TA Attchd 1629.0 \n", - "\n", - " Gr Liv Area (box-cox-0) Half Bath Heating Heating QC \\\n", - "Order PID \n", - "1 526301100 7.412160 0 GasA Fa \n", - "2 526350040 6.797940 0 GasA TA \n", - "3 526351010 7.192182 1 GasA TA \n", - "4 526353030 7.654443 1 GasA Ex \n", - "5 527105010 7.395722 1 GasA Gd \n", - "\n", - " House Style Kitchen AbvGr Kitchen Qual Land Contour \\\n", - "Order PID \n", - "1 526301100 1Story 1 TA Lvl \n", - "2 526350040 1Story 1 TA Lvl \n", - "3 526351010 1Story 1 Gd Lvl \n", - "4 526353030 1Story 1 Ex Lvl \n", - "5 527105010 2Story 1 TA Lvl \n", - "\n", - " Land Slope Lot Area Lot Area (box-cox-0.1) Lot Config \\\n", - "Order PID \n", - "1 526301100 Gtl 31770.0 18.196923 Corner \n", - "2 526350040 Gtl 11622.0 15.499290 Inside \n", - "3 526351010 Gtl 14267.0 16.027549 Corner \n", - "4 526353030 Gtl 11160.0 15.396064 Corner \n", - "5 527105010 Gtl 13830.0 15.946705 Inside \n", - "\n", - " Lot Shape Low Qual Fin SF MS SubClass MS Zoning \\\n", - "Order PID \n", - "1 526301100 IR1 0.0 020 RL \n", - "2 526350040 Reg 0.0 020 RH \n", - "3 526351010 IR1 0.0 020 RL \n", - "4 526353030 Reg 0.0 020 RL \n", - "5 527105010 IR1 0.0 060 RL \n", - "\n", - " Mas Vnr Area Mas Vnr Type Misc Feature Misc Val Mo Sold \\\n", - "Order PID \n", - "1 526301100 112.0 Stone NA 0.0 5 \n", - "2 526350040 0.0 None NA 0.0 6 \n", - "3 526351010 108.0 BrkFace Gar2 12500.0 6 \n", - "4 526353030 0.0 None NA 0.0 4 \n", - "5 527105010 0.0 None NA 0.0 3 \n", - "\n", - " Neighborhood Open Porch SF Overall Cond Overall Qual \\\n", - "Order PID \n", - "1 526301100 Names 62.0 5 6 \n", - "2 526350040 Names 0.0 6 5 \n", - "3 526351010 Names 36.0 6 6 \n", - "4 526353030 Names 0.0 5 7 \n", - "5 527105010 Gilbert 34.0 5 5 \n", - "\n", - " Paved Drive Pool Area Pool QC Roof Matl Roof Style \\\n", - "Order PID \n", - "1 526301100 P 0.0 NA CompShg Hip \n", - "2 526350040 Y 0.0 NA CompShg Gable \n", - "3 526351010 Y 0.0 NA CompShg Hip \n", - "4 526353030 Y 0.0 NA CompShg Hip \n", - "5 527105010 Y 0.0 NA CompShg Gable \n", - "\n", - " Sale Condition Sale Type Screen Porch Street TotRms AbvGrd \\\n", - "Order PID \n", - "1 526301100 Normal WD 0.0 Pave 7 \n", - "2 526350040 Normal WD 120.0 Pave 5 \n", - "3 526351010 Normal WD 0.0 Pave 6 \n", - "4 526353030 Normal WD 0.0 Pave 8 \n", - "5 527105010 Normal WD 0.0 Pave 6 \n", - "\n", - " Total Bath Total Bsmt SF Total Porch SF Total SF \\\n", - "Order PID \n", - "1 526301100 2.0 1080.0 272.0 2736.0 \n", - "2 526350040 1.0 882.0 260.0 1778.0 \n", - "3 526351010 1.5 1329.0 429.0 2658.0 \n", - "4 526353030 3.5 2110.0 0.0 4220.0 \n", - "5 527105010 2.5 928.0 246.0 2557.0 \n", - "\n", - " Total SF (box-cox-0.2) Utilities Wood Deck SF Year Built \\\n", - "Order PID \n", - "1 526301100 19.344072 AllPub 210.0 1960 \n", - "2 526350040 17.333478 AllPub 140.0 1961 \n", - "3 526351010 19.203658 AllPub 393.0 1958 \n", - "4 526353030 21.548042 AllPub 0.0 1968 \n", - "5 527105010 19.016856 AllPub 212.0 1997 \n", - "\n", - " Year Remod/Add Yr Sold SalePrice SalePrice (box-cox-0) \n", - "Order PID \n", - "1 526301100 1960 2010 215000.0 12.278393 \n", - "2 526350040 1961 2010 105000.0 11.561716 \n", - "3 526351010 1958 2010 172000.0 12.055250 \n", - "4 526353030 1968 2010 244000.0 12.404924 \n", - "5 527105010 1998 2010 189900.0 12.154253 " - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Newly created variables are collected in the *new_variables* list." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "new_variables = []" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Derived Characteristics\n", - "\n", - "Certain characteristics of a house are assumed to have a \"binary\" influence on the sales price. For example, the existence of a pool could be an important predictor while the exact size of the pool can be deemed not so important.\n", - "\n", - "The below cell creates boolean factor variables out of a set of numeric variables." - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "derived_variables = {\n", - " \"has 2nd Flr\": \"2nd Flr SF\",\n", - " \"has Bsmt\": \"Total Bsmt SF\",\n", - " \"has Fireplace\": \"Fireplaces\",\n", - " \"has Garage\": \"Garage Area\",\n", - " \"has Pool\": \"Pool Area\",\n", - " \"has Porch\": \"Total Porch SF\",\n", - "}\n", - "# Factorize numeric columns.\n", - "for factor_column, column in derived_variables.items():\n", - " df[factor_column] = df[column].apply(lambda x: 1 if x > 0 else 0)\n", - "derived_variables = list(derived_variables.keys())" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "new_variables.extend(derived_variables)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " has 2nd Flr has Bsmt has Fireplace has Garage has Pool \\\n", - "Order PID \n", - "1 526301100 0 1 1 1 0 \n", - "2 526350040 0 1 0 1 0 \n", - "3 526351010 0 1 0 1 0 \n", - "4 526353030 0 1 1 1 0 \n", - "5 527105010 1 1 1 1 0 \n", - "\n", - " has Porch \n", - "Order PID \n", - "1 526301100 1 \n", - "2 526350040 1 \n", - "3 526351010 1 \n", - "4 526353030 0 \n", - "5 527105010 1 " - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[derived_variables].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### 2nd Floors\n", - "\n", - "A second floor may have a positive effect on the sales price. However, having a second floor correlates with overall living space. The individual effect is therefore not as clear as it seems in the plot below." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has 2nd Flr\", s=15, data=df);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Basements\n", - "\n", - "Nearly all houses in Ames, IA, have a basement. Therefore, *has Bsmt* is most likely not an important predictor." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Bsmt\", s=15, data=df);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Fireplaces\n", - "\n", - "Bigger houses are more likely to have a fireplace. Thus, the variable *has Fireplace* might be an interesting predictor." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Fireplace\", s=15, data=df);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Garages\n", - "\n", - "Holding the overall living area fixed adding a garage seems to affect the price positively. Thus, *has Garage* seems like an interesting predictor as well." - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Garage\", s=15, data=df);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Pools\n", - "\n", - "Unfortunately, almost no one in Ames, IA, has a pool. The predictor *has Pool* seems quite uninteresting." - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Pool\", s=15, data=df);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Porch\n", - "\n", - "Most houses have a porch." - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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wl+3XyzTBkWio2QK8G4LhBonL5GfBwbWwYTq0GAYdnpOEBoXiCrFpGssbb7zByy+/TEFBAXXq1OHdd9/FarUyfvx4li1bRq1atfj4448B6NatG5s2bSI0NBRnZ2feeecdALy8vHjuueeKEwPGjBmDl5cXAFOnTmXy5Mnk5ubStWtXunbtCsDo0aPLXEOhKJd6neGFvyTm4lLDtmvlpMLK5+HwellvfBwYatt2zcqSl1mYPp0GMe8VWnBKXBRXjk5TAQVAWtsvX768urehuBXITobFD8OJrfJ8/B7wqlu9eyoiOwUiJ8C+5RDQDB6NADf/6t6V4gamvHunSsBXKK43Lj4w6CvY+j9o2AOcvKp7RyW4eEPf96WzhMFFCYviqlHiolBUB55B0Of/qnsXZeNaQ34UimtA9RZTKBQKRZWjxEWhUCgUVY4SF4WiLHLTpLAy++q7O1QKcx6cPwJ7lkKG0bZrKRTXESUuCsXF5GXCX9/BzCbw02jIKiyizU6B5OOQcVamMlYF2UnwZSf4aZS0+89OrprrKhTVjBIXheJi8jPhj89A0+Dor5CfLe33d/0An7aCz9pDVhW1iNGsYCmcD5OTClZL1VxXoahmlLgoFBdjcIV2z8jjBt0kJdecA0c3yLEil1lV4OQJDy2Fu0fAsPngdp1GBxfkwPlDcGCNTN9UKKoYlYqsUFyMo7u03G81XCroXWuIFdPrbYh4WooLq6ro0dEdGodCo3ul9cz1IjsZvugIlgJoOgjCPyk9YkChuEaUuCgUZeF8UWGjTgd+d0rFut6x8jfigmzQO8n8+YqwlbBknZceZi7eULttSZ8wS74IC0CmEaxVFENSKApRbjGForLY2YGrX+WExWKGM7ESqD+4RpIEqoO/5skogQVDwbi35LizNwycA60ehoFfStcAhaIKUZaLQmELspNg4YOSWfbPWhi/t3ra1xfkljw2X/DY2QtaDoPmQ0pGMisUVYgSF4XCFtjpwauOiIuzj8RuqoMOz4CjB7j6Qu27L31dCYvCRihxUShsgWsNyf4yHQDfxuBaTQ0gXf2g87jqWVtxS6PERaGwFW4B8qNQ3IKogL5CoVAoqhwlLgqFQqGocpS4KBQKhaLKsam4hISEEB4eTv/+/Rk0aBAAqampjBw5krCwMEaOHElaWhoAmqYxY8YMQkNDCQ8PZ9++fcXXiYiIICwsjLCwMCIiIoqP7927l/DwcEJDQ5kxYwZFE5vLW0OhACArSX4UCoXNsLnl8t1337Fy5criGctz5swhODiYqKgogoODmTNnDgAxMTHEx8cTFRXF9OnTmTZtGiBCMWvWLJYsWcLSpUuZNWtWsVhMmzaN6dOnExUVRXx8PDExMRWuoVCQdhoWDoNFwyH9DJw7BEd/k0r2qib9LBzZUHV9yBSKm4jr7haLjo5mwIABAAwYMIBff/211HGdTkerVq1IT0/HZDKxZcsWOnXqhJeXF56ennTq1InNmzdjMpnIzMykVatW6HQ6BgwYQHR0dIVrKBTsXggJO+HsbulC/Hl7+GEAbP6wdMHhtZJpgq/vhfkD4du+8lyhuIWwubg8+eSTDBo0iMWLFwOQlJSEv7/k/Pv5+ZGUJO4Jo9FIYGBg8fsCAwMxGo2XHA8ICCjzeNH5Fa2hUNCgqxQOOrhI3y/NKsdTT4JWBe3uLflSOJmbDp0nSM+w9DPS+FKhuIWwaZ3LwoULCQgIICkpiZEjR9KwYcNSr+t0OnQ27gR7PdZQ3EQENIVxe+Sx3gBhMyBxD/ScKq32r5VME3zWDvKz5NphM6DW3Zc2wlQo/uXYVFwCAqSAzNfXl9DQUOLi4vD19cVkMuHv74/JZMLHx6f43MTEEt90YmIiAQEBBAQEsGPHjuLjRqORdu3alXt+0XplraFQYHAtLSIdxojFoneomuunnhJhAYjfLM0hbSks2cmQdAQcnGUMgJOn7dZSKK4Am7nFsrOzyczMLH78+++/07hxY0JCQlixYgUAK1asoGfPngDFxzVNIzY2Fnd3d/z9/encuTNbtmwhLS2NtLQ0tmzZQufOnfH398fNzY3Y2Fg0TSvzWhevoVBcgp3d1QtLXpbc3C90edVoDC0fkj5eYW/b3mL5Zx18HQpfdgbjftuupVBcATazXJKSkhgzZgwAFouF++67j65du9K8eXPGjx/PsmXLqFWrFh9//DEA3bp1Y9OmTYSGhuLs7Mw777wDgJeXF8899xxDhgwBYMyYMXh5yX/YqVOnMnnyZHJzc+natStdu3YFYPTo0WWuoVCUwmKRCZMG1yufp5J1Hjb+FxLj4P5Pwa+JHHetAX3fk7HI16ONffKxksdpp4Bg266Xny1iXFWWnuJfi07TVKQRYNCgQcXp0opbgNx0OBwFcYuh+2QIbH5lN8yzu2G2fJmhYXcY+j04V4NLKtMEG2bIRMvOL4q42YqUeFj/GtRsBW1HqRkwCqD8e6dqXKm4eckwiuXgfxe417z8tMcLyUuHn56Ux4l7YPQmcL9Mk0lLAeSkSHzD1Q8MbpCfCXU7goPT1f8e14KbP/T7ALADvQ3/O+emQ+QEmWp5MBLu6KvERVEhSlwUNydZ5+DHoWJBuNaAZ34H98DLv68IO3sRiKxz4NPw8vNWLAVwchtEvgSNQqHrS/D8nyIuLr5g7yiushNbRaRq3HH9MsT0huuwhgPUaCLiojeo7DfFZVHiorg5sVog/bQ8zkkpqVepLK7+8PRmSDkOvo1kmFZF5KTAmhclM+v8IWg3SkSpeD9W2D4bYt6T50/HXHoDzkmB3DSwd5aplFWR+ny9cHAWQb2rv4i4y2U+L8UtjxIXxc2Jiy88vAy2fAStHrnyFFw7O/CoKT+Vwd4ZGvYQcfEMkiLMUlglc6yIvIyLXraIOymgGWQflTkvrn6Xd8XdSLj4Ql0lKorKocRFcXOid4BarWHQV5KZZdoPOr1YE7Zw2Ti5S+C/w3NgcLnUBWdnD91fEWvEu67EgS7Ekg/mPLAWwJaZ4j7r+z60eqgMoVIobn4qHQE9ffo0W7duBSA3N7e4hkWhqFbsHeHUdrEazDmS0VRZrBZpXPnLVDgbJyJVEa6+4Nuw/NiOWwCEvVV2JpWDMzTpB3pHiN8ibrw/Poc89f9I8e+kUuKyZMkSxo4dy5QpUwCphi+qYVEoqh3verBuEnwXDslHpX6lMmSfl6aSv38M34RBdjk96KwWEQHrFcZ1QFr7p5+B7BQRJdcaENRWXms7+uaKuygUV0ClxGXBggUsXLgQNzc3AOrXr09ycvJl3qVQXCdykqWY0GqBv3+AgqyKz880QeY5caPZF6YQ6x3LLqTMz4ajG2DpY3DsNyjIqfy+ss7D6rEw806pRclJAY9aMHwRTDgoLjElLop/KZWKuRgMBgyGknRHs9lssw0pFJclLwvSE2Q2S80W4N1AAuVJR6DT2Ipv2KknYeGDoLOTm/wT6+DQeimEdPErY610Od9qhuObYfwecXFVBnMeHFwDDbpitVqwsxT+v7lcoWNehvzY2Usdi0JxE1IpcWnbti1ffvklubm5/P777/z444+EhITYem8KRdlkmeDzDhK3CH4eek6BR1fIcycPaalfHrsXg7Fwyum+COj4ArR9svzzdXbSEDL5GHjXF2unsjg4kTFkMVty6rMhPpcX8pyp63aZ95jzpV9YxFPgcxuMXCuxHIXiJqNSbrGXX34ZHx8fbr/9dhYvXky3bt0YP368rfemUJRNbtoFc1hOiFXhVpjWezmrovG9hb2xDNCg2+XXcvOHkT/DE+vh8TWyTmVx8SWtVhee/ekoS/86zfMLY0nKzKv4PflZ8OfX0gwz6cjVDxkryIb8K3DhKRRVTKUsl9zcXAYPHswDDzwASCPK3NxcnJ0r6R5QKKoSr7rScThxD9w75criFn5NYFycPL44o8uSX3a1u3vglVX/X4C9Xo+jvR15Ziu+rgbs7S7TINPRTYaMLXlUZs9cjdWSaYKo18XKCn1TudYU1UKlxGXEiBHMmzcPV1f5T5ybm8uTTz7JokWLbLo5haJMDK7QfIhMldSX0dMrJwUsZoltXBykd3C+1LqxWuDcP7D5A2g+FOp3kZt8FeDt4sC6cV05mJhO2/o+eLoUildOmsSNzHkSM3LxluN6B2jQBcbtLmxRcxWNKGN/lIacILVA7UdXye+iUFwJlRKXvLy8YmEBcHV1JSdHmdyKaiInVeIl5w5C5nkY8FlJ4WSmCVY8K6OGh34n81UuR9Z5WDhMgv37lsP4vVcvLlnn4UysWFeetXE0uNLAT35KYdoH8/rI40FfQYsHSl4rSwCvhAsLOP3uuPrrKBTXQKViLs7Ozuzbt6/4+d69e3FyqqYusIpbi4Js+SnCnCeiErdEXEZ33icxlyLO7IIjv0rQfuO7pd9bHnb6EveTo+elTSzzMsF0QJo2ZpVTCwNQkCszXhYMhi86iNAUkZ0MuxfBn/NEHFNOlLx2/vDl93gl1GkHz/0BY3ZIe3xbYTFLt2RrJeuKFLcUlbJcXnvtNcaNG4e/vz+apnH+/Hk++ugjW+9NcatTFDsAmUXv5i8urxXPStPKM3/D2F2lXUd+TcRtlp8l6cUn/oA6bWXeSXm41oAHF4jF4X8XuFzkiso0whfBEmTvNA56vAH2JbNfUrLzKTBbcdNbcEk7JQetlsLEA01cc8djIOLpkteaDoB2T0tX5XZPXfNHVQpnL9t3Lc7LFBH/+zvoMgGC2km3BIWikEqJS4sWLfj55585fvw4AA0aNMDBQU2iU9iYPctKYgeBzSVtWO8Ite8RcSlqIJlpgtN/iTC4+cs39vQzcOQXKWKccKBicQGxXG7vVfZrOSklo4xTT0rRpnEfBDYjCU/eWLmXmEPnmT6gKb3v+wznDVPB9zaxdlx8ZJ9cEPvRrCJovd6Wx1dyU7ZYIOM0JO6FoLvLD/hnJMLpv6UOyL3Wlc26qQx56bBshHwuCTtl/MBVJj0o/p1UKC7btm0jODiYqKioUsfj4+MBCAsLs9nGFAr8m1zwuDCO4OIN982EkP+Ak5dkdy15FOI3i4CM2Sk363Wvys01sMXlZ7VcDp+GYjmZDkCP1+D7+8U1VzeYzPuXsnZPIgAbDyRyf8Pa0o4/L1PcY0Pmibg06FzYZDMP7iiMtegdRLiyk+T3qEzwPvscfNlZrKI67eDBhZe+L+sc/DBA9utaA57ZWvXdl+304BEko5V9G1/7Z6z411Hhv4idO3cSHBzMb7/9VubrlREXi8XC4MGDCQgIYPbs2Zw6dYoJEyaQmppK06ZNee+99zAYDOTn5/PKK6+wb98+vLy8+OijjwgKCgJg9uzZLFu2DDs7O15//XW6dOkCQExMDG+//TZWq5WhQ4cyerRkxZS3huImo/bdYoVA6W/FrjXkx2qRKv2Ms3I8P1PiLx41YfhiuQE7eUpr+6vFYhZBuGsgtH5UYjjn/5HX0hJwcdDRtJYH+86k83ZoAPov2su6bUdB14mSrQXSrr7FAyI6GWckHuPsBX98Ib3N6ncRIbpcHY3VUtLOP9MEWhnxDqtVXHkg8Z2yzrlW3AJgVLTUGXnXt+14ZcXNiXYZLBaLFhkZebnTyuWbb77RJkyYoI0ePVrTNE0bO3astmbNGk3TNO2NN97QFixYoGmaps2fP1974403NE3TtDVr1mjjxo3TNE3TDh8+rIWHh2t5eXnayZMntZ49e2pms1kzm81az549tZMnT2p5eXlaeHi4dvjw4QrXqIiBAwde9e+oqCYyTJq29lVNi9+iacue1LR9KzUtN71q10g/o2nvBGnaVA9NW/cfTctKlnUWP6ppZ/domtmsmdJztdMp2ZrFdFDOm+qhaV+FaFrycU07tlnTMs+XXC/puKbNvEvT3vLVNNNBTftvvZL3pJy4/H5yMzTt4M/y+xr3a5rFcuk55gJNOxMr5xz9TdPys6rko1AoyqK8e+dlHbF2dnbMnTv3qoQrMTGRjRs3MmTIkCIh448//qBXL/FtDxw4kOjoaAA2bNjAwIEDAejVqxfbtm1D0zSio6Pp168fBoOBOnXqUK9ePeLi4oiLi6NevXrUqVMHg8FAv379iI6OrnANRTVjtcq3ektB6eO56dLy/tD6kmwsq1XcO4YzVukAACAASURBVOf+Kcm6yjDCqZ2QegpO/iGuqfqdYfV4cYkFXSZwfzXkpEl8ASBhO6DBneEwaA4ENgO9Hj93R2p5OWPnWgM6jYc67aHfR/DTk/BdP9jxVUlH5fP/QFqCfAantkOXl8Q91mxw5ea6OLrBHb1hwBfgf2fZsRS9PdRsKec07K7mxSiqhUo5Sjt27MjXX39N3759S1Xle3lVnJHyzjvvMHHiRLKypEttSkoKHh4e2NvLsoGBgRiNYr4bjUZq1pSpgPb29ri7u5OSkoLRaKRly5bF1wwICCh+T2BgYKnjcXFxFa6hqCJyUuHYRjjxu9xMPWtf/j2WApl3v2EGNBsk43KLpkemn4bZ4uqkf+FNc9f3cNcA2PopeNWD7q/B+tcg6bAM7CrKvBr0FXQcW850yCrAzQ86joNTf8B9H4Ozt2R/2ZeRiu/iC91eBXOujE9O+FOO5yRLXMWSLw02fRtJwoHPbZKo0PwBEZiLOwZUhL4SCTWVOUehsBGVEpe1a9cC0nq/CJ1OV6FF8Ntvv+Hj40OzZs3Yvn37NW5TcUORnQRLH5fHSUckVnC51NfsZFjymAjJsd9kZHCRuOSklpwX2BS+6QX1OsLpP6HP+3JzLsiSwkNn79L9tjISpRNyEZYCaZPv6H71GVIWiwTO0cDZB7pPEsEoEpaKMLjID0DfD6T2pcUQyVr7Zy10fkl6lOl04OQNDo7SbFOh+JdRKXHZsGHDFV/477//ZsOGDcTExJCXl0dmZiZvv/026enpmM1m7O3tSUxMJCBAslgCAgI4e/YsgYGBmM1mMjIy8Pb2JiAggMTExOLrGo3G4veUddzb27vcNRRVhL2jZAtZLZKxVVEX4iL0DlKDkn5a0oUv/FbtdzuEvQPJR6TGpM3jEszfNR9q3C7zVM4fggFfimsssKkInNUMLYeXXCc3Dfavgj1LIeQNqNWqZJ0iwdA0sTDsK0jwSI2Hr0LAkgcj18l1DBdZRdnJstb5Q9B53KUpwU5e0DgUjm0SgUk/I8e3fgLtn6767K2qwJxbtkWmUFwFFX612717N/fffz+tW7dm2LBhHD16tNIXfumll4iJiWHDhg3MnDmTDh068OGHH9K+fXvWr18PQERERHHr/pCQECIiIgBYv349HTp0QKfTERISQmRkJPn5+Zw6dYr4+HhatGhB8+bNiY+P59SpU+Tn5xMZGUlISAg6na7cNRRVhLM3jI6BQXOhz3uVi3O4+MCg2TBqAzwdU/pmbO8s2VXdJ4twdXwBVj4HxzeJhdRssKQVO3rKDPpv+0qRZJeXJYU3wyhik5sOq54vfN9jpSdLph6Hz9rB/1pLrOZiss5L1XzmOYmF5KbKYLC9y8r+fZKPw5px8MdnMia5IE/iKmmn4MAqyQj7KkQslnl9oN9M2WvnCeBwg93AzfkSy1o+WoQ8vxJdDRSKy1ChuLz55pu8+uqrbN++nREjRvDOO+9c84ITJ05k3rx5hIaGkpqaytChQwEYMmQIqamphIaGMm/ePF5++WUAGjduTJ8+fejbty+jRo1iypQp6PV67O3tmTJlCqNGjaJv37706dOHxo0bV7iGooowuEowu8XQyrWgt1rEfWUxy/vca5a4l7LOQ9QbclPONIlFYOcgcQmQpo7oYESk3Mj3LIHBX8P+CBlT/Oc80uLWcDY1G7PugjYufk1Kdzg+ulEsm4Ic6R92IdkpsPZl+KQFLH4E6neV3mCuftD6sUt/n9z00r2/XHxl7kvWOZjdDRY/KinSRVMrC3LAI1B6lnV8vsQdeKOQkwLzB8L+lbBgqHxOCsU1otO0otLjSxk4cGCxNVHW838TgwYNYvny5Zc/UXHlJB+Hr3pIjciItRB0j4jI+UOF7VH0kG2SmIyrn8QkDK7iSvKqAw6uEqdZ/Ihc754npObEI4jMvxayw6c/cQmpZFkdmNTFB33mmRJxKCL1JHzbT1w/I9aWbmiZfhY+bSn1LCDTJu2dAE3cdEVuv+xkOLQOMhOhUZjEgrLOS3dm1xpynY+bibuu+VAZZLZ7EbR5TNx7enupPzm1HQKaSyJEWS3+rzeZ5ySr7dw/Uk80OubGdNspbkjKu3dWGHNJT08vVZ1/8XNVoa+oFCe2yrdjkJtt0D2QEi/FfWd3Q+Mw2PZpiYVz+k+oGyyZVUUuJO/6Yu1oGvg3hQOrIehunFoNodP2rwhJP4Sx01sk5thR27/ppa4nr7pS9Id26ThjOz30eB22/Q+aSdp8mTNQTu2QvmYgo5azk6VTQFEBobOnTMTc9YNktJn+kZu0i48IS3YSLHtSugkYXOH5v6Tgs7px84PHVklLmYC71PwXRZVQobi0a9euVHX+xc+VuCgqRcNu4t7Kz5DYSk4qbJ8NcYvEAmnYQ77lH48Bj9pQ4w5AJ1ZGsbg0gOf/lpqTs7GwZSa410Q/5Bvst0kT1QCdnuzu08BazvCw8m6abv7QbKBkqBlcwbGc7K0LExfs9CKSdhckJji4yCyWesGQ8BesKJyjYtoP/T8X8cwqzHQryLZN5fzVcg0D0RSKsqhQXN59993rtQ/FvxnPIHgyimI3U6ZJhAUgdr4E8o/8Bs/8LqnEegexUgpyJJbh5CHFg45u4irzv0t6fe39CZ1boPS1spqx+t+Ji6tnySyW7GS5hr3h8i1gXP0h5ST8Ok0y0O4MvzRFuPbdMOwHibk0urekaeZvb4s41Wwpx+zsxVopyqirdXfh4C8/GLYANn8odT6OVR97Sc3Ox6pp+LiqDsWK6qVSqcjnz59n5syZmEwm5s6dy5EjR9i1a5cKlCsqz4VWg70jtHoYYhdAmxFwfDPU7yhBcoOrWCwLhkjn4fBPocUwsWAyTbD4Yckc6/oKDF8kVsYLf0P2eey86oOrr6yRmybWzdb/Qd2O8MD3FScf5KRIA8zsJHFbNexeWlxyUqV3WVA7MLiDo6tkqS0YIgWTf34t45M9C1OWPWrD2FixtNxrlSQw1GgM/T+rXPr2FWJMz2X8oljyzFZmPdSaWl5qDLmi+qhUldmkSZPo3LkzJpOY9PXr1+f777+36cYU/2JcfMTyeHGf1LisGSvpxZpVUoBT4kVYAP78Rm7qIK6k03/L490LAZ3Un3jXE6uiSFhALJbYwqLfk1tFsCpC7wB+d8pj7wal2+DnZcDOufBxc0kKSD4G54+IVVVkJdk7lS7aNLhInCeg2aWV9zYQFoCofYlsO5bE3ydT+HH7icu/QaGwIZUSl5SUFPr27Ytd4X8ee3v74scKxVXh4iMuJOMBQAddJorV8s86ydqq015u+J3GldTRGNzgzvvFwun6itzMj0RLm5ULq/xzUsUS6fySnNv8AVnLYi4cZbyipJNy8X58Yei38PQWeGK9vJ5yAswFcq2iepekI7JuZqLU2jy4SOIpozddOmQMpAuycR8cXFt6MqUNaFPPG3s7HXY66NToGjpBKxRVQKXcYi4uLqSkpKArNO1jY2Nxd6/iBoGKWw8XHwibDiGvl7jEbu8FPw6THl112xdW0xdaEa41IPwTicsYXCUra90kee2J9VC3gzw27hVr47YQuOt+cWO5eEsm2uyuIhYBzeCxFRIH0bSS9vUetaSLQOSLYv0Mmy/v7zQe1k+GOh1k7Q1vwz+RMi/m0RWlraYizLkiQl92kjXaPiUWm42KKBvWcGXzKz2wAp7Oqq+YonqplLhMmjSJZ599lpMnT/Lggw+SkpLCJ598Yuu9KW4FLu5J5l1fCiZBhEV/0T/RC11MGSXtf4qtAnOBCETUG3BwjTTBfGyVvKZZS2ahZCeVdCrOOANzusuxET9LKnRR08md30D3V0VURq4rbI5pB6e2SaGms7e0iYldKGm8vo1EfECGdWUnl0yxzEysXIaYpkk9TKZJUpUrOY/G2WCPs0EN7VLcGFTqX2LTpk2ZP38+x48fR9M0NeZYUTVknRMXmMFdakRA4hFFBXxWqwTN7fRlD6MKHiNWjKuv1MVknRO3V14mdB4vFsKeZSUt/p284JEIyVQLfr7kmqYDJc0wdy+Umfb2jlIM2ainVNvvXwHxW6DP/8lkyiei5H1u/rD+P1L1r7OToH6RuOxeAv53iLWSdESsMUM5adIXkmmUotP0M1KsOWj2lXVMVihuACoUl4vHGxehxhwrrpnM82JF2OmlUl/vIDftCzO0zh+CH4dKLGPoPLFU/O4QawHkxh42oySQHr8V9i+X+Sl29lI0WbONXPv03yIgdYNlBsyFMcOA5tL6Pi0Bmg+R2M7oGGmRD7LPjYVp+bEL4O6RcGaXJBKc2gl5he1SNKtkh+WkiVjeM0JGIjfuBT2nlBbI/Cxxz+n0IhwXJhBYCkoaXRrjLp1/o1DcBFQoLuWNNy5CiYuiiAKLheQsuQl6uzhgsC8nI8pSAIlxsOVjaZGi04srbOccqWovEherBX7/SCyR1JPSUHH7bOj9rsRSirhQJFy85VwQqwPgnpEiUl/1kOc9XoeuL5fek3sAPBpRODY5QSwHJ0/Z64bp0OtteZ6bBq0ekRn25lwp/uw5RWpefL+FgKbSVr/5AyIuvo1EpHS6Sy2vM7tEePQGOcfv9pLXHD2k0eXeZRAyRVktipsSVUSpqBLiz2fT/7PfsWoaEc914s6aZVS5Wy1iPSwYIrGIfyIlO0vvKCJwYcNETZOMsBbDYOssCcBnnK0448ozCHr/V7osBzaXVGC9g8RJ7vsYNr5T2ECzQNxUe5fJ9X0aSVwj5QQsHCaWysM/SZPNgV+ChhR4ZieV1OGAPM9JkWaZnkGw+0dI3AOtH5HfJetcoWVygbDkZUhV/4E18nlYcyBhZ2lxcfaUzgXNBonQ2Ch1WaGwJZWO/m3cuJHDhw+Tl5dXfOz555+3yaYUNx8b/zlHdr4Eq6P2JV4qLpYCcU1pGngEibi4+Ir7SjODcw1JOU49KUWVtVpJq3o7vcQ3kuOh59TSVsvFOLrLz8AvC6v89XD6Lym89GkEj66U+ExOCnwdKvUzf34Dz20X6+X0XyXitftHqDGtdEsUFx+xbIYtEAvl7sclcWDwXKm4r9UanNxFjE5uk6w3nU72X6edWERrXxG3XscXpBmno1vZv5O9oeKZMwrFDU6lilWmTJnC2rVrmT9/PiDzVs6cOWPTjSluLvo0C6SOjzO1PJ0Y0Lpw7LHFIiKSfAwOrZd0Y8/a8OCPMoN+xM+YHdxIyTGTh0F6jy14QGIZe36Sb//ZyXA4CryC5EavWWUey97l0oXYnFd6Ixaz1LkY90m33yJr5cQWiYe4BYjFUDRETO8ARcMl63aQAkonL3Ft/fGZiGJOqsRWMk0Q84FYUF0nwurx0OQ+EagvOopQLnpYCi4TCos9NU1So0F+p/0r4K950szz8dUwfHHVN6/MMMrnk3RUZrUoFNVApSyXXbt2sXr1asLDw3n++ecZOXIkTz31lK33priJCPJxYfmznQCNGm6OclM7/adYEl+HSs1Io1Do/X9w5Beo0xZt3WTskw6hC5/HnmRo4ZyGofN4SQNu1AP+nCs37Eb3wnf3yc19zE74opPEVO68X+pk3GuJSGQa5fgXnaTSv9e70GyoFFq6BYBXPdnsyd9h+EKxkJoOlL5imSYRq8dXSfX9tlnSIbkgV2JEsT+KOO5ZIj9D5sFjK8VC+XWKiMiZXSKcmhXcakrDyqB20vU59STc0UfiSP1mSjeAoh5kVUlWEiwbIeLl4CKtcW6EzsuKW45KWS5OTlL05ezsjNFoxN7ennPnztl0Y4qbDz93R/zcnaTYNicZlo4QUSkampVlEuvh9l6Qn43uSBSkxOO1/X2yszKxYC8C4OoHmg4e+EEyvtIS5Oav00lNSVGwPidZLJTsJBGWOd1l6FhuYbX+7oVQp63ES56KLrR8NEg7A0seh2MbIfWUWEdLHpdeZLnpYjn1+T+5bvSbktrsWbtEnFoMk5iOs6800XSvKcH723rAt/fB8qcATdxzzQfD12EyiOzUHzB6I/z+Mcy6u3C9Kh7MpRVaiwDmnBur87LilqJSlkv37t1JT09n1KhRDB48GJDJkQrFhZjSc8nIM+Pl7ICvvRM06QdHo6X55InfoctL4uLaFwHdJkGbx+Hv76BRT9oFOWLIOA/zesvFur0qWWTJx8RNFTZD6k2cvWHQV9Jcss1jsGYC3D9LMsVy08B0UK594nexalaMkZt6wxAY8JkE0usFg3dd6VVWq5WkHKedhF4zYG7PkkywRj3FpVajMZz/B5oOEOvj+CZY9YLEgGq1EcGwmOHnV0TYclPFxeceAIm7peIfIG6JFGMWFWjuLqy3qcrJlK5+Yj1t+UjiQE5el3+PQmEDKhSXuLg4atasyZgxYwDIzs7m9ttvp2HDhowYMaLCC+fl5fHwww+Tn5+PxWKhV69ejB07llOnTjFhwgRSU1Np2rQp7733HgaDgfz8fF555RX27duHl5cXH330EUFBQQDMnj2bZcuWYWdnx+uvv06XLl0AiImJ4e2338ZqtTJ06FBGj5b5GeWtobAdpvRc+n/2O2fTcpk9tDGhgVnYNewhQW57J6jfBawFEPW6vGH5U/DUBug0Fg5GYkiNx858wez23HSo2UoC3jo7cOkrAe5f35S5K7XvgYhnodVwEYOko9D+WWl/PyJSplVa8uFMYeyj6QBY86JMktTZScfihB0iSO61JUhvpxfLCCTo71kXwu6TNOacFHGVPRkNayfKOctGlExtzE6C0Lfg9t4ioEWC4d0QgtpKdlrnF6WGpsUwOBgJPV4r6ZtWVeh04HubCLrq/6eoRir81zd16tTiSvydO3fywQcfMGzYMNzc3JgyZUqFFzYYDHz33XesWrWKFStWsHnzZmJjY/nggw8YMWIEv/zyCx4eHixbJg0Bly5dioeHB7/88gsjRozggw8+AODIkSNERkYSGRnJ3LlzefPNN7FYLFgsFt566y3mzp1LZGQka9as4ciRIwDlrqGwHXlmK8b0XD4Ir8e9tc3YfdVdWthv/7JwHouHpPE++Qv0+I9YDMc2wt/fg96Anf8d4moKmw4dxkCbRyVY7+wrab4OjnLjvGcE/PaOZF/1fU/E4du+ckOt3xGe2SLFmO4B8i3+qd+g74fiigt+Hp7ZDM/9IZves0x6jeUWjitOPg6D5kK7p+HhJdA4VOIs1kLXktUi7Wg8asnzgBYS68lJhc0fwf/aiKXW972Sli0GNxjyrTS29L9L2v6HviUC6OIr1tOVknkOtn0uGWtFEz4vRgmLopqp8F+gxWLBy0vM6rVr1zJs2DB69erF+PHjOXGi4pbeOp0OV1dpdWE2mzGbzeh0Ov744w969eoFwMCBA4mOjgZgw4YNDBw4EIBevXqxbds2NE0jOjqafv36YTAYqFOnDvXq1SMuLo64uDjq1atHnTp1MBgM9OvXj+joaDRNK3cNhe1wd7Lnh8eacZ91E/q8NLn5O3mJYBTkiJvou3AJ7ju6Q+h02DxTgvKeQZKVtXC4BO9zkuGb3hLEzz4HG/9P4i4grrKHFgE6Gez1+yfiKks5AfMHi3WSnyXnOjhJrUq7UWKt7PhS4hFzusHnHaR9jIuvxGF86kuWV9xi6Pg8xHwoz+3sZdBZ14kw8mdp6fLADzByLfT/nwTkzXmwY7asuS+ipGdZbhqkxsPcHhJzmT9IROzQetnDksfEVXYlWApg03+liebC4TKeoKrJzy7dZVqhuAoqFBer1YrZLMHTbdu20aFDh+LXLJbLBwotFgv9+/enY8eOdOzYkTp16uDh4YG9vXjjAgMDMRqNABiNRmrWlKwWe3t73N3dSUlJwWg0EhhYUmsQEBCA0Wgs93hKSkq5ayhsh5eLgQ61nXDyqw+pJ6D1Y2JFHNsEq8aKwCQfk5PjFosgPLxUXFrO3lJzEtBUMraObpDAv4uPxFA2vgOLH5GiRAAnb8ne6vsBPLhQrKFfCy3ptFPifisiJwWO/Co3dXO+WEsFOWIxnPxD3g/w1/fQ6iG4/1PpHrBjNvzyhhRF+t8pnZudPGHDm1J/E/O+CBZI65b2z8jjZoPFDQiFoppdUjuTliDWz4WD01z9SgLwV4Xu8qdcCVnn5fde8qhYcgrFVVJhzKVfv3488sgjeHt74+TkxD333APAiRMncHNzu+zF9Xo9K1euJD09nTFjxnDs2LGq2bWiesnPkm/MpgPQoFvxhEe9i5dUoEc8DbXbSKbS7h/lPV1fhtt6SqFil5flhpx9Xtrm714kGVcPL5Og+IhIqQ2pfbcUQEJhlXrhjdTBUYoQD6ySmfWmA9DiQfCsIy63Cyvik4+LRTPwS8n2uqOPWBc6O+kjZucAm/6vpNW+1SJ7KcLJUywbnU6smPbPSvwm6YgE+3V20tqlywSxhPQOYg1lnpNMtEyTrH1gtbTtd/GRoP6ItfI5ZibCVyEyMsDNX9aqyKWld4Duk6DG7ZLV5l2/qv5WhaQjYrEBRP1H3IQGl6pdQ3FLUKG4PPvsswQHB3Pu3Dk6depUPM/FarXyxhtvVHoRDw8P2rdvT2xsLOnp6ZjNZuzt7UlMTCQgQDrgBgQEcPbsWQIDAzGbzWRkZODt7U1AQACJiSWt1Y1GY/F7yjru7e1d7hqKK8ScL4FqKN1cMTsZZneRG3HLh+C+D6Wm4sLmi/nZUOMOuSlrmohR73ch+ajc3FNPSG+xhJ1yfsZZNL0BS9i72KNJM0kXX8kEi/9dbuhF/bnys8TlVKORxGTq+YG1nVgNzj4lI4WhJG15zQSpTXGuIeJlNYuwNQqF9qPFxWbOlz21eVTa5xvcxNLxrC11MpYCEZCo16UY0k4PY3bIvoqaaQLkZkjQ/+Aq6D5ZsuIahZbUtLh4y/VXviA1P33fl7ThM7EyJqD906Wtm4tx9ZNzbIFHLfl7NOdJjY5eJcIoro7LRv1atWpFaGgoLi4l314aNGhA06ZNK3xfcnIy6enpAOTm5rJ161Zuu+022rdvz/r16wGIiIggJERaX4SEhBAREQFIB4AOHTqg0+kICQkhMjKS/Px8Tp06RXx8PC1atKB58+bEx8dz6tQp8vPziYyMJCQkBJ1OV+4aiisk6Qj8r7X8nD9cctySL8Li5CnuoG2fF06DTIM7+sq38IeXARqM+ROe3SoBfNN+iRPELZFv/Xb2EmwPbIG1y0Rik+35/pgrqXY+8u09PxtqtoTg52StDCMknxBX1+ft4Lv7xYVl1WDdZPi+P5w7UDI/xWoWa2XQV2I5eQTCV90knrDwQam23/SeiNeh9dKO5a/v5Vq/vSP72/tTyfUo/LMoiG61XNohAMRiy02R1zfMEJffxcWSBjfpp9ZzmrjnPmkpcZSaLWDHnNLnZp2T372staoa1wAYu0ta4rR57NJ5OgpFJbHZvxyTycSkSZOwWCxomkbv3r3p0aMHjRo14sUXX+Tjjz/mzjvvZOjQoYDUzUycOJHQ0FA8PT356KOPAGjcuDF9+vShb9++6PV6pkyZgl4vjfymTJnCqFGjsFgsDB48mMaNGwMwceLEMtdQXCGHo0oKIP/5WYLjIBbFkHly8/zz65L+W1tmQssHpZNwjdsl22rhQ1IHYjwgo4u7T5Z4yh29i5s+5g/5jsijZt796RgB7o480MQZcozgBmTqwK2GWCqbZ4pA9ftQrCLTfkg5Jq+d/0cEJC+9JKayf4X07QpsIZZShgnajpIMMFc/4ICIXK3W4t7SrBB0t2R8GffKn0UxmZQTYlXs/AoeWgp/fCEFmq5+UmTp4FLiznL2ktHHm2dCg85iTV2M3gHqdZIRAr/NkGMnt0HPN8Cjdsl5mSZYMFSE/qFFULeTbTPBHBzBoTaU0XdUobgSdJpW/LXslmbQoEEsX768urdxY5F6UqwBTZORwBf79835Miir/VPwTS+4+wkpGjz8i7w+fBGseFYsGQdncSud3V3YjsVf3FiA9UwseYH3YNU0tDN/49qgPbof+otL7rk/pGuyab9kW4HEbjo8I7GaHv8RS8TRDf7+QeppajQSa8HZRyrmHd1EDJOOiFVRs5XUsxj3Szabi68IlGYVV9f394twPrZKRGBeH3Hr3fum9DUz50kbm6TD4qLb+ZW4y+q0l9+ziKJYTUXkZkDsfLGUmg8RS9DVr8TSObkdvgkr+b2HfifNMRWKG4Ty7p3K5lWUj1ddeGKdPHa7KG5lKRDLo8sEyfjq95F8C7ezF3FxcBYxCv8E0IllkGmSNim17wE0uXFHv4Xd7oU4P/mL3NQLcqSBZOcXIfIlCYq71xQxcnARiyToHkg7C76NRRDm9ZY/n9okbpzPO4jrrs/70PUlcX9lJkqyQNOBEsRv0BXcAqEgS97rGVQiBCPXiTA4uIBpX0m678HV0qvMuz4kxsrri4aL++34JplCWSQu5tzCLLDCWS5FjTKzzhe27NdJLMfBRXqP1WojFo9nXTBcIFDe9SRRIf003D2icMyyQnHjo8RFUTEXiwpIbCU9QawVTRP//KF18NMTMOxHePZ3sTZST4FroNSbfN9fLIeeU6SNy8HVMq/+wt5aRTGF3DRZt8VwyURLPSEC89w2RKh0cuN26iIxl6KJkeZcSDOVPE/YIcWTXnXEEhn6rfT10qySzWY6AGhSLd/mcVnTnCsWj6OrWEQ6O2kFczZWXHo1msj6q16Ae6fJjT/luAixTi9ZYiDtZOb1EbF96jcR3pw0sdpWvyBWzoAvxVKa11uE184exu8pLS7ugdIXzWoBR0/Qq9kuipsDJS6KK6eodiQvQ26qmrmweNAiw7bG7ZEb+O4FknbrWVsq73V20go+6B6J1Zw/LLUqdTtI4eHwRVJ13nGstHPxbyJWQ2BLWa9OO6nGz8+CYfMlptLhWdlHQDPwrCVrNR8qY4K7TxZhq32PdAdYN0lSggEadpeeYV90Ehda3GJ4erNkr/ncJoF1Zy9JCOg0XqyPjES5npOnjAwwuIlll3RUXHE6O/jxAYmlFO5FrAAAIABJREFUGFwLxTJPrBq/O0Q0f/9YjicdlXoce4O4wTJN0slAV0Y8pSyBVyhucJS4KK4czSz9vfyaiFCYDop7bNvnMgcF5Nv58Rhpa9+wu6QCa1aJ3fw9X/pt+d8pN1yXGmKhbJkpN/SEP6WVi/+dEoQ/tlFcR4fWlRQkHihM2T2wSlxmddpKYD3tFNRtL/EJDVj7qlhJ974l+wW5gXsGiaVg7ygt6W/vK2m3BnexTDLPgTVffoearaT2I3Y+jN8rLq6itGiHwJKEhqSj0Oe/IlANQ8TiStgpGXQgsZ9WD0sH59t7STzlthB4JELOq9lC2v8rFP8ClLgoKsZqlWJHvUFu/CA3wNx0GDhbvlXnpoogDPpKrIE9y2TGCsgN8+AaGbAFsH8VdHpBbvzmXGmDYskX11P3VwvjH3UhdhEcXi+dh9MSpCVMvU6SSZWfKQF0B2e5WesdJaZyfJOInr2jpBP3+xD+WSPrbnhT0qIDm4s1kpMCUVNg5M9oBbnotv1POi3XaSdFl/f/T9qzZJ2T2o/B34ggOFWQRqV3lPqWM7vEchmzXY4V1ay4+MjoYnMu/O9u+V2bD5URzHfeZ5O/PoWiulDd7RQVc+6gxEtWj4fM89KexXRAbrg1W8q3foMrtBgqlkZeuvTw6viCZDb1+A/Wxr0kIytsBlqrh2RC5dZPJV5T1KolLw0K8mBeX/lm/9sM+Ta/ZrxYBqteEDEZsUYGhmWdh09bwWftpabE0UsEKiNR4jD3vinC2HmC9DgLHivpxX9+I+1ZIp6BI1GQGIfupydgz1KIGC0ut6QjEqQv6lGWlylxm/pdwMGFjNwC0nMKLv2simandJ0o6+rsLi2GTDkpYtpU+uiRk6Jmrij+lShxUZRPQa4M3PK7AzqNg7xU+OlJSY2d001EID0Rzh+SYLO1QLofj9oAh6OhbjDpTrX5Yq8d6SM2Yk07je7TVrDtU5n1YtwndSRtR4llsPVTWddaUHJTrtVarB7POmId6exh6yewd5lkrOVnwtk9YM2DNeNEJPp9KNZOlgma9IVHlkvzSqtFLB1HN6n4h8JeX4UxDYObCKXeAXZ+I6nId4+AB76XLDZHN85l5DFx6W5eWLgLY3pu6c/L3knOPX9I5slYLSVuPBCxSj8NK8eIq3DIPLGQqnKei0Jxg6DcYoqyST8jMZTG98pN/If+km2VVFipn5EoacEZiZJenJ8hbiQXH2ln0vIBiN9CXtC9RP+TxCPNnLHb/oW8d/tssWzQwYa3RDj+WSvf+M/8DYei4IkoiVnUaAIZZ6D1oxC7AAKbSuzl/lkS5HdwkYSA9ZMhfotc//beENgcTWcHeoN0JDMdgM3vQ+//yg2/w/Nod49AZ7VA/U5oZ3ajC7hLhGrEz+DqK2JgZy9uvnungcXMr/vPsm6fNEL9bms8r/RuUvKZOXnCvuWwf6U8//0Tide0fFAEKy8TVjwtn+fpv2D8vpL2/eVhKShJY1YobiKUuCguJTcNVj0vabOOrnBimxzbMUdcXTHvSwPI2IXQ4gFpof/LVCl0BLnJ394H3APwsctm4fAGOBh3S9Hk3p8kzoCdWCgn/wD+kJt482FSNJmfCTu+KunXdTZO3ttmhLiQHlwoLrVHlkvmVUEOWt1gdPtXgr0jWo3GaDp7zI6esu5PT0DjXrL3Hx+Q7sz3z0KXuBeORUNWErr+n5OpcyO3Zlc8yMJwMkYSA4JfkJu7mx+cO8RdXnrsdNJxpm19n1KfWVa+hnNAM+zs9GK11GxZOHK5sE7ZTi8xn9N/S4eBivp2aZq45zb9V8YSNOxRcbxHobjBUOKiKI3VIi6gJuGSpWXcD60fgfgYSNwrWVZ39JXg+cE1Mgny6EYRm90Loe1T4vLRO8D+leitVuxqt0G39mVpXNn5RbF2Fj+CNmw+dHsVXdopGeS19FFJH/5lqow59r8TvuouNS2n/4S+hTPu14wXF1Tv/0oaslsABXcOxL5hD3QOzuhSjqNb8ygOD/6IzrRfrI6Vz0tGW1Hb/zOxMgXTKwgSdpLidzefbTrNhiNpTO17Gx3qdcNxdrCIwwM/SIpz7AIa5eWzecwzWOzd8PIsvNlbCkhJTuKzHal4Oul5ekwsDtZcdJlGcSkWiYhrDRi+WDoPuPgUd5Muk6xzMmbg3EGxnMbvvVRcitrcOHqp+hfFDYcSF0UJFotUnq+dCLfdC89slaC0kyc8t0MKJ39+RZotJh2BBxfJN+yazcHeWUYHH/kVNrwtnYZrtwHfRuh0heODV4+DgXPEBXbmb3S5KZCdIm3sv+8vN9Sts2REsdf/s3fe4VHV2R9+753JTCaZ9Erv0nuRQEgkGEARCE0ERUQQFRSRdV1d17awq+gWCxZARSxY6FJUJEgJvUrvBAiQ3sv07++PA0QU/LkKgnjf58nzTO7M3DYz99zTPqeGzFK5YxbsWyJVYCVnpBKsSkspeZ6eJF5OyyGYk55m1SmNrltHnlda1kqzRMF40Pty5+8XIFMuncWSc5kzQtZzy8uU5JfyzobTADy16BDzhtUj+pxA5e55UinWagiBM24h8NAXIplvi5Dn3eWUes28s0Eq4j7/Lo+5YzoRHXXDj8+xPfqnFY/PoZulkCFnv+SC9B/8VMvzxbs79LVI0VRtbYhMGlxTGN9GA6H4jMjhL30MsvdRXL8PB0sjOF3sJD6qlPCCXZKrqH+zGJsuj8HqydI0+cBa+HgQ+cO+ZZ2nHVFNOtE4cwvBfl7pxlcKRn0rneflBZIkb3GHyLC0v/ds1ZhH7uZ7TILj66Q7/tDXMhTskV3iOU2Nlx6Ue74ENDEsALkH0TN3kdiwI76gJ9Hnj4YqrSXsFlYHZ7WOFMZ2xePRCOnyFHZntuiU1UmAmMZQnod/cHVqhgdwIr+chHph+AcGS1lySaYIYposEN4AHtwg+xD4Pa/DYscaqCrff0MU/uZf6UkEhEtp96mt4sGd66s5h7NYhqgBLHhApmT+HKNlYPAbYRgXA5El+WKs6FtVaQVlOWTU6MvAaZsAuD++Fo97vsWUfxhS3pRu/Ea9IKyOXNT8bPiqd+T9Ldm8tuIEAAtHJdAyuFR6OQrSxeNY8Q/pqq/dRQZezewtc+VT3oThi6XUePnzsG+h6HfdvVC8F1eJ9I6AGKLcA6gbeqHd/Lz0pnSZABXF6N/8Fbr+TS7KQVWlIODuhZgyNqIFNWLc4kzGd7uBLlVsUK29eEyaDismEp29lzl3fEKFLZYgi0ZwUKDkdnzeygu7yQRBF+mW101EBwcw5/4OVLh9BNmsBNsuQxLeHi3hxoth9pfnS7OlIfX7s3QMDK4BDONiIAMedQusnyKTB+Mfpby0Unm32OnD1+PvmNzFop9V9yYpQ87aI2GnTuNQ7UdRvN11/j3lyg+8Z72Rda+L/P45HbG6ibDyBVlHaRaq+DTauaooZ7GEvW55Cda/Icai6BS0HSFhMYsdwuuibXgL4h6U5kN3hYSoOj50Vj15gISRHt4GnwzGnLmL6IAIJg9cxse7s2kcWZXApOfxd+ahFZ+W3JKzmOj32st7QurJfv7AW3C6vZS5vAT5m/D7YY7DbCE65DccrBUYLXI1FYWyn0Y5s8E1hmFcDOTC1OdVOL0TIuqBu5x6QV4mpzTkeL6TER2i8Cs6LuOAa8dDkxRpBNzxsbx/w1uY2t3L2JsisPtbqGrXaBTkgKkJ0vB4QgQnc1JmUeHVCfDTCA+MRk9Pg+CqKFs42uutpXN++BdQmAGLxkHOAdEge2CdeEBdHpOxyZ8MgeS/S1Xa3BHifXQcK9VY7e6VKjNHEaAkrAXgKCTIojO8U216T91I7YhAPmq+DVPuAVnXutekIq3wpJyDH1Bc4WbxztN8uvkkj3RrQKf6Edj8ruLPR9clJ3NOesbA4BrDMC4Ggj0GwuuIjIpmIswazODGNjAFy6TGnH0yEfL0DsArnkLDXnBgiYg4bv+QqE3TeOymp2QuyeltMGy+hGvGbCDHY+OOGTs5klPKqC516Fk/kVaP7KbIqQjzlMGIpeKBZGyFWnHioQCYrCirHe2TO6DRbTIu+IZbxCPyOEQvzOuSPpgtMySPM2q5VP+a/aX8eMu7+FoOxR5g43B2IWeKHFS4vZT1uYXg7R9I4+TQ2TIcLazWRU9PmcvDX+fvBuDhT7az8rGbrq5xMTC4xjF+HQZCRQFsfR/Wvy53wyOXS1iqIg/8AqHDaJjaRS7kh5ZB0/5wy2RphrSFSm6kxz8lVFaaJVVlgZHQ/R/wYT/KR+3hSM4eAFL3ZdMguh5hYaGUl+QQvu5xEYhsfZfkYjwumeR4+BuoGYdL+WGt2lpCaVGN4K65kmtY+DDEj5f8icks4TavG3IOwld/kWZOsw3V7VlOVVhIP15A47q1GB5Xi+wSJy5lgsQnoWpL8d6aD7ikcKRZ16kbGcjR3DJaVg/BbNLFuFUUgSVAen0MDAzOY8i/GAgVBXBspTwuyZTcR3GGDOTav0i8gHM6YK5SuZBrOszsJb0nHocM5areTqRP8o/CyU1ibEKqYfcWkdKqChGBFh5Oqo/VpAjzc9Mk2h8ta48k89vdK6G011vJ/JSiDLxlBRRUeEQVefgiEcsEkZlJeVNCWLomcjSfDJYO+OCqIq1ii4TsvWgLHmTVgSyGfXYMh1fjr8k1+XfDA0TO6g4ZG6WM2hYm3tslJkdGBVn57L4OLH+0C68PbUO4xQeHV8hMm1UvnR0MZmBgcI4rZlzOnDnDsGHDuPXWW+nVqxczZ84EoLCwkBEjRtC9e3dGjBhBUZEkeZVSTJo0ieTkZHr37s2ePXvOr2v+/Pl0796d7t27M3/+/PPLd+/eTe/evUlOTmbSpEmcm9h8qW0YXIKiU+Aqh6RnRNW47T1y8U74s/SHjFwunsKQz8SD6TdVmheVD4YtEK2u9VNkaNZXT4h6sabLOqq1hciGRFDIcz1qs/TB1iQGnaKHaxnhJ7/FpCGhq1Fnt1GeLxVh+xdD/Hg8UU0odGlUBFRFHfhKmga3vA+5B+CdJHi3u+y7o7DyWLwu8XICQiGkOt6UtynXg3h3eDuiLRVYMzYQULUxjEoVz6ssV/p2nKWXPkelOUR9/SD1v7qLSE+25HSWTJBjXveanA8DA4PzXDHjYjKZeOKJJ1i6dCmfffYZs2bN4vDhw0ybNo24uDiWLVtGXFwc06ZNA2D16tWkp6ezbNkyJk6cyHPPPQeIoZgyZQqff/45s2fPZsqUKeeNxXPPPcfEiRNZtmwZ6enprF69GuCS2/hD4XFKQnzrTNEJ+ykqCmRwl9kKgz6Q4Vil2eKhWO3y/uAq4sW0vhtWvgjTu0p4TCEzUCLPNgzWS5KZKvd+Jcl5vwDpui/LJVQrJVovJcLkwFarw1k5/kVycZ47GmJbQM04kdWPnwA+H9ajX9PImo/NZkdLeEzKn1sPhaqt4Ka/ygTJgHDxVJr0hQHvSE9KeppUUhWkYwqryejEenRrHIOl+KSUXftcctyfDYO3O8kM+4rCS54iX3qalFEfWwVr/i3nqv7N8mREffDzJ7/MxZKdZ1h9MIfCctcl1/WrKc2CZU/LZ/trPKaiDFlH3hFpoDUwuIxcMeMSHR1N06ZNAbDb7dStW5esrCxSU1NJSRFF2pSUFJYvXw5wfrmmabRq1Yri4mKys7NJS0ujc+fOhIaGEhISQufOnVmzZg3Z2dmUlpbSqlUrNE0jJSWF1NTUC9b1w238oSjPk1DRonHw6dAL1Xl/SEAU1OooyWyfRy6ePhcUnpDS40PL4O14qdTys4o4o/KJtxJeWwzIoPclKZ/4pFyslE9CacoLb3eWpsVds9E0XaRU1r4uuYrYFpJn6fggeB3QYjB0nwRHVsCeubD4UfFiMr8Tr8hTITkZhXhGXZ8CNDFKvf4j45B3z4G+U2R50/6V45NBPKobHxB9NGfR+W5+Dn7NeQ2wH5BT4qAkuH5ll3ydBMkz3fy8qBLcsxTsMczZmsHYWdu4+71N7Dld/Ks/wovidsDys9Vti8aJAvMvoTRb+owWjZMbhfKcy7ufBn94fpOcS0ZGBvv27aNly5bk5eURHS1J06ioKPLy8gDIysoiNrayrDI2NpasrKwfLY+Jibno8nOvBy65jT8USn1vtrxLLvY/xOeDsjyZLJl/DGYNhtTnJfdhssDOzyX8k/YfCTutflmGX1XvIO9vPUzyLa5SWe7zSs7CbIH3esKCMeL1nNt29l7p0vd5odtTkqNZ8JBsu85N4CwT3bA5IyBzp+wfiDc07z5puFw5Gd68UXS3GveWXM+icfDvhlKQsGmalBNnbJEu+q+elMKEc3f4oTVFxNJdIbpp7UdJ4cHNz0rhwkWYv/00/1xXTs7IzZQ/uBXqdcPnU7i9Xnwmy3ntsMRaVl6+tTr1ouyUuzyX53P8Ie7yC4sHLrHP/y9KybpAzqG6uGE1MPilXPFqsbKyMsaNG8df//pX7Hb7Bc9pmoZ2iQTq5eK32MY1iS0MRq2Ume9eZ+Vs9opC8SysQXInXpYtYa2Nb4uOVc5+CUnlHRGdsCYpcjE+9DWq4dlRwINmSPPhkRUw7SYYuUzu5P1DJfewe55s6/Q2CK8rnkLxaej0CKrgJBo+0E2UBFQjP2UuJpOZUKzY8w6LlljmLjFc7goZNxwYJfsb2QDS/ivrLjohXlHhCZnfsvhR8T76T5diBFuYeFrZu6Xjv0lfCZ/ZQuUv5S3YOF2203k82MJFAfoidKwTzjd7M+nzwVFeH9KGttHBOAqz8F9wL/rxtaj4CWjtRnDDxqdpWJrJbcPewmkPuzKfq/KJLlpkA/EAAyN+2XoCI+HuRbDtfenvCbhC+2vwh+WKGhe32824cePo3bs33bt3ByAiIoLs7Gyio6PJzs4mPFxky2NiYsjMzDz/3szMTGJiYoiJiWHTpk3nl2dlZdGhQ4dLvv6ntvGHwhIA9kh4q5PkFtrdK82CmTuliiv/iIRY4sZKdVXDXjKHxBokF+GAcDEkX/8V7v0KdctktJJMWVfBUfEgMndW3kXnHZZ5Lg1vg6SnReY+urF4TXUSoTwX5R8slVlFGWANZntUX+5+cw+aBnNGd6Bt9Q7ibVXvIJ5JWbYYAUsgPJAmoZzuE2HFRFESWDBWNMfC6sDgDwFNJljumi3r6PVvkbjP2CKhu+8TWhN6TPxZp7JZcBmftd0v4plWJ6roNF6nA/34WgC09NVQpSXa3gUA2NImY+v7xuX6JC8kMFIMjFISxrxE6fT/i26CqBukfNzg0lQUQPZ+OefRjeV3cTlxO2SEt/LJDZHlF3qi1yBXLCymlOKpp56ibt26jBgx4vzypKQkFiyQH+GCBQvo1q3bBcuVUuzYsYOgoCCio6OJj48nLS2NoqIiioqKSEtLIz4+nujoaOx2Ozt27EApddF1/XAbfxjKckXPy+eRiwiIAKKrAkqyJPleeEKGWH3UHwrTZSDXyGUweqVUXFkC4aHNMPpb0P3QzolLFqTD3kUw+CO58N85R+aTbDs7rXH3bPGIhi+W+SszuksSvH53NJ9XBnel/QdW/4sd2RL2Ugp2nyqSwWEb35Yf9MkNUs68YqIYvUXjUQGRYI+VqrWw2mLcQCq2LEFiUPcvlmUZm0ST7JMhcpxmq0yBLMyQUODPpTQHfdbt6EseRZ/eFb3oOPprLQjw03E36QcmC6r5YDFwsS2kXDr+0UpRzSuBPVoaTYOrGkrIV5oTG2BGT3j/7JiJy03+URnX/WqLyu/zdcIV+2Zu3bqVhQsXcsMNN9C3b18AJkyYwOjRoxk/fjxz5syhatWqvPLKKwAkJiayatUqkpOTsdls/POfckcVGhrKmDFjGDhwIABjx44lNDQUgGeffZYnn3wSh8NBQkICCQkJAJfcxh+C8nwJEe37QpLcQz6Fr5+S5LM1COrdBDlHIOVtCSvdNU+aDpc/J+9vdJt4B7pZ5F6CYqXUd91rUhU1bL7cPb/XAxr1kbJj/xC5uDpLJQwXFCtJ4pHfwO0fiVTJl49Lh//uudB+JOQdZXBNO99lRGLWdW5tEgGrF8v0x7ixsq38o9BqKOxbBNl7USY/yiKaEViSjoYulWGrJsvo4jM7ZOZL0tOw9hVoNlDCayBFCZumyeCthr1k5kyVlj8zFOSrzE2c6/PxedCOrcLd/SW0Hi+g6ya03AMw5BPJNRWdlKKE9qOkf8fg90tJZXTk/626/CWcWF9ZcHJwmfxmrxM0pYxMHkD//v2ZN2/e1d6NX09JFrzSVDrVAcZsBHxyx+91i/vtqTg7C6VMjE/kDfD5MCg6iRryKQREoZXnSelt67uk2izvMABq3A7IO4K28EEozUa1uQcttiWqUU+0/YshIEJCUm/FiVcz8zbZbnA1CcHMHg63/lvKkBeMoaTZXWjKS2CTHmiLxqGiGqO1GiJeUEj18wUFjoS/kR9Yj4JyD7WCQDmLCHJmSXHAuUbP0mzxllBiODe+LTmfam1hxq2SiwFRcg6vd3GF4x+ilHhGW2ZAo1vh6CoZCdDjnyKX8/0wRs5+eONGeVytjRx/wC/MiRhcG5TlSkGI1w3xj1w4auFyUHxafnsep+QbQ2te3vX/Blzq2mn41NcblgBIniihp+a34yvNYq+lGU3KctFn9ICYZnKnf24Q1t4Fojzc53WwBqNteVcmTX7QR77wXqd4PUsmQKthEtbKPypy9BUFENUQn7McbfO7sOZfAKi75qGNXinFA4NnSWlw53Ei8dKol1yQdTMqbixBK/+Jr8UQNP9gVPtREBhFedgN6CWZ+IMYy1oJHPRWYcC/VvHqHa1ZtLOQvaeLmdizJrVCFKosBxr0xG2yobvLMdvDzlaxlcHOz+Tus/29kPaK9Kb4Bcp5OoejWIyYbpLEvp9/5XM+r7w+7qGzqs2lYpisQT+OjwdEygTPU1vOeorGWOLfPYGR4g2DeOCXm+CqEuZFXX7DdZUxjMv1hm6GZoOgYS88mol8FUR1k462bcHZccHboPerckfvKJIQ0ckNYnQ8DhF+BNB0HE1up7D5g9iCwrCPXI5J0yQcVnwKbGGou+aiffcJWtP+ovl1DuVF+QWCJRjN54PIRhKaOrFRLu4R9SVs9sh3ZEQlEBkWgv/WaWirJgNguXsJGZY61E7/Ehr1QtWKY+X6HCwmnUCLibdXyajivwFvNt5N0LIJ0GwgljZ3Q0h1VLETLayWhNe2zpSpmuG1of1oKZX2D7nQMJxYJ2XYJgs8sObCYynLFm/EWSxjAFoOEa/IdpGQWmAk9H1djLItTIyRwe+fK2FUvs8PB8FdJxjaYtcTZbmSOyk4hlr2FOaZvQgr3o/PUQwtbqc06R8UJL0EJn/xPIZ+Dts+RNWMgzPfwccDxeA4CmHkco7cOJHEt/fT/qX17M3X5MLscci2PE40i11CUStfhMj6MHoVpLyNZglC++ovaPlHxENo0kd6XvYukHyQnw26PQO6GT97GCazVcJgZzFX5BLsp6TCLDACh18I/VtEM7ZLNWpH2LCa5WvbrGoQlrz98qYT62RMct4htHn3iVEIrwvJz0PM2TChbpLw4A89jkNnm2y9Ljj9XeVyZ5nkWzrcJ3eVh74GtErD4vNJtc/3sYWRr4dT4jF+Wga/A1zl8rvxXH5FCcNz+T3i88qXwhIgF0x3hRgFVzmE1EBZA9FimoIlAL9v/054/W6o8jzM7R4gp8RD6IGlaNveh86PQvsREj766gmRFdk8HW68H9wO0tKl4umJWxphDQym1GTCfs8S2P6RyOqjiWxMp4dg0SMyYbLZQPjuYzF0tnBpqFRK8ient4lhMVmgSQpKMxNdsg9NxUry2xIoOYrI+oRYgNbDSC9wY3UVUj1A8UDQOjybPuXb8X+mwOGjaoAP63fh4mkk/BkOLJVO/5LTMqgse58UF2TthQ/7Sphq9Mofx7U7j4Mz28EaIgUPIAoHa1+VQWLJE8+OZdZFDgfkfB/4EvYvgaSnILIhaBr5+fnojgJQbhzBUfgHGTkXg2uUikKp8tz1uegK1ulyWQtQjNur3wPlBdIguHO23GUcWyWJ8cPLoTQXUv8OC8dIsj62OZqrXJSJI+qLtErOfrR1r+Ov+6gdBNrSP0kl1cIHoSQL7dS2Sp2sqEaSS1k4htuax/Ji/+a0i1b4V2STmZNLSWGeVENtmSHGreUQGU185juRg7EEgtdNScpMTvlCcWYdQG2chur5okjlD18My56CLx5G97nQVr0sxnF6Eo6QuhytfTuzjgaQp4dz3GVn/rYMKjyAswj9q8exbJpC1WlNaeo7TFjpEakmu3O2HGuXx+D4eilS2LtQPLDDK8UYet1iME5tA8Dj9ZFZ5GD3qSIKLWfLmwe+K8rIIFL6a1+V4/rqL3K+rCGVqskeJyx/VqryZt8DZTk43F7MxemETm9H0PQbMaVfgdJVA4PLhasEvnlavtsL7q+cFHuZMDyX3wOZ38Gs2yWf8tAWyQ94XWJkxu2AlkNQjmK0/MOADkv/JB7FsdWoMRvRdn4G9bvBiY1oNTqIjEr2XqjWTmT1178Jg2aiOo7B5x/Ge9uKuPmWj6jl76F7XSt+K17EsvNDvHWS8PT6r1y4NR2V+Be0Ol3EI8neC13+JMnwpGfILVb4m02U6CF4W96Pt9hFSFQbAt9sKfmLxCckD9P5YSjPhfjx5EXdyM3/TcOnYPmBPNrXDqNPyyr8ee4u5t5ZGy2qkVRkVWsjw8si60uYzlEofS575omH8UFvqcLxD4W75kDHBySkFRABNTqAUhQ73CT/ZxUlTg9DO9Tgr72aYLd+7+dgCbhwRn15nhgWr1sq5/Yvhds/gNRJkPAYuMqwokHRsfNyN6aMTdC8///+eZcXyDky+/+8ijYDg1+CySKh4/yjUKPjeRmjy4VhXH4PnIvrx42VC1x4HVE8Dq0pF9tZg3D0m0lpzZuJoAA9uqkYl4BwlDUIRq9Cc1chX2PZAAAgAElEQVRAQTqlbg3bnXMxOc5Wi6X+neJBc1iV4WP9MQf3dQnmk+0HcbvDuS9Ix6Zr6Hs/B8B0bAVoPgiKxRf3EAVuM+Flx9BqxkG7e1EHvkSbcQt0HEt0k8E89eVxRsY3Ydi7G/F4fSwc2xlt5B5sfjpRFUcwH1kOX4yT/eg3DZOfFd/Zwninx0vHuhEEmjy8OrglynUGbcC70shZlgOb34GQ0Xg1E46sYwRGVJcQVs24yr4Br0squOyx8OA6eS/AxmmERNRneLtIpqzNZM/pYlweH1i/d84Do2H0ajFcXrckXQMjoeQMvNNNQonB1aSsecljcHgZWu14LP2mo5rfjuYoQOs87n//rF1lsGmqjAwIrSWNrcYoY4MrgT1G1MsdxSKJdJnVBwzj8nugRnvo/ZrIT5htEsLJPwYRdaXDXils++cyu7ARvcNPEhr/KNrNz4PyoNDQAqPPlg03wh8HUzd5GNimCtHrJ0HdmyjQgnn4MxlXcCy3nP8MaEaDjDn4TZ8Mt72CSngcbe2rqPgJ6JpO1uCvmLe3GG13Kfc7l8D612DEUrTU52V/lz2FuVEfthwvpEfTchrGBNGjaSyvLD/Eop1nqBkewJz7bySq5CvOqb4pdxnBVhMfjGjLpqP5DO1Ym+xSF8pspUqQP/rWlfDlnyHxCVSLwfhueRkXFsYvzqB6aHOG1qhOTOcnsZvMcsH/bpYoIgdVFSXnktPS2xMQQenQRejKzaMJFvbkenny1saEBZyt7PI4xUtxlYphim7805+NboIjZwsC0tPQNQ1u+y8oH5r/LyhFdpdL0yhA4fEr2+lvYGCPqQwFX2aMnMvvgYAIaNoPFVIdn6MYr88nd826WZ4LrkZ+20c4VujGlH8IrTRTGrNeb4v+7SQpnZ09HKYlYt4ynX6NA/h69xkJLZ3chJ8OZl0u82EBZmoEmwhcPUkM0pwRaC0GwwNpaP5BaKe34VXw31WnaVszBNrefbasuViqzkAGjOkW/tStDjdH5PJOkx3c2iScjcdEmfhEfjmnipx4W90NHe6HuIehYS/8NRcdwysY2ioUh8fHx+vTmbnmMIXlbrihJ1RpBXsXUFDhYcFRnb7vH+DrPVm8uzadvHIvhTE3Qo0bIaqh9JmE1QZHgXgDR74F3URWv88Zv+Q0f0vNp6DczduDGtAg2l4pblqaDa+3gSntYfuHlc2o5z+LSBky1u1ZuGcJWEOlGz+oivRD+AVI0v+XGBaQUF73SfL5Nh8k/xsY/A4xPJffA2W5qNPb0fYtQts2E+okoga9j5a5E2+Xx3GFNeBgjmJsYiTBX70ADTqJ4QC0g1+iEv9SOffjwJeEth9Ly9oxoG6CkGqEbX2dL8eM4kCuk451wgnUKlCNe6N994nkG5yl8N0nsO5VAGLv/YbVf07go40n8dTwp8OwhZiUV+RY3BU4zUH8bdkZqoX6U2rLISxrM5aI2kzu35oXvzpI10ZRlDrcOI58it1dJmW+Xjf6252wOIqo0nMyrsb9mVhzC/6n1uNxPU25bsPS+w3Mpacxu0sxY6ZD7XAOZpUSFWTFpGtSolxxNoxlssj4gINfQo8XoOEtkL2Xd7aXsXxfNgBdavrTr0WghNls4aLTVXy6siz6+DqpYvt+v4rJT0JmNePEaOu6DCxrNkCKGb4vh/9LMPlBzU5w37eih2YzjIvB7xPDuFzrlGSCuwJNM1HSsD+uzk8TVp6OtuxpVNvhmHQXNmcuHavGkINOWbfJ2AoPod2fhrb0McqbDcWn27G3vksk8rv+FZOfFbdSVDQbgm1qB2zuChrk7aFez8kUVeTyzs4SRnV9Hv/Ex0V3bOsMuZCew+ti0NSNnCyowNkxlo5Vo6H4DFrq8zi6Ps+f1pWwZNcZALoMq0/bqIZYd7xPp7B1vHfnIyiTlQCTB/vsyXIhr9oaGt92vlpFO5KKpUF3tK/+BIC5NBvvbW9gnt4FfF6C/UPoef964mrGMqJzbYLMPvx9ZdhVBbwZJ3mSMRtgx8eyv6nPw30rodvTtDxYDusy0DSoXyMW0l6WZH+/aSI8GVJN+n8yNkOru37cE+MokfDc7rniOT6yU95jvXCcxK/Czwp+RiLf4PeNERa7lvF5RI575YvkhzTh9SMxlJSUoH+YgpaxEU35UAe+hHe6oebci92TT+Cs3ugfpaDNup3SW9/g5RM3kO30w9F+LN4BM/DVTkRpJpqGKay6F1WjoyTy4h9Ff7szYdPbMbRmIScd/tIkuPa/5NftjbPTBHxJz6BS3sIbXg+L2USrGqE80qQM7dAymRfT9w1MWbuoGyHyKboG4ZEx+GyRqJufxXpyDdVW/ZnqljLCPfkw8H3oNE6mWPqHohrdJjmOTg/LXftZj0EFV5cL+Tl5+ZAaWPMPEX18CfXKdxJ54kuCPx+AdmCJiGKCzJWJbSGPmw6Q+n1bGF0aRJE6IYHVjyVSN8ABG96U2TVfPSFVYFvfF6/H57t4Z7Y6W1Bw7vPxOn/8GgMDA8Nzuabx+WDHJ7DzU4riX2La6q30qttAcgm9X4GKQikzBrSMTVhNiDQLQMlp8iu8VIkMx2wycbAimpqRdQk1ufHmHsflrKDQL4yIXq9IviV9DZpDZsgHH5qHJaEJaP6U9X6HV9YWMPvjXSQ16srE7lUJ91bw6ci2gCIwd5PMq18yATrch7nTI4zQ5SIeFagT4ziGHhQjumIt75A8js8Hy5+GguMQVhtVlAHhDdBufg68LryaiSK3ibAHN6ByDkDVVihTIO57UyH3IKawGugf9YeiE6hHdqJ/0Bt8XrSlj0k4ac98kXi5a64k6E1+kig3WwkJsBIScLbksqS0stz4hh4y5KxZCkxNFMNx6GsYtgDs39N8soVBypuw6mVpGrX9AWcFGRj8DAzP5VrEd3YYVHm+GBLA5qcTG+zPE19n4rlzPuroaplt3+lhsASimt+OV7fiGDwbGt5KxaBP8fgFE2Izs3X/EZqXrmXxzjMUu3wQUo2Fp+wM/uwkJ4p9+BRoNW6U6Yb2GEwdRmI/vR6VfxxXcRa7TpVQ4fayZNcZCio8KHcFUUV7icpejxZeT/pLALa8B8qL06dT4fZis5ipCIihJKadhL7S/gu75qAsgajaCZC1G45+ixZcDe3jfpLX2beEXE8AxQSBqxzdEoC+Yxb+Sx/GrzwbU2wTWHh2wNmIr1HoqHNjl6u0FENy5xxpqrRHiwf06VB4owOc3i7ntqJQwnEmi4wcGLVc+mMa3QrolTNwzJbKpsnvE1IDbnsFWgwyciIGBpfA8FyuNUpzRNE4IFwqpKKbwNDPiPHlMn9MR0qdPgrwI6hOEv7vd4cOo1EPrMWLGYcy44jpwLwaMWz5roK74kysPJDDcwlBqONHSWrWHXvpQQqyjvP5jjDeHVCTeosHSTgoeRL0fROCq6IdXQULx6ABoaNWMHlAM55dtI8OtUKJDDST7QmH0NrEHJkrkx5b3A47P4fWd4Pbgdlf4/Vvj5JX5uLlgS1YdSCLRzrVQ797MR7dwhurTzOuY1/0BjeDyYp2ciNk7QH/UHz9p6NpEYRbTGjpGZLL+HaSnBuPE+InkNF9OtX8nZjeS0a3BqGGL0Z5XWgmP5HGCYyuNBAF6TIoLbKBeBlZu2W6ZrW20HYEvB0vr2s/GuomyhTLobNlPkzzQZcWFbzSYoYGBr9zDONyLVFRJEO5Nrwp/wdVkRHBezaj+XwERNv5bGc+g9pVZ01BOC3v3Uig1YzbFMKIj3fx5h2tOJKTT1zD6nRtZsKqnExKtBOetRbV4nb8PaWo/HSCHJk8mtCEYN15fk4L22eiGvdBO/ItnNlBWYdHKG08GJM1kgab/8Fb/R5FryigSNkYP28PdouJlwf2x1FeSvWkZ9DiHwW3A604gy0nNLYclybNWZtOcGeLIEwLRkui3j+E+0au5bgjgBCfE69SRBxdhalKS3w9J7Muy482tcwEWM1SVlyRJ/kWn0eaCsPqEFjmwFdegEkpKDyBtmk69Jh08XMaWlN0zeIfldDc3gWQvkb+mg+USrWyHIhtCqE15PlTW6HnC+IdGRgY/CKM269rhZIsUfZtMRjiJ0iC3BaKo+AUvhodoVo7gnQHj7RUKKW4b9ZuOry+jw6v7SXXobP9RBFvr0mnQ1V/6mR8QVTFUUx+VsK1UrQDS9Bfa0VY8X50TymWvAN0rmYmNCwc1WyAhI8SHpe7/RWTcLW7nxUxw4mbls7wWQepaPcAIRUn8dljeWftSbYeL2DVoVxW7c0gyuzkpXUluKxRaEdWwJyRNI22EmgxoWnQpUEU/roPrfC4HGdEPTQNwgKthHryiF7zV0w1OuAb8C7/3q5x34fbKHWcVWgNjIDg6vjGbsY9bDHlcRNQ+UeJ+ORWzOv+C3d8LDmQ1nde+rwGxcJ9K6B2gjRHxjSV5edEMu9fIxI6TfpCWF0YuxkGvicyMQYGBr8Yw3O5VvB5JBG9dyEk/gUeXA9+AZTq4YSd+AaCq6CvmgzbP8R61woaRNs5lF1KhzrhnC4sp3+LSJ5s5cBvw2uo1ndhMtsIVsVoB7+EQ9/INs7sRDv0FRxbjb/Pg0p6Bq1aO2jcB+UXABqouLGUpW/h/a21+EvXqgxtFY7NkYk2dyQhncbRtWFfPthwHLOu0byKHf/dH/JY/D2YV01CVW2DBlTZ+jLfjH8Bl8+ERQebHohn4AeYDy7GVzuBwGWP4ddsMHrNDtDjBbxo/Cstj7fSMkhsEI5ZuYAAfD6Fbgng35tdfL7VybhOWQw79hwUnUQrOiminGM2SmPjD1EKijJkVk3NOPFKWt4hOmYth1TKufxQT8lRAMteAnToO0UMr4GBwf/MFTMuTz75JCtXriQiIoLFixcDUFhYyKOPPsqpU6eoVq0ar7zyCiEhISil+Mc//sGqVavw9/fnxRdfpGlTucOcP38+b731FgAPPvgg/fr1A2D37t08+eSTOBwOEhMTeeqpp9A07ZLbuOZRXpmaCDJLu9FtsOVdVJuH0Y6n4areHkvGZgCitr/OrOH/orS4iCB3DuERZcTdUh2/N1pLXmL3XLh7IeQegAbdRYdMN0PTPrDyH7I5eyxuk42SGj0IUcWYnPnor7SA+EcJbHcHf4/xUPvEPALffErCU73+jTbrdtqNH0Dan29Cd5cSunYi2v75mGObQ/x4fLoVvcaNmMuyiTA5+Oakh/phJmIKVuGMaIK72Z3YZiRBaRaWQ1/DuO9g+bOYijIY1/cdxsRF4ynKBE1jxtpjHM4u5eGk+gxuX4NdpwppXi0YZb0N7cR68Ujs0ZcWdizLhneSpBIsuJpI7QdXlV6a5c+Lx3PLixfmVHw+WP2vSmN8fC007XdlPm8Dg+ucKxYW69+/P++8884Fy6ZNm0ZcXBzLli0jLi6OadOmAbB69WrS09NZtmwZEydO5LnnngPEGE2ZMoXPP/+c2bNnM2XKFIqKpNHuueeeY+LEiSxbtoz09HRWr179k9u45vGzSX4lphn0/CcsGgfOYsJUMbld/s7rG4oo6f5viG2BatKXqDXPUGdmGyJn9UDL2S/yJeemSJqtIhVvj4Evn4CohqibnsBbkgN3zkXd/iG0vQdL7l58gZHokQ1gzwIxcGv+hX58DfVDFIE73pX1ndwIVjuqSQoBmoNYPZ/YvI3YOo6UHpXoJoCOqSwb7a04tJm9URunsvpAJg9+vo98rz8B7yViNpnOV78REInSzSL33fMFbEvHEbTwHsLCwjlW6OX5RXv5eOMJXvhyP4t3nuHxno1pFmNF83lEbO/2D0D7iUmPSkmvC4jCsFLSXLngAdEC2z1bqsa+j65Dg+TKc3guhGZgYPA/c8WMS/v27X/kMaSmppKSkgJASkoKy5cvv2C5pmm0atWK4uJisrOzSUtLo3PnzoSGhhISEkLnzp1Zs2YN2dnZlJaW0qpVKzRNIyUlhdTU1J/cxrWM0+3FaQmXWP/Qz6Wj/MR62PIeZuVi7eE8Xl+VzkOrdHZ2nYGvdldUh/tl9kqtzuTHduZfabmUDv8GlTwR+r0Nq1+CgnTUgOl429xDiTUGU0g1ykPr46rSFsrz0dLTiNSK8WbupKztg6IRVq0tnuod0U1+qI6iwqxqx6NCa6G6PYP+dmdMn9whpcUzbpHplZvfEZl5V+l5uXn/4mOE+us0rxaMtW5n6WRXClLegrsXSD9K3jERmTy+XsYHnNgA331KsK0yVBURaCE9r5xJS/ZSRgBseAPe6wnrpoDJdOmTaguDe5aKNMs9S6T6zi8AGveV50NrXVyqpU4ijN8leZiQmj9+3sDA4Gfxm+Zc8vLyiI6WGHZUVBR5eXkAZGVlERtbKSseGxtLVlbWj5bHxMRcdPm51//UNq5VcovL+fc3h/H4FH/p2YhIsyZ6XhmbJWTjZ6dprD9+Jo1Vhwu458aqYPbDY7ajD/4EHIV4Kkr4aPMZVh2x8eEdA4nYOBka9UZVa8v2bMUTXxzi07vqk2uycboMqlohat69qBsfwKuZsaQ+S/GgBZy+dTYmXScq7wSBGWsoazMSS4NbMfsc6MufRaudAO1GSjVbeV6lBlfWboqVP8Hh9aQYoegE3qRnGeQIJjzIRrD9rJZ9USZ8cqeU+r7XHa34NDToAV2fPDu7JBZqdyY22J+l4zpzqqACf4uZUTO38EhSXfx1nyTgy3LltRebY38Os1XmvlRtXdmrYvKDG0dDqyFgsl4YUnOWSMhM06VKz/QTXpGBgcH/y1VL6GuaVqlE+zvexq+iPJ+l28/wyeaTANSLCuQBW6pUNjW/XaRfTH7UCfKx9k9xuL0QrEoocILZFIyrJAdzWRHB1Wvy+pDWTPn2MOvO+OjeuD/+u2fBhjdpVaU184e1w1FRytA5hzmUXUq9qEA+HfIZUYfnoaNQvV8jcv1EAjs9huWbv2HaN4/MEZvo+epW3k6pTsfUQZIc3zUH7v0a9sxDs4XjS3gc/dQWchP+wROLM3ihTwOi2twNFQWYSk7TICYMrJVDUszBMXjuXIBJudBK5WaA01vx2augj9sOmbshtBZ2i0aT2GBusOST59RY9kALQiwK65FvoNXg/22+yQ8/f1vYxY1S+lr49A4ZafDgWvHiDAwMfjG/aSlyREQE2dmiSJudnU14uEhnxMTEkJmZef51mZmZxMTE/Gh5VlbWRZefe/1PbeNawOH2klXsIKfEIT0teUepE1E5s7p+mAmim4pw4VtxkitI+y9+X/2ZaF8e1WZ2IGjO7aTnlpOa7mT4wlzeOhaNyy+IhjF2bmtRhcRqGv4f94HvPkU7tAyTs5CAknTc9iqk55UBkJ5XjtsWBac2o7tLUYFRENkQ2+EvMfkHgj2aMxUmCsvd5JX78IXVkR0MiBDZ/2ELJWHefBA7OrzM0Hk5ZBY70MtyYNtMmH+/qAvoZpFdKcmEiiI0TcMcEotmCYLBH0PTfviGfM6JQifMuRdmDYKpXaTvRNcxh9Ugxt9HrVOLCJ07BOp0vjIfjM8H+xdJ2M5dDmd2XpntGBj8gfhNjUtSUhILFiwAYMGCBXTr1u2C5UopduzYQVBQENHR0cTHx5OWlkZRURFFRUWkpaURHx9PdHQ0drudHTt2oJS66Lp+uI1rge0nCuky+Vv6TlmLy1kOFhstQl18fX8zvhzZiPYlqRKqKc+X5r+yXNj4ljT2pf0XbrgF3BWE2PwoLCrgo54mHg9dgak8hz1nSri5cQw5biu+dvdK4vymJ+DQMnzFZzCbzbx1Z2vi6kXw1tBWWD1lcOBLtEXj0Q99fXZ8cFtoew8MnEHNII3kxtG8u60YR9/puIYtQg1fgpb2KlrWLninG/ob7WlmyeLhrvV4Z1gbIvQy2c/cg1KQ4CiB/V/C1ARY9hQUi1IyAWHQ8BZ2d3iJUcu9xNhUpSaao1DKsvMOy4THiiLJkwybK82QVwJdl3BedGPRC6sVd2W2Y2DwB+KKhcUmTJjApk2bKCgoICEhgYcffpjRo0czfvx45syZQ9WqVXnllVcASExMZNWqVSQnJ2Oz2fjnP/8JQGhoKGPGjGHgwIEAjB07ltBQ0XJ69tlnz5ciJyQkkJCQAHDJbVxtnB4vH25Ix6cUz95cRaqeik8RENmU+sfXoJ3chH58LTRJguAaIvceXk/COkrJha/+zagb7yc6wMTQ5sHY3kwA5cNhi2VPfgvGfryNlNZVeTzhcSJbDMZnDcHTdhSn/BtSTRVz08F/0KF+AwIOfQhV/yI7Fl5XDMvGt6WRUGmw8U0i4h/l5X4NqXC6qKgowV6ciWbxhy7j0bZ9eP64zKc20VvfAebBEm6KqC+GoU4C+Nyw/BkozZLBWzfeD8FVzr+3xGOiQYQfln3zoc8U2PKuTI/UzfDJHTKqefsHMH432Kv88JT+chxFUmZ8YlPlPoXXhbu/ODuA7drxdg0Mfq9oSil1tXfiWqB///7Mmzfvim5j7+ki1u/P4E7XZ/hvfA0GziS7+s28t+4EXp/i/i61iCz4DhVaC5dmxZqzSzrJK/Ihqgn5JaUcLNSICAqgXijor7UEpcgesZGEd47hcEul1roJHan65QgKe07hrS2lHM4t440+1fHPWCsX0uIzeGp2xpSzFy0wEt7rAWhSuRVcDfyDJFQ0bzSc3irlxgsfkqT7kM+kZHnZ3yTp3X4kfDwYHtosXldJllSN+YdIg+K3k2DjVDGO/aaJFtnZPEiJw43PVUFw6uNoWbuhVme48UGp4vpksBQ1WALhoa0XGKVfTf5ReK21PG6QDAPelf01MDD4n7nUtdPo0P+tKM2mcc63NG7SFG0n4o1snsY3JS15e9VRAGL8PYw6/S+08jy0/jPwhdaEzD1oZgvK6+ajfT7+8+1xNA02/6k9kXd/ge/4evxCYhnQxs3HG0+QeEMEFqsV+kwh9PRW7ou/mRKXhq6XoXbPRTuwFNWgB1qtzmgLH4Lk56T8Oay29H342cSIuMrlwl58Gpb+WZSGLQGixeXzwi0viYeSOhH6vFY5LCsoBvheFVb8BBGIVEqe+16CPcjfD/z9IPnvsGOWlFbbQuVv8Eei/1W1zaXFI38pulmqwpQP/Ozy2MDA4LJiGJffAmcZbP8QbfW/JFQ0dgvs+wLq3ERscGU1VRW7CdxlUHwKS94++OwuKkau5stTNpoF2DleJE2BSsHhAh+Rmhu97QjCfGU8lliFsV3ro2mwL6uU5jHBhEY2IDJ9CeF1EvH4FNqBpQBoh75G83lFrn/FP2SOfWRDiKhXOXnREiBikHW6yEU/ILyyL0Q3iaHwD5FmRmuQlP7+gLwyJ6kH3FQPjaJ59RAxJhfDHg3x4y9cFhQrqsS/hrJc2dcfVofZwmFUqigx39Dj148mNjAw+BGGcbkCVLg8FFa4AYg2lWHa/wW4yuCuOfDxINCAkV8D0NZrY+4DHfF6fTQIKIHjsaikp9HS/gPKh6XkBLERHbDaAnise0MAagWbaOjaC958yN6FJ6wBWRUaoXaNnq+uprDczYaHmsBHvcBRiFarM9nd3iA24QnMm97C1340+W4L+4Nvpc6AWwgLDScgqDIs5HR7KSh341N2QprcQaD1El8TP3/5uwQLtp9i4uJ9AEy/uy3JTf6HEuJfS0E6zL5HDGD/aaJWcA6rXXpgqrX57fbHwOAPhmFcrgCHskvp/+Y66kQGsvQ2N6bFj8oTHgcMXyJ30h4XLBhDaNZO2o78BuV2oi15FKq3RwuMktBU+1GYat5IO2sYp7OyidTdvNChAvOW99DnzpX8hD2WXGsder25kZWP3UTxWaOmKS84z86kLz6FSdd5x92T5NtvJygoiI93FPBqqsjtvzG0Db1aVBqX4/nl9H49DbfXx0ejbqRTvV8WlvKpiz++4igFaa/IcDCAY2nQfMBvuAMGBgaGcbkCrD+Sh8enqHB7cev+nA8G+YdBtbOJ5DM74fAyebzudVTnR6F6B7SaN6LQULf+G6UUHq9COcuombUcfePbMHCGhM5qxaPa3oNLmXhw9mm8PoVJ05g6rC0Ltp9Gt4WiBs5E2zufvLbjMdmC6N/Ui7nwGGZ7/Qu8kQDrhTIq208U4PRIccCKfdm/2LgMaFMNf7NOgNVMh9q/YQWWpsmgta0zJFxXpflvt20DAwPAMC5XhMHta7D2cC5FFW7JV9z9hUi910msfJE9WlR6i09DVCP0gHB8N94PKyaiucvR6twEXz0ONTuh95mCtni89H+8fwvc8xVYbGheN4VaBC2rl/NAQj3sviKSHd+QeFsylqAwSu23Mie/MctX5POf9puJnn+7bLtJH/r1nEqNsABsFhOtalw4qrdrw2ja1w6j3OXlnk61//8DLsuDg19JfqN+ssxhAcIDrQyL+xnvvxLU6iQaYbrZmHNvYHAVMIzL5aSiEI6uJPTUVmYMfJBicwQBgVYISfzxa+0xcN9K8DrPVy7pAEdSoctjItDorsB0JBWfqwxqx6MdXSnz2y02EWF0ZhIT6Oa5Ps1E6+uVFuAqxWILgzEbsQVE0bBqONPWnsQS3QAsdnCVUl7rZqx+Jm5pfvHy3uhgf6YNa4dPKSLsP07U/4j9i2DRI/K4/zsyW/5q4x8sfwYGBlcFw7j8Sjw+H0qBn0kXSZTZwwEw5R0irP904BIXZ02DwuMwoyegSfVSVCPo9R/I2IJqeQfa8ucgpik+axDmHi9I/4jFLn+20Aub/bwe6TvRNMnpaBomk06bmmEsGNMZk0nhHbsZ5XGh+QUTbPtpoxEWeFaZ2FkqkijW4Esn77/fKnVWFdnAwOCPjWFcfgV5ZU7eXnmECreX8d1uINJkreyot4aA9hOS8ABHvpWeEYD0NKjaCup1hWpt8SlQzQahdD8xXO/fChUyl57xu8W4fJ/ASNTo1eR4A8iq0KlCIJGA1c9EtN+5/RAds5/9oZcXSOf+rs+h27NwQ3fxmH5I4z7ifelmqH/zz127gYHBdYxhXGbyrgAAAA0HSURBVH4F3+7LZvqaYwBEBVl5JKGGzCnJ3g/1b6ZCs7D7WB4Ltp9ixI2x1LV70IOrVDYStr4TDn0tF+Vm/WWZ2R/MTkxnvpMmxUa9ZQhY4z4iClmtzUV7StBN5Jii6f1WGlnFTrrUj+C1IW0qPZBfgqsUVr0ojxePhzEbLm5cAiOg7fBfvh0DA4PrDsO4/AqqhlYqGtcKD5Tu9qqt5Q8oKqpgyPSNeHyKbw/ksKCfjehzDYggQoxDPwe080lweWMGzOwtjzN3Qc8X4eZnIeExMT6XmOvu9imyip0A7M8qxe37lSEqs1VCdTn7oW7Xixs1AwMDg4tgGJdfQdOqISx+OB6nx0e9qMAfPa9pGjY/EyVOD8E2P3SP88cruZi0yblQGYDHCQoIiJC/nyDI38yL/ZuzcMdpJiTfQFjArxx4ZY+G4WcbQK3BPz2cy8DAwOB7GMblVxAS4EdIwKUFDyMCLSweF8+29FziagQQaXFc0uu4gNCaoq2VcwDa3C3zXX4Gwf5+9G9TnVuaV8FuNWPSL8OgtO93thsYGBj8TAzjcgUxm3RqRQRSK+LHXs1PYguFxr3l73/EYtaxmA0hRgMDg6uLcRW6hnF5vLg9RmmvgYHB7w/DuFyjZJc4eHLeLl78ah95pZKr8fkUR7JLeWreLjYczaPc5bnKe2lgYGBwcYyw2DXK9NVHmbtNRv+2rhnGbS2qklfmZPiMTWQUVPDZlpOs+UtXAizGR2hgYHDtcd16LqtXr6ZHjx4kJyczbdq0q707/zP1ouznH1cPld4SXdMIPjsTxeZnQtcuQ8LewMDA4ApwXd72er1e/v73vzNjxgxiYmIYOHAgSUlJ1K9f/2rv2s+mZ7NYGlUJJsBiokqwyK5E2K3MGNGe9UfyaFUzlIhf0yBpYGBgcAW5Lo3Lzp07qVWrFjVq1ACgV69epKam/q6MS2iAhVYBPzYeMcH+pLSudhX2yMDAwODnc12GxbKysoiNrZx6GBMTQ1ZW1lXcIwMDA4M/FtelcTEwMDAwuLpcl8YlJiaGzMzM8/9nZWURE2N0mhsYGBj8VlyXxqV58+akp6dz8uRJXC4XS5YsISkp6WrvloGBgcEfhusyoW82m3nmmWcYNWoUXq+XAQMG0KBBg6u9WwYGBgZ/GK5L4wKQmJhIYuJFxgsbGBgYGFxxrsuwmIGBgYHB1eW69Vz+V06dOkX//v2v9m4YGBgY/K44derURZdrSin1G++LgYGBgcF1jhEWMzAwMDC47BjGxcDAwMDgsmMYFwMDAwODy45hXAwMDAwMLjuGcTEwMDAwuOwYxsXAwMDA4LJjGJffGU8++SRxcXHcdttt55cVFhYyYsQIunfvzogRIygqKgJAKcWkSZNITk6md+/e7Nmz5/x75s+fT/fu3enevTvz58//zY/jpzhz5gzDhg3j1ltvpVevXsycORO4vo7T6XQycOBA+vTpQ69evXjttdcAOHnyJIMGDSI5OZnx48fjcrkAcLlcjB8/nuTkZAYNGkRGRsb5dU2dOpXk5GR69OjBmjVrrsrx/BRer5eUlBTuv/9+4Po8xqSkJHr37k3fvn3P98tdT9/XX4Qy+F2xadMmtXv3btWrV6/zyyZPnqymTp2qlFJq6tSp6qWXXlJKKbVy5Uo1cuRI5fP51Pbt29XAgQOVUkoVFBSopKQkVVBQoAoLC1VSUpIqLCz87Q/mEmRlZandu3crpZQqKSlR3bt3V4cOHbqujtPn86nS0lKllFIul0sNHDhQbd++XY0bN04tXrxYKaXU008/rT7++GOllFIfffSRevrpp5VSSi1evFg98sgjSimlDh06pHr37q2cTqc6ceKE6tatm/J4PFfhiC7Ne++9pyZMmKBGjx6tlFLX5TF27dpV5eXlXbDsevq+/hIMz+V3Rvv27QkJCblgWWpqKikpKQCkpKSwfPnyC5ZrmkarVq0oLi4mOzubtLQ0OnfuTGhoKCEhIXTu3PmauhuMjo6madOmANjtdurWrUtWVtZ1dZyaphEYGAiAx+PB4/GgaRobNmygR48eAPTr14/U1FQAVqxYQb9+/QDo0aMH69evRylFamoqvXr1wmKxUKNGDWrVqsXOnTuvzkFdhMzMTFauXMnAgQMBuWu/3o7xUlxP39dfwv+1dy8xTW1dAMf/leuNJEKkKEiMBiE4IPgaUQEdtIWE2oLQEEKiKHFiQkAFnWh8MFASEQaiONEwMRIfCCYgIKYQA6RERWQgA/EFPomAIGjLI/sOCP3k4nc/6Ncb7m3Wb0T32XuzV3LalXN6urYkFy8wMDBAUFAQAKtWrWJgYACYuyPn6tWr+fz5879qp853797R3d3N5s2bvS7OqakpkpOTiYmJISYmhrVr1+Lv789vv01XZZqJA6ZjDAkJAaarfvv5+TE0NPSPj/Hs2bMcPXqUJUumP2qGhoa8LsYZ+/fvJzU1lRs3bgDe/b6cD6kt5mU0Gg0ajWaxl+ERY2Nj5ObmcuzYMZYvXz7rmDfE6ePjw927dxkZGSE7O5tXr14t9pI8qqmpCa1WS1RUFO3t7Yu9nL9VRUUFwcHBDAwMkJWVRVhY2Kzj3nC+LpRcuXiBwMBA+vv7Aejv70er1QJzd+T89OkTwcHB/4qdOicmJsjNzcVisZCQkAB4Z5wA/v7+REdH09nZycjICJOTk8B/4oDpGD9+/AhM30b79u0bAQEB/+gYOzo6sNls6PV68vLysNvtnDlzxqtinDGznsDAQOLj4+nq6vLa83W+JLl4Ab1eT3V1NQDV1dUYDIZZ7UopOjs78fPzIygoiLi4OFpaWhgeHmZ4eJiWlhbi4uIWM4RZlFIcP36csLAwsrKyXO3eFOfg4CAjIyMAOBwO2traCA8PJzo6moaGBmD6yaGZHVT1er3r6aGGhgZ0Oh0ajQa9Xk9tbS3j4+P09fXx5s0bNm3atDhB/Ul+fj4PHz7EZrNRUlKCTqejuLjYq2IE+P79O6Ojo66/W1tbiYiI8Krz1S2L+DCBcMPhw4dVbGysioyMVNu3b1c3b95Ug4ODKjMzU8XHx6u9e/eqoaEhpdT0E0mnT59WBoNBmc1m1dXV5Zrn1q1bymg0KqPRqG7fvr1Y4fzSo0eP1IYNG5TZbFZJSUkqKSlJNTc3e1Wc3d3dKjk5WZnNZrVz505VWlqqlFKqt7dXWa1WZTQaVU5OjnI6nUoppRwOh8rJyVFGo1FZrVbV29vrmqusrEwZDAaVkJCgmpubFyWe/8Vut7ueFvO2GHt7e5XFYlEWi0WZTCZVVlamlFJedb66Q0ruCyGE8Di5LSaEEMLjJLkIIYTwOEkuQgghPE6SixBCCI+T5CKEEMLjJLkI4aYvX76Qn5+PwWAgNTWV9PR0Ghsb5zV269atc9oqKipcv4uYr8nJSXQ6HefPn1/QOCH+blL+RQg3KKXIzs5m165dFBcXA/D+/XtsNtucvpOTk65aWn8lIyNjwetobW0lNDSU+vp68vPzf1liZGpqCh8fnwXPLcT/Q65chHCD3W5n6dKlsxLCmjVr2LNnDwB37tzhwIEDZGZmsm/fvnnNWVpaytWrV3n58qWrijBMF++0WCy/HFNbW0tmZiYhISE8ffrU1a7X6ykqKiIlJYX6+npaWlpIT08nJSWF3NxcxsbGALh48SJWqxWz2cyJEyeQn70JT5HkIoQbXrx4QWRk5F/2ef78ORcuXODatWsLmjs8PJyJiQn6+voAuHfvHomJiXP6OZ1O2tra0Ov1mM1mamtrZx1fsWIFVVVVbNu2jcuXL1NeXk5VVRVRUVGUl5cDsHv3biorK6mpqcHhcNDU1LSgtQrx30hyEcIDCgoKSEpKwmq1utpm9uZwR2JiInV1dQDU1dVhMpnm9GlqaiI6Opply5aRkJDAgwcPmJqach2fGfPs2TN6enrIyMggOTmZ6upqPnz4AEB7eztpaWlYLBbsdjs9PT1urVeIP5PvXIRwQ0REBPfv33e9PnXqFIODg7NuZ/n6+ro9v8lk4uDBg8THx6PRaAgNDZ3Tp7a2lidPnrgKP379+hW73U5sbOys/6+UIjY2lpKSklnjnU4nBQUFVFZWEhISQmlpKU6n0+01C/EzuXIRwg06nQ6n08n169ddbQ6Hw2Pzr1u3jiVLllBWVvbLW2Kjo6M8fvyY5uZmbDYbNpuNkydPUlNTM6fvli1b6Ojo4O3bt8B05d7Xr1+7EklAQABjY2OuSsVCeIJcuQjhBo1Gw6VLlygsLOTKlStotVp8fX05cuTIvMb/+PGDHTt2uF7/vLXADJPJxLlz51zbAP+ssbERnU7H77//7mozGAwUFRUxPj4+q69Wq6WwsJC8vDzXsUOHDrF+/XrS0tIwm82sXLmSjRs3zmvtQsyHVEUWQgjhcXJbTAghhMdJchFCCOFxklyEEEJ4nCQXIYQQHifJRQghhMdJchFCCOFxklyEEEJ43B+Jt+VNvJ3N2QAAAABJRU5ErkJggg==\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"has Porch\", s=15, data=df);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Neighborhoods\n", - "\n", - "The instructors' notes say:\n", - "\n", - "> For instructors who cover nominal variables in their class, I would suggest incorporating the neighborhood variable into their models by converting it to a set of dummy (indicator) variables. I have found that the coefficients for the continuous variables tend to have values with more realistic interpretations when used in conjunction with the neighborhood variable.\n", - "\n", - "Indeed, plotting the price distributions by neighborhood reveals significant differences in the price level." - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "_, ax = plt.subplots(figsize=(10, 8))\n", - "sns.boxplot(x=\"Neighborhood\", y=\"SalePrice\", data=df, ax=ax)\n", - "ax.set_title(\"Prices by Neighborhood\", fontsize=24)\n", - "ax.set_xlabel(\"Neighborhood\", fontsize=18)\n", - "ax.set_xticklabels(ax.get_xticklabels(), rotation=45)\n", - "ax.set_ylabel(\"House Price\", fontsize=18);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The 28 neighborhoods are encoded as factor variables." - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [], - "source": [ - "neighborhood = pd.get_dummies(df[\"Neighborhood\"], prefix=\"nhood\")\n", - "df = pd.concat([df, neighborhood], axis=1)\n", - "del df[\"Neighborhood\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [], - "source": [ - "new_variables.extend(neighborhood.columns)" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(2898, 28)" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[neighborhood.columns].shape" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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nhood_NWAmes \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " nhood_OldTown nhood_SWISU nhood_Sawyer nhood_SawyerW \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " nhood_Somerst nhood_StoneBr nhood_Timber nhood_Veenker \n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 " - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[neighborhood.columns].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Nominal Features\n", - "\n", - "This section investigates the rest of the nominal variables with regard to which realizations / encoding might be a useful predictor." - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Alley Type of alley access to property\n", - "Bldg Type Type of dwelling\n", - "Central Air Central air conditioning\n", - "Condition 1 Proximity to various conditions\n", - "Condition 2 Proximity to various conditions (if more than one is present)\n", - "Exterior 1st Exterior covering on house\n", - "Exterior 2nd Exterior covering on house (if more than one material)\n", - "Foundation Type of foundation\n", - "Garage Type Garage location\n", - "Heating Type of heating\n", - "House Style Style of dwelling\n", - "Land Contour Flatness of the property\n", - "Lot Config Lot configuration\n", - "MS SubClass Identifies the type of dwelling involved in the sale.\n", - "MS Zoning Identifies the general zoning classification of the sale.\n", - "Mas Vnr Type Masonry veneer type\n", - "Misc Feature Miscellaneous feature not covered in other categories\n", - "Roof Matl Roof material\n", - "Roof Style Type of roof\n", - "Sale Condition Condition of sale\n", - "Sale Type Type of sale\n", - "Street Type of road access to property\n" - ] - } - ], - "source": [ - "print_column_list(set(NOMINAL_VARIABLES) - set([\"Neighborhood\"]))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Alleys\n", - "\n", - "Almost no house has access to an alley." - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Alley\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Alley\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Building Type\n", - "\n", - "The type of a building clearly affects the valuation. The two types of townhouses as well as the 2-family condo and duplex type are summarized into a single category. This makes sense a) semantically, and b) by looking at the two sub-clusters in the scatter plot." - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Bldg Type\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [], - "source": [ - "# Unify the two townhouse types into one.\n", - "df[\"Bldg Type\"] = df[\"Bldg Type\"].apply(\n", - " lambda x: \"Twnhs\" if x in (\"TwnhsE\", \"TwnhsI\") else x\n", - ")\n", - "# Unify the two kinds of 2-family homes.\n", - "df[\"Bldg Type\"] = df[\"Bldg Type\"].apply(\n", - " lambda x: \"2Fam\" if x in (\"2FmCon\", \"Duplx\") else x\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [], - "source": [ - "build_type = pd.get_dummies(df[\"Bldg Type\"], prefix=\"build_type\")\n", - "df = pd.concat([df, build_type], axis=1)\n", - "del df[\"Bldg Type\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": {}, - "outputs": [], - "source": [ - "new_variables.extend(build_type.columns)" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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build_type_1Fambuild_type_2Fambuild_type_Twnhs
OrderPID
1526301100100
2526350040100
3526351010100
4526353030100
5527105010100
\n", - "
" - ], - "text/plain": [ - " build_type_1Fam build_type_2Fam build_type_Twnhs\n", - "Order PID \n", - "1 526301100 1 0 0\n", - "2 526350040 1 0 0\n", - "3 526351010 1 0 0\n", - "4 526353030 1 0 0\n", - "5 527105010 1 0 0" - ] - }, - "execution_count": 29, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[build_type.columns].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Air Conditioning\n", - "\n", - "Air conditioning clearly increases the valuation (\"steeper\" regression line with respect to the overall living area)." - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Central Air\", s=15, data=df);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Use a new variable name to cleary show that the variable's *dtype* is changed from *str* to *int*." - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"air_cond\"] = df[\"Central Air\"].apply(lambda x: 1 if x == \"Y\" else 0).astype(int)\n", - "del df[\"Central Air\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": {}, - "outputs": [], - "source": [ - "new_variables.append(\"air_cond\")" - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " air_cond\n", - "Order PID \n", - "1 526301100 1\n", - "2 526350040 1\n", - "3 526351010 1\n", - "4 526353030 1\n", - "5 527105010 1" - ] - }, - "execution_count": 33, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[[\"air_cond\"]].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### \"Proximity to various Conditions\"\n", - "\n", - "The columns *Condition 1* and *Condition 2* have the same realizations and can be regarded as \"tags\" given to a house indicating the nearby presence of a) a major street, b) a railroad, or c) a park.\n", - "\n", - "The default tag \"Norm\" (implying no \"condition\") is given to 86% of the houses (this realization should therefore not be regarded as a tag!).\n", - "\n", - "From the comparison of the grouped scatter plots below, it can be assumed that the proximity of a major street decreases the valuation (lower regression slope through the cloud of blue and orange dots). Therefore, a factor variable *major_street* is extracted indicating the proximity of an \"artery\" or \"feeder\" street.\n", - "\n", - "Further, a factor variable *railway* is extracted as a relatively high proportion of the houses has such a tag. From the plots, a railway seems to not affect the valuations strongly.\n", - "\n", - "Lastly, a factor variable *park* is extracted. From the plots, this does not seem to affect the valuation much." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "List the \"raw\" realizations:" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Feedr 174\n", - "Artery 97\n", - "RRAn 48\n", - "PosN 43\n", - "RRAe 29\n", - "PosA 24\n", - "RRNn 11\n", - "RRNe 6\n", - "dtype: int64" - ] - }, - "execution_count": 34, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "(\n", - " (\n", - " df[\"Condition 1\"].value_counts() + df[\"Condition 2\"].value_counts()\n", - " )\n", - " .sort_values(ascending=False)[1:]\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": {}, - "outputs": [], - "source": [ - "# Condition 2 is only filled with anything other than \"Norm\"\n", - "# if Condition 1 already has such a tag.\n", - "assert not ((df[\"Condition 1\"] == \"Norm\") & (df[\"Condition 2\"] != \"Norm\")).any()" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "86" - ] - }, - "execution_count": 36, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# 86% of the houses actually have no tag.\n", - "round(100* (df[\"Condition 1\"] == \"Norm\").sum() / df.shape[0])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "From a simple scatter plot it is hard to see any significant impact by a predictor." - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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CWLx4MREREcTHxxMREcHixYsBSExM5OLFi8THxzNjxgymTZsGQH5+PosWLeLnn3/ml19+YdGiRWg0GgCmTZvGjBkziI+P5+LFiyQmJgLctg5BKI+Tg4KXHmuMu5OSv/W9cbiUp7OKD54OY8/EKKbHtsbrDiuk5E5K+78shZcjKOrYkt0HVdtnYfwxmJZv+28NLEMWbqix4FJQUMCff/7J0KFDAVt30d3dnYSEBGJjYwGIjY21dw2vl8tkMsLDw9FqtWRmZrJjxw66deuGp6cnHh4edOvWje3bt5OZmYlOpyM8PByZTEZsbCwJCQklnnVrHYJQHi8XFeP7tGDzO734S5fgEsM+Xs4qAj2cKrT0Vu7iQMD4jvi+3Br3Jxohv+UEREF4GNRYXz01NRVvb28mTpzIqVOnaNWqFR9++CE5OTn4+/sD4OfnR06ObRgiIyODwMBA+/2BgYFkZGSUKg8ICCiz/Pr1wG3rEITy6Iw6lEoZHmqXKj1HrlIg93PGwa/urvQRhKqqsZ6L2WzmxIkTjBgxgrVr16JWq0sNT8lkstsuwasu96IOoe7LKspi0o5JfLz7Y3KKxYcRQaiqGgsugYGBBAYG0q5dOwCeeuopTpw4gY+PD5mZmQBkZmbi7e0N2Hok6enp9vvT09MJCAgoVZ6RkVFm+fXrgdvWIQi3s+LUCrZe3sqmC5v44/Iftd2cWlVsMpNZoEdnMNd2U4Q6rMaCi5+fH4GBgZw/b1s1s3v3bkJCQoiMjGTt2rUArF27lqioKAB7uSRJHDp0CDc3N/z9/enevTs7duxAo9Gg0WjYsWMH3bt3x9/fH1dXVw4dOoQkSWU+69Y6BOF22vi2AUCGjOZezWu8vqwCA/89kMqpdC3FxvvnTbzYaCH+eAaDv9jF19vOVWhPjyCUpUbXR06ZMoV3330Xk8lEcHAwc+bMwWq18vbbb7Nq1Srq16/P/PnzAejVqxfbtm2jT58+qNVqZs+eDYCnpydvvPGGfWHAm2++iaenJwBTp061L0Xu2bMnPXv2BGD06NFl1iEIt9MpsBPrYtehlCvxcvSq0bq0xSYm/PcIW05lopTL2D6hN2rV/bFUucBgYsraY2j1ZhZuOcvwRxviKaaObut6yn2LxULTpk35+9//jlpd8c2lqampREVFMXnyZF544QUApk+fTuvWrRk8eHBNNfueqNHf6LCwMFavXl2q/IcffihVJpPJmDp1apnPGTp0qD243KxNmzasX7++VLmXl1eZdQjC7bip3HBTud2TuiySZB9yMlslLFbpntRbESqFnJ4t/Fh/5Cph9dxQKcQ+6/LcnFvsb3/7Gz/99JM9r1hF+fj4sHTpUoYNG4ZKVYdS6tzB/fFxSRAeIl7OKuYPC+ffiefp3twXD/X9s9Pd01nFxwNb8d6ToTirlPi5OdZ2k6rNhvMbWHBwAemF6QS6BDKuwzj6N+1fbc/v1KkTp0+fJj8/n0mTJnH58mXUajXTp0+nZcuW7Nu3j1mzZgG2D9PLli0DwNvbmw4dOrB27VqeffbB2Xsjgosg1IL6nmqmDmxV280ok4+rIz6uD05QAVtgmbZrGnqLLR3P1cKrTNs1DaBaAozZbCYxMZEePXqwcOFCHnnkEb744gt2797NhAkTiIuL49tvv+Wjjz6iY8eOFBYW4uh442f86quv8sorrzBkyJAqt+V+Ifq8giA88BYcXGAPLNfpLXoWHFxQpedeP89lyJAh1K9fn6FDh3LgwAH7GS8RERHk5+ej0+no0KEDc+fOZenSpRQUFJQ4WTI4OJh27dqxbt26KrXnfiJ6LoIgPPDSC9MrVV5RlTnmePTo0faFSyNGjGDJkiUlei+vvfYa48aNo3PnzlVq0/1C9FwEoQzaYhOZWj25hTW7FNdotnA+S0fcoTQyCx6sDMr3k0CXwEqVV0WnTp3sqfP37t2Ll5cXrq6upKSkEBoayujRo2nTpg0XLlwocV9ISAghISFs3bq12ttUG0RwEYRb6AxmfvrzMl3mJDB+5SGydQYA8ouMXMopJEOrx1xNZ7XkFhp5esF2xv10iLErksgT+0pqxLgO43BSOJUoc1I4Ma7DuNvccff+7//+j+PHjxMdHc0//vEP5s6dC9hWyQ4YMIDo6GiUSqV968TNXn/99RKbw+syMSwmCLcoMppZsv08kgTbkrMoNlowmq38vP8yszeewt1JSfz4XgR6ON35YXdglcB4LVBpik331bLkB8n1SfvqXi1WVsp9T09Pvvjii1LlU6ZMKVUWFBRUYjtFy5Yt7YeI1XUiuAjCLZwdlIzs1pi//3qabiE+qFUK9CYLicnZAGj1tvQo1RFc3J0c+O6lzsQfT+e1XiH43qNVWnqThbS8Ys5m6ejYyOue1Vub+jftX61Lj4XyieAiCLdwdVLyly6NGNwhCAeFDG8XRyRJYvKAMN5ZeZiW9dxo4FU9R/y6Oil5PNSfXi387mmC1bwiI08tSMRkkYhuW4/Zg9vUrZMlhfueCC6CUAYPtUOJzY0ymYwW/m78Z9SjqJTyCr8RFxstOCrlyOXlB46aCiy5hQa2nc7C01lF+4aeeDrbdoAbzVZMFtsQXGaBAbMYjhOqmQguglBBcrmswpsLzRYrp9IL+DzhDIM6NKBncz9cHO/9P7cf96bwWXwyACte7UJEiC8Ans4OzBvWjl1ncxj3RHO8nB+ctCPC/UEEF0GoAbmFRkb98CcZWgO/n8xg54TIWgkuetONVW0G842/e6hVDGofxMB29VHIxaJRofqJ4CIINUCpkNHA05kMrQEvZxXKOwyL1ZSR3Rrj6qTEx0VFuyDPUq+LwCLUFBFcBKEGeLs48vULHUnOKKCpn0utrcbycXVkTK+QWqn7YXBzyv2goCA++eQT3N3dSU1NpV+/fjRp0gSTyUTr1q2ZNWsWDg4O7N27lxdffJEvv/ySyMhIwLY7/+WXX6ZLly61/B1VH/GxRRBqiJ+bI92a+VLPQ33HCX2hbrqe/mX9+vV4eHiwfPly+2sNGzYkLi6OdevWkZ6ezqZNm+yvBQYG8tVXX9VGk+8ZEVwEQXgoaNat40xkFCfDHuFMZBSaak4SGR4eTkZGRqlyhUJB27ZtS7zWsmVL3Nzc2LlzZ6nrjx07xvPPP8/gwYMZNWqU/cj2ukYEF0EQHniadeu4OuUjzFeugCRhvnKFq1M+qrYAY7FY2L17t32Y62YGg4HDhw/To0ePEuVjxozhyy+/LFFmMpmYOXMmn3/+OatXr2bIkCHMmzevWtp4r4k5F0EQHniZ8+Yj6UsmBpX0ejLnzccjOvqun3s95X5GRgYhISF069bN/lpKSgoxMTGkpqby+OOP07JlyxL3Xs9+vH//fnvZhQsXSE5Otp9mabVa8fPzu+v21aYa7blERkYSHR1NTEyM/Tzo/Px8Ro4cSd++fRk5ciQajQYASZKYOXMmffr0ITo6muPHj9ufs2bNGvr27Uvfvn1Zs2aNvfzYsWNER0fTp08fZs6ciSRJ5dYhCGBbJlzT2Y6F+4v56tVKlVfU9TmXrVu3IklSmXMuv//+O8eOHSMhIaHU/bf2XiRJonnz5sTFxdnna7799tsqtbG21Piw2A8//EBcXByrV68GYPHixURERBAfH09ERASLFy8GIDExkYsXLxIfH8+MGTOYNm0aYAsUixYt4ueff+aXX35h0aJF9mAxbdo0ZsyYQXx8PBcvXiQxMbHcOgThan4xr/zwJ68u3U+6Rs+5TB3bz2SRW2io9roytHoSk7PI1IpU+rVNWa9epcorS61WM3nyZL777jvMZnOJ17y9vXn33XfLfB/q3r07Wq2W06dPA9CkSRNyc3PtCTFNJhNnzpypljbea/d8ziUhIYHY2FgAYmNj2bx5c4lymUxGeHg4Wq2WzMxMduzYQbdu3fD09MTDw4Nu3bqxfft2MjMz0el0hIeHI5PJiI2NtX8yuF0dgvDfg2kcTMnnWJoGTbGJPvO28cI3+/jXlnMYTJZqqyerwMCgf+3kxW/3MWzxHnvafqF2+I9/G5lTyUSjMicn/Me/XW11PPLII4SGhpbIcnzdE088QXFxcYkhsOvGjBnD1Ws9KJVKxeeff85nn33GwIEDiY2NLTPzcl1Q43Muo0aNQiaTMWzYMIYNG0ZOTg7+/v4A+Pn5kZOTA0BGRgaBgTcO7gkMDCQjI6NUeUBAQJnl168HbluHIDzWzAfFZhnOKgXFRjPXU2ql5hdhtkpUdTeK0WIhr9BEocHMG71DmBJ3nKuaYqwid1etuj6vkjlvPuarV1HWq4f/+LerNN8CpVPu37y8+OYgI5PJ7AeIASX2s0RFRdl7LmDbO3Pz8FpdVaPBZcWKFQQEBJCTk8PIkSNp2rRpiddlMlmNZ4K9F3UIdUfLADe2v98bmQwcFHI+7B/GiSta3n8qtFrSs2QXGHnin9soMlr4sF8Yk54OIzz4RsJIofZ4REdXOZgIFVejwSUgIAAAHx8f+vTpw5EjR/Dx8SEzMxN/f38yMzPx9va2X3vzCWzp6ekEBAQQEBDAvn377OUZGRk8+uijt73+en1l1SEIzo5KnG8KIqO6NcEiSTgoqmeEOC2/mCKjbXht9/kc5g8Lx11dc6ns84qMnM8qRK1SEOSlxl2kzRfuEzU251JUVIROp7P/fefOnTRv3pzIyEjWrl0LwNq1a4mKigKwl0uSxKFDh3Bzc8Pf35/u3buzY8cONBoNGo2GHTt20L17d/z9/XF1deXQoUNIklTms26tQxBuJZfL7jqwFBnM5BUa7asUAUL8XBjSMYjwYE8+7B9Wo4EFIOFkBkO+3EW/Bds5nV5Qo3UJQmXUWM8lJyeHN998E7BtMBowYAA9e/akTZs2vP3226xatYr69eszf/58AHr16sW2bdvo06cParWa2bNnA7YjQ9944w2GDh0KwJtvvomnpy0B39SpU5k4cSJ6vZ6ePXvaz6QePXp0mXUIws0sFit6sxVnlaLSQ6c5hQYW/H6G41e1zB3chuYBboAtp9jH0Y9gtFjvSRr7i9lF9r+n5RXTuXHN1mfS65ErlSiUYoucUD6ZdPPHrofY4MGD7culhQdfgd7E1lOZrEm6wvgnmhNW371SPZjjVzT0/3wHAN2a+fDlcx1rvJdSlqwCA/+IP42bk5IxvUIqfN7M3cjPTGfbD0sIaNqMdn37oXZzr7G6KuLkyZOEhYXVahseNmX9zG/33ik+fgh1VqZWz4mrWkID3Ahwd6pUcsgCvZmxPx0C4MRVDeve6o6/m1O595gsJrRGLU5KJ3xcHHFRKSg0Wni0iTeODrWTScnPzZEZsa2RAcpqmjcqi6GokIQlX3Dx8EHO7t9DSKcutR5chPubCC5CnZSjMzDy+z85fkWLj4uKTeN64O9efnC4mVIuw9dVRbbOSGMflzuet2KymEjKTGLm3pn0aNCDV1u/xpZ3H0dnMOPtosJRqSC30MC+C7n4uTnRzN8FD/W9WSFWXYsRyiNXOuDToCEXDx9EoVTi6OJa43XWBXeTch/AbDbTvXt3hg4dyrvvvlvL30XNEIkrhTrJYpVI19h2vucXm7BWcnTX19WR9W/14OfXuvKv5zrg7VL+cJLWqGXGnhlc0Fxg6YmlFJg0BLg7EeLnipezCqtV4rudFxmz7CBDvtzF5dziUs/QGDSkFaSRXZxNsan06/czB5WKLoOeZfj0Txk572vU7qLXAnefcn/nzp00btyYX3/9lQd1ZkL0XIQ6yctFxfcjH+WLP87ybKfgSs93yOUyAj2cCPSoWG/HUeFI13pduai9SKBLIE7KkvdZkcgvupGvTGcomQLEYrWwNWUrzb2ak5dnwtfJHx9nM36ubpVqd21Su7vToA4HleS96eyOO4cu14CrtyMRMSG06BJ45xsrKDw8vMRmyOvKSrm/YcMGXnzxRVasWEFSUhIdOnQAYMeOHSxcuBCj0UhwcDBz5szBxcWl2tp4L4mei1AnOSjktAnyYP7wcHo29kaRXoTxcgGWIlON1OeqcuWN8DfYMGgDP/b7ET/nkplqlXI5Y6Na8FrPpsyIaUVoQMmgYbKaMFgMmExOLPq1iH7zkvjtWBbFppJBSKgZyXvT2br8FLpcWxoeXa6BrctPkbw3/Q53VpZp610AACAASURBVExlUu4bDAZ27dpFZGQkAwYMYMOGDQDk5uby5Zdf8t1337FmzRpat27Nd999Vy3tqw0VDi5paWns2rULsKWZvr6HRRBqk6NSgfGSlpwiI1lmM7q8ig83WawSZzN1zN10kuNXNBjN5ecW83LyoqF7w1KB5To/N0cm9gvjhYjGeLmUnG9xUjoRGRyJSubGnvN5WCX4ZkcKOr0ILvfC7rhzmI3WEmVmo5Xdceeq9NzrKfe7detGTk5OmSn3H3vsMfz9/e0p97du3UqXLl1wcnKib9++bN68GYvFwuHDhzl79iwjRowgJiaGtWvXcuXKlSq1rzZVaFjs559/ZuXKlWg0GjZv3kx6ejpTp07lhx9+qOn2CcIdab0dGfH9PlLzivnXsHD6BLqiqMAkd06hgeGLd5OtM/L9rotse683Ae6KUtdZrBLFJjPODspKH1ecW2jAaJZwcpDj5+KHxVJI+2BPki7n82JEI1wdxY76e+F6j6Wi5RV1fc6luLiYUaNGsXz5cl588UXgxpxLbm4uI0aMICEhgaioKDZs2MCBAwfsvZz8/Hz27NmDJEl069aNf/7zn1Vq0/2iQj2X5cuXs2LFClxdbStEGjduTG5ubo02TBAq6kqRkUs5RVisEsv+vEzRHbIbZxcYyNYZUMplOCptwUSllFNW2Cgymkk8k8Wby5PYcTYbfSUyJ+cWGpm4+ihd5yTwWfxp8ouMBLq7sOSvndg7KYqhHYNQq0oHM6H6uXqXvWDjduWVVdGU+zqdjv379/PHH3+wZcsWtmzZwkcffcT69esJDw/n4MGDXLp0CbBlNrlw4UK1tK82VCi4qFQqVKob3fxbf3iCcC8VGcyczSwgMdl2DkuQtzNh9dxwVMoZ3aspzqrbd8hT84p4/pu9vPjNPvQmK7+M6crM2Nb8783u+LiUXjpcoDfz6g/72ZacxSs/7EdbXPE5HYPZwm/HM4gI8cFikbBcy4zs4+pIgLsTbrfJA6bTm0nX6MkqEGn6q0tETAhKVcm3O6VKTkRMSLXVUZGU+99//z1du3Yt8X4aFRXF1q1bcXV1Zc6cObzzzjtER0czbNgwzp8/X23tu9cqNCzWuXNnvvrqK/R6PTt37uTHH38sc+JKEO6FLJ2BvvMSsUrwSvcmvP9UKP8Z1QWrVcJd7YCinKGrNUlpnLqWg2vDkau82rMpz3dtdNvrFXIZQV5qLuYUEeztXKlhMSelgkV/CafQYOXPi7kUGMx33EFvNFtIOJXB2ysP0cTHhZWvdcXvDps7hTu7viqsuleL3W3K/Zt5enqyZ88eACIiIvjvf/9bpTbdLyoUXN59911WrVpFixYtWLlyJb169eKZZ56p6bYJQpm0xTfOYbmcV4zZKuFbwbQnvVr48XnCGWTIeKyZzx2v93V15OfXIriUW0QjH+cK1wO25dJtg7zo+clWAJIzCvjupc7lBpgio4Vley4hSXA+u5CsAsNdBZfia5mZxbDbDS26BFbr0mOhfBUKLnq9niFDhvDss88CtmV3er0etVpdo40ThLIEeauZ3D+ME1e1vPdkaLnDYLdqEeBG4vu9kUGpFV0mi7XM3e7+7k6V2v1/M5VCjqNSjsFsxcdFdcdMAC6OSt54vBljlh0grJ77HVPSlCWrwMDsjSdRyOCDfmGVCoiCUF0q9K/ypZde4rvvvrNv5tHr9YwaNYqffvqpRhsnCGVxUSmIblePiKY+OCpLB4Pi4mIsFgsuLi6lsh07OSio51HyQ9H1JcmLtpwhJrwBXUN8cK2Gg8MAvJwd+HVcT06la+nc2BuPa5mStcUmrmiKMZqtNPR2th8m5qCQ0zXEm+3v90Yhl91VIsr/HkxlTVIaAK0bePJSt8bV8r0IQmVU6F+QwWAosUvUxcWF4uK6lb5CeHBoik1sOHKVM5k6cnVGPn2mnX2Hvk6nY+3atRQUFPDMM8/g6+t7x+fl6AyM+uFPUvOKWX/0KjsnRN51cMnVGTiapqGBlzP1PZxwdlTSxM+FJn4ld1mfStfy7Ne2cfb5w8OJDW9gf03toETtcPfB7eYNnM0DRA4woXZU6DdYrVZz/PhxWrVqBcCxY8dwchKTjELNu3XuwGi2kJyhY+2hK/QO9adTI29Mlhub465cucLZs2cB+OOPP4iOicHRofy9JEq5HH83R1LzinFzUpZaEFBoMJOWX8xVjZ42DTzwLmNVGYDeZGF+whmW7r6EQi7jj3cft596mVdoZOvpTPQmK/3b1iuRe+xcZvVuSO7YyIv48T2Ry7irYbWKMlusFJssOKtK/8wEoULBZdKkSYwbNw5/f38kSSI7O5t58+bVdNuEh1x2gYFZG08C8GG/MHzdHMkvMvHuL4e5qtFzJFXDH+8+XmLoyM/PD5VKZcvN1KQ5+y7m0z7YC1en2/+qe7uq+PqFThxNzSc00L3UkuTMAj1Pzk9EkuC1nk15t28oDjcNx+UVGTGZragUctLybUHDYpUo0JuQJAmZTMau8zm88/Pha69Z6demHi891phCg5kXIxpX148MAHe1Q42fLVNoMPNHchY/7Uvhzd7N6NDQC1UZQ5TCw6tCwaVt27Zs2rTJvqGnSZMm9tTRglBT4g6n2ecOwuq5MbpnCCqlnPYNPbl6NN027KRSkFVg4PDlfEID3fB3c+WNN98kU1PMb6dz+eeqfeyZGFVucAFb6pbIsIAyX9MUmbieuDY1r5i8IiOn0gt4pJ47MhlMiTtGYnI2M2JbMSu2NT4uyTT2ceF0egGezirqe6pLbNC0Sra9Lh/2D0OSJFTKiq/oslisXNXoOZmuJTzY87YryTK0eo6k5tOqvgeBlTzrpiIK9Cb+78eDSBIkpeSz5W+97nrRQ123efNm3nzzTTZu3EhISOl9M1qtlnXr1vHcc8/VQutqT7n/4nbv3k1ERATx8fElyi9evAhA3759a6xhgtDiprmDloG2bLyezipmxLRm/BMt8FA7oFLKGbPsAHvO5+LqqCThb71QKpx4739HOZyqoVV99zuu0LqTRj4ufNg/jOT0Asb3acHz3+wlOUNH58ZefDK0HRuP2pIf/nEynYFNFXwcoeSSXknMd0dZOKI99T3VdG3qw/zh4RhMFvo8YlsO66CQk19kJKfQiEohr9DkfXahkX6fb0erN9OhoRdL/tqp1DBdts7AC9faeDdn3VSEQi6nvoeatPximvq5PNTDYuvXr6djx45s2LCBsWPHlnjNbDaj1WpZsWJFpYKLJElIkoRcXnd7g+UGlz///JOIiAi2bt1a5usVCS4Wi4UhQ4YQEBDA119/zeXLl3nnnXfIz8+nVatWfPLJJ/ZhjPfff5/jx4/j6enJvHnzCAoKAuDrr79m1apVyOVyJk+ebM8umpiYyKxZs7BarTzzzDOMHj0a4LZ1CHVLuyBPNr/TEyg5d+Dj6oiPqyMWq8TV/GIytbad7IVGM2aLRIC7E0v+2hmt3oS7k0OVjv41W6wYLVb6tw5kWKcgiowWzlybI7mSr8fJQU6r+u4cv6JlVp8AFF92Qa3X0KTTGN6PfIG2QZ4AeLuoiA1vQKHeRLrWQI7OgIfagW92XuDrbeeJaOrNor90uGNbLVbJns4/S6fHYrWWusZqley7+zXFJvueoOrk5+bImjceIzWvmIbezjV6vHJ1Obl9K9t/WkpBTjZuPr70GP4iYT16V+mZhYWFHDhwgKVLlzJmzBjGjh3L3r17WbBgAe7u7ly4cIFHHnmkRBLLCRMmsGTJEjZt2oTRaKRPnz6MHTuW1NRURo0aRbt27Th+/DhPP/00Go2GDz/8ELDleDx79iyTJk2qjh9HzZPuwGKxSBs2bLjTZbf17bffSu+88440evRoSZIkaezYsdL69eslSZKkKVOmSMuXL5ckSZKWLVsmTZkyRZIkSVq/fr00btw4SZIk6cyZM1J0dLRkMBiklJQUKSoqSjKbzZLZbJaioqKklJQUyWAwSNHR0dKZM2fKraM8gwYNuuvvUagdWVq99PH/jkl7zmdLY1cclDYdvSIV6I3VWke6plhq/dGvUqMJ66WZ609IeYUGaePRK9KY/+yXTlzRSGazRcrU6qW0vCLJknlKkqa62/78O1IqyE2X9pzLlnJ0evvzLmXrpIjZm6VmkzZIyelaqd3Hv0mNJqyXGk1YL13OLbxje3R6k7T5RLo0dsVB6XS6VrJYrKWuMZkt0tHUfGnsioPSjjNZUpHRVK0/k/vFiRMnKn5t4hZp/vODpc+e7W//M//5wdKJxC1VakNcXJw0ceJESZIkadiwYdLRo0elPXv2SO3atZNSUlIkSZKky5cvS/3797ffs337dmny5MmS1WqVLBaLNHr0aGnfvn3S5cuXpdDQUCkpKUmSJEnS6XRSVFSUZDQa7c8/depUldpbVWX9zG/33nnHPpdcLmfJkiV3FbjS09P5448/GDp06PVAxp49e3jyyScBGDRoEAkJCQBs2bKFQYMGAfDkk0+ye/duJEkiISGB/v37o1KpCA4OplGjRhw5coQjR47QqFEjgoODUalU9O/fn4SEhHLrEGqX1SqhLTaVWN0FoDPqOJV7isTURPL0efZrs3UGzmbqyC20fQrPLNBzMCWPtLwi9l/M5UxmAV2b+jBp9TFcHZW0D/as9izD2mITBdd6Cgcu5SEBT7UKZP7wcMLquaNQyPFzc6S+pxq5iy90exuCu2Duv4AXfkxm2OI9LN19Ceu17sPZTB1XNHpMFokDKXm88XgIDgoZ0W3rV2g3vYujkqiwAD57ph0tAtzKnEtRKuS0buDBZ8+0o1sz3yota35QbP9pKWZjyVxtZqOB7T8trdJzN2zYQP/+/QHo16+f/WyWNm3aEBwcXOY9O3fuZOfOncTGxjJo0CDOnz9vn2qoX78+4eHhgG3LR9euXfnjjz84d+4cJpOJ0NDQKrX3XqrQb91jjz3GN998Q79+/Ursyvf09Cz3vtmzZ/Pee+9RWFgIQF5eHu7u7iiVtmoDAwPtp7NlZGRQr149W6OUStzc3MjLyyMjI4N27drZnxkQEGC/JzAwsET5kSNHyq1DqB6aIhM7z2Wz93wuYx5vWmpTYllMFivH0zR8Fp9MdLt6PN26nn1FU3pROs+ss6UT+vtjc4lS96Toz3SsbXyZnXiG+l5qxvdpwcz1JziXVcgr3Zsw/trKqwXDw3mtZxPqe6pRV2KnfkX5uDryWs+m7L+Ux+xBrfFUOyCT3cimXIKzD/SaAGY9J3Mg6bItu21eoZHcIiMmi5Wweu409XXhqkZPEx8XHqnvzqD2DVAq5Hg5V3zotqxMAndzzcOiICe7UuUVcT1VfnJyMjKZDIvFgkwmo1evXjg7O9/2PkmSGD16NMOHDy9RnpqaWuq+Z555hq+++oqmTZsyePDgu25rbajQv8aNGzcClDgfWiaTldsj2Lp1K97e3rRu3Zq9e/dWsZnC/SSvyMgbyw8CcD5bx6K/dMDjDktf8wqNvL78IFc1enaczaZ7M197cNEatPbrOrqHk73oCMom7lguF/DpwFakFBkpMlo4dW31VeZN2YLTtXpe63ljhY7ZaqbYVIyLygW57O7eXC0WKzmFRiRsO+zffqIFerPFHljKpXIGlTNBkpHpMa0wmCwMDK/PxP8e5feTGbzZuyk/vtoVuRw8nBxwdFDcNjuyUH3cfHwpyM4qs/xu/fbbb8TExDB9+nR72fPPP8/+/ftLXOfi4mL/gA3QvXt3FixYQHR0NC4uLmRkZNg/DN+qXbt2pKenc+LEidsmvrxfVSi4bNmypdIPPnjwIFu2bCExMRGDwYBOp2PWrFlotVrMZjNKpZL09HQCAmzLPwMCArh69SqBgYGYzWYKCgrw8vIiICCA9PQbR5FmZGTY7ymr3MvL67Z1CNVDpZSjkMuwWCU81A4oKrBQyEEpp3mAK1c1evxcHUt8qm7q0ZT3Or3HJe0lPJ28yOtczLFgZ77Zn8JLfiq2ncniXJaOfzzTjqwCAy3ruZFXZMJssTKkQ5D9OQXGAn6/9Dsbz2/krQ5v0cq7FUqF7VfcYrGSXWg7497L2aHc5b+X84oZ+K8dGM1WVo15jNYNPEoNWeUVGtl0LJ1zWTrG9Gpaakmwh9qBx0P92XU2G4NJ4qrWtv/l620X+OtjTWp0c+PdMpgtZffIHgA9hr9I/OJFJYbGlCpHegx/8a6fuX79el599dUSZX379mXFihU0bNjQXubl5UWHDh0YMGAAPXr0YMKECZw7d87ec3F2dubTTz+97cqwp59+mpMnT+Lh4XHXba0V5U3eHDp0SIqOjpbCw8OlZ599Vjp79uxdTQLt2bPHPqH/1ltvlZhsX7ZsmSRJpSf0x44dK0mSJCUnJ5eY0I+MjJTMZrNkMpmkyMjIEhP6ycnJ5dZRHjGhX3GFepN04opGWpuUKmUV6O98wzXZBXopKSVXStcUS1brjYnoQoNJMhjNUpa2WMop0EvpeUVSs0kbpEYT1ktNJ26Q9pzLllpO3iRdzCqQfjt2Veo+N0GasvaolKczSJoio5ShKZZydQbpSsEVqfX3raXW37eWon6OkrIKs+x1nM8qkNpM/VUKnbxROpaWX6ptOTq9lJJTKGUV6KVf9qfYJ9lnrj9e5veSlJJnv2b8yiRJbzRLFotVSs0rkjYdvSql5RVJ7afHS40mrJcenfW7lJSSKzWftFH67LdTkqaoehcdVJXBZJYOXsqVxvxnv7QtOVMqNNSNBQCVmdCXJNuk/tdvvCR9NmyA9PUbL1V5Mv9eGT16tLRr167aboYkSZWb0C+35/Lxxx8zYcIEOnfuTEJCArNnz+abb76pUjB77733GD9+PPPnzycsLMyeun/o0KG899579OnTBw8PD3sGgObNm/P000/Tr18/FAoFH330EQqF7dPVRx99xCuvvGJf7ty8efNy6xCqh7OjkrB67oTVc6/Q9RarRI7OgAQ8Us+jxE7ubJ2BBZuTGdmtCQazBQeFAg8nBU18XUjO0NHI2zYGvfK1rizZeZHsAgOfj2jPKz/s56XHGhN/Ih25TM5jIT74eijwVfuSXZxNiGcISvmNX+8dZ7LRXjuvfv3hq7Sqf+NTYH6RkY/ijrP+yFU6NfJiwYhwgrzU6E0WhnW+8Qn0ugK9CbXDje/B21mFXCYjW2cgeuEOcguNrBoTYU9dU2yyEODuxI4PeuOkVNT47vnKyi828cI3+9AZzPx+IoMdEyIrlWm6rgjr0bvKS4/vJa1WyzPPPENoaCgRERG13ZxKk0mSdNtV8IMGDWLNmjW3/fpBMnjwYFavXl3bzXggXcopZOCinehNFla+1pXwYC/yCo2czbLtF1HIIFtnm5PxcVGxYnRXXFQK0rV6GniqcVYp2H4mmzHLbPM8z3VpyLOdgmng6cSPe1MI8XflSKoGi2TllV5+ZBVn0MCtAd5O3vY2pOYVMXzxHgwmKz+91pUQvxsJHdM1xfT69A8MZtsqth0TeuOoVCAh4ePiaN8gmFdkJOFkBpkFBnqH+pNbaCSvyMhjIT54uziSrtHT/e9bMFslYtrV45UeIaxJSmVY52BC/FxRKuRkFeg5cCmfsHpu1PN0QqWo/WGobJ2B4Yv3cDZTh7+bIxvG9sDPrQ7sWzl5krCwsNpuxkOlrJ/57d47y/14otVqS+zOv/VrsUNfqIh9F3LRXDseePXBNMKDvbicW4RVkjiepqV3qB9fJ17AYpXILDBw6HI+jzb2IizQHUcH25tvQ28XZDKQJAgNdOO34+mEB3sypGMQ3+28SEpuEa8/HoJGp6C5zyM4OZR80w7ycmbNG93gWsC4mVIu450+LViy/QIDw+sDlPnmevBSHu/+cgSAQoOFvCIjf+vTAu9rz/NwVvKfUY/y8/5UXu7ehDPpBfi5OeHprEKpkJNXaOStFUnsOZ+Ls0rBlr89TqBH7QcXX1dHfnylCyeuamkZ6I6vq9hwLFRducHl0UcfLbE7/9avRXARKqJbM18aejtTaDDzQtdGaIqNfL/rIquT0ni2UzDdm/vwao8m7D6XTT0PNc39XQEZepPlRnDxUbP1b4+jM5g5mpbPF3+cI8DdkYUjOrBkhy3nnVwuY/wTze1n1d/qdp/Gfd2cGNC2Hl2aeOPsqMDtNun2b95TopTLaB/sicNNqxnUDkoiQnzp3MSbQyn5vPOLbbn06fQCPn2mLWarRLbOtqig2GTBevtBg3uuKgeiCUJZyg0uc+bMuVftEB5g9T3V/Pf1x+zDTNk6A6uvJaT85cBl3n6iOYnJWWwa1wOTRUKllAEyik1W5HoTbk4OuDra/qRrigkNcGdSvzDWHU7D380RpVyG2SoRGuCKr6sjLteCQ36RkWKjBZXyznm7/K6l3P/7r6cZ0rEBT7YKLLVEODzIk6+e74BWb6ZXCz9cVAoyCwz84/czDGhbj9YN3FE7KFHK5Xi7qOwr6toFe6CUy/B1VbH4hY78a+tZnm5dD7c7JNO8G/lFRqySZO9NCUJtqdBvd3Z2Nv/85z/JzMxkyZIlnD17lqSkJDFRLlTYzb0GlVLO0I5BrDqQyvDOwew5n0OXpj44OShwdpRhMFl46bs/OZVewNzBbRjUvgGODgqyCwy89p8DHE7VMDayGd/8tTNuTkq2vvs4uYVGgr3V9jdVbbGJL7aeY/H28zzaxIsvnutY7nG/+UUmXl9+kNxCI7vP5/BYiG+J4KIpNlFoNNO+oRdujkqcHZVkFRh46bs/ScktYvmeS2yf0Bu1x7XNux5ObHvvcQr0Zup5ONn3xzT1c+WToW1R1EBCwgytnrd/OoTBbGXRX2wJMwWhtlToN/yDDz6ge/fuZGZmAtC4cWOWLq1a2gTh4eXlrGJy/zB2fRBJc383Jq4+yrCv9yBJEppiEym5xZxKLwBg2d5LFBptq7yKTBYOp2oA+O/BNGQyUKuUBHs70y7Ys8Sndb3Jwi8HLgOw70IeepOl3DYpFXJaXDu1sZG3M043rQYr0Bv5z+6LdP/7VkYs3sPFnCLOZ+mQybCfWOmolCO/aYOls0pJkJczYfXc7UcYX1cTgQUg/ng6u8/ncDAljx/3XqqROoSSwsLCiImJYcCAAYwdO/auT+j9/vvvadOmDQUFBdXcwtpTod/yvLw8+vXrZ9/ko1Qq63QqaKH2eTqrUDsoOJ1h253/VmQznB2VJJzMxGC20LGRFw4KGWN6htjzhbmoFDzdOhAnBzlvRTZDhozE5EySUvLsCwbA1svILzLxZu9mODnIiQ2vj7NKidliJTW3iI1Hr5Kh1Zdoj7eLikV/6cDGsd1ZNeYx0jV6LucWYjJb0BSb+d/hKwCczy5ELoNMrYEio5l//7UTnw5ty7q3upd5QmWhwcypq1p+P5FBjs5Q6vXq1KGRF0q5DLkMujXzq9G6BBsnJyfi4uJYv349Dg4O/PTTT3f1nA0bNtCmTZtSx5vUZRUaFnN2diYvL8/etT906BBubm53uEsQyuflomLS04/wt76hqB0UOKuURLb0Z9QPfzIuqjkdG4Xj7aKy74vxcXVkzuA2GC1WXFRKft5/mY/XnQBg1ZgIOjW2LT0+cUVDodFCj+a+PNU6EFdHJZ7OKjK0evov3IGm2ERYPTeWjeqCj6sjkiSRpTNgtUoEujtxVatn8ppjFJssfP1CR5xVcsb0CmHG+hN0auyNs6OSf/x+mt9PZNKqvjvLRj2KVxlzHAazhcwCPU9/vh1Jghe6NmJy/zD7IoXq1tTXhe3v98YKd0zH8zAqTMpE+9tFLPkGFJ6OuD/ZGJf2/tX2/E6dOnH69Gny8/OZNGkSly9fRq1WM336dFq2bMm+ffuYNWsWYEuftWzZMlxdXUlJSaGoqIipU6fy1VdfMWTIkGprU22qUHD54IMPeP3110lJSWH48OHk5eWxYMGCmm6b8BDwcHYAbrwRNvR2ZuXorkiSrTehvCX54s1DTBmaG72P3GupXUxmK/U91czZcJJfT2TQIsCV5a90BcAqSRRey3CcW2i0r9ZK1+oZuHAnuUVGfn6tK0kp+SRdzgdg2Z4UxkU1o1MjL34ZE4HaQYEM2H8xj+b+rnioHTCYraw+mEqLADea+LrYFxQkpxeQd9MplpkFBiwVWCEmSbbzWLJ0BgLcncqdK7qZWqWskeSdD4LCpEzyV59BMtn2MlnyDeSvPgNQLQHGbDaTmJhIjx49WLhwIY888ghffPEFu3fvZsKECcTFxfHtt9/y0Ucf0bFjRwoLC3F0tP1/3bBhA/369aNTp05cuHCB7OxsfH3vPufZ/aJCv4mtWrVi2bJlXLhwAUmSxDHHQrXI1hkwmq24Oirtu9YVcpk9T5ft0Cs9cpmszNVeo3o0xWSV8HZR0amxNzk6A6l5xRQazLz2eAgqBwX/O3wF87UU/x5qB5a+/Cirk9J4tUcT+xxNcnoBWdeGrP57IJUXIxrjqJRjtkr0auHLFY2eTUevsud8LlOjH6GxjzOrxkRwJlOHr6uKmetPsv7oVeQySHy/tz24rElKo5m/G5P6hXEhW8e4qBYV2vmeVWBg4KKdpGv19A71Y96w8FLzNkLlaH+7aA8s10kmK9rfLlYpuOj1emJiYgBbz2Xo0KE8++yzLFy4EICIiAjy8/PR6XR06NCBuXPnEh0dTd++fXFxcQFswWXRokXI5XL69u3Lr7/+yvPPP3/XbbpflPubfrvxP3HMsVBVuYVFFJoKUCisnMt2QCl3oLGPc4kVWueydIz8/k+8XVT8+y8d8NSaUPo7o3C2XePn5siH/cLs+0/2nc9h/dGrLN19CaVcxto3u9E2yB0HhYzDl/PJ1hno3Nibrk19SuxZCavvziP13LmiKWZgeANcHBWse6u77dwZCXQGM/M22z7l/nIglb90acjRK1qCvZw5mJJnP+/Feu1abbEJd7UDf+nSkL/8ey9RLf1598nQEgGyyGgmv8iEXC7D+5ZEmiaLRPq1OaHjV7QYzaVPYw5riwAAIABJREFUmxQqx5Jf9nzX7cor6vqcS0WMHj2aXr16sW3bNkaMGMGSJUswm81cvHiRl19+GQCj0UhQUNCDH1xud7zxdSK4CNeZLBZyC22T6uVlHTZZrJy4ouXLbeeIbR+Ag/oywZ4BfLtVx6geTezBxWK18uW2c6TmFZOaV8z+5Gw67srCM7opiuZe9ufdHCQ8XRxIzbOt1jFbbWeQP9elMeeydMT8aycAf+vbgv/r3axEm/zdnFg66lGsVokr+XqyCoy4Oykxma18Fp/M5AFhuDsp0erNPNspiH4LtmMwW+nRzJf3ngylVws/mvq50DLQnd9PZPw/e+cdHlWZ9uF7ek1m0ntCEkJCCwFCD70JiKDSVYqgNEXBsip+6tp2V3FFwQJW7IXepHdC76EnIYT0PjOZXs73x4RRlrK6grvq3NfFdSXvnPO+hzM588z7lN/D0IwYAlUyEkO1rJ6RhYird14nigyM+XAfMomI1Q93pXH4j3I0AUopLw9twcpjJTzRL5Ugjd9L8GuR6BXXNCQS/c2vB8rMzGTlypVMnz6dffv2ERQU5IutpKamkpqaSk5ODhcuXOD48eM8/PDDTJ482Xd+r169KC4uJiYm5qZf22+Jv4jSz02hoMrCkHd24xEElk3rck1RS3dDd8nxn+yn1uJk46ly1s7IQo6DezuGYLK6fMcKAjzcK4U7M2L4YGcezaMCcRuLcNc7r5r3MlE6Fc8PboZSJqZZVCCxQWqkEhFKmYRX72zBmxvPU2G04XR7uFBlZuWxEoa2jiEpREOoVsGlGgsTFx2g3u7i0wntaBYVyBsjWiFC4IdHulJjdqCWS30aZDUWB7VWB00CtMToVCw5XMSpEiMjMuMwWp1U1zuQiL2JC5dxWK2IJRLWnSzD7RFwewSOFNZeYVwCVTJGZMYxOD0KrVLm0zbz858T2L/RFTEXAJFMTGD/Rjd9rYceeohnnnmGwYMHo1Kp+Pvf/w7AokWL2LdvHyKRiJSUFLp168bf/vY3Fi5ceMX5ffv2Zc2aNTz44IM3/dp+S3529G/btm2cP38eu/1H6//QQw/dkovy8/tj29lKLA0qwBtOll1lXJxuN8cvGRDwVuzXWpwEq+Xe6nqXgmCNBK1CRlGthT151bSM0TFiwR4kYhFLpnYmtNqOcFsiyiZB11jdS4BSRoBSxj9HZCCViJCIRBy9VMfkzw+RGKrhi0ntCdbIMVic3PVuNmaHmy/3FbJhZjfCA5QcK6qjuiExYMnhYhrfpiXiJ5Ioeo2csjorC+5ry6ZT5YxqH8+ra0/z1sgMBrSMpGWsjgClFEEQOHixhvs/PYhIBEumdKZNQhDmulq2fLIAhUbL+LvGs+t8FVqFlG5Nrk4blkvFyKX+OMvN4nJc5WZnix05cuSqMb1ez7vvvnvV+P/93/9dNXathotPP/30r7qm/xV+lnF57rnnsNls7Nu3j+HDh7N+/Xpatmx5q6/Nz++IAS0i+WxvAW63wNDW3u282+3BZHdSZ3VxtsxEbJAKvVLGwvvasr+ghlaxepQyMWV1NjRyKfV2FxM+3c/LQ1qy8niJTyJ/69kKhrfyYAspQCRqR2m5mLPlJto1CiZILb9Cwt/l9lBndVJdbydcq2DupvNUmOxUmOyYbC5SIwMpNVgbstDcyMRiLu8LMhOCiA9WU2d1MCQjmg93XuDx/qlY7G7yq+oJ0ciZtyWXNgl6HurVmAc/O8jdbWP5ct9FvthbyCcT2vHg5wcZmhHrc9cJApwuM9ImIYgzu3dwbu8uAKJTUvnqgW6IRfxbaZpfSoXJxv4LNTSP1hGjV96wMdqfCU3r8Juaeuznxvws43LkyBFWrVrF4MGDeeihh5gwYcJVHdj8/LmJDVazdKpXdThUq8DhcnP0Uh1ahZS73svG5vTQIzWMF25vxtazFbROCObF1SfJqzTz2t3pXKyxoFVImdqtMUcK6+iWEsYXey4ilYjpmRrCsWP9cDiqSG21nwFv7cPlERjQIpJnBjYlItDb2bKy3o7LLXDbWzswWl383+1NuaNVNNvPVRIWoCCuoTfM/gvVfDgukz151QxKjyJUq6DKZKfMYOOrBzqQX2nmo50XGJwRjc3p5mSpgSWHilDKJCw/WsLyoyXMH63gi0kdOFhQy99+OIMgwIliAwvva4cgCIQHKjlbZiQzIYieqeEU1VqIbt8N9Yrv6fzgYwTGJyGTiG56FliN2cFDXx1h/4UaVDIJW5/oQWSg37j4+e35WWX2SqXXNaBSqXz9nisrr+5H7efPTViAgrAAr45WncXJ9K+OYHN6sDX4uStNdow2F72aRmB1uNh2topLNVY+3l1AjdmOWARxwWpCGiTf37unLcundUbizsXhqAJEONxuXA2qx7UWB2fKjNSaHVSavI26iuusGBtiN0sPF9O2kYZ1szJZMb0j4QHegsnSOjvTvjzM7twqimst1FocTPvqEO9tz8NodRIfrOb5O5pRY3bw2voz1NtcROlUxAV5tbrubB1D06hAgtVymkQEEBGgJClUQ1bjUEZ9sIdHvj2KgMAbI1pxe3o0d7+XTdfXtpJdaOau1xbywj4L3f65i3e3ete7mXg8ArUNrj2by43nOgrRfvzcan7WzqVHjx4YjUYmTZrkqx4dNmzYLb0wP78/Kow2THYXepUMuVRMv2bh7Dhfyd/vasm+/Bqm90xm69lK1pwo5ZHeKYxqF8c3By7RLSWMljE6Kkx2hi/YA8AjvRsTF6zmYo2Z6EAdScmzcdiLCVQpmDsygz351YxqF8fsZSd4bVgr9GoZRquL8+UmHumTwv78Gp4ZlMpz+2ZypPIQnaI68WLHuazPqaB9YjDxwSosDjctY/Q4PR6Kaqw8M7AZd76bjd3lIatxKN1Tw6gw2EgO15JXWc+g9Gh6N41gT141Ty09zpP900iP1bHq4S643ALPrzyJ0erCaK3HbHcTHqDkVImR0oZiz+VHi8lsFOQr0Fx6pIhJXRNvamfKEK2chWMzeX9bLgNaRv3Pdb308+fhhsbl+PHjREVFMX36dAAsFgtNmjQhKSmJ8ePH33Biu93OPffcg8PhwO12079/f2bMmMGlS5eYNWsWdXV1NG/enNdeew25XI7D4eDJJ5/k5MmT6PV63nzzTWJjYwFYsGABixcvRiwW8+yzz9K1a1cAduzYwSuvvILH42H48OG+7IrrreHn1lFhtDHknd2UGmy8MTydxuEBZDUOIz1Wh0IqoWNSME63wCtrTwPwyLdHWDE9i8ndk9hwspySOhvWn4hLGm0uWkTr0Cql3iJKzTjkUjGvrTtDu8RgWsfpeey7Y9zdNha7001BlYMJXRL458azfP1AJ+7pEI9LMJJT7W3u1S/uDmYvPcnmMxWIRbD9iZ4cLqzFaHMSFahkwdhMJCJwNBRc1lkdxOhV9BvUjCHv7KbO4uTDnRdYNr0zz608CcD0rw6z+uEswgOV1JgdPD0wjd5NI9h2ptwnp58QoqFNvJ68SjNTeySjVUi5s3UMG06WMbNPE5/w5c1CJBKRGKrhb3elX5Gm7cfPb80N3WLPP/+8rxL/wIEDzJkzh5EjR6LVannuueduOLFcLmfRokWsXLmS5cuXs3PnTo4ePcqcOXMYP348GzduJDAwkMWLFwPw/fffExgYyMaNGxk/fjxz5swBIDc3lzVr1rBmzRo+/PBD/vrXv+J2u3G73bz44ot8+OGHrFmzhtWrV5Obmwtw3TX83DrsLg/lRhvP396MZtE6hryzm6lfHuaT3QUEKqUEKGVoFFKWTu3MrL5NaBmjY3duFd/sv4RMIqJxuJamUYE8MzCNiVmJjMyMw+H2EKyWEa1XoZBJEIlEjG6fwJsbztM6PogX7miO0epk5Ad7aRSioUNiCGtmdKNRqJrwACUhah3fDPqG2R1m0y2uO5O6JrJ2RhYbZnYDYOWxEm5/exe1DQkAF2sszB2ZwfhOjfhkfDt6poahlElwu72uJZdHQCoWE9mQQdY8OhC5VIzR6uS9bbn0nLOdnecreWFIC59ki0YmZv6Y1qx+OIvUCC0hWgVPDUjj28mdCNbIrzCoP5eqejsf7cpn46ky6iyOax7jNyx+/tvc0Li43W70ej0Aa9euZeTIkfTv359HH32UixdvLOktEol88gYulwuXy4VIJGLv3r30798fgDvvvNOXirdlyxbuvPNOAPr378+ePXsQBIHNmzczaNAg5HI5cXFxJCQkcPz4cY4fP05CQgJxcXHI5XIGDRrE5s2bEQThumv4uXUEKKUsvK8tdrcbk81Fm/ggdEopzaIDsTrd1NtdjPlgL3e9l02AUsozA5ryztZcbmsRSYxehcstMGnRAbo3CafO4mD4+3sYvXAvVfUO3t58npI6b3FkfIiaj8ZnIhbBP9adYcGOfPQqGZdqLYz75ADPLsvxpUQrpAqaBDdhVNooxIKcT7MLqDE7uX3eLvq9uYOJWYkEa+QICCSEqPl8z0WWHy1hUrdE3tmax+d7LyITi1gyrTMP92rM91M6sfxIEe/f24ZvJ3fkH8PS0avl2F1uFmV7n4fVx0t9mmVGq5PCWitD5ntjLmM/PkB1vZ2tZyq4fd4upn55mGUNTdN+Lk63h7c2neel1ad54LNDXKqx3MR30YvV4bpCZdrP9fmp5P6UKVMwGr0q30VFRaSnpzNkyBAGDhzIk08+idP54z11uVx07NjR9yX6j8gNjYvH48Hl8gZH9+zZQ8eOHX2vud3//huX2+1myJAhdO7cmc6dOxMXF0dgYCBSaUNDpchIysvLASgvLycqKgrwSvoHBARQW1tLeXk5kZGRvjkjIiIoLy+/7nhtbe111/Bz69Cr5bSM0ZMUqqWo1sKodrGsfaQb2blVPLX0ODanm4Jq7wfh0sPF6NQyPp3QDrvLg14tx+xw0TQqgHKjjR3nqzDZXQRp5JyvqOefG88x+fNDPsl6nUrG4kOXeGlICz4Y25YlUzvz9x/OAFBcZ8Xp/jGIbbA42H6ukmqzHYdLYHduFTanB6vTzcGCWj4Y2xY1Ls4fzubJdirm3N2c97fn8Wl2Aa+uPcPJUiNNIgJ4rF8qgUoZr60/x4gFe5m/+bzv4VFIJUzo0giAwenRKBtSf21ONxaHm2qz97pLDTbcgnCFEGWoVkGt5ddIkNzcHUqN2c6ra08z5YtDXKw239S5/4j8VHJfp9Px5Zdf+l6Lj49nxYoVrFq1irKyMn744Qffa7t376ZRo0asW7cO4X+o3fXN5IYO30GDBnHvvfcSFBSEUqkkMzMTgIsXL6LVam90KgASiYQVK1ZgNBqZPn06+fn5N+eq/fxXsdhdFNZaOFdWT+fGIb4PS71GRr3dxazvjtEqVofbA4sPe7+ZP9QrhW5NQjl6qY5HeyeiVzipMQt8d/ASSw8XExGo4NMJ7XlhRQ7fPNiRM6VGWsXpmfz5IcDbs/4yCpmEB7sms+5kKZ2SQjhXZuTO1jFE61U81i+VkJ9UxBfUWBj38X7eGNGKuGAVfZqFs/pECWKRiCEZ0SjEAtu3b0UZGESV0Uwjj/OKwkmdUoYgCIhEIqRiEfd3acTAllHkV5kpN9kRNYhqTu2RzP1ZicglYoI0cqrq7RTXWaky23ljRAbrcsqY0j2JILWczEZBfDu5Ixa7m3KTjSHzs1k8tRNhWgWCcGOXlkwi5pE+KSSHaYkPURHfkF59s8ivNPP53kIAXllzmrkjM1Df5LjQf4vjx4+zefNmDAYDOp2O3r17k56eftPmz8jI4OzZs1eNSyQS0tPTr/iSu2bNGsaOHcvXX3/NkSNHaNOmDeCVfhk6dChbt27F5XIxd+5ckpOTb9o1/pbc8K9m6tSpdOrUicrKSrp06eLr5+LxeK5ZbXo9AgMD6dChA0ePHsVoNOJyuZBKpZSVlREREQF4dx6lpaVERkbicrkwmUwEBQURERFBWVmZb67y8nLfOdcaDwoKuu4afn4ZDpdXL0wEBGl+1AurtTgZ9PYu3B6BYW1jeGlIC1RyKYqfFOtZHG4aR2gRibyFhIXVFv42NBGrpQBT7dtUV6URFTSaI4XezKlyox2ZRMTs25sBAk2jAghWy/nH3ensu1DDoJZRvmJDi92FweYkMVSLXqOgvVaByyMwuFU0QWq57+8U8MVLnl2Ww/zRrQlWy/j2wU64PB6+O1hE79Rg0tt34a8/5OJwCTRrKWVEZiypkQFo5FJ25lYRpVcRFqDA6fEwMSuRV9acZm1OGRKxiE2zuhGiVVxRr1Jvc/L8ypOsyynj0T4pjG4XR48mob6eL3q1nLSIAP6y5ARbz1bw4pDm2BxuThQb2HCyjPGdEwkNuH5hZahWwfiGndLNJlKnRCEVY3d5aJMQdEWB6u+Z48ePs2rVKp9rymAwsGrVKoCbYmDcbjd79uy5Zhat3W7n2LFjzJ492/d7dnY2L774IiaTiTVr1viMC0BQUBDLli3jyy+/5OOPP/b1gPm98W//cjIyMujbty9q9Y/fkBITE2nevPkNz6upqfH5H202G9nZ2SQnJ9OhQwfWr18PwLJly+jVqxfgtdjLli0DYP369XTs2BGRSESvXr1Ys2YNDoeDS5cuUVBQQHp6Oi1btqSgoIBLly7hcDhYs2YNvXr1QiQSXXcNP7+MC1VmeszZSvc5W8mr/NFF4nR7cHsEApVSpnSJ5cDebIqKiqi32unbLILFUzrx6QRvMeHmWd1Z90hXWsboENmPcPHcaGoqF2OxVSEVi3lxSHOaRwcyvWcyhTUW9l+oQSYRIxGLMTtctIjRMTErkQCllEqTjUvVZmqtTvq+uYMxH+7j/W15eAR4afUp7v1oH+fKTT43g8vjITZIxdyRGTzUqzEROiWD52djsDqYtOgg87fk8ubmfLbnGdlyppJduVV8daCIl1af5s0N55CKRaw+VuKb77L3oq4hHuH2CNidVysWuz1QZ3Hg9gi8seEcZof7qmZiaoWUMR3i+cttqRwsqKXb69t4afUpmkXrWLSn4Ipjq+vtVJhsv4k6cphWwbYnerBxZjdGtou7qp/O75XNmzdfEfMAcDqdvzoee1lyv0uXLlRXV9OlSxffa4WFhb6wQHh4OGlpaYBXELhDhw4olUr69evHpk2brggzXBYEbtGiBcXFvywm97/ELfvLqaioYOzYsQwePJhhw4bRuXNnevbsyRNPPMEnn3xC3759qaurY/jw4YC3bqauro6+ffvyySef8PjjjwOQkpLCgAEDGDhwIJMmTeK5555DIpEglUp57rnnmDRpEgMHDmTAgAGkpKQAXHcNP7+MrWcrfUWQm07/uKUP0siYN7o1rwxtzqmD2TjcHqo8GuZvvUBJnY05G87y7rY8DFYXd76bjVrubWccqG9LdPwTRMU8AOoRGKwOwrUK3h7dmhidiqeWnmDF0WLcboEKkx2z3U2VyVsjYrQ5mbcll8cXH8dsd9E4zOuWvVhjxmhzkltRz/SejTHZXVidbqrr7XyzrxCrw03z6EA8DaKZ93WKRyWT+nZBFQY7LWN1XPZEZcTqKayxcLrMxI5zlXwwri0CcKnGwg85pYz5cB8vD23BvR3jeWN4K0K0csx21xXFijq1jNeHteK+jvHMH9OaoGtU4cskYtonBnNbiyjWnigF4EBBLSFaOVG6H91ylSY74z7ZT8/Xt3G4sPaWF0UqZBKidCpSIgKued2/VwwGwy8a/7lcjrls3boVQRCuGXPZuHEjOTk5PkO2Zs0a9uzZQ69evbj77rupq6tj7969vvMuZ+iKxeKfFdv+X+WWOVPT0tJYvnz5VeNxcXHXTA1WKBS8/fbb15xr6tSpTJ069arx7t27071795+9hp9fxu0to/hmfyEeAYZk/Cj/rVPJGdwqGpfLxfpiCSkt2jD0vb2M6ZDA3344zd78Gvbm19AzLRwRAna3h9TIQCrNHvLMg9l+roowrYXBrfQgEnGooIZW8Xo+HJvJ8SKvuOUjXx+hxuJgw8zulBmsnC+v57M93oysl1ef4qkBaSw7Usysvk0wWBzMHdWabw8U0jEpmAqjHbPdRc+0CEYv3INGKWXe6DZcqKonIy4ImUTEK0NbcLbMRLPoQII1Mnb+pRcej4BEDCabi7hgFaPaxyEVixn2fjaXaqw8dVsamQlBvLHxLC8MTuOi6Rw5JTI+yy5kUtdE2iYEoWxoYRytV/HikBZXuOj+FaVMQoBSyuP9U/nnhnPckRHtrfpvEeU75mK1mZxirwfg3a25tLinDVqlvzDyl6LT6a5pSHQ63U2ZX6VS8eyzzzJ9+nTGjBlzxWvBwcE8/vjjLFy4kA4dOnDw4EG2b9/uq71bsmQJq1evvmLX80fgjxGp83NLiA1W8/2UzoDg6w55GafbQ63FRVbXbpicIl6+syUp4VqkYhHbzlailImJD1bz6t3piAGxSESVyUFSqJaMuCAEQCYW8fqGsyw5XMzSqZ0Z8+FebE4PmQlBTO3RmP9bkUNxrcXX6lclk2B1umkdH0SZwUJiqBqPIDDs/b14BIGV07sglYrp9+YOHG4Pf72jOdN7NWbellwqTTZeWHmKQelRSMUiOieHEBGowOxw4/FAtE7pMwTfT+6EgIBKJuFMmYlLNd406PUny7gjI5r4YDWnak6hkgTywKJDuDwC2XlV7Hyyp8+42F1uahviVcFaGTKJd9xlrkHssgBixLpo1HIxvZqraJXYmECFilidDOVP1JDjg9XE6FWUGqyM6RCPSubXCftP6N279xUxF/DuEHr37n3T1mjWrBmpqamsXr3al/x0mT59+jBv3jw+/fRTOnbseEVRd+/evXn99ddxOK5ds/R7xW9c/NyQsGsElo1WByUGG8Pe24OAwMaZ3dl8upwZXx9h4X1t+eGRriikYopqLYRrFChkEu79cB/5VWae6J9KaZ2V9SfL+W5yR5/yMeCLKRhtTsICFNzVOoZQrYKiWivhAQo2zOwKiBCLvAKNnZJlLNie56uqt7s8FBusvt8PF9bSKy2c2IY6mnfGtOa97fkIgkB6rK4hPiNiw6kyRrePJ1wrx+byoFfL0ChkGKxOxCIRWY1DySkx8GjfFBqHaRGL3fx130c8kvEs0XoVhTUWYoNUiMUiquvtCEBxrdXXMmDFQ11ICQ/AZTUiyd2IaNXDCHEd8AxdQI1Mxrj1o6i2VSMVSVl39zqU0h8NeXigkuXTu+D2eAhQypD8QWIgvzWXg/Y3O1vsXyX333//fd/Pq1ev9v0sEolYuXLlNefQ6/U+t9iWLVt84y1btuTzzz//Vdf338RvXPz8YmotTradraTe7iI2SIXL42HN8VLcHoGJiw6y68meeIDFh4rJTAgiWq/k6YFNEYtg9fESMuKC+GJfIXmV9bx4R3PaJujxeAQ+HJfJplPlPNAtiQtVZlIitBTWWGgRHci2c5W0SQhi1IK9mB0uFtzbljU5pUzokojJ7iItMpAovZIovYohGdGUGWw82qcJaqWNNknxqMRaXlx1hvUnvRmGnRuHkhymYcDcnZgdbpYfKWbNjK4cLqwlMURD8xgdOpWM2GAVU3okEaxWUGmyoZRJ0KnkvNrtVTRSDYunhHKhykxSmAYRMHHRAdonhqCRS3xNxfbkVpMSHoDIZkC0ey647Iiq88DjQCxSEKIKodpWjVauRSy62nhcy8D7+eWkp6ff1NRjPzfGb1z8/GI8HoEOicGkhGtpHa8nt7yeaT0b89GufIZmxAACf1lygj151ezJryYrJZRnl5/AI8AXEzvw/cFC2sTraRIRiNHmJFSjICRAzrvb89CpZBwtrKN9YghpkQFUGG3sOl9Fz9Rwtp4p9zXzWn+ynPGdG7Eup5QwrYK2CXrq7S6K62xkJgTRLSUMJFb+duAVNhduYmabx2gc3hkAsQhi9CqkYjEKmYRInZI+TSOQS0QEKCSIRFBVb8PpEsjO9zYu+2xPAYsPFbH7L72QSqQES4IBCA/07i4ACqrqeX5wc44U1tE1JZRLtRaOFBro08ybCi8oAhAy7sFiquNiyljOF4jokqJlQZ8FHKs8RtOQpoSoQn7z99OPn1uB37j4uSEej0CN2YFcKvYp7IYGKDDanLw5MoOwAAV1FieHL9Uyd2RrksM0rDha6st4ahEdyPqTZZQbvVXo63JKeaBrEgJeN9bgebtxuL396B/pk4JbEIjVq1h6pIitZyp48rY0Sow26iwOOiYFE6VTYra7mNS1EUqZlGGZccglIipNdrJzq2mfFIxSKubF1ad4eVgCWwq9GTpvH5nL8kF30ixaR2yQCoPFwd/WnuK7yR2xOT18sDOfPfk1tI0PYtwn+/n73S2Z9uVhquodRAYqeXt0a3qnRRCguv4jI5dKeG7FUU4UG1DLJWyc2R2FVOyrWZGq9dQ2H4vBJeH2OdsaEiWieeXOlvROuHm+fz9+/hfwO3D93JDzFfXc8+E+nl56nCqTjXKDjXPlJiJ1KppHBxIRqESjkDA0I4bUCC31NiefZl/gga5JvDOmNTP7NqFnWjhBahmzB6Zxd9tY3B6BD3ZeQBDA6fkxzmJ3uhm5YC8VJjtvbDjH4cI6nll6gvAAJU8tPYFSKuH7B9uzeVY3auoddH99K33/uR2DzUWgSkpWSigVRhvvbsvlqQFpeNxS7m8+lUB5IOOaT+BsRTVf7r2ISiph5nfH2Hq2ipMlRmZ8fYQVR0uY+d1RzA4X+VVm3B4w271poOYG91/HpGBUMikmm/OafVikHgERAn/plcKTPRojEXNVMWR+jQOR28Hgll7pIoPF6dMi8+Pnj4R/5+LnuticbpYcLqJxuJYp3ZMw2Vw8tfQE+y7UEB6gYNXDWSBAXkU9aZEBWJ0etEoZK6Z3Yc2xIu5sG4/V6WbZkWK+ndyJr/cV0v31bdzXMYEBLSI5U2bkg/sy2X6ukkldE3l2eQ7gVR8O0yqorPfWoJQbbUTrVRy6VEf7WA2H9uwg2xqF0y1gSoQMAAAgAElEQVTgdLs5VWykRWwgzyw7QYxexctDW5JfWU+gSkbPqDvpFTOIME0Ahy5YGN42FrVCwqCWUSzYkY/HIxAWoCC/yoxGLkWtkCKTiPh8bwFfTurA94cuMbBlFFaHi2i9ikqTnf9bfgKr08Nrw9KvkIoJlkr47t5MTGsKwG5H11pEtdlOSEMBpcPhQFpfzsbNe7ivdVsGtkinVUIYgf7UYj9/QPzGxc81KTPY+GhXPj2ahOH0CNzz4T7euacN+Q2V+hUmOzanm3KjleZhUowON1O/OEyQRsZf72jOHa3jyc6rok1CMNvOVtK/eSSfZBcA8Gl2AQ90SwLg9Q1nidGr2HiqnBm9UzhRbGDr6XIWT+3EpRorKREayg02RmbG8f3BS7SJUnHu3DmGDc5gy7kq1DIpmYl6Xlzlra8B6N00gmaRAYjEImQSBSJEnC0xMX9rHs8Pbk612cGkromMbh+PyyPQITGEEyV1pEUGcqrEwHcNcvhmuwupWMSqoyU8OSANl9vNxlNlrDvpLShdlF3Ak7el+e6ZWCXFfbwKe04VAIbtl9gao+TONjHIJGLsdjsrly/F7XZTXFzMo48+ik53ZYr3v+L0OJGJ/cbHz+8Pv3HxcxVGq5O/LDnO9nOVaBRS9l+owWhzsSi7gHfuac28Lbn0aRrBkkNFDG0dg0QhY8EPZzhbbgJgb34NfZqGEx6oQiIS8dao1pwpM3J7ehSrj5dyR6soxIDTLXCwoJaD1CIVixjaOpoNj3bD7HDzWXaBT6/rZKmBO1pFM7pDLHKPk6Ej7/VWQ9/fDptTwOpw065RMD/klKGQikkK1SARi9AqZZwqNTDj66P0TAvjnTFtuH/RAS5WW3jt7pacKjWy83wV1fV23hjREqXYKzcjQuDQhRqyEkKY1jUZiUREqFbB+QoT0XoVYhF4BGjXKPiKeyZ2mpFHqrzOZg+4YrQYrD9K4ovFYiIjIykuLiY0NBSJ5Po1K4IgUGAs4P1j79MnoQ+dojqhlf97sVg/vy1NmzalSZMmuN1uYmNjee211wgMDKSoqIiBAweSmJiI0+mkRYsWvPLKK8hkMvbt28fYsWN57733fNJUkydP5v7776dDhw7/5f/RzcMfc/FzBW6PgM3ppn/zCCRiEWdKTYzIjEUkgtOlJqL0Kvo1iyA7r5p5W3ORiEXsOl9N76YRSCUiJnRuRFbjUGQSET+cKOXdbbnsza9mxtdH6ZwcytoZWdzVJpbJnx8iKUzDI71TGNY2hge6JjHti8PkVdbz6DdH6JQcwtDW0Tz89WH+tvYML606hUgQYbNbeXzZaWavPo/DA0a7C6lEwuAWkWyc2Y1Ns7pTZbZz78f7qaq3c7asnr8MSGPxoWLEYrjYIPufU2RgVlYyY9vFN6Ql65i//RJjP9rPyRITvRJDsc4/hnvOITTF3t3akkNFbDpVzrJpXVj/aDfaJgQB3oJSU20F0p3/QHr6HSJntSJ0Vhuqg+Xc2SYWWUNtikajYfTo0UybNo1x48bdUFm8xlbDzG0zWXthLbO2zcLoMF51jNNhx2oy4vkdS4T83vlPJfcjIyOvqIn5I+Lfufjx4XZ7yCkx8vzKk3RrEsa6GV0Rib39UzbO7E5JnZUXVp7kqdvSyK8088HYTAQBmkcHoJBL2P54D3acq+SNjecY1ymB9Di9bxfhcHt4ZtkJ3hzRio2nKzhebMBgdVJnsTOhcyL3frSPqnoHC3fkc0+HeGKD1ZwqMbFwbCYbTpbRPjGYMpMdpVRN82gdQzJiGDJ/N2aHm7vbxPBYv1S0xWam783jcIPScoXJ25tk/pg2dE0JQSWTMDErEYvNyRPpcVi/PsvQjFCG39GcU9UWPt/rlZd5cfUpvrk3E6zeAk/bsUrUacHc3SaWEQv2sOVMBd9O7uTLnrM63Cg9ZpQH3gVAnPMN0okbaBF+tRq3Vqv9ee0qxBLCVGHk1eWhlqqRiq98VK0mE0c3rCb/8AF6jn+QiKSUG+6E/EBp2Qry8+Zgs5eiVESRlPw4UZFDbtr8v0RyPy0tDZfLxe7du6+SffmjyO77dy5+ACg32jh4sZYnFh/j6KU6RECNxcHJEiNlBhunSw3kV5np0SSMQJWUh3ols/NcJT3mbMPuFhi9cC8eAVweGNwqirNlJpxuDyV1Ni7VWFgxvQubZ3UnPljNmPZxfDi2LTKJiDEdEpBKxDjdAkFqGc8OaoZbAIPVyZazFYxeuJeJWYmYbC4Gvr2L3m/uYECLKEQiMDd0nMyrNHO61Ig6LZhHe6cQopHTo0kYLreH+GA1reN1/OOudJxugek9kpndswn1S8/jilJTFKHiktlBpE7p643SJTkUjUaOPD4ASZCCgF7xiCRed9v6md1Y8VAWsUEq373TKKSo1VoISgRASO4FshvHUv4deoWev3f9O/N6zWPJHUsIVgRf8brdYib7uy8pyz3HunfexGYy/ar1/uiUlq3gzJnZ2OwlgIDNXsKZM7MpLVtxU+a/LLl/LQX2y5L7Xbt2vWJ8ypQpvPfee9ec77Ls/qhRo/j4449vyjX+1vh3Ln4wWJ08ufg46bE6WsboqK530D4xmJELvZIUk7ISMVidFFSbeX1YOmuOldK3eSTxIWq+m9wRlUxCm/ggvj14iflbcgH4clIHwrRyBLyuKLlUxBsbz7L2RBmdkoJ5pE8TRn+wj7QILa8Pb8U3D3ZAJZPwj3Vn+SGnjPhgNV9MbM/pUiP1djcniryig4IAuZX19GkazlMD0tibV83UnsmYrE5eWXOaWX1TmTsqg8hAJZdqLXw5qQOHL9YRpVfy4qpTPNqnCZ0jVdjjtTi6RKEQwZz15zhXbmLuyAz0ahlquQRdgAJhXHPwCIg13h2KRCImPOBqoyERi5AERuAa/wNilxWxUgfKXy+IGKIKoUdcj2u+JpXLUev0WAx1RKWkIpX7g/43Ij9vDh6P9Yoxj8dKft6cX7V7uSy5X15eTnJy8jUl94uKiujRo4dPcv8y7dq1A+DgwYNXzftT2f2NGzf+x9f338RvXPwgEoFMIuKDnfm8Nao1U7snU2P5sY6j3u7iqQGpWOxuxGIRXVJCqTTZOF1q4pU1p3mwWxL3dUxg+bES3zkeQcDlEQhSy/lgRz490sIxNriZOjcOZe6mc1Sa7FSa7JQZbDjcHmQSMSabi+bRgfz1juZ8tOsCs/o2odRgYXSHeMqNNjQKKY1CNHy86wITs5Lo3ywCq9NDsFrOxK6JnKswMvbjA0jFIrY+3oOJiw5yqtRIsEbOO2PasOFkGc1Co1D1jaPC7qHMYGN3rret8l3vZbPj8W5E6hp2JZorP7CdTicOhwOlUnmVC0oulYAuit8KjU7Pff94G7u5HlWgDoVa85ut/XvEZi/9ReM/l8sxF6vVysSJE/nyyy8ZO3Ys8GPMpaamhtGjR7N58+arhDIv714ut2W/zB9Bdt9vXPwQqJTxt7tacrLYSKNQDVanm/AAOS8Pbc6lGisj28VRYrDx9qbztE8MYVDLSBwuD4sPFQHwye4C7ukQz7TuyQQqpYRoFIRq5Ayat4tNs7pz4GItIhHMGdEKl1tAJRMTqlWwN7+GyEAlOrWcnnO2ERuk4qsHOlBSa+WppSfIrajni32F/PBIVwRBYHrPxiw5XMSkRQd4ekAae/OrefibI4hFIiZmJSIRibinYzw6lQyTzYkAVDT0gzFYnajlEsZ2TmDwgn00CtHQu2k4eZX1PD0wjYU78hnSKhKzoQZCA666RzabjZycHA4fPkz37t1JSkryfQD8NxCJxWiDgtEGBf/7g/2gVEQ1uMSuHr8Z/FzJ/X81LllZWbz11ltUVlbelOv4X8Ifc/EDQFiAkvgQNZUmby8UiVhE77QIJnVN4lSJgU2nyrk/KwmPIOARIFgjp1+zcADeHNGK7w4W0X/uDsICFAxtHUWZ0c5nE9ujkInZMLMbzw1uzoRPDtLrje18tLuASJ2CnU/25NMJ7XC43Hw7uSOvDG3BscI6GoVq0Db0bZdLxGgVUmZ+e4xNp8vpkRrOwrGZtGkUREyQipRwLfHBakZmxmJzupGJRSyb1plNs7qjlIp4Z0wbBqdH8dG4TILUMgqq6ik12DhdZiSrcSiHLtaSX2nm0/GZZAYYiQi62rCA12++evVqSkpKWLJkCTab7Td7b/z8epKSH0csVl0xJharSEp+/Kat8VPJ/X+lT58+WK3Wa7rApkyZQmnpr9tB/S8iEgS/9gTAXXfdxdKlS//bl/Ffo87s4J1tuXyw8wLhAQqWTevMJ7svUGNxopZJGNu5Ebe/vQuH20OnpBBuT4+iR2oYJXU2dCoZK44W0yhUw5kyIyMy43jw80OEaBQ8O6gp9328jxXTu9DnnzsASAzVMKV7MpkJQRTXWXl/ex7ZedWMaBvDI31ScXs82Fwetp+rJDMhiIgABW9tyeXbA5doEqHl0wntqaq38/j3x7zzxOuIkdThrjiLO7wFO0u8GV8v3pmISm0kThuPwQK55WY6JIXw7rY8Kk12ZvRqTEG1hfSYAIJVEtxuNxqN5poNvurr6/nkk0+orq6mUaNGDB8+HKlCidHqRCWT+Bt4/Rc4ffo0TZs2/dnH3+pssT8D17rn1/vs9LvF/ABQZ3OyO7ca8Kbwmmwuig02mkfpWJR9gQe7J/l0wOrtLjo3DkEsEjHqg718N7kjdpeHeVtyeaJ/Kvsu1HCx2sLFagtnyoxE6VQ43AJDMqLZdb6Kh3s1BkFAIRXTOFzLmTITSpmYMR0bcfu8ndRZnbwxvBUltVZqwzQoZGJ6poYxNCMGrUICCGiVUl4f1gqPIBAmMiBZ2BWJtRZPfBea9V/I/NGtERDIqTvIwpy5ZKpm8voPl9j1ZE9m9knhh5wyxn96gCHpkXRppEWlUt3g7nhTiMeOG4/NZkWjViORK9lxroqXVp9iQItIpnRPJkjzx2kL/EckKnKI35j8htwyt1hpaSn33XcfAwcOZNCgQSxatAiAuro6JkyYQL9+/ZgwYYKv9aggCLz88sv07duXwYMHc/LkSd9cy5Yto1+/fvTr149ly5b5xnNychg8eDB9+/bl5Zdf5vIm7Hpr+Lk2pXVWLHYXT/RPJTlMw+j2cQQopTzcszFZjUNYOq0LVSY7H43LZFynBP45shX1NjceQeDzie3RyKV8uOsChTUWXlx1ig6JwYhFEKCQkhGnp3G4Bo/Hw5P9U/l+SidCNHLqLE6OXKxBLIJ3xrRh2bTOVJns1FqcCIJXUn9Kj2SahAdgtbsI1SrYeLoMq9PDV/sLyauoZ+i7u7n7vWzsDifYvLUtYmMRgtvJm5vOoVPJCZe04+UuryBDw0fjMlHIxBy9VEeLGB3Lp3Xh/m7JFNcL5FfWU293XfceVdXbeXrVeWatyMfglGC0Onl2+QkKayws2JF/w3P9+PkzcsuMi0Qi4amnnmLt2rV8++23fPXVV+Tm5rJw4UI6derEhg0b6NSpEwsXLgRgx44dFBQUsGHDBl566SVeeOEFwGso5s+fz3fffcf333/P/PnzfcbihRde4KWXXmLDhg0UFBSwY4fX7XK9Nf5MOFxucitMfL2/kDLDjeMDdVYH+ZVm5BIR745pw9TuyVTW2zE73GgVUsoMViIClSSFahjZLo63Np1nyDu72Hq2EgTQKqUkh3kLA7umhFJcZ+X7KZ356gFvevHMPk2oNjsQAKlYhEQspkNyCM1idKw/Wc7CHXk8+s1RmscE0i4hiCidkuk9k/F4BLafq0StkKFXSZnRK4WEYBXD28TRMkbHzD5NGNUuHolah2fYp9BsCOa7Psck0bM3vwaj1UlhpZuYgGge7J5M76YRlBntPLn4BE63QJ3VybQvDjPgrZ3M3XQeo+VqpePL7M2vZu2JUnbnVfPu1lyUMjHdm4QBkBSqQSmTYDUaOLtnJwXHDmOtv3V1J5UmG6+uOc3X+wuptfyK1riGIji0CKrz4HeakeT36v92/NJ7fcuMS3h4OM2bNwe8LoWkpCTKy8vZvHkzQ4cOBWDo0KFs2rQJwDcuEonIyMjAaDRSUVHBrl276NKlC3q9Hp1OR5cuXdi5cycVFRXU19eTkZGBSCRi6NChbN68+Yq5/nWNPxM1Zie3z9vF00tP8MBnB6mut1/32FCNgnaJwcSHaHAJAvO35uJyeyiqtSAWi9h6tpIBb+9kyeFiFFIJq4+X4hHgg535JIV4e9u/M6Y1307uyKN9mlBQacbT4PZyCzDgrZ2M+/gAK4+WIBJBTJCShdvzUMulNIsO5NE+KdzfJRG708OdbWKYPbApO85Vsup4CbOX57D+ZBk5JSZeWHkSq9ODw+1BAAKUEh7rm4JZpKI6rh/mQe9Sp01h+dEyXhvm7Th4e6toX/tk8DYKG9+lEfO2nMdoc/qq+TefLkfg2g9PpclGZKASqdgbi+mUHEKgSs5TA5qy/YkefDu5I2EBCk5u38zquf9gyavPUXEh/ya9k1did7p5bd1ZFu7M5+mlJ8irqP/PJqqvgEWDYdUM+KAnWH5/2UpKpZLq6mq/gfkNEASB6upqlMqfXxz8m8RcioqKOH36NK1ataK6uprwcG+WUVhYGNXVXj9/eXk5kZGRvnMiIyMpLy+/ajwiIuKa45ePB667xp8JQRBwur0PndPtwXON58/j8X57d3k8XKq1MntZDtF6FY/1bYIALD9SQmKolne35QEwb0suIzLjaBOv53BhHSMy46i1edB6XITLrIgt9ahFImRSMcPf30N6bCBP9k/zrX2mzMSIzDjqrE4e65/G/C25ZOdVM7NvClkpodRZnTyzzCu7P7BFJOmxegC6poRx93vZPHVbGm9vPs/SI8Wkx+pYeG9bbG4Ps5flsO1sJY/3a4LR5qKozoLT46ZtQhAvrjpFy1gdo9vHE6SWExukomdqGDvPV3K2zMR9HRNYe6KUGb1TUMuvLZ+y7EgJJ0sMLJ3WGblUTLROheDx4HI6kYlFPu2wRk2boBw3lgObtuC0W68516/F4nShVf742F7vmv8tggDOBlFNl837+++M2NhYioqK/pBpvP+LKJVKYmNjf/bxt9y4mM1mZsyYwTPPPHOVppJIJLpmZs7N5LdY438RnVrGyuldUMgkOFxuJA33wGB1cKHKTIBCikQspqrejkYh4ZPdBZyvqOd8RT3TeiRzocrM9nOVDGwZRa+0cLacqaBP0whkEhHzx7Sm1GBn1/lK7pi/myVTOyOoFQQFVOF2Gll93JtWebzISEKIhgldGlFqsDG5exLFtRY8ePXK9Bo5b4xo5ftwvlBVz8L72nKq1MjIzDjsTjdV9XZCtXK0CinJ4Rre3e5VACiuteISBIpqrbw8tAWzl51gy5kK5o7KwGRzEaSS8f2hIs6Umfghp4wBLaIIUsvRqbz/3hjeik+zCxiRGcuU7sno1TI0ims/Dh0Tg9l4qozJnx9k3ug2BERIKa8x8cjiHPZdqGVajyQe6xhAyOHXCa0vI/XJebg0t6agUhBgUMsoksO0ROuU/3kSgSYUxq6Cw59Ci7tBHXRTr/O3QCaTkZiY+N++DD/X4ZYaF6fTyYwZMxg8eLBPziAkJISKigrCw8OpqKggONhbBBYREUFZWZnv3LKyMiIiIoiIiGD//v2+8fLyctq3b3/d42+0xp8JtVxKiFZO/7k7MVidjOkQzzMD0zhZYuTwxToKqs3YnG4mZiUSrVPSt1kEP+SUoVVI0atltEkIQi4R8/LqU3w/pRMvDG5GucneIANj4e3N5zlZYvTVoxTUn+OxHdPpFdeHx/s9zsNfHyU1MgC7y03n5BBqzA4CFVKUARKK66wEqqQ0jQzgrveyEYngmwc7khkfjMjlITNBz4OfH6Kq3sGbw1uik4v54ZGu1JrsPDOgKW9sOMfcUa144vvj7MmvJj5Yzfv3tkEkEjFn/VlWHiulTbyel4a2oFm0jqOFtVd9w48JUjN7ULOfdS9DAxQMyYihfWIwgUoppXVWrDYH+y7UArAnvwZR3HlEp5YDIMt+A9mQd27iu/kjwRoF7gYvX2yQmlDtf2hcxBIIawL9X715F/cHxGA3kFeXh0fw0DioMXqF/qbOb3e6qbU48AigV8lQX+cLzu+RWxZzEQSB2bNnk5SUxIQJE3zjvXr1Yvly70O4fPlyX8Xq5XFBEDh69CgBAQGEh4eTlZXFrl27MBgMGAwGdu3aRVZWFuHh4Wi1Wo4ePYogCNec61/X+LNQXW/nUo0Fl0fwxQmOXarD6nBTabKTHK6hqNbCXW1iGffxfi7WWCk32lgytTOrHu5CmcGGWiZh02PdWPlwFjKJ2CtK6fZQWG1hXU4p79/bljnD0/l0QjuOFVWzNO8rbG4bawtWI1eX8c2DHRjVPo7hC/awO7eKnqnhOBv8Y+9tzWP+5lzyKr3xAkGA08VGZOsvIssuw21xcfBiHQXVFv6x4Twrc8p5ZslxYrRy+gWoWTmuHY2CNZws9SZ2FNZY0CpkqGUSNpzyukYPF9ZRb3fxwGcHuatNLHKpmAqDlZpaK27z9QP3/0pVvZ2Jiw7w7PIchszfTVGtlW6vb0MiVzCoRThyiZi7MyIhKAEi06kfsw5Dh6ewWW+NWwwgLEBBZqNgInVKpBJ/HfSt5EjFEcatG8eE9RPYV7Lvps9fUG2m++vb6PraVk6WXt1W4ffMLTOThw4dYsWKFTRp0oQhQ7y55bNmzeLBBx/k0UcfZfHixURHRzN37lwAunfvzvbt2+nbty8qlYpXX/V+o9Lr9UybNo1hw4YBMH36dPR677eH559/nqeffhqbzUa3bt3o1q0bwHXX+DNQa3Ywe1kO606W0S4hiA/HZfLymtP85bZUtAopWY1Dya808cbwVrgF+Oz+9uRVmvnHOq9UeP/mETw9sClSiYi3NucSEaDE4nSzcEc+SaEaPpvYnhCtgmHvZXNbi0g6JgYTqAonyTkKs9OMUqokXBPK7W9ms3RaF96/py1isYjnV55kYlYiq4+Xcm/HBC5Um2nfKJhjRQakYhG3NY3AtuEIgsNDaFY0SaEaCqrNDGsby7qcMs5U1GMTgyxMhdFkJ1Ik4+1RrXl783nubhtLTnEdRy/V8UT/VN7fls/gVlGcKvE+rGKxt2vkW5vPc1uzCJ7vmERYTAAS9b8vfBQEbzMyAFdDnY/LI7A3r4rnB6byf7c3QyNxI64qwTx8CV899xdMVZV0v/d+WvUbhEyhuEXvtJ/fgsqfJDqUW8pvcOR/xoGCWuwNCSdbzlRc0YDu984tMy6ZmZnX7G0A+GpefopIJOL555+/5vHDhg3zGZef0rJly2tKLQQFBV1zjT8DTo+HzWe8D8GBi7VoFVJevbMF4QEKTHYXgiAQFqhi0LxdWOxuPhyXSYdGwbSM0VFSZ2VK92TEIhFlRhsBShm3t4riwc8OAZBfZcbt8WC0OfEIsGjPRZwuD82iA+nTLJ0s7TMEa+R4nAHYXQKVJjv3frQPp1sgSqek3GjnnxvP8dKQ5rSI1jHty8PckRGNRxBwO9zIIjRIw9VcrLPyf//f3n0GRlGtDRz/z2xv6cmmkpAA0nsLoQYC0rtcREDEjiBi73r1Wq96lSKoiL0iRUEB6R3pvQZCSEhvm02277wfFqNc0VcRBHPP71MyOzszJ7vZZ+eU5xnQmLhQAzZH4FzvjG+GAhS5vMSGa3E67bQyFjF3QDDq8AiWHCzBYtAwqEUsA1vE4vcrzNt0iueGNsPh9jN3wykUBb47WMDDnVPA9/sGsCPMOt67qT2fbM2mdxMrG08U0yklnPQkDVFmFWjPJYy0dMGZk01lceDD6OiWjTTp3ksEl7+5nok9ybXn4vP7GJAy4JIf/8eKri6vnzEd6lzy419JtaeDTwDAqFHxcL9GvLkmk8GtYimsdGHRqSmpcjNy9hYaxQQxok085efWdCzdn8d9GfV5cXgzLHoNH23NIqNxNGPe2YbL68ft9fFg34Y8tugA17WJAyROl1Tz9vg2lFd7qBdlptrl5cOt2cxcE5hV9v5N7fh2cidKqz28NbYtX+89y21dk9mcWUzvxlaCdRLBqkAd+9e+P87wVjFo9AqbOoYTZtLRIEyPo9IFKJT69tGlTS4+fzI9/r2O1//Rim/2lXPorI37+1xDdJCaUruP9IaRaFUyDo+fcLOWSoeXKrePRXtyKap0MqZjIrPXZZLeIBK9VoWk+Vl3ktMGzorAOIQh7LxaLJLfR5LWziNdw0AFye5SbowqI0QX81NgOcdgCaZe+1Tyjx+jy/U3ojUaL/fLLVxmYfowprSeAkogQ/GlFh2sZ+6NbfErgS8ytYkILrWMSiUzuEUMvRtZkSUJBQWNSuaz7dmUVXvYe6ac54c1IynciM3pZVxqItuzSmkcG4zL60N9LpW8JMGA5jEMbRVPlEXLgjtSkSWJEbO3kFcRyCf2wU3tWbArh/7NY6kf9dNMQL8f9BoVdUNk/IpE/ahAvq4dp8vo1iCShhE6PnznTe6ccg89YuoQEhLO29tyeXVVYG3Ixzd3wKJXse1kCX2ataSN3IL3NxWiVcmYtCpmrwvspwBdG0Tyr6WHGdQihlHtEogLMVJgc5IQauTmLsl89kM2XRtEUifcyI2dEtEAoXotsu5nA/zZm+GTUaDSwu0bIPJndTeqCmFmB3DZoO9LhLUYDYoPDL+cXWUMDqbPbVPweTzozBZUKvHvVRvIkgyXccJpmKl2BZUfiXd/LVJa5eKNVScY1DKWt9ad5FCejVeua0GoUcOQVnHIEph0GrQqmbfHtcXu8vLF9mwmpdfnh5OlvLDsCOkNo6hweFhwZxoOt5fr5mxBUQJ3I0nhxpr+YbfXj0mnprDSzfSVR7i/q5VVk9uwO9+DWafmqW8OMyGtLhadimubxjD18z3sy6ng2/35rLy7Ez3Se6KSZfTGYHxqE/afjbFXODxEWHSUVHkI1Vvw+PwMbK4GBeqEm9VcckEAACAASURBVNCpZVxeP01ig8gqDtS3/+FUGb0aWXF6/Mxcc4I5Y9uSFG7iob6NcLi9VDi8yJJEqFmHLP/XJ8Xxc4tsfW44u7cmuFS7vDjcakLa34Zq13twfDm0uL4msPj9Cm6fH73mp0ClN1sorXLj94FF5LIUrnbuavBUgS4Y1Jc2N54ILn9DPr+Cw+3FoFWjkiWcHh82h4dqt5cGoRIWrUyjGAtGnYpXVxyla4NISqvd3NAhkcJKJ98fLuCzH85wR/cUru+QiNPt4+klhyiqdPHBltPc2CkJp9vL9nNTbR/q25AwkxaNWubTWzoyf2cOg1oE1nGcLrLxRjcIXTIGf1JXtE1u5+2dZympchNi1KBTy/gVhdgQA/tyKtBrZMxqLx2aJGGT1ZywqbHiZWzHRExaFaEmLckRJkwaFaPaxpNT7sTh8hJi0hJq0vL+5iyWT+2KzeEh3CAzf1cu9aPMTE6vx/eHCripc13yKpx4fX6O5tuwBuk5ml/JDXO3YdFr+PquNOJD/6u7Km0K5O0O/IOldAcCEyNmr8tk44liHu13OynNbsWqsoEucIdmc3hYebiAFYcKuDejAfWizEiSRGlpKbKzDBQPzqBI9Jbwv+x9IQh/iKMcdn0A+7+A9CegbhfQ/HYC1z9CzGP8GyivdrP6SCGLdudSYnexObOYOz/exbqjhZTYnby87Cj3z9+H4lcYGVeKw+Nj66lS6kaYuLtXA44X2nl7/SlUsoTVoueJxQc5lGfjvi/3UljpYk9OeU2erPpRZsqrPdw/fz/9msfwwrBmpESaKHd4yCyqIr+impyyaj7Zlo1Rq2JimxBCV90PeXuRt0wnVhf4YH/luhb4FIXD+ZW8vzmLJwc25qOb2rLy1kaELZ+C/uvbMPoqmb7mOA6PjyEzNxIboqdTSjg/ZJWiVkk4PF4W7srB5fNT6fTw9DeHeG9zFv2nb8Dj95Nv93Jdmzjev7EtyREm7kqvx/ZTJcwd347vDuRjc3rZdLyIL3acweNTKK1ys+9cuWR8XrCdhby9oLXA6M9hxFwwB9ZKVTg8zFl/koNnbTz1zUF+yPNQoksI9BcSyN32wndHWHYgn0mf7KLE7sbp8aG2ZRHydlssb3dAlbXuirxfBOF3cVfC949D/n5YdFtg3PESEncufwMHciu46b1A6d7V93Zj4ns7cPv8bM4sYd393RnWJo5Kh4czJRWYVRruWbiPzKIqtmSW8P09XVm4O5duDSLZebqM1nVCucZq4WhBJS0TQsircDJ3w0lmjmnNxM5JBOk1LNydyz+HNCFIp6ZDchivrDjGV7ty6Vwvgn8ObsJ3B/KRJZjcsz6tUqLx56chFx7C3vlRqtVR3NdbR2GlE41KhVYlMbR1PAU2Jy2tWsyz2oLLhqfbo1RJJm7tkkyJ3c3t3evRwBpE79fW41dg7dEi2iWFMrBFDA9+tZ9Z17eifpSZ44V2mseHcKzATnKkiWofeCtLiTBCWeVi+jUbw4jZ28m3OQkyqHl/QntuSqvLmqNFhBq1tK4TGlhY4yz/aSylzQTo/WzNXQkE0qpEmnUU2V20qhNKaZUbSQKPz8ep4mpWHMznzRta8+8VR7mrR32q3IGsyOaKU6AEug5VOT9As2F/+PUur3ZT6fSi08hEWX5/LidB+ENUWghLhtKTkNAx8PslJILL38CP4xwTO9cFSaJOuJEThXbiQg0cL7Qz4b3t/GdUS9onhaMoQTS0HiOzqIrQcylNvrmrM06Pj+zSatxeH/MmtMPm8CBJ8NKyI8y6oQ37cyr44VQpN3epy4LdOTg9PiLb6lHL1KRz2XiiGEmSiLLouLlLXVxeH2crwRU/kZQ201hwqJKPZm/n5i7J9GsWzQvfHWFi52TGvrsNr8/PokmdkScexKBRUVzl4eCxEh5asB+A10a1wKBR1eQhc3l9dEwOR6P28dqoFkR6cvno+noU+UwU2918uPU040OSAJldJX4ayFr8FWvRmTvjPreE3eNVCDNpsVp0LLu7C7LfQ4RUCtu+gfBkaDUGtr4J+XvB6zovuESYdXwzuTM2pwePz0+4SUeYSUeBzcmQmZuodvuICdbzxW2pPLH4AGuOFtExOYwZo3qja3YdkrMMKW3KH36tq91e3tucxX9WHic+1MCCOzoRFSQCjHAZmK1w07LAbElDCBgv7RobEVz+BlrXCeWF4c2oH2XBoJZ5d3xbskqqSYowMv7d7SgKLDuQT6HNRWyInjt61OPBvo3w+RUkIMISqJ9SP8qCT4Evt59hSOs43l5/ks71IpGBqZ/vAeBUcRUvDW/BjqxSBs3cyPNDmjI5vR5z1mdyR7d6qCR4Z3xbvj9YwPIDBZRWuXlrw0k+v60jLy0/BsCzSw/Rq7GVHafL6NOkmmusFvo0ieb1lcf4Zl8edcKMfHFbKoWVPy1Qq3b5CNf7eH9CW7aeLGVsx0S8pQUEKxbMoRakneuwfncfhq7/JLz5eJ4c2AQZhWeWHiYxREevpHBk/a0oWgdf3NaR+TtzGdA8huggHTqNGn3laXg7HYzh2K//BlnxYExtBCUnIePpmn8st9dHaZWHKpeXMLOWBsEXLnv8I5Usse5YoB1bT5bikzRIA14DxY+kD/rDr7XD7WP5wUBao5wyB3aXl6g/fBRB+J3M1pqu4EtNBJe/gVCTlv7NYqhyebE5vUgSxIboUMsyoUYtzmAfYzoksupwQc3spQe/2s/BszZGtIlnWkYDJn28m8wiO+NTExnROp7vDuRzrNBOucNDr8ZW1LKE168QYtRgDdIzffUJqtw+Jn26mw0P9GBIqzjWHiliX04F8WEG5qw/yUcT2xFu1rPiUD6VTi/tEkPZfrqMzvUi0KokpvSsR3yoge7XRNKrcRSz1wXWwWSXVpNX4WBkm3hKqtxoVRK9m1hx+fwkhkqkNA1G7yhl24rFaIwWUocMR9+gL+z5iKDDn+Bt0JfN+QbmrM/kWEEghcz1zYwkBjdACY4hQtbxUN+GVDrcVDi8WBQJQ+YakFUUDP2CR5eeJUin4pFu4UQMnhlI4nhuLKXI7qbnK2txevw83LchN3WuW5NYEyDMpGHRpDS+P1TAgOYxBOnVPNq/EW+tP8m41KTAzDHdxd9pBBnUPNqvEffP30f7umEEG8SUM+HvSQSXv4FSu4t9uRUsO5DPZ9vP0CklnJljWnHorI3J6fWoE2bkVHEVt3ZL5qmvD9GtQQTHCgLFqlYdLuDunvVq8nitPFzI2NQk2ieF4fL4iA0x8Mm20yy4sxOniqvoUDccSVK4tmk0X+3KpVVCKNUuL/N35TJnfWB9yVd3pLLh/q4E75yBJ7Y9H01sh88v8froVjjcPvRaFa+sOEZsiAGLTsOhszaSIkw8P6wZLy07So+GkVQ6vaw7eoZqt5eIUCNur5++r2/A5vTyz/7X0L9pFEVNB7Ajp5IGHhUmlRHfwA8osLlxuENRlGraJ4VxrMBOpEWHUfbiU1sosSt4fQ40KomXlh9l1eECHh/QmGuvGYyx8BDv7K5i5eFCALrU0ZPRPByH3U2oUYNaJZNf4cTpCXSr/ZBVyg0dE88LLhqVigSDwuBoF0ZXOTpzBP9oV4eBzWMxatXnpcO/GBqVinZJYSy+Kw2dWibYIEonC39PIrhc5QpsDlwePzIwuHEQ93dvT3aVmueWHmF0+wRUsoLN6aFRrAUJeKjvNeSUOlg6pQtPLD7IoBYxqFQyI9vGs+FYMfdkNMCglSmr9jOwRSz93tiA0+PnZHEVTwxoTHm1m6X78rivdwOm9KzPiUI7H2/LPi9bisfrw/peKpSfRml7B1J0Bwoqnby07Aj39m7AR1uzWbo/ME4zZ2wb6kWZmb8zh6RwIzPHtEarkpBlids+3InD46NZXDC9m1ixOQOD4mtOlNG9kZUnlgbSBxXZXbwytCFdph/A51cI0qtZOqULrRNDuCktkRC1B523inKvgYw31mFzeFlxT1fm78wB4KVlR+l8VxrGno/T4lg1bM5BkiA5IYZX12Sz5mghr17XgiaxQcQE63l3fFt2nylnZJuEX6Thd1VXs3rebI5sXo+sUnHzG+9giYj81XT9F0OnURGlucg6LYJwlRDB5Srm9fsprw5MiX2sRzTBu+dRYhzFDXOziQ7WM6pdAqsOFfD2xlO0rhPCK9e1YMK87WSVVBMfauC9Ce2Yu+EU7euGMT41ievaJhAbokclSSSEGHH5/LRLDOXAWRu3d0uh7xsbcLr9zLqhNXaXF5UsM3ttJg92jyLBGkl0sC5Q7jjcAGodxLVhf/07OXa0iIbRFl4e2Zx1RwtJCg+sI5GlQAngQpuTB/o05L4v91Jgc/HEgMZUub3MuL4V206WckNqIjqVRJ/GVk6VVHF3Wgw6lYxGJeHxKcQG61GpZCLMWgpsLuJCDZwuqeZMaTUNI7Q4cg6y45sFNM3oz03tEvjP+mwqnV6axAZx8KyNgS1iMGhVoA+lS30Tq6Z1RauS8Cnw7qZTADyz5BDPDWvG0n15dKgbhl9RuFC2D7/fR1VFoHql3+fD6/39GZYF4X+JCC5XMb9f4auduSzYlcsLPYJQbf4PUuK11Akz8tywZlQ4PCzckwsEUsxrVDJ5FU4ACmxOyqs91I00o1XJ2BweUiJN6GWJ4gIH2R4PRq2KZ4Y0QyUHapLYHIE7h9WHC7m3Z13cyLwxogHWbc8jL/iESQ36UNb0BZx+P96xX6Mg4ciX2Xoyh8cWHWBcaiK3dU1GLct0rR9BmFGNqiKfjqoiNp3wM6x1HBUOD36/wvPfHuFMWTV1woycLXPQJFzmqd6JeLx+9Lhwu1wsn9qV4wV2mscHEaZysviODmQW2YkNMTF23g5yyx3smtaBebNfR/H7WfvuLAa/OIeFB4sJ1qt5b0J73F5/YM2M2xfoZjJqCTYGupoKbc6a6cbpDaNYujePfs1jGDh9I16/wuojhXw4scN5OZ8MZgvX3nkPW7/6jISmzTBY/vigvSD8LxCLKK9Cfr+CoiiUV3tIOHcXoKj1EBRL5Or7+OCmdmzKLGbN0SJu7pKMUaticMtYNLLEW2PbkNHYyqwxbTBqVQQb1Kw8XEiBzcW3+85S7XJjDlVx8GwF93yxh3ybE0WBNomhpESaiLToGN8pkX25FWSXOCitqETO3xMoiXtwIbKzFJsbfOVn2ZynUDfCVDNVOdB9puBXFBweH0atjNYSQnDdhrSNM/Dm2ky+3nMWo05Fako4h/Mq2XC8mJgQPQv+9Tgn1n5HzrbV2P1aZBkcLh8xOidRe2eh+W4qlsrTNLIGcf9X+4kL1rHu9sZoZR+x9QPpWqLqpqBSqXlvQjvqRpqJtOjQqWVu+3AnvV5dx76cCvx+hQqHB4fHh0Yl8f5N7Vh4ZyeGtoqjV2MrshSYAQagVcnIF0gqFRQRScYtk2iU1h29yfyLxwVBEHcuV51iu4tZa04QatLSs2EUDaMtzB3flnyfidibViO57ahQ6JQcwT/e2sr4Tol8d3cXJEBGoWGMhdTkcL7df5axqUmsPVrELV2S2XaymJHNI/CWFnAmJ4+v9yq8MKw5jyzYz8niKh7p15CXRrQgJljPphNF3D8/sP5k8Z2d8A+cjrzsQXwJqfiMEUheifKQxhQUFtEoVmZIy1gW7TnLqHYJuDx+9AaZGWsyKaly8/KI5qzbV8jkTpEsuaU5iqzl8Ips+naPo3uDSLQameJDeyjOzkJvMnPt5PtQ1DoMGplDWZW01xejWvMMACavi6q2j/HytfHEm71o3u0BOgsDp6zA6fahaPRUSnoizLqaAJFdVs2eM+WkRJoINWo4nGfj2aWHaZEQzPXt69DvjY0AjE9NpFO9CBbvyeXdG9txILeCwS1jCfuVSo/SZciQKwi1iQguV5GKajdvrT/Ju5uyALAG6UhLiWRPdhl+v4IcE8xXe22MbAtnKxzMvyMVs06NViVz5yc7eeMfrTlRaKPHNZH0bWpFUvzc1rUuh87aGNwqDp/bQUVhPoq9lEmdm6OWJU6eS/z4+fYz9G0azcZjRew7a+PGTkn0bRqN2aDh6U0+JvefS4FDwug38PCCfZi1Kl4Y0Zyyagf397mGO7qn4PT48BWeZovDwI7Tgbxkn/yQzZjmFjSLbiEqcxXogwmZuInKah/4/airq8nft4Oouil0H38r+0v8tE40oNOpaZ2oQVvtAFkNfi++kLqYrPE47B5sVQWEKwqUZ2PaORNTn2cBiPivv2l8iIHYYD13dE9hc2YJ3+7PZ8vJEracLGFQi1gizFqK7W4axliICzHw7f589p6p4IkBjYgOvnR5lgThf434+nWVKKx0sv10GUNbxXFn9xRkCUIMWs6UVtGqTiit6wQhSdCveSx+Be76ZDeDZmxi4PSN2F1edmdX8M6GkzSNC2Fndhll1R70GjVIEisOF9D95XWcqlTwOB3Yzp6hbYyOuFADg1rEEGnWMTm9PipZ5t/fH2Nsx0SaxAYx+u2tTPlkN2NSE8mu0hBsMvHe5ix2ni5j3fFivj9UgFal5cMtWSQaXDi2r2Dla89wTYQek1aFJEGX+pHoZT9S+elAQ8NT8EqgMqsp93p5cn021a3602vqY7x/2MktH+7C5gwMkoeZtOiDrfgnbcc7dimuDtM4XKpw/YcHeGidk5JR3wQyFLca86t/16ggPYvvSiM1OZzSKg8NYwKLIo1aFWEmLUundGHd/d3p2zSGxHAjK6d1Y/roVrRO/GVKfUEQfj9x53KV8PkUlu7L49v9edzdqz7Lp3bFoJFRq2S2Z5USF6zjjVWZfLHjDB/c1L4mz1b7umHkljsY0DyG/s1jmbvxJCPbJGDQSHgUWHmokLVHAyvID50tx7x+NWcO7sPn89Pu+ptpkRBCnyYxGLUyKAo3d6nLtpPFLN5zlkk96jGoRSw2h5fJn+7itm7JdL8mig+2nkYtSzSOCWLxnlxuSktEv/4RgkOvBeDkd/NZfvdEvIqEWpZQyaF4R3yA+tgS/EldMa24D03TUTRI6MyTAxrhR+KdTVnM3XiKLvUjOJe9JXC3pjWybYPCkc1QP72K17PyyC13kFvu4J5enQi/cxsY//t+JVCe+Gy5kx2nS2mXFEZcqJFhreMorXIxrHVcIJ2LWYtWdf6U3wqHh2eXHEeW4aXhLYiw1M5aG4JwuV224PLwww+zdu1awsPDa0oRl5eXc88995Cbm0tcXBz/+c9/CA4ORlEU/vWvf7Fu3Tr0ej0vvPACTZo0AWDhwoW8+eabANxxxx0MHToUgAMHDvDwww/jdDrp1q0bjz76KJIk/eo5rnY+RWHh7sDMrzWHC+nd2MpHW7MZ3b4O206V0i7Bwu7sQFfT5zvO8Pa4thRUOql2+UgKN/JQ34b0fGUdLq+fb/bm8dnE1mQVlJPeMIoTRXbUskS/ptF88XYgRYs5JBSNWqJtUhh+nx+by0uXl9dwR7cUBnWsQ5MYC1uzysl4bT1tEkN5dmgzbnpvO5sf7MH6+3vg8Ph4c20mKw7m0zQuiPS0e4iWgunTKI1iuwu1SmbP6XLiQ/VklVSTHBFL/aZjMMxLB3sB2uPLUU/Zj2nlA1CRwy2DP2NcxzqcrXAhSzBv0ylOFNqZnF6Pup1jKMy2EVXHQh+TwvasMqIsOsItBrBc+A6j2O5iyMxNFNldxATr+fquzkQH67A5Pbz43VFCjRqeGNiYcPNPwcXvV5ix+gRrf0zncqqEAc1jL+fLLgi11mXrFhs2bBjvvPPOedveeustUlNTWbFiBampqbz11lsArF+/nqysLFasWMEzzzzDU089BQSC0YwZM/jiiy/48ssvmTFjBhUVgbTQTz31FM888wwrVqwgKyuL9evX/+Y5rnYGjYq0lHAaxVh4bEBjHl6wn0qXF5+i8GSPSMJ3vc4L/ZNoEhtEv6bRzFhzglFztjLhve0cL7QjSYG7BACdWqb45AmSjV6e+uYA9SPNTO1VnzJbFYMe/Rf97n2cxhn9OVFYTYRJyzWRBr7dl4/PDzPWZLLtVBnRwQa+2HEGgJ2nyzDpVPRvFo0kSUgonCkq55HOQay9IYz20TLF/iAK7D76vL6B0e/8wLzNp1lztJB7vtiH26cw7M0tgcqMoUmBBhsjAmWF8/dT2OdNpi06wb1f7iM+1MDZCgdPf3OIj7dl8/x3R1iw/yz1hidjjjXi9Sl8eXsqb97QGvVvvHv9ClS6At1rlU4vCgo2h5d7v9jL+uNFLN57lgrH+WtUZFmi+zWRNX/DRtFimrEgXKzLFlzatWv3izuGVatWMWTIEACGDBnCypUrz9suSRItW7bEZrNRWFjIxo0bSUtLIyQkhODgYNLS0tiwYQOFhYXY7XZatmyJJEkMGTKEVatW/eY5rmYujw+zTs300a14d3w7Xlp+hO1ZZXy8LRu/X0F1ai2ajf+mxdZ7+KCvlrSUcG7slEj9KDMd6obRJDaIeRtP8uktHXni2nrMHlaPvV/Oo6SwmDf+0Yp/tE/AolMTERaE1hqPuV4z8pwyW06WoChw4KyN0R3qkBRupGVCCK3qhKJWqbi5c10kCTomh5EQauS+3tfQ7/UN3PLBDrrHy0S+14nITzIwbZ+BhEKFR6rJapxX4cSi19A0Loi0euFseKAHkuLHP2Q2/nFf479lLTlniqket4oVp9xszixhx+kyFu7OOS/lSbhJS1ZJNc8sPYQsSczdeIqRs7fwzoZTqH9jxlaoUcPnt6byj3YJfHZrR0KNGgxaFf2aRQMQH2q4YKqWtHoRbHygB+vu7058qBjQF4SL9ZeOuZSUlBAVFcjxGhkZSUlJCQAFBQVER0fX7BcdHU1BQcEvtlut1gtu/3H/3zrH1arQ5uTV74/h8ys8eG1DdBqZ1nVC2Z1dTrhJi0Uj4Ylqhk6lQX1qFYY2t6CoZIxqeGtsa2wOLxUOD59tz2FTZglvjWzE4SWfU69dJ+KSkzlU6uTJrw8ya0wrtGoVpVVujFoVUz7bw4S0JGQZXlhxnDfHtOFfQ5uhkiVOFVWx+0wZo9ol0OOaKCSvi90fzCC6aWtubB/N7M1n8VeXovI4AFAV7MPkryIpPJI7u6eQUxaYQVbl8hJp0RF+bhGip6IC+dPrqbxuMR8//ABVpSUkt2pLixvuRq/OJjJIR/u6YUQH6fl2Shq5ZQ70WjU3v7+DKenJqCSJpVM6U1LlJsqiq1kMeSFatYoWCSE0jw9GOpeUUqOCcalJDGsdj1Z9fq0Uu9OLzelBliSswTo0KpF+RRD+jCs2oC9JUs0//d/5HH9GWZWbBbty+Gx7oPspOdKEUaOiU0o4g1vGUe5wo1FJ2E2JKHftQ+Vz4/WZ8LjdqNUaCmwuiqtctE4IZvrolsxYk8nOQhfhXYezcG8eG7bm0TQuhDdvCAShB7/azfFCOymRJl7/R0vWHS1GRuKFYc2ZvS6T27ql8OKyo3y7P4/5t6fS9/UNvNI/mcy5/6KypIgjm9Yx4LlZLDxQglcfgarLA8hnd1CV9hgr3nufrhPuYFz7aKqqnZTY7NSLCcWs+ymrrzrIinfMIvxuqC4PjB/lZR6nu1lm7f09OJxnIyHUiEGronF0EA20pZS4JJbf3hxZY2DDiWKGtY7/Q/VN/vv1DzFqCblAUNp2qoSbP9iBXq3iu7u7kBRhupiXVBCEc/7Sqcjh4eEUFgYy0hYWFhIWFqihYbVayc/Pr9kvPz8fq9X6i+0FBQUX3P7j/r91jquB0+OjwOakqNJJhcNNVrGdxPCfPsTiQ400jAlCq1Zx7evrqXR4mbE+i8eXHKXIG8xHL+WwdM5JThY72J5VxhNfH2BnVik6jZqGVjMDmsfQNDaYse/t4qvdeaw+UoTN4aHA5iLCrCWrJLCmJaukmhCDlt1nyqhy+6hj9tHcqmX9sSJMOjURZh0VDi/l1R7KnD6CrYG7RIMlCGuwkU8ntuFUpYqsppM53vwJvpz1LvbSYmzVDkJ3zSRl0UCaO3dglr14XC7sZaU4q86NCwVHo9UbGHzfozTo2JkhDz5JVoWPyZ/uYsJ72+n3xkaK7S6QZVShCZj0WnZnl3H7ZwfpmHx56tH7/QrLD+ajKODw+DiUZ7ss5xGE/yV/aXBJT09n0aJFACxatIiePXuet11RFPbs2YPFYiEqKorOnTuzceNGKioqqKioYOPGjXTu3JmoqCjMZjN79uxBUZQLHuu/z3E12J1dTpcX1zB4xibsLh8GnZrYED2f3dqRDye252y5gwiLjrJqN/EhBkqr3Ly7KYtv9+czfe0J6jQPx+v2EWzQcraimvt6X0OEWU9plZsDeXZ6NbLi8vq5vn0CCWEG7u5VnzVHC8mvcKLXyMwc05rUlHBmXt8Kt9fPysOFPLJwP87j6xlSOpcedVRc3z6BGde3ItKiJaNRFJ/sLaHXnfcy/LFnGfv0MwRve5FDeXb6vbmd9Nc2UGqOp8Ow6xh032OY1F50G1+C4mPI30zB47CTuXMbHz10N2s/epeKskDCR4MliJQ2Hagz9GYe21hOkEFbkxPN5vTg8yucKq7ikcWHyaw2ktokhQ8mtic25PKMgciyxB3d69HAaqZjchhtk8QaF0H4sy5bt9i0adP44YcfKCsro2vXrkyePJlbb72VqVOnMn/+fGJjY/nPf/4DQLdu3Vi3bh0ZGRkYDAaee+45AEJCQrjzzjsZMWIEAJMmTSIkJASAJ598smYqcteuXenatSvAr57jSnN5fXy4NQu/ojClV318Pj955Q7qR1nYdqqE3WfK2XqyhD5No4kN1nNd23iSIkxIUqDke4NoCy2Tg2neNQiVSUW/prFkvLYOvwIhRg15FU4mfbyLIa1iuaVrMsNax2PRq7m+Qx1CjVq8flhxMJ8OdcNYeaiARjGBmVAp4Xq0RfuRts0movEQTvsb8M6mLO7slsKzQ5pR5fJQ6nFzxGWhtVdB3fkBDmwvq2nXrjM2NKp4huqDCFJ5hVj6EgAAFadJREFUIbwelJxAqdsVtwfWfzSPqvIyDq5eQdO+wwgODal5brVPok6YieUH83lxeHM+2nqaAc1jUMsw9v3tZBZV8fn2M2x6MP285JF/ls3hYdupUnZll3FjpySsQXqSwo18cktHVJJEqEnUUBGEP0tSFEX5/3er/YYNG8aCBQsu6zkOna1g9ZFCSqvdzNuUxcxzK8Hf25yFz68wsXMyp0vt1Ak1YZC97C9wYtKqKat2c43Vgqu0gCybn8ggPaFhIXR9eS2KAvNvT+WGudtqilytmtaNxxcf4KmBjflqZw4niqt4amBjdmeXYw3WU2Bz0TYplBMFlTQ2VxMxryMgwYTv8AXF49WH4vcrTP18D3vPVDBzTGsemL8PvUZm7ri2+FB4bulh1CqZGzomMvG97ay8t1tggLyyANx20Afjkgxs/Pxj9iz7mvCERLrf/TiJ8daacZBKp4dqt4+Xlh3hcF4lHZLDuKlTEma9monv72BXdjlGrYo193XHegnryJ8uqaLby2sB6H5NJG+MbkWQXlR8FISL8WufnWKF/l/FXkijojVc07gZb+z2oijwwdbTlFa7mb0uUOHRrFezM6uM0mo3b4+8hiZmL7sKq5G0enxeD1+fcPD62lNIEqye1o2PJ3Zge1YpsSEGhreO5+Nt2XRtEIFZp+Kl4c3Yl1POxM6JON0+1CqZb/bm8f3hAno2jKJdUigPzN/H833jaTp6OWFh4fgdFUgaEzq1imq3F5NWTb7NyROLD/DehHYYtSrCzTp8foUnBzbhVLGdfy8/ygvDm2P5ceDeYgUC4186oO3Q62jSewBuVFhCQs4bYLfoNVj0Gh7q24ivduVQP8pMkFFDsEHL7BvasOVkCS3iQwgzXdoPfpUsIUuBtTAmnVrkQBKEy0AEl7+Cqwp2f4i0/t+o/B4mTdrDwv2lpKVEnPeNPMKko9rtI7/CSVFePitffIzRz75M3unjoE0hx+YGAt1kOeUO/IrC9R3q4PX6uL1bCnf1qAcSHCuw09iqp0WUioMns2mSnIjbr/D94cB07VVHCvmnX+H2Lkk8viKbGzslMigiAnO4FaM28EFu1Kp5pH8jOqaE0yDKQqhRW7MuRCVLRAXpCTZomDWmNRa9Gq36l1N3S6pcrDpRSXyIgWbxwVh+5e4g0qLj9m4p522LCtIzuGXcn/qzl9hdqGTpF7PDQo1aFk1K43CejZ6NrJjFXYsgXHIiuFwGDreX8nOrvzUqmRUHiiiq6s2YMX2I+KQ3GsnHV3ekolJ8+P0K829PxevzE2aQ2ZSp4+GMZI5+MRtF8WMvKyXcGkGQ2cB9vQOztqxBeuwuL26vn8N5lSSFG6lweog067j29fWUV3v4+q40bpi7F5vDS4e65TzUtyGT0+vx/uYsxqYm4vL6iQ0zMWN0K+JCjUT+LIeWy+OjrNqDX1Ho3yzmV0v46jQqdL9RjnfR7lyeWXIYgLfHtSGjcfSv7nupZZdWM+njXQQb1Lw2qiWRP1vTYtKpaR4fQvP4kN84giAIf4boEbgMjhfa6fLiGsbN/YF9ORU8suggr63N5q0DoIxfimQIweR3snbWy8x/6E4STRKtgippsGIcr1mX09DkQKtR0yKjH3HXNCamYTNyPHo8Pj8j2yaQW+7grk92cyC3gqN5NsqqPQyZuQmPz4/tXFDz+xUqz9WkP1vhQCVJKAq8Na4tw1rFsXhPLrd+uIshszbzw6nS867/dGk13V5eQ+cXV7M3p/yi/w5+5cI/X26KojBnbSb7cyvYeKKErSdL//8nCYJwSYk7l8tgS2YJXn+gGuOP+b4ALEYdUlxTAOx5mZzavQOAvd98Tufhw/HEp6Kr0wat2sPA227Gryj4cFPl9HIoz8Z7m7KYfn1rqt1eOtQN4x/t66AocN+Xe/D5FVSSxJyxbVi0+yzBRi2zrm/Fkn353NAxkWCjht5NrJwpqybMpDnvbsSoO//uY3d2GS5vYHLA6sOFdEr5Zdbh32N46zj0ahmjTk37pL9uvZEkSaQ3iuLjH7LRqWUax4gcYYLwVxPB5TIY1S6BTSeKqXB4qG8188nNHSipctOp3k+LAI0hoZjDwrGXlhCRUAfZEIzU4VaU1U8jeaqR6nZHXvYAUp1OmAa9yaMLD+D1K4yas4UvbkvFoFXh9fqQ1TItE0K5vVsKHr+fsio3j/ZviDXIQKRZS06Zk5lrjjOiTQJTP98DwLVNo3l6UJOa1fAtE87vHupxTWDAv9rt48ZOSf9ve6ttFZzctR1Zlklq2RZjUODDPMykY2zq///8y6F93TA2PdgDlSwTahRjKoLwVxPB5RKqcLjZdKKYPWcqeHF4c/QamVCTjpgLVDQ0hYQy6oUZVPlkJEnCh4wWP2Sugi73wdaZ4HGgylwF7ko6Joex8UQJsSEGDFoVBq1ModNLhEHFU4OaUFblovOLa6hy+wgxalhxT1fCjVqaxgUxb/MpGljNmLQqqtw+UpPD0Wtk+jaLuWA7ooL0vDW2LX5FqckL9ltObN/C92/NAKDf5Pto1Ln7n/o7Xgo/zkQTBOHKEMHlT/L6/ShKYOC+uNLNnR/vBuBkkZ3/jGr5q8+TJImTFV5Gzt6CBCyclEazqGDo/yrk7EBp8Q+klU+BtQmKzszjA6xUubyYdGpMWhXBRi2hxp8++D0+BbVKRpJ8hOg1SEioVIEkmIvuTEOjkvl+WjfcXj8Greq8zMMXUrOQ0GUHTzXogkDzK2tNfrZUSiybEgQBRHD5U0qqXMxem4nD42Nqzwbo1HLNivogvQZZ/u2kmRuPF+M7N9K97WQJzeKSIaUHxLXBr4DSdCSKrMEmB3PdnPU19Uc2PZhOsPH8Y4WbdXw7uTNuv58Kh5cfl5PoNCqizs3o+sNJTarLYNts2P8F9HwSGvQGjfEXu9Vv3wlJkpFUKpJatP6jZxEEoRYSweVPWHO4kLc3nAICazVu7ZrM4klpnCi007VBJJIE20+VsGh3LhM6RJNs9iIHxfDjJ/+INvGsPlKISpZ+qnio1mNTqThwtoJTxT76NIlEo5Lp2zSaz7afoUV8MLoLVMlSyRIatcywGZspsLnoUi+cN0a3/nOpTNx2WPdC4OclU+HOrRcMLoagYJr17HPx5xEEodYRweVP+HkixcQwEwbN+esn8iscjH57G16/wpqjRSwaaiBKVp1bxR54/tzxbZEkibCfBYG8CgfXv70NgMNnbTwxsDEPXNuQu9LroVOrfrWuu8evUGBzAXCkwI7H7/9zDVTrILIhFB2B5B6B3wVBEH4HEVz+hCaxwSyZ3BmX109K5C/rf0iShEGjotLlJcigQfa6frHPhQbMvT9bFOLyBsZ0wkza8wLQhVj0al4Y1ozFe84yLaPBn58lZY6C8V+Duyow5mIQ2YIFQfh9RHD5E4KNGoKNwb/6eLhJy5IpndmVVUxqgpEIrTPwgf3/iA8xMPuG1pwotDOqXZ3fXAX/c0F6DcNax9O3WQxmnRrV/zPm87uYrX/+GIIg/M8RweUyUqtkEsNN5xUE+z2CjVqubXrhacL/H61aRnuBMRlBEIS/kvgUuoq5vT483j85biIIgnAFiOBylSqsdPLwgv28sOwwJfbAWI3fr5BZaOfRBfvZerKEarf3Cl+lIAjChYlusavU2+tP8tWuXABa1QllQPNYSqpcjJ/3AzllDj7fcYYND/bAqBUvoSAIV59ae+eyfv16+vTpQ0ZGBm+99daVvpw/LCXSXPNzfEhgbYksSTUVEw0aFbJ0CQbsBUEQLoNa+bXX5/Pxz3/+k3nz5mG1WhkxYgTp6enUq1fvSl/a73Zt02gaxgRh1KqIOVdQLNysY96EdmzJLKFlnRDCRa13QRCuUrUyuOzbt4/ExEQSEhIA6N+/P6tWrfpbBZcQo5aWxl8GD2uQniGt/lyFRkEQhMutVnaLFRQUEB39U9VDq9VKQUHBFbwiQRCE/y21MrgIgiAIV1atDC5Wq5X8/Pya3wsKCrBaxUpzQRCEv0qtDC7NmjUjKyuLM2fO4Ha7Wbp0Kenp6Vf6sgRBEP5n1MoBfbVazRNPPMHNN9+Mz+dj+PDh1K9f/0pfliAIwv+MWhlcALp160a3bt2u9GUIgiD8T6qV3WKCIAjClVVr71z+qNzcXIYNG3alL0MQBOFvJTc394LbJUVRlAs+IgiCIAgXSXSLCYIgCJecCC6CIAjCJSeCiyAIgnDJieAiCIIgXHIiuAiCIAiXnAgugiAIwiUngsvfzMMPP0xqaioDBgyo2VZeXs6ECRPo3bs3EyZMoKKiAgBFUXj22WfJyMhg4MCBHDx4sOY5CxcupHfv3vTu3ZuFCxf+5e34LXl5eYwdO5Z+/frRv39/3n//faB2tdPlcjFixAgGDRpE//79eeONNwA4c+YMI0eOJCMjg6lTp+J2uwFwu91MnTqVjIwMRo4cSU5OTs2x5syZQ0ZGBn369GHDhg1XpD2/xefzMWTIEG677TagdrYxPT2dgQMHMnjw4Jr1crXp/XpRFOFv5YcfflAOHDig9O/fv2bbiy++qMyZM0dRFEWZM2eO8tJLLymKoihr165VJk6cqPj9fmX37t3KiBEjFEVRlLKyMiU9PV0pKytTysvLlfT0dKW8vPyvb8yvKCgoUA4cOKAoiqJUVlYqvXv3Vo4fP16r2un3+xW73a4oiqK43W5lxIgRyu7du5UpU6YoS5YsURRFUR5//HHl448/VhRFUT766CPl8ccfVxRFUZYsWaLcfffdiqIoyvHjx5WBAwcqLpdLyc7OVnr27Kl4vd4r0KJf9+677yrTpk1Tbr31VkVRlFrZxh49eiglJSXnbatN79eLIe5c/mbatWtHcHDwedtWrVrFkCFDABgyZAgrV648b7skSbRs2RKbzUZhYSEbN24kLS2NkJAQgoODSUtLu6q+DUZFRdGkSRMAzGYzycnJFBQU1Kp2SpKEyWQCwOv14vV6kSSJrVu30qdPHwCGDh3KqlWrAFi9ejVDhw4FoE+fPmzZsgVFUVi1ahX9+/dHq9WSkJBAYmIi+/btuzKNuoD8/HzWrl3LiBEjgMC39trWxl9Tm96vF0MEl1qgpKSEqKgoACIjIykpKQF+WZEzOjqagoKCv1WlzpycHA4fPkyLFi1qXTt9Ph+DBw+mU6dOdOrUiYSEBIKCglCrA1mZfmwHBNoYExMDBLJ+WywWysrKrvo2Pvfcc9x///3IcuCjpqysrNa18UcTJ05k2LBhfP7550Dt/r/8PURusVpGkiQkSbrSl3FJVFVVMWXKFB555BHMZvN5j9WGdqpUKhYvXozNZmPSpEmcPHnySl/SJbVmzRrCwsJo2rQp27Ztu9KXc1l9+umnWK1WSkpKmDBhAsnJyec9Xhver3+UuHOpBcLDwyksLASgsLCQsLAw4JcVOfPz87FarX+LSp0ej4cpU6YwcOBAevfuDdTOdgIEBQXRoUMH9uzZg81mw+v1Aj+1AwJtzMvLAwLdaJWVlYSGhl7Vbdy1axerV68mPT2dadOmsXXrVv71r3/Vqjb+6MfrCQ8PJyMjg3379tXa9+vvJYJLLZCens6iRYsAWLRoET179jxvu6Io7NmzB4vFQlRUFJ07d2bjxo1UVFRQUVHBxo0b6dy585VswnkUReHRRx8lOTmZCRMm1GyvTe0sLS3FZrMB4HQ62bx5MykpKXTo0IHly5cDgZlDP1ZQTU9Pr5k9tHz5cjp27IgkSaSnp7N06VLcbjdnzpwhKyuL5s2bX5lG/Zd7772X9evXs3r1al599VU6duzIK6+8UqvaCFBdXY3dbq/5edOmTdSvX79WvV8vyhWcTCBchHvuuUdJS0tTGjdurHTp0kX54osvlNLSUmXcuHFKRkaGMn78eKWsrExRlMCMpKeeekrp2bOnMmDAAGXfvn01x/nyyy+VXr16Kb169VLmz59/pZpzQdu3b1caNGigDBgwQBk0aJAyaNAgZe3atbWqnYcPH1YGDx6sDBgwQOnfv78yffp0RVEUJTs7Wxk+fLjSq1cvZfLkyYrL5VIURVGcTqcyefJkpVevXsrw4cOV7OzsmmPNmjVL6dmzp9K7d29l7dq1V6Q9/5+tW7fWzBarbW3Mzs5WBg4cqAwcOFDp16+fMmvWLEVRlFr1fr0YIuW+IAiCcMmJbjFBEAThkhPBRRAEQbjkRHARBEEQLjkRXARBEIRLTgQXQRAE4ZITwUUQLlJxcTH33nsvPXv2ZNiwYYwaNYrvv//+dz23VatWv9j26aef1qyL+L28Xi8dO3bk3//+9x96niBcbiL9iyBcBEVRmDRpEkOGDOGVV14BIDc3l9WrV/9iX6/XW5NL67eMHj36D1/Hpk2bSEpKYtmyZdx7770XTDHi8/lQqVR/+NiC8GeIOxdBuAhbt25Fo9GcFxDi4uIYO3YsAAsWLOD2229n3Lhx3Hjjjb/rmNOnT2fu3LlkZmbWZBGGQPLOgQMHXvA5S5cuZdy4ccTExLB79+6a7enp6bz88ssMHTqUZcuWsXHjRkaNGsXQoUOZMmUKVVVVAMyYMYPhw4czYMAAHn/8ccSyN+FSEcFFEC7C8ePHady48W/uc+jQId544w0++uijP3TslJQUPB4PZ86cAeDbb7+lb9++v9jP5XKxefNm0tPTGTBgAEuXLj3v8ZCQEBYuXEhqaipvvvkm8+bNY+HChTRt2pR58+YBcMMNN/DVV1+xZMkSnE4na9as+UPXKgi/RgQXQbgEnn76aQYNGsTw4cNrtv1Ym+Ni9O3bl++++w6A7777jn79+v1inzVr1tChQwf0ej29e/dm5cqV+Hy+msd/fM7evXs5ceIEo0ePZvDgwSxatIizZ88CsG3bNkaOHMnAgQPZunUrJ06cuKjrFYT/JsZcBOEi1K9fnxUrVtT8/uSTT1JaWnped5bBYLjo4/fr14+7776bjIwMJEkiKSnpF/ssXbqUnTt31iR+LC8vZ+vWraSlpZ13fkVRSEtL49VXXz3v+S6Xi6effpqvvvqKmJgYpk+fjsvluuhrFoSfE3cugnAROnbsiMvl4pNPPqnZ5nQ6L9nx69SpgyzLzJo164JdYna7nR07drB27VpWr17N6tWreeKJJ1iyZMkv9m3ZsiW7du3i9OnTQCBz76lTp2oCSWhoKFVVVTWZigXhUhB3LoJwESRJYubMmTz//PO88847hIWFYTAYuO+++37X8x0OB127dq35/eelBX7Ur18/XnrppZoywD/3/fff07FjR7Rabc22nj178vLLL+N2u8/bNywsjOeff55p06bVPDZ16lTq1q3LyJEjGTBgABERETRr1ux3Xbsg/B4iK7IgCIJwyYluMUEQBOGSE8FFEARBuOREcBEEQRAuORFcBEEQhEtOBBdBEAThkhPBRRAEQbjkRHARBEEQLrn/A/AHB9/SWS1WAAAAAElFTkSuQmCC\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Condition 1\", s=15, data=df);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "However, plotting the groups seperately reveals different slopes." - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "street = [\"Artery\", \"Feedr\"]\n", - "railway = [\"RRNn\", \"RRAn\", \"RRNe\", \"RRAe\"]\n", - "park = [\"PosA\", \"PosN\"]\n", - "plot = sns.lmplot(\n", - " x=\"Gr Liv Area\", y=\"SalePrice\", col=\"Condition 1\", hue=\"Condition 1\",\n", - " col_order=[\"Norm\"] + street + railway + park,\n", - " data=df, robust=True, col_wrap=4, ci=None, truncate=True, scatter_kws={\"s\": 15},\n", - ")\n", - "# Adjust font sizes.\n", - "for ax in plot.axes:\n", - " ax.set_title(ax.get_title(), fontsize=20)\n", - " ax.set_xlabel(ax.get_xlabel(), fontsize=16)\n", - " ax.set_ylabel(ax.get_ylabel(), fontsize=16)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Extract factor variables *major_street*, *railway*, and *park*." - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"major_street\"] = 0\n", - "df.loc[\n", - " df[\"Condition 1\"].isin(street) | df[\"Condition 2\"].isin(street),\n", - " \"major_street\",\n", - "] = 1" - ] - }, - { - "cell_type": "code", - "execution_count": 40, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"railway\"] = 0\n", - "df.loc[\n", - " df[\"Condition 1\"].isin(railway) | df[\"Condition 2\"].isin(railway),\n", - " \"railway\",\n", - "] = 1" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"park\"] = 0\n", - "df.loc[\n", - " df[\"Condition 1\"].isin(park) | df[\"Condition 2\"].isin(park),\n", - " \"park\",\n", - "] = 1" - ] - }, - { - "cell_type": "code", - "execution_count": 42, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Condition 1\"]\n", - "del df[\"Condition 2\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 43, - "metadata": {}, - "outputs": [], - "source": [ - "new_variables.extend([\"major_street\", \"railway\", \"park\"])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Show summary of counts:" - ] - }, - { - "cell_type": "code", - "execution_count": 44, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "major_street 264\n", - "railway 94\n", - "park 60\n", - "dtype: int64" - ] - }, - "execution_count": 44, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[[\"major_street\", \"railway\", \"park\"]].sum()" - ] - }, - { - "cell_type": "code", - "execution_count": 45, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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\n", - "
" - ], - "text/plain": [ - " major_street railway park\n", - "Order PID \n", - "1 526301100 0 0 0\n", - "2 526350040 1 0 0\n", - "3 526351010 0 0 0\n", - "4 526353030 0 0 0\n", - "5 527105010 0 0 0" - ] - }, - "execution_count": 45, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[[\"major_street\", \"railway\", \"park\"]].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Exterior\n", - "\n", - "This dimensions tells the main material with which the houses are made of. The category is too diverse and the various grouped scatter plots did not reveal differing slopes. For simplicity, this variable is dropped.\n", - "\n", - "This variable actually also represents tags that could be associated with a house (possibly up to two different tags)." - ] - }, - { - "cell_type": "code", - "execution_count": 46, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Exterior 1st\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 47, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Exterior 2nd\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Exterior 1st\"]\n", - "del df[\"Exterior 2nd\"]\n", - "# Also discard the associated ordinal variables.\n", - "del df[\"Exter Cond\"]\n", - "del df[\"Exter Qual\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Foundation\n", - "\n", - "The type of foundation appears to have an effect. However, only three of the six realizations occur in a large number. Factor variables *found_BrkTil*, *found_CBlock*, and *found_PConc* are extracted but not regarded as \"interesting\"." - ] - }, - { - "cell_type": "code", - "execution_count": 49, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plot = sns.lmplot(\n", - " x=\"Gr Liv Area\", y=\"SalePrice\", col=\"Foundation\", hue=\"Foundation\",\n", - " col_order=[\"PConc\", \"CBlock\", \"BrkTil\"],\n", - " data=df, robust=True, col_wrap=4, ci=None, truncate=True, scatter_kws={\"s\": 15},\n", - ")\n", - "# Adjust font sizes.\n", - "for ax in plot.axes:\n", - " ax.set_title(ax.get_title(), fontsize=20)\n", - " ax.set_xlabel(ax.get_xlabel(), fontsize=16)\n", - " ax.set_ylabel(ax.get_ylabel(), fontsize=16)" - ] - }, - { - "cell_type": "code", - "execution_count": 52, - "metadata": {}, - "outputs": [], - "source": [ - "foundation = pd.get_dummies(df[\"Foundation\"], prefix=\"found\")\n", - "# Only keep the top 3 realizations.\n", - "del foundation[\"found_Slab\"]\n", - "del foundation[\"found_Stone\"]\n", - "del foundation[\"found_Wood\"]\n", - "df = pd.concat([df, foundation], axis=1)\n", - "del df[\"Foundation\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 53, - "metadata": {}, - "outputs": [], - "source": [ - "new_variables.extend([\"found_BrkTil\", \"found_CBlock\", \"found_PConc\"])" - ] - }, - { - "cell_type": "code", - "execution_count": 54, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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found_BrkTilfound_CBlockfound_PConc
OrderPID
1526301100010
2526350040010
3526351010010
4526353030010
5527105010001
\n", - "
" - ], - "text/plain": [ - " found_BrkTil found_CBlock found_PConc\n", - "Order PID \n", - "1 526301100 0 1 0\n", - "2 526350040 0 1 0\n", - "3 526351010 0 1 0\n", - "4 526353030 0 1 0\n", - "5 527105010 0 0 1" - ] - }, - "execution_count": 54, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[foundation.columns].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Garage Type\n", - "\n", - "As can be expected, the *Garage Type* looks very similar to the above *has Garage* variable. Therefore, it is dropped." - ] - }, - { - "cell_type": "code", - "execution_count": 55, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Garage Type\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 56, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Garage Type\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Heating\n", - "\n", - "Most of the houses have gas. The variable is not helpful." - ] - }, - { - "cell_type": "code", - "execution_count": 57, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Heating\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 58, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Heating\"]\n", - "# Also discard the associated ordinal variable.\n", - "del df[\"Heating QC\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### House Style\n", - "\n", - "In summary, this variable is very similar to the above derived variable *has 2nd Flr*. Therefore, it is dropped." - ] - }, - { - "cell_type": "code", - "execution_count": 59, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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Xr16lXn+vpt2v0Z7LvHnz6NGjB7///jsxMTG0bNmSJUuWEBwczMaNGwkODmbJkiUAxMXFceHCBTZu3MicOXOYNWsWAFlZWSxatIiVK1eyatUqFi1ahF6vB2DWrFnMmTOHjRs3cuHCBeLi4gDKrEMQyuPkoGLkw81wd1LzRu+ig6Y8tRqm9Qti9/THmD2wPV4umnLv4+akRqVUANDIyxm1SgwQ1Jr7h8GkIzArS/5vNa0Sux2WLFnCxIkTmTx5cm035ZbU2F99Tk4Oe/fuZciQIQBoNBrc3d3ZtGkTAwcOBGDgwIH8+eefAPZyhUJBp06dyM7ORqfTsX37dkJCQvD09MTDw4OQkBC2bduGTqcjNzeXTp06oVAoGDhwIJs2bSp2rxvrEITyeLlomBTemj8n9+KZ7o1xu6634aXVEODhhPdNAguAt4uGPyb15LsXu/H644E4OdStsXLhzjBmzBi2bNlS7pzMnazGhsUSExPx9vZm+vTpnDhxgnbt2jFjxgzS09PtG5B8fX1JT5eHIVJSUggICLC/PiAggJSUlBLl/v7+pZYXXg+UWYcglCfXaEatVODh7lSl+2g1alr4utLC17WaWiYIdU+N9VwsFgvHjh3j6aefZu3atTg7O5cYnlIoFCgUippqwm2rQ6j7UrKNTFp5iOnRf5OWY6rt5ghCnVdjwSUgIICAgAA6duwIyJuDjh07ho+PDzqdDgCdTmffcerv709ycrL99cnJyfj7+5coT0lJKbW88HqgzDoEoSzf7brAH8dS+OXQFf48kVLbzald5nzISQFTbm23RKjDaiy4+Pr6EhAQwLlz5wDYtWsXLVu2JCwsjLVr1wKwdu1aHnvsMQB7uSRJJCQk4Obmhp+fH6GhoWzfvh29Xo9er2f79u2Ehobi5+eHq6srCQkJSJJU6r1urEMQytKpsScACgW09Xev+QpzdZCwHFKOQsEdtFy5IA+Ox8LX4bBjIRgqtwlQEArV6FLkmTNn8uabb2I2m2ncuDEffvghNpuN119/ndWrV9OgQQMWLFgAyMv4tm7dSnh4OM7OznzwwQcAeHp6MnbsWPvCgHHjxuHpKb8RvPfee/alyD179rTvYB0zZkypdQhCWbo392HzG71wUClvuhqsyvKzIGY8nN4ASjW8fhg0DWu2zooy5cKvb4BRD3H/ggdfALxqu1V3lOnTp/PXX3/h4+NDbGxsiefj4+MZO3YsjRrJmzXDw8MZP348AEFBQbRu3dp+7RdffMGbb77JihUrbk/jbyOFVLil9B43aNAgoqOja7sZwr3AkAE/PQsXd8qPX/8bPJvUbpsKGTJh/WQ4Gg3+7eH5NeDqV9utsjt+/DhBQUG12oa9e/ei1WqZOnVqmcHl//7v//jqq69KPPfAAw9w8ODB29HMGlHa77+s906RFVkQbjetNwz6L+z8HFo8Ck6etd2iIlov6P+xvNlQo72jAsutWH9uPQsPLCQ5L5kAlwBe6/waA1oMqNI9u3btSmJi1fOTFSoMOPHx8SxatAgvLy9OnTpFu3btmD9/fp1dkCSCiyDUBo9G0O+ftd2K0rnUk7/quPXn1jNr5yyMViMAV/OuMmvnLIAqB5ibSUhI4Mknn8TPz4+pU6cSGBgIgNFoJDIyEoBGjRrxxRdfFHvdsWPHWL9+PX5+fjz99NPs379f7HMRBEG4kyw8sNAeWAoZrUYWHlhYo8GlXbt2bN68GRcXF7Zu3cq4cePYuHEjAE5OTvY0+qW5//777fv32rZtS1JSUp0NLiIvhSAId6XkvORKlVcXV1dXXFxcAHmhksViISMjo0Kv1WiKFpOoVCqsVmuNtPF2EMFFEEqRnW9Gl20kI6+Gz2+xmCDtDPy9St5bIlSbAJeASpVXl9TUVHvq/cOHD2Oz2fDyuvdW3IlhMUG4Qa7Jwoq9l/nwt+P0DPTl38M6Us/VkSxDAfp8M04OKnxcNNWTkNKQDv8JAYsRmoXCsO/lCX+hyl7r/FqxORcAJ5UTr3V+rUr3nTx5Mnv27CEzM5OePXsyYcIELBYLAE8//TQbNmxg+fLlqFQqnJyc+OSTT+rspHxViOAiCDcwFFhYuu0ckgRbT6WSX2ClwGJj5b7LfPDrCdyd1Gyc1IsAj6rlIANAsoH1WrqZ/Cyw1d1hkDtN4bxKda8W++STT8p9/rnnnuO5554r9bnSliEXlnXv3p3u3bvby999t2rnztQ2EVwE4QZaBzWjQprxz99PEtLSB2eNCqPZStypNACyjRZ0OcbqCS5OHvDMKjgRCyGvg+ttOjrYnA/6y5B6Chp3v3313mYDWgyo8ZVhQulEcBGEG7g6qXmme1MGdW6Eg0qBt4sjkiTxzhNBTP7pEG3ru9HQy/nmN6oIRzcIDIdWj8u5Z24XQwYsfhisZmg3CCIWgtNtSHsj3DNEcBGEUng4O+DhXHSei0KhoLWfG9+P7oZGrSx21ku5zAZQOcnnz5enpgJLXhqc2SRvjmzYVf4vgLVADiwAuSlgs9RM/cI9S6wWE4QKUioV+Lg6ViywWC1wJQF+fkke8qqtDMP7v4E1Y+DHoZBypKjc2QuilkCnZyHqP2IRgVDtRM9FEGqCIR2WD4ecq3DyV3j9CDjWwuFh5us2EVqu+97ZEzo+BR2GgFKclClUPxFcBKEmKFXg2VgOLs7ecvbj2vDQK+DoDi4+0PDBks+LwCLUEBFcBKEmuNSDp34A3XHwCQSXWkoA6eILoVXb1yGUtHjxYmJjY1EqlSiVSmbPns38+fPR6XQ4OcmrCF999VX69u1byy2tPSK4CEJNcfWXv4S7ysGDB/nrr79Ys2YNGo2GjIwMzGZ5ccT8+fPp0KFDjdZvsVhQq+/8t24xoS8Iwl1Lv24dp8Me43jQfZwOewz9unVVvmdqaipeXl72PGDe3t72I9ZvlJWVxdixY4mIiGDYsGGcOHECm81G79697fnGbDYb4eHhZGRkkJGRwYQJExg8eDCDBw9m//79AHz++edMmTKF4cOH89Zbb1X5Z7gd7vzwJwiCcAv069Zxdea7SEZ5IYPlyhWuzpR3vXtERNzyfUNCQvjiiy/o06cPwcHB9O/fn27dugHw5ptv2ofFli1bxqJFi7jvvvv48ssv2bVrF1OnTiUmJoYnn3ySX375hZEjR7Jz507atm2Lt7c3b7zxBiNGjKBLly5cuXKF0aNH89tvvwFw9uxZ/ve//9nvf6cTwUUQhLuS7tMF9sBSSDIa0X26oErBxcXFhejoaPbt20d8fDyTJk3ijTfeAEoOi+3fv5/PP/8cgODgYLKyssjNzWXw4MGMHTuWkSNH8vPPPzNo0CAAdu7cyZkzZ+yvz83NJS8vD4CwsLA6E1ighoNLWFgYLi4uKJVKVCoV0dHRZGVlMWnSJJKSkmjYsCELFizAw8MDSZKYN28eW7duxcnJiY8++oh27doBsGbNGhYvXgzIk2RRUVEAHDlyhOnTp2M0GunVqxczZsxAoVCUWYcgAPZMx94umptcKdRllqtXK1VeGSqVyp4LrHXr1qxdu7ZSr69fvz4+Pj7s2rWLw4cPM3/+fEAeIlu5ciWOjo4lXuPsXE1ZIW6TGp9z+fbbb4mJibGfsbxkyRKCg4PZuHEjwcHBLFmyBIC4uDguXLjAxo0bmTNnDrNmzQLkMctFixaxcuVKVq1axaJFi9Dr9QDMmjWLOXPmsHHjRi5cuEBcXFy5dQjC1ax8Xvp2L//4bh/JeiNndblsO51KRp6p2utKyTYSdyoVXbbx5hcL1U5dv36lyivq3LlzXLhwwf74+PHjNGjQoNRru3Tpwi+//AJAfHw8Xl5euLrK+52GDh3KlClT6Nu3LyqVvCQ8NDSU77//vti966rbPqG/adMmBg4cCMDAgQP5888/i5UrFAo6depEdnY2Op2O7du3ExISgqenJx4eHoSEhLBt2zZ0Oh25ubl06tQJhULBwIED2bRpU7l1CMLPB5I4cCmLI0l69Plmwj/dyvNf7+GLzWcxmasvI3FqjomoL3bwwv/t4aklu0nLrf7gJZTPb9LrKG4YRlI4OeE36fUq3ddgMDBt2jT69+9PREQEZ8+eZfz48aVeO378eI4ePUpERAT//ve/+eijj+zPhYWFYTAY7ENiADNmzODIkSNERETQv39/li9fXqW21qYan3MZPXo0CoWCp556iqeeeor09HT8/OQ1/76+vqSnpwOQkpJiP94TICAggJSUlBLl/v7+pZYXXg+UWYcgPNzKB9WfCrQaFfkFFmzymU4kZhmw2CRKDkZUkrUADOl4mwxMfzSAiTEXuKrPx1ZYkXDbFM6r6D5dgOXqVdT16+M36fUqzbcAtG/fnhUrVpQov77HUcjT05Mvv/yy1PucOHGCtm3b0rJlS3uZt7c3CxYsKHHthAkTqtDi2lGjwWX58uX4+/uTnp7OqFGjaNGiRbHnFQpFjR+iczvqEOqOtv5ubHvrURQKcFApmTEgiGNXsnmrbxtcHKvhn0OuDr7ohqogj/7hH5DavzcdGvngqRXzO7XBIyKiysGkJixZsoTly5fz8ccf13ZTakyNBpfCtd8+Pj6Eh4dz+PBhfHx80Ol0+Pn5odPp8Pb2tl+bnFx0tnVycjL+/v74+/uzZ88ee3lKSgrdunUr8/rC+kqrQxC0jmq01wWR0SHNsUoSDtVxqiRA1mUokFf3qC5u5fmoF3Bwdquee5fGkAHpZ8DBGTybyOfDCHe8MWPGMGbMmNpuRo2qsTkXg8FAbm6u/fsdO3YQGBhIWFiYfWXF2rVreeyxxwDs5ZIkkZCQgJubG35+foSGhrJ9+3b0ej16vZ7t27cTGhqKn58frq6uJCQkIElSqfe6sQ5BuJFSqbjlwGIwWcjMK7Cflw5AvUDo+Iycx6v3vJoNLAAnf4evw+E/oZByrGbrEoRKqLGeS3p6OuPGjQPAarXyxBNP0LNnTzp06MDrr7/O6tWradCggX18sVevXmzdupXw8HCcnZ354IMPAHnMcuzYsQwZMgSAcePG4enpCcB7771nX4rcs2dPevbsCcifCkqrQxCuZ7XaMFpsaDWqSg+dpueZWPjHaY5ezeajQR0I9L8WRFzqQf9/gaXg9qSxzzhX9L3+MhBco9UVFBSgUqnsq5sEoSwKqdjHrnvXoEGD7MulhbtfjtHMlhM61hy8wqTHAwlq4F6pHszRK3oGfLYdgJBWPix+9kHcnSt4gFh1ytXB5rnyiZahk+TgVkMyMzPZsGED9evXp2vXrmi12hqrqyzHjx8nKCjottcryEr7/Zf13il26At1li7byLGr2bTxd8Pf3QmlsuK9jxyjhYkrEgA4dlXPugmh+LmVv/vZbLWiz7fg5KDEx8URF42KvAIr3Zp74+hQS2n6XP1gwHxACaqa++dsNBpZv349Z86c4cSJE7Rp06ZWgotQd4jElUKdlJ5rYtSyvYz8Zi9PfL690vtI1EoF9VzlFVzNfFxQ3yQwma1W9l3I5KmvdvPpH6dxVCvZ/OYjbHqjFy8EN8NRrSIjz8TvR66y/2Im+vyCW/7ZKk2lqdHAAvKO9Hr16tm/r2u7xavb4sWLGTBgABEREURGRnLo0CGef/55/v777wq9Pjo6mtmzZ9dwK2uX6LkIdZLVJpGsl3e+Z+WbsVVydLeeqyOxE3pwKSOPFr6ueLuUv8NFbzAzY80RzqXlcTY1lxeCm9LUx4XCXLg2m8Q3Oy7w+WY5L1TshFA8Gt6w/Dg/E4x6UDvLp1JqXCrV5trk4OBAz549ue+++3Bzc7uney3lpdwXioiei1AnebloWDaqG/3aB7D0hS6Vnu9QKhUEeDjRrbkP9VxvvnXSyUFFaKD8yb2BhxPODsUntG1IZBmKeiu5JkvxG9iscGI95GfJZ9lnnIeclEq1ubZptVqaNGmCl5cXDg61ML90C07FJ/Pt2zv44pXNfPv2Dk7FJ9/8RTdRmZT7w4YN4/Tp0/bHlend1HWi5yLUSQ4qJR0aebBgeCfMFhsnk3NQKhQ09dHWyIZFVycHXn88kBdDmqPVqPBzLz4/o1YqmfhYa7QaNY28nGnjf8MSZGsBWExgM8P2T+DiTuj/MXR6Bhzu3V5ATToVn8yWH09gKbABkJthYsuPJwBo3T2gvJeWq7yU++gomSYAACAASURBVDfq378/v/32G4GBgeh0OnQ6HR06dCgWcO5WFe65JCUlsXPnTkCe3CvcwyIItclRrWLfxUwyDWaMFiuXMw0Vf7HNCqmn4I/34OpheflwObxdHGlWz6VEYCnk6+bI9P5BPB/cDK8bMy47OEPbAaByhAvbQbLB7i/BJP4d1ZRdMWftgaWQpcDGrpizVbpvYcr92bNn4+3tzaRJk8pcadqvXz82bNgAwG+//XZPHXtcoeCycuVKJk6cyLvvygftJCcn2/ewCEJta+yt5f11R3nmv/FcSDNgtdpu/iIAQxos6w87FsD/9QZD6TnorDaJXJP51vKD5aVD9hUwZIJbgLxUuFFX+bmuY+rUvEtdk5tR+iKPssorozDl/sSJE5k5cyYbN24s9Tp/f388PT05ceIEv/32G/369aty3XVFhYLLjz/+yPLly+2pops1a2Y/olMQaluWoYCL6QasNomf9l7GcJPsxmk5Jnl1mUIF6mu9EJUjlLKR0lBgIe50KuN+PMj2M2kYK5M5OS8N1k2ET4LkvSj5meDeAJ5eAZNPyENiIrjUGFfv0ufSyiqvqMqk3Ad5aGzp0qXk5OTQtm3bKtVdl1RozkWj0dgnrwAsFks5VwtCzTKYLFzR53Mly0j7hu408XYhqL4b51LzGNOrBVpN2X/WiZkGXvp2H0qFgqUjutDgxd/h1AZo8QhofUtcn2O08I9v92GxSew6m872qY/i5FDB3ekWE5yIheY95bkW67V/Nzfb6GjKkb+Uankfi3BLgiNbFptzAVBrlARHtiznVTdnMBiYO3cu2dnZqFQqmjZtyuzZs3nttdd4+eWXUavlv79OnTrx2Wef0adPH+bNm8fYsWOrVG9dU6Hg0rVrV/7zn/9gNBrZsWMH//vf/wgLC6vptglCqVJzTfT+NA6bBC+FNuetvm34fnR3bDYJd2cHVOXsWVlzMIkTyTkArD98lX/0bAFdR5d5vUqpoJGXMxfSDTT21lZqoyYOTjDkGzmR5aVdUJADlAxgxVgK5Hxha/4B3i1h1K/gWvpKJKF8hZP2u2LOkpthwtXbkeDIllWazIfKpdwHqFevHseOFc/7NmjQoGLnuNyNKhRc3nzzTVavXk3r1q356aef6NWrF0OHDq3ptglCqbLzi85huZyZj8UmVWg5MUCv1r58tuk0ChQ83MrnptfXc3Vk5cvBXMww0NRHW+F6AND6QMPOsLCj/Fh3HJ5dVX7PpSAP9n0NkiRnO87V3VJwyS+Qh++cNfd2DrDW3QOqHEyEW1Oh4GI0Ghk8eDDDhg0D5ESURqPxnt+lK9SORt7OvDMgiGNXs5nSp025w2A3au3vRtxbj6KAkiu6rAXybvcb+Lk7lblC7KZUGlA7ykNkLvVAeZM3e0dXCJ0MK58H/3a3FFhSc0x88OtxVAqY1j+ocgFREKpJhSb0R44cidFYdA640Whk1KhRNdYoQSiPi0ZFRMf6jA5pjqO65J9wlqGAtFwTpeVkdXJQUd/DmQAPZxzV197obVY5Xf2aV+Dkb9W7PNjZB17dCcO+g8gvwNlLLs/XQ8pRSDogryQrpHKA5j3gtUPwzMpbmnP5+UAiaw4msfpAErGHrlbTDyIIlVOhj3wmkwkXl6JVLS4uLuTn59dYowShPPp8M+sPX+W0LpeM3AI+HtrRvkM/LdfEGysTSMk28eWznWnh63rzG+alwfKnIOsSHI2G14/IPYhbkZcGVxLkg7s8GsqrwXxayV/X0x2Fb64tSx30X7h/WNFzDs7y1y26fgNnoP8t/hyCUEUV6rk4Oztz9OhR++MjR47g5HSLwwSCUAn5BVb7/AFAgcXKqZRc1iZcwc/Nid7tAjBft6/lcGIWW0+lcSI5hwV/nia/oAIrG5WqouEnRw95ldZ18kwWTqXksPVUKhl55Wy0NBvhr4/gx8Gw+CE50BQyZMChFbDvGzkFTObFoufSqne39oNNvdg4qSd/Tu5Jh4Y1dzKl1WrFZMjDZqvE8mzhnlGhnsvbb7/Na6+9hp+fH5IkkZaWxqefflrTbRPucWk5Jub9ehyAGf2DqOfmSJbBzJurDnFVb+Rwop6/3nwEn+vmFAL93NBqVBgKrIS08mHfxUweaOyFq1M5f+ou9WD4j3KPw+8+0BafcNflGOmzIA5Jgpd7tuDN3m1wuH44zpBRNF+jvyyX2axykkpJkvfPnI+DNS8XPdduIHR7GQpyods/quX3Vcjd2aHGz5YpMOZzPmE/f2/aQPeBQ6nfui1qh+pPuyPUXRUKLvfffz+//fYb58+fB6B58+Z1JnGdUHfFHEpizcEkAILquzGmZ0s0aiUPNPHk6t/JNPBwQqtRkZpj4tDlLNoEuFHPTcOfk3uRrDfy1ykd06L/Zvf0x8oPLiD3XFr3KfUpvcFM4fRNYmY+1vwsHFISIKC9HDhi34Bzm6H/v+GJBfKGSZ+W8uowrTd4NAKuW8Is2eSA1mee/L26EhPuVivkJEHyEWj0YJkT/qmGVI6kHaGtT1v8tf4oFdWbo9ZkyCN2wT9Bkrh6+gSjPv0KV6/bcPLmHeDq1au89dZbpKeno1AoGDZsGCNGjCh2TXx8PGPHjqVRo0YAhIeHM378eBITE3nllVeIjY21X/v555+j1WoZPbrsJfEAkydP5vTp0wwePJiRI0dW+89V3cr9F7dr1y6Cg4NLpDYo3J3au3fvGmuYILS+bu6gbYA7AJ5aDXMi2zPp8dZ4ODugUSt55Yf97D6Xgaujmk1v9MJRreT9dUc5lKinXQP3m57VcjNNfVyYMSCIU8k5vBHeCqfvwiD1BDQJlifpj8fIF576HZqFQreX5EUBPw6W97l4NILmofLcisUEba7Ntagc5F37hnS511ORUyQNqfCfULlX1LgbDF9e4nXp+emM+WMMZ7LO4O3kzeonV+PrfJP9NZWkVKpw86lHTloqXg0aobzZKri7iEqlYtq0abRr147c3FwGDx5MSEgIrVoVn1fr0qULX331VbXUmZqayt9//80ff/xRLfe7HcoNLnv37iU4OJgtW7aU+nxFgovVamXw4MH4+/vz1VdfcfnyZSZPnkxWVhbt2rXjX//6FxqNhoKCAt566y2OHj2Kp6cnn376qT3qf/XVV6xevRqlUsk777xDjx49AIiLi2PevHnYbDaGDh3KmDFjAMqsQ6hbOjby5M/JPQGKnRLp4+qIj6sjVpvE1ax8dNlyrqi8AgsWq4S/uxNLR3Ql22jG3cmh2LBZpVkteFnTeamDBmuXFqjNekg7KT+nT5TPZgm4H5IPw6PTYXGw/Mbf9SXoOQUaPCBfq/WRJ+1NuZBzRZ6PcfaE3Yvl3GbNesiByPUmQcBmlXfvg7wHRio53yFJEmn58nxPtikbm1TBXGuV4OLpxbNz/40+NQUP/wC0HjU3t1MVx7dtYduK78hJT8PNpx49hr9AUI9Hq3RPPz8//PzkVXyurq60aNGClJSUEsHlVjz//PPcf//9xMfHk5OTw7x58+jSpQsvvvgiKSkpREZGMnPmTLp06VLlumpaucFl4sSJ2Gw2evToQf/+/W+pgu+++46WLVvasyjPnz+fkSNHMmDAAN59911Wr17NM888w6pVq3B3d+ePP/5g/fr1zJ8/nwULFnDmzBnWr1/P+vXrSUlJYdSoUfYso7Nnz+abb77B39+fIUOGEBYWRqtWrcqsQ6hbbjZ3kJlXwP/tOM+Hgzvwv/hL9GsfgIdW/pP2dXPE160a9ncYUuGLbihM2aiDJ0CPN2Dod3BkNfR8Sx6Weu5nec6lIE8OLABXE+DhryH9nJy3zOXahs28NPg+CnJT4JUdcOBbufzCNrBUYAWmk4fcWzmyWm5LKSlrPJ08WRK+hG+PfsvAVgPx0NTMG7+Llzcud/BQ2PFtW9i4ZBGWAvnDR05aKhuXLAKocoAplJiYyPHjx+nYsWOJ5xISEnjyySfx8/Nj6tSpBAYGVuieVquV1atXs3XrVhYtWsSyZctYvHgxr7zyCjExMdXS7tvhpgOxSqWSpUuX3tLNk5OT+euvvxgyZAggf6LavXs3ffrIY9tRUVFs2rQJgM2bNxMVFQVAnz592LVrF5IksWnTJgYMGIBGo6Fx48Y0bdqUw4cPc/jwYZo2bUrjxo3RaDQMGDCATZs2lVuHULtsNonsfHOx1V0AOUYzR6/o2XxCZ1+NZbNJpOWaOKPLJSNPfnPQ5Rg5cCmTpEwD+y5kcFqXw0MtfHg7+giujmoeaOyJq2M1zwXm68GULX+fGA9IEBQBg5bIcy4qlbwXxaORPDwV8jo07g4DPoWfR8O3A2DPf8F27WdOOyn3eKxmuBwvBwiVA7QfXLFzXRxdoU1fGLgY/IJAWfKfsFqpJsgniLmhc3mowUM4qe/NlZ3bVnxnDyyFLAUmtq34rlrun5eXx8SJE3n77bftSX0LtWvXjs2bN/PLL7/w/PPP27PIK0pJjnpjeXh4uP0eSUlJ1dLW2lChCf2HH36Yr7/+mv79+xfble/p6Vnu6z744AOmTJlCXl4eAJmZmbi7u9sTuwUEBJCSIp/Gl5KSQv369eVGqdW4ubmRmZlJSkpKsU8F/v7+9tcEBAQUKz98+HC5dQjVQ28ws+NsGvHnMnjlkRbU97j5ngyz1cbRJD3zN54iomN9+rWvb++VXNUbGfDZdgD+PfR+Av3d+GnvZQZ0qM+SuHM08nJmUnhr5sYe42xqHi+FNmfSykMALBzeiZd7NqeBpzPOldipX2GuvvDwa3B5tzxZ7+wlT+KX9oat9YFeU8FihMzzkLhPLs/PkOdVrAXg317e85J9Rc4dFtABOgyTA4y2Er0A1c2DqFpZA7+POiQnPa1S5ZVhNpuZOHEiERERpU4PXB9sevXqxfvvv09GRgaenp7o9fpi1+r1evsUAGAfwlcqlVitdXeZd4X++n799VdATr1fSKFQlNsj2LJlC97e3rRv3574+PgqNlO4k2QaChj74wEAzqXlsuiZznjcZOlrZl4Br/54gKt6I9vPpBHaqp49uOgNReePtwlwZ8h/dtK9uQ8HL2cx68n7yDSYMRRYOZGcg6dWgy6n6NNocraRl3sWZbk1W23kF1hxdVRXLsnkdaxWG+l5BUiAl9YTzSPT5IBRGFjKo9HKXwD958t7X+4fIqfeP/krhL4BI2Ll+zh5gYMjOLnfUjuF8hUuOCitvCokSWLGjBm0aNGizEwlqamp1KtXD4VCweHDh7HZbHh5eaFQKPD19bUvlsrKymLbtm288MILVWrTnahCwWXz5s2VvvGBAwfYvHkzcXFxmEwmcnNzmTdvHtnZ2VgsFtRqNcnJyfazp/39/bl69SoBAQFYLBZycnLw8vLC39+f5OSic69TUlLsrymt3MvLq8w6hOqhUStRKRVYbRIezg6oKvAe7qBWEujvylW9EV9XRxxURcM5rfxceWdAEOfT8vBx0fB01yZ0bOzJyn2XaenrwrbTaZxNzeXfQzuSmmOibX03Mg1mLFYbgzsXfeLLNpr57e+rxCRc4c0+bejQ0MNej9VqI+3akJuX1gGNuuzVTZcz83nyi+0UWGysfuVh2jf0KAoYhQwZcOwXSDsFoa+VXBLs5AmB4XBuqxxgsq/I5TsXQveXwe3O+5s0WU04qu6ePGQ9hr9QbM4FQK1xpMfwqr2R79+/n5iYGFq3bk1kZCQgLxO+ckX+f/z000+zYcMGli9fjkqlwsnJiU8++cQ+9PWvf/2L999/n48++giAcePG0aRJkyq16Y4klSMhIUGKiIiQOnXqJA0bNkw6c+ZMeZeXaffu3dKYMWMkSZKkCRMmSLGxsZIkSdLMmTOlH374QZIkSfrhhx+kmTNnSpIkSbGxsdLEiRMlSZKkU6dOSREREZLJZJIuXbokhYWFSRaLRTKbzVJYWJh06dIlyWQySREREdKpU6fKraM8UVFRt/Sz3YvyjGbp2BW9tPZgopSaY6zw69JyjNLBSxlSsj5fstlsRfczmSVTgUVKzTZKaTlGKSnTILV6e73UdGqs1GL6emn32TSp7Tu/SRdSc6QNR65KoR9tkmau/VvKzDVJekOBlKLPlzJyTVJihkFqOjVWajo1Vuo+708pJTvfXse51Bypw3u/S23e+VU6kpRVsnG5qZKUcUGScnTSqn2X7PeZG3u09B/m8j5Jes9d/op+WZIKjJJktUpS1iVJOhYjSVmXJemfzeXn57eRr59dT5I2zZWk/FLqr0UFlgLpkO6QNGnLJGlH4g7JYDbUdpPKdOzYscpdH7dZ+mrsSGn+U09IX40dKR2L21xDLbs3lPb7L+u9s9yey/vvv8/UqVPp2rUrmzZt4oMPPuDrr7+uUjCbMmUKkyZNYsGCBQQFBdlT9w8ZMoQpU6YQHh6Oh4eHPQNAYGAg/fr1o3///qhUKt59911UKvlT57vvvstLL71kX+5cuBqjrDqE6qF1VBNU352g+hUbzrHaJNJzTUjAffU90Fy3uz0t18TCP08xKqQ5JosVB5UKDycVzeu5cColl6beco/hp5cfYumOC6TlmPjs6Qd46dt9jHy4GRuPJaNUKHm4pQ/eLhp83RxJzTHR2t8Vh+smu7efTiPbKKeCiT10lXYNrltBZciEX9+Eo2ug8UM8Mfg7Fng5YzRbeapryU+UOUYzWgcX7H0frQ8olJCXCl/1kudXXtwI5murv8z54B4g5yxzcJJXfN1BsgqyGPPHGPLMeWy5tIUNQzbgrL47Mp4H9Xi02laGCZWjkKRSUsdeExUVxZo1a8p8fDcZNGgQ0dHRtd2Mu9LF9DyeXLQDo9nKTy8/RKfGXmTmFXAmVV6erlJAWq48J+PjomH5mIdw0ahIzjbS0NMZrUbFttNpvPKDPM/zbPcmDOvSmIaeTvwv/hIt/Vw5nKjHarMxOrQFuhwTjbyci+1vScw0MHzJbkxmGytefoiW1ye0zL4Kn3WUNzgCvP43qSp/JCR8XBzth49lGgrYdDwFXY6Jx9rUo0H+KVwMSSib95BXimVfhQXtwWaBDkMheLycT6zzC1CvNajUpOWnkaBLoI13GwK0AThUYGK+pqXnp/Pihhc5pz+Hr7MvKyNWUs+5avMSNeX48eMEBQXVdjPuWaX9/st67yy355KdnV1sd/6Nj8UOfaEi9pzPQJ8vT9pHH0iiU2MvLmcYsEkSR5OyebSNL1/Fncdqk9DlmEi4nEW3Zl4EBbjjeO1I4SbeLigUcqquNgFubDiaTKfGngx+sBHf7LjApQwDrz7SkmyjmTYBbiWOIm7kpWXN2BC4FjCKUarg0Xdg1+fQXl42X9oemQMXM3lz1WEA8kxWMg3OvBHev+h+zh7w/Fo4+D08NBZ0J+W5Fa03qNRkGjN5a+tb7E3Zi7PamdioWPy0tX+MsY+zD0t7L+Vk5kkCPQPxcbr5IWqCcDPlBpdu3boV251/42MRXISKCGlVjybeWvJMFp5/qCn6/AKW7bxA9MEkhnVpTGigD//o0ZxdZ9Oo7+FMoJ8roMBothYFFx9ntrzxCLkmC38nZfHlX2fxd3fk86c7s3S7nPNOqVQw6fFArLbSO+Nlbqp09YP2UdD0YTlFvmPpw33Xrz5TKxU80NgTh+tXMzho5bNYmgZD4n5YK2eMQHcMIr/EKllJN6YDYLQYsd5B2YR9tb74lrIhUxBuVbnB5cMPP7xd7RDuYg08nfn51Yftw0xpuSairyWkXLX/Mq8/HkjcqVR+e60HZquERq0AFOSbbSiNZtycHHB1lL+S9fm08Xfn7f5BrDuUhJ+bI2qlAotNoo2/K/VcHXFxlP+sswwF5BdY0aiVN08B4+IHmZfgz1nQ8Wl5o+QNS4Q7NfLkP891JttooVdrX1w1KlxyL8KWJXJwqt9RDjBKtdxbUarkdC0NHgSlGh8nHxY+upD/Hv4v4c3CcS8jiFWJIQOQ5HkgQahFFVqKnJaWxieffIJOp2Pp0qWcOXOGgwcPiolyocKu7zVo1EqGPNiI1fsTGd61MbvPpdO9hQ9ODiq0jgpMZisjv9nLieQcPhrUgagHGuLooCItx8TL3+/nUKKeiWGt+HpEV9yc1Gx58xEy8gpo7O2M97Uhqux8M19uOcuSbefo1tyLL599sPzjfvMz5aOFDelyKpYWjxQPLvlZeJmz6dtUAxpvcHSCnBT4cYi8YXLf1/DaYfC4tmTZvSFMTJB397s1AIUCBdDMoxmzQ2ajqolEjznJ8PNLYDUVJcwUhFpSoTzc06ZNIzQ0FJ1OB0CzZs347rvqSaEg3Hu8tBreGRDEzmlhBPq5MT36b576ajeSJKHPN3MpI58TyXJyxh/iL5J37cAvg9nKoUR5d/PPB5JQKMBZo6axt5aOjT3tgQXAaLayar98tsqe85kYzTcZglI5gO+1iUqv5sXT4JtyYO9SWNABlg2AjHOQdkZeIVZ4YqXaqXgqFo1WPo3Sv32Jnfc1ElgAjsfKgfHyHtj/Tc3UITB9+nSCg4N54oknSn0+Pj6eBx98kMjISCIjI1m0SM5nlpiYWOI1n3/+eYVW4E6ePJmIiAiWLVtW5fbfLhXquWRmZtK/f3+WLFkiv0itRllKTiNBqChPrQZJKuBkipy3a0JYK7SOamIOXaW1vysPNvXicGIWr/Rsac8X5qJR0a99AFtO6pgQ1goFCuJO6XBzcqCFr6s9S4A+30yWwcy4R1sxf+NJ+rYLQKtRg9UiZyROOgBNuoNb/aIGaX1g6DL507+rH+RclRNRujWQezVHVsvXpZ+Rg0husjz8NXwFnN8q5xPTlrLCypQLWRflkycbd6tYWv1b1bib3CbJBs0fqbl67nGDBg3iueeeY+rUqWVec6+n24cKBhetVktmZqZ9h2lCQgJubm43eZUglM/LRcPb/e7jjd5tcHZQodWoCWvrx+hv9/LaY4E82LQT3i4a+74YH1dHPhzUgQKrDReNmpX7LvP+umMArH4lmC7N5B7CsSt68gqs9AisR9/2Abg6qvHUauTA8VVPOVj4t4cX1oKLr7wErTB9vXsDyE6C9ZPk/SlP/QAaNzkh5Ybp0PghedJ/8zw4uV5Ot//82qKsx9exmG0oc3Uo/xMi19H1H9B7rrzXpSb4tJKH5rDJqWUE8g7qyN5wAWuWCZWnI+59muHyQNVW6HXt2pXExMRqamGRuyndPlQwuEybNo1XX32VS5cuMXz4cDIzM1m4cGFNt024B3hoHYCivR5NvLX8NOYhJAm8XTSoVcV7yJ7aonN5UvRG+/f2s+0tZhp6OvHB+hP8fiyF1v6u/PjSQ/Jzkq3oLBRDelGm4pwrsOQRuWzkb5C0ryjp5N7/g0emykFl1O/XMhcr4fIu8G0r5xuzmiBhOfjfJ7/Ba1zkNl3JxdWUibZwK1lucqnnr5QgSXJK/lwduNeXA2BFXJ/XTCDvoI6s6NNIZvn/szXLRFb0aYAqB5ibudfT7UMFg0u7du344YcfOH/+PJIkiWOOhWqRlmuiwGLD1VFtT2KpUirwvXYwmM0mkZpjRKlQlLraa3SPFphtEt4uGrnXkpcKWZdoaDIw71E/3B0srDyUjqUwxb+TJzy3Bg6vkDc4Fg5R6Y7Lb+QAh5bLZ9qrHeXNkK0eA30SHFsLF7ZDv3+Cdwt5B77uuDyEtmEGHI2W52BeO2wPLqfikwlo6EqTx/+NQ+YRFL3esj9XrtwU+O+jcj6yVr1h0FeVy5gsAJC94YI9sBSSzDayN1yo0eBSmG7fxcWFrVu3Mm7cODZu3HhPpduHmwSXG483LiSOORaqKj3XRK7RjEqp5GxqLmqVkmY+Wtycij60nE3NZdSyvXi7aFj0TGdSsvMJ9HOz91583RyZ0T+oaP/JhdNwLBrVnv/io1Qz/aV4WjfyRauyyfMsuTr5aOJmocUn3/07yKnv9YnQYQhoXGFMnJwiH+Tezl/XluUn/AgPjoIrB8GrKVzeC6ZrKdQlm7w6LF8Pzh6069GQtQsO0qxDCA9FPo/z9ftsCvLk4TmFSg4c1y8gsJqLEl2mHJYfC5VmzTJVqry6iHT7snKDS1nHGxcSwUUoZLZayciT3wTLyzpstto4diWbxVvPMrBTA5QKBU28nVm28yKjezS3BxerzcbirWdJzMwnMTOfbadSWbbzAu9G3EePwKJhomJp9bVekHVJ/t5mwYM8nu3eHue0v+WeAMg78Xu+WbxRbv7w/Bp5T4o+Ue45OHnIb+qb50CfefJjox46PSefYW8xQotH4bF3odXj4LMM/NvJafU7DANnDzz8tQx7uysKhQJntxuO2b5yEL57ElQaOZD5ti56ztEdBnwiLyIIe1f0Wm6RytOx1ECi8qzZzM8i3b5MbKIUqsWFNAORX+zAJkmsGRtSalJL67XTJUd+s4dMg5k/jqXw68RQNCoVzz3UlJx8i/1aSYIJYYFEdWrIf7edJai+OynZRtJzy/nU6dEI+n507Vz7Dig9G+OsssnzJE8sgL8+kCf1rWZ51deR1XD/U+DdSp7XyLwIy5+SeyrP/iyfNBn1H5CQjyQ2pMvDWpZrcz2GdLn34eov133of5D8NzzwHBj1KPNScVGorq0ik4NLQX4+SpUK9fFYOZjZ8iFxb/Hg4uwBDzwP7QfJgaamli7f5dz7NCs25wKgcFDi3qdZle47efJk9uzZQ2ZmJj179mTChAlYLPLfrki3X6TcxJXX++uvvzh9+jQmU9E/7vHjx9dYw243kbiyav4bd455vx4HYNLjgbz2eOtiz5utVg5f1iMB7/1ylKNXsvF1dWTFmO5IgFajwtXRgWyjmV1n0+nQ0INhX+1CpVTw86sPczE9j6SsfPp1qF8yN9iNzPnyvhWFCpL2w0/PygGk/8fyqi4J+LwzFOTKE/Jj4+Xey5FoWH3t8KdOz8Bjs4qfu1KQJ/ds0k7LPZQHR8DGmTB4KaCQe01ObvK59smH4H9PyYeCvbgRGncjLyuTzd98haOLK48P7o9yxdPy0CWXKAAAIABJREFUPplhP8gT98JNVTZxZU2sFruXVVviykLvvvsuRqOR+Ph4hg4dyoYNG+jQoUP1tFa4K/RrH8B3uy9gtUoMfKAhIB/QlWMyk5Vv4WRyDo28nPF0cmDJ8w+y50IGHRt54uSgJDnLiItGTa7Jwqhle5gb2YFfDl+xp8jffEJHj0BfzFYJSZI4nZLDyZQcujbzxkurKZbCH6sF8rMgTweu9Yt6KznJ8nyI/32gv1J0TLDKAQpH1po8JG+gzM+Uh7Z2fwFhM+WgknZaXgAQN1/eT9JzCqx4Rk4Vs+//YO/X8OxqWPGs/FrFtd6GJEHKEWjcjRM74ji1Wz7OuUFgG9qPWCcvAqjuvS85KXBxh5yOxqMxqDU3f81dyuUBPxFMakmFgsvBgwdZt24dERERjB8/nlGjRvGPf/yjptsm1CGNvLVEvypnHa7n6kiBxUrC5SxcHdUMWrwTo9nGI218mfXEfWw5qft/9s47PKoy7cP3mZrJTCaT3gmEAIHQe+9FmnQRRQQpUlZWcdeCXdxvLbgWwAK4gA2VLiBdepcWOoQQQiA9mUymt/P98YYgCq7uwqrr3NfFdcGZM+97OJOcZ572e2iSHM7La05yocjG60MacqnUjkGrYlLHVI7kmOlYK4pP915CpVTQqXYU983bT5HVxeZpnej9zk68fpne9WOZ3qcuMUYx2bLI6iLcX4rq/TbgNOO/6+/I9YehzNwiQlemZHGxObthxGK4uBPSBwldMWshWPKQH/waqTgT9s4WCskeJ+RnwNHPQa2D41+JP0MXwKhVkLMXNj8vjMjVI3Dv5yKxb4gTgpWJLSlMvQdfmZXqLdsSvGoJ/R8eT0y1pOsaZLcTWwksHQ2X9ohw4COHA15RgF+Fn9VmHxQkSkN1Oh0FBQWoVCqKin48mzrAH5uoEC1RIUFIkiQ65D8/gtPjx1kZ8y6qcGFxeulaNwaH28u2s8VcLnXwz93ZlNpcKCRICg8mwiC+ab9/fzNWTm5LXrmDIqsLSQK314+3UvW4zO7mTL6FCpuDogoX/WftotRcDk4zAIqji5GTWiJP3I08fguExAojUH4VvnoQsraB+bIQe/zqQdj1DySnBTksWZQc20tgy0uiyz404bpxajhcVJfpIiC6nuj0j0iFml1gYT9YPh6QYdAHFDQYy4D399P29e3svmxjwhtvkHjkZdRzmsCuf4gigduJ7KsUrwS8jp/XVxMgwB3gZ3kunTt3xmKxMG7cOIYMGQKIyZEBAnyfQouTCpcXk06NRqWgZ71odpwv4tXBDdifVcqULjXZeraItcfz+HO3WtzbIokvDl6mY60oGiSEUljhYtiHewH4c7dUksKDuVRqI1SnZnqfuuSXOzAFK3n73kbsvVDKvS2SeGbFcRYOS8ao02BxeDmYL9O907NoL23H1/MVVCsnw+V9kNIVBs4R+lvJbSCsGnjsEN9YlByX50CvV2B+N6RrlWCp3UQ4LbIWFJ+F9IFQp7eQe/n6Eej2AsQ3hQnbRDhu3RPCsDnN4K6AkBhyrxaSV9nsueRIAf2qx1xv0DxW2W9zOydT6qOE97TrLag3QPT2BAjwK/CTxiUjI4O4uDimTJkCgN1up3bt2qSkpDB69OifXNjlcnH//ffjdrvx+Xz06tWLqVOncvnyZaZNm4bZbCY9PZ3XX38djUaD2+3miSee4OTJk5hMJt56662q+u8PP/yQpUuXolAoePbZZ+nQoQMAO3bs4G9/+xt+v59hw4YxYYKYn3GrPQLcOQotTgbM2U1euZM3hzUkNTqE9qlRNEwMRatS0jolHI9Prkr6//nLI6ya0p6HO6Ww8WQBV81OHN8Tl7Q4vdSPD8UQpEIhSXSvK3Irbx9+m6aRbWmaFMPjXx1jSLNECj1B6B1ZjGmXzAubLlN//DhiWzwIPjfKq2J6JekDYc1jcG69yHNMPQq5B4TnEJIAwz8TVVm+yoIVRxmEVoOe/UQZs6NMhMrGboFv/irOWTpalBGHxAgvp8fLUPsuOL+xymAkRxhoWs3EhSIbUztXR9IohOdzZi10mQ7a2yyjJEkQURP6v3tjL0+AAP9lfvKn74UXXqjqxD948CAzZ85k+PDhGAwGnn/++Z9cWKPRsGjRIr7++mtWrlzJzp07OXr0KDNnzmT06NFs2rQJo9HI0qVCEHDJkiUYjUY2bdrE6NGjmTlzJgCZmZmsXbuWtWvXMn/+fF566SV8Ph8+n4+XX36Z+fPns3btWtasWUNmZibALfcIcOdwef0UWJy80K8e9eJDGTBnN5M+O8yC3dkYg1SEBKnRa1Usn9SWaT1q0yAhlN2ZxXxx4DJqpURqtIG6cUam90ljbPsaDG+ehNvnJzxYTbxJh1atRJIkhtYeyvsZb9Gkho4X707H4vAwcO4hLOENeDw1j31/bkx8pBGtIRptcCSM3wp93oTavYSXMHEnTN4nLvr4UqE15iwFWzGUXoTB85FbPox8/xKo1UPkWa4N9fL7QKkS+mMAMQ1FQYDDDDvfEhVoF7ZAn9erJFsiNT7m3VefTY+0olGsBskQJYzQ6LVCLNNj/+U321oEe98TFWuOspufEzAsAX5lfvIn0OfzYTIJt/qbb75h+PDh9OrVi0cffZRLly795MKSJKHXC6kLr9eL1+tFkiT27dtHr169ABg0aBBbtmwB4Ntvv2XQoEEA9OrVi7179yLLMlu2bKFv375oNBqSkpJITk4mIyODjIwMkpOTSUpKQqPR0LdvX7Zs2YIsy7fcI8CdIyRIxdwHmuHy+ahwemlaLYzQIBX14o04PD6sLi/3zdvH4Pf3EBKkYnrvuszZmsld9WNJMOnw+mTGLTpIp9rRmO1uhn2wlxFz92G1WWHba6IEGEgKSWJWt9koZC2vrT/DhzuyMOnUKM0XUX46COWaP6N2V+qHqYNEr0rLccJbOfCByEfM7QTvtYY2U8QDXpYhvLqQ1c/4Eqntn5B2zBT/Vqhg7EZRHTZmHRz7Cu75BMZ8AwNmiYS81wUHKhVwT664rlnmLAdzNhHzmxP9bjU0nw4QRuzcBnENX42CjK9+2Y32eWD7q0JEc/EIKMu+LZ/f93G73Tgcjtu+7v8KeXl5PPDAA/Tp04e+ffuyaNGiH51zK9l9gLp161YdHzBgALm5udx7773/zf/Cf4WfDIv5/X68Xi8qlYq9e/cyY8aMqtd+jjSBz+dj8ODB5OTkcN9995GUlITRaESlEtvGxsZSUFAAQEFBAXFxoqpFpVIREhJCWVkZBQUFNGrUqGrNmJiYqvfExsbecDwjI4OysrJb7hHgzmEK1tAgwYRfhtwyO/e2SKRdahRvbTrLplP5PNq9Ntkl4lv68sNX6FEvhoVjWlBm92AK1mBze6kbF0KBxcmO88VUuLwkhumQis6IcuJz6+D+JaCPwqgOY/53Z5kxoD4lNhd1Y/RELhsAgFR+Gfzfk0txlIlel5B48LpFEt9T+eDM2Qf3LhZ/P/Sx6G1J6QTb3xDDv0Ak7mt2ga7PCkmWb1+C7Rqo3g4GiREUqLTQaiLseRfqDxGzXUDs47YLgwLCQPp9Qo/sGvooYfD+7aqxm+tV/bvYbDa2bdtGcXEx/fv3Jzw8oA7wQ5RKJU899RTp6elYrVaGDBlCu3btSE1NveG8W8nuBwUF/UiE8osvvrij1/xr8JPGpW/fvowcOZKwsDCCgoKqpJ4vXbp0g37OrVAqlaxatQqLxcKUKVPIysq6PVcd4FfF7vKSU2bnXL6VtqkRVRMeTXo1VpeXaV8do1FiKD4/LD0sxPf+1LUWHWtHcvSymUe6pqJVKSm1ufnqu8ssP3yFGKOWhWNa8uKqE3wxoTVn8iw0TTIS9VVvsalCybUHqVatZEKHmqw/mUeblAhyC4oIbfggIaZE5C7PIn1/rkrpRfh0iOi0NyWLhPzJFcKTaTAUFGrY/tp1qX2/78Y5L0GhwrORJOHFtJok8jclmSLZf61PpcM04Qkp1cIbshaJSjRrodj79Goh2x8cLhSWR38j+mes+TCvKzy0AdkQjSz/QNLmhyjV0PkpiKwttM3Cqt/GTxZKSko4ePAgILQFBw8e/LvOV2ZkZLBlyxbKy8sJDQ2lW7duNGzY8D9aMzo6muho8QXBYDCQkpJCQUHBj4zLL6FJkyYcOXKE/fv3M3v2bMLCwjh37hzp6enMnDnzlqKXv2V+0rhMmjSJNm3aUFRURLt27ar+g36/n+eee+5nb2I0GmnVqhVHjx7FYrFUeUP5+fnExIgO6JiYGPLy8oiNjcXr9VJRUUFYWBgxMTHk5+dXrVVQUFD1npsdDwsLu+UeAX4Zbq/QC5OAMP11vbAyu4e+7+7C55cZ2iyBGQPqo9Oo0H5PT8zu9pEaY0CSxLM5p8TO8/3qcbHYztqMPHJK7QxoHM+RHFE2XGBxoVZKPNOvHiBTNy6EGL0C7p4N2bvFA/1as6HbRoQrj/tjroA+hAhDIj7/MFwNBqDVGYUhuIa/UlJmzTQYugBZFwmj1yL5vXDkE0jtAa0mwOYXhWfTYBg0fUA0W2oMwtMJTRB9Mj6PMCAbnxUqyQolTDkgrkv3vfkpzgqR9D/zNXR+Gpo+KPa55p0Eh4n1Vz0CmZsw9/sHVtlLWf5VNmRUMLptDSJDfkKFQB8FrR7+jz7bW3HN6/d6vSQmJqJU/n6lZzIyMli9ejUej/Bky8vLWb16NcB/bGCukZuby+nTp2+IrlzjVrL7TqeTAQOEp52YmMicOXNueN+pU6dYu3Yt0dHRjBgxgkOHDv1uZrh8n39Zity4ceMfHatRo8a/XLi0tBSVSoXRaMTpdLJnzx7Gjx9Pq1at2LBhA3379mXFihV07doVgK5du7JixQqaNGnChg0baN26NZIk0bVrVx5//HHGjBlDQUEB2dnZNGzYEFmWyc7O5vLly8TExLB27VrefPNNJEm65R4BfhkXi20MmLMb4Aa9MI/Pj88vYwxSMbptDT7adZH2qZGkROnpUS+GpRPbEBcaxBWzgy3TOlXJ6h/NNfOnz48AEB2iRaVQ8PKAdF5dd4bOdaLIKbWTVWTj7vQwwrDgdhsJimsEcY2wubzIFRb8HicGpQfFey2Fl9FmKqHtH4MNT4qmxcFzRe+JJAnDYkqGwfOg/DIYY5HmdUIesx6WjxOS+VeOCG/m3Abxnz70MZRegOJz0Pt1OLFMhMsAoRvD9SS63yfyLT9E9oGzTLz+7SsiVBaecuM5GgM0H4MlpT1vW0+zbMWrNIlqxojqz7JobzaP96xz/Vxbkcjj6Ew3qiffAfR6PVOnTsXpdGIwGH7XxmXLli1VhuUaHo+HLVu23BbjYrPZmDp1KtOnT/9RJOdWsvtw87DY92nYsGFVyD8tLY0rV678Lo3LHSspKSwsZNSoUfTv35+hQ4fStm1bunTpwl//+lcWLFhAjx49MJvNDBs2DBB9M2azmR49erBgwQL+8hehXFurVi169+5Nnz59GDduHM8//zxKpRKVSsXzzz/PuHHj6NOnD7179676ZnCrPQL8MraeLapqgtx8+nreKkyvZtaIJswYkM6n+y7hqZyX8t7WLK6anczceJb3tl2g3OFl0Ht7CNYoOVtgoXlyGI91r8XY9jXoVi+acoebaIOWd0c0ISFUx1PLj7Pq6BW8Prhi8WN2SRRXiB6RYFch+h0vY1w1GsllgcjKh29ZlkicF58Vascui8h12IpxH1pIkd9JSUJj0TVfUQgtxuFXBV8fwFWRD/FNRHgLILGZSJIXnBCVX9dyMmWX4NQq+Lg/ct83kZuPRR70gVjHZb2exAdhBAa8B83HidHJupvkLZRqSG6Hq94A1l0S42uPFB0iMkRBXOj3JlVaC+HToaISLffAjfvcAdRqNUajkejoaIKDf9+Dx34ob/+vjv8SPB4PU6dOpX///jdVhzcYDFUFTZ06dcLr9VJaWvqz1v5+GFKpVP5upfd/VhPlv0NaWhorV6780fGkpKSblgZrtVrefffdm641adIkJk2a9KPjnTp1olOnTj97jwC/jH4N4vjiQA5+GQY0Tqg6HqrT0L9RPB6vj0M5Zu5ulMDQD/ZwX6tk/r7uNPuyStmXVUqXtGgkZFw+P3VijTg9PmpG6dl+rpjtZwrp3ygeJIlD2aU0qmZi/qjmZOSW40TNyMVZlNrdbHysI35LHorC03BwHgDShmegx0tw7AvkLs8gO0pRDJ4Hhz+B6h2gIg/ZbUVZuxejNk8gWB3MR21m4ch34oxsRJQiCEO/t6DglEjYB0eIIV+yX4S6XOUil9H0QVF6/M9ewuB0fwmSWiNt/T/cd83kZJGXRlePoTg4V4TLklqJ0mUQobS+M28M0f0QdRDBGHmkySPMOTqHPjX6EqbT07v+90JspRch76j4+863YFhjIY4Z4F8SGhp6U0MSGvqfNa3KsswzzzxDSkoKY8aMuek5t5Ld/yNxx4xLgN8/ieHBLJnYFpCrpkNew+PzU2b3MKVLKi6Pj1cGNaBWtAGVQmLb2SKC1AqqhQfzf0MaogAUkkRRhZuUSAONk8KQAbVC4o2NZ1l2+ArLJ7Xlvvn7cHr8NE8OY1LnVJ5bdYIrZQ6SQm2iwkodDB47cmJzpPI8iKgFsh/FgruEYRi/XRiD91oj+dwoer/B5PrjmXNiLhVlKrYuzqdOcyMKZQSGOvFgiAWPTbw3NPG6IRizXiSK1MFQePJ6ue+Z1VB/GHJYdY5fLSdMI6P44l4Rfru4XRioa8bF66yUYZFETuaaUKatuFKyX4LQBPSKIAbFtqNXpzS0WiNGoxG+n0APSxbik5Yr0Gx05ZjlAD+Hbt263ZBzAeGZdevW7T9a99ChQ6xatYratWtX5U6mTZvG1atiwNu/kt3/oxAwLgF+kqibJJYtDjdXy50MfX8vMjKbHuvEltMFTF18hLkPNGPdnzugVSnILbMTrdeiVSsZOX8/WcU2/tqrDnlmBxtOFvDVw62rlI9B6IYBWJweokK0DG6SQKRBi2zOQQqJhcl7kZHEL6m9FDmoA9Kut69PjPQ6obyw6t9S7gH0kYOI18fj9ykYPDEWw97n8V1NwVtjKqrCk4AsuuWbPiiS9l6nCGNp9aI5UlIIKZi8o9D5aeTINNySmneWZTOzd5x48JddBFM1oYRsrdTcK8+BBb1Fhdn4rRBVR0yozNwCqx8RXs7AD0ChRP/PnuitheLcR4+DRnf9ZofEwvgtIn+jDYXfcQ7kv821vMrtrhZr3rw5Z8+e/clzRo4cyciRI2/62pEjR255rFWrVrRq1arq+L9qVv8tEzAuAX4xZXYP284WYa3sRfH6/azNyMPnlxm76Dt2PdEFP7D00BWaJ4cRbwri6T51UUiwJuMqjZPC+HR/DheKrLx8dzrNkk34/X4WPtiEjaeKGN+xJheKbdSKMVBaVkLN+HqQuQmSWiIt7CNKeId/inRqJbSeJIZ7xdRHDo1HCk0QFV+Wq8idn6a+OooXwjoSrZbQbXgCTq9GCThSuqKKrA7vtxNzXTK+hId3isFd4TUhrqHInZiSRQmxPhIq8pHUQSiCwnl7uIlgjQoeWg8lFyAyVRiiz++B5HaVQ8VcgEt4NVF1RG5o99vieMkF0Y+j0oi8jbUQgozXcz/fxxCodvx3adiw4W2rDAvwywgYlwC/GL9fplWNcGpFG2hSzURmgZXJXVL5aFcWAytzM08uy2DvhRL2ZpXQvlYkz648jl+GT8e2Ysl3OTStZqJ2jBGL00OkXku1EJnoPY/SUWfCe6UHqmr9aBCrw1SRiSLrLNTqKXTBrjUknl4jynFPfy1CZkktkFxWURVWrRXU7Ea5rOf5VedYf7KAZ+6qxbioNNEpIylQh8YJT0GlFZL0tfuIkcOaEBEesxaB3w0Xd0BcY9Gtf/RTePQEaqWC8GsDy9SxwrsAKLmAreeHXM7yEFsnnpCyyyiv7Ic6fcTrWgM0vl+MUa7dC3L2Q82uMHKFMGpxDYX8f4AA/wMEjEuAn8Tvlym1udGoFBh1Im8QGaLF4vTw1vDGRIVoMds9HL5cxtvDm1AzSs+qo1erKp7qxxvZcDKfAoso2V1/Io/xHWoiI+Py+uk/azdun58OqZHM6vEcJixYQ+ux/HAuW88U8txdNWlQvhWVo1R4BMYE4Wm0mSLyG43vB6UW2ZqPdHE7JLcVBmP907j7zGfDKVHl9urGTEY9fi/a2AZgSkbpKIGNzyKPWQceJ9LeWZC9EzmpJdKnQ+DuWUKexVYkGiyH/FMYhKAfj2++hkMRxdrPzlKUU4FaW8h9L7yGQWO73pEfHE55w6EEu+2oZzUTuZ4Gw8QI5rr97uCn+L+FLMt/uPzFb4GfObS4ioC6XYCf5Hyhlfvn7+fp5RkUVzgpKHdyrqCC2FAd6fFGYoxB6LVKBjZOoE6MAavTw8I9FxnfIYU59zXhsR616ZIWTViwmmf6pDGkWSI+v595Oy8iy+DxX8+z+LxuWNAHS4WFNzee43COmceXn6HMUEtI3Kt1MHoNTDkoPJh3G8OcVvidZnzacMpTu2GzFsCut5G7v4RWdvF4p0SMOhUPd6yOo+C8mBqpCkJaMREyNyLlZyAtewiOL4EVE0TIrSRTJOndNnETXFZ8pmqiEk0dDE7LTeewyH4ZJGjTN4Y2vUWl0A1SL8Al61V8Po8YUgaiZyYwc+VnExQURElJyS9+0AX4z5BlmZKSkqrZXj+HgOcS4JY4PT6WHc4lNdrAxE4pVDi9PLX8OPsvlhIdomX1I+1BhguFVtJiQ3B4/BiC1Kya0o7Vx/IY3CwBp8fHiiNX+PLhNizen0OnN7bxQOtketeP5UJ+Cf8c1ZStZ4sZ36EGEd+MAiDIbyfKoKXI6qJRohFNxQmROM/9TvSk7HlH5C18HvB5kPIyyKvWnOf3ziBJH8djd7+FqeAs5hAH9zXQck/9VIIMYRhzzwpPR2vAnz4Qxe53KrW+YoRB0RhErkSphoP/xD9qNf6jn1Fe934q3AaqhxpESGvt40LN+O45N0x51GmcDJkYj2LTM0jmcmTeAVvwDcoCdYovot33Hv6mD0JaPxTVWt/eeS7/4yQmJpKbmxsYVvgrEBQUVDUG5ecQMC4Bbkp+uZOPdmXRuXYUHr/M/fP3M+f+pmQViW/zhRUunB4f+eUOUqL0WN0+Jn96mDC9mpfuTmdgkwT2XiimaXI4284W0Ss9lgV7sgFYuCeb8R1T0CmuEP7tX+kSmoR8rolQHr56mMjzS1g76RHKykqIiY7BWAE0HQJHP4PYdJF7uXs2ZG4GdTDu5La8dfgNviv4ju+AvgkdaRVeiwRJQZHaiMIfhFx4DHa+QWGvD3BYFcS3norc9CHsfhW65I4o8w4jx6Sz6wqkjt5PeLCGfLeWj3wP4Tri54neQWIg2JlvhE4YwIG50P2FqnsmBYWiPLkcTq0Q/97zjsjXNLpXGCyXFe2Kh8HnQXHlEP5HT16X778FPp8fpTIQYLiGWq3+WQohAX59AsYlwI+wODw8uSyD7eeK0GtVHLhYisXpZdGebObc34RZ32bSvW4Myw7lMrBJAnqtitnrznC2QEjd78sqpXvdaKKNOpSSxDv3NuFMvoV+DeNYk5HH3Y3iUABGn1koE7MPFCr8DYYjTd6H5LYRffANdLoETjCME1eNDGhkJLrpaBFCunex6EMZuRy8LlQeO82im7Lp0iY0Cg0JoTXwSyrc2giy8hxMXbyHbmmRTBv6NcMXHudSyWVeH9KAYUXvE5K1RcydH/AeSEpaJ6qwE4R0aSvxSS15pGMiKqWScIMWis5V9sMoRL6kWpvrN81ZLpQBYuqJRky/D+IaVY5crgzhKJSiafPKYYisg0J5a0FIWZYxF9g5uDabmk2iSKobjkYX+HUN8Psh8NMa4AZ8fhmnx0ev9Bh2ZRZzJq+Ce5onsjerhNN5FcSZdPSsF8OuzBI2nspnSLNEdp8voVvdGJYducIDrZJpnxqJWimx7ngeflmmYaKJ51ed5Ll+9ZjcuSaFFS4e/uQQSx6og9TxaRSWS9DmTyiWPCCEHje9gNzpSSxRHZg8ezdldg9Hcsp5ZUA9wpy5SGseFbL2d70KrgqU6mB6JfWkTVwb9CotpqILKNY8hu7ez2lUtJe/927NhKVZTOpSi0uVsv8ncssY2nkKkilRVGpF1UHa8w6arG3QcwbK5JYoP+xAtNMs5reE9heek6sCxm0Rs2KMlaoFPo9otDz8sZgsOeWgMC7WAlGCfM2I6CNhxJdiamVwOBiibvk5OCo8rP/wBKV5Ns4fLGDU/7X9sXHxOER4TmsK9L8E+M0RMC4BqvD5/Jy4auGFr0/SsXYU66d2QFJAqE7Npsc6cdXs4MWvT/LUXWlkFdmYN6o5sgzp8SFoNUq2/6UzO84V8eamczzYJpmGSSZSIvUoFRJun5/pK47z1j2N2HS6kIwr5Vy2q8m5ZKJ9z/5oPh4gKrP2zIbmD2EOrceJqxXMHdWcjSfz6VFDS6j1ApJKIzyCBvcIqXq3FRqNILzrcxzP9tLl0MPCWACStQDDpr/QZOhyOtSKQKdWMrZ9DRxOJ882tqFY+phYp/cbohHy4HwANOuexHvvZ9cFKk8sF5VijUeIxsjzG4Rk/rVciccuCgAq38+JFWLAWFTtH99kQ/SPkvw3Q6GQCDZpKM2zodYqkX4ow28vhQPzxLXc9ZrIRSkDv84BfjsEfhoDAFBgcZJdbOO5VSc4V2ClU+0oSu1u8i1OUiL1ZJfYKLF56Fw7CqNOxZ+61uTdLZmMW/Qd6/7cgdFz9/HNuHr0kvbRs3E0OwsK8KgMXDU7AZlVU9qhUysx293c1zKJwU3iQaWmZq+heKUyNH4vBIdT3HMW2y7aSHLo+fbsFZYdymXfkx2JyF6D9OHDogdl9DpAEoYFoPgcUv5xWtfugi/kaZQrJkBcE9GkGFYDY1Id3qwm45NL+VO3JPSOcjSf9ocaHSGmrvBv8bEYAAAgAElEQVQkjPEQVgPKLuJN6YwUHAFJLYWwZce/CO8jvBZM2ieuQf89r0NjEPpkle8ntavwbP4DggxqeoxJpyDbQkS8Hl2I+sYTXBYxRA1g5UQxJfNnGK0AAf5bBIxLAModHp5YmkHDxFAaJIRSYnXTskY4w+eKWfPj2teg3OEhu8TGG0MbsvZYHj3SY6kXIrHpwXRMkpvmySZ0Rz7CsPN1ALqN2kRecCIycKnEjkYl8eams3xzPJ82KeH8uXttRszbT1qMgTeHNSD4wTVUqMN5bl0u607kUy08mE/HtuR0ngWf2450tVIyQ5aFAnLtvkJIMnsndJiGz+Fgz9ILdB6ULiT2Q+LBfAl51CqUuQeQwpJ44tCbTG48iTbGmpDQAnfryfgUCoI2v4xUKdcv68Lxa/WoDDEit+P3Xa/2Uioh5Cbd8gql2G/0WvA6ICjstlSABRs11GgYefMXVUHCmFgLIbHFHZfiDxDglxIwLgGQJFArJebtzOKde5swqVNNSu3Xxf6sLi9P9a6D3eVDoZBoVysSZ0kZbTd/jnXlSnxjxzJu4Ag4Y656T5DswOuXCQvWMG9HFp3TorE4hI5Y29RI3t58jqIKF0UVLgotDqL9FfgVoVQ4vaTHG3np7nQ+2nWRx3vURl2eDc3GQEWe8BLCU2Df+/jbTEJRtx94HCh1kbTuaUAqOA2fDRLd948cRlo8HFX+caKCI3jpvs9YkrudNrUSoOsz5MhOPBVXqJu1TXgCH/VAeuQwmmuTKPU3PthdXhd2rx2D2oBa+QNPQqURSsj/LfTRQq7GYRbXGShnDvAbI2BcAmAMUvP3wQ04ecVC9Ug9Do+P6BANrwxM53Kpg+Etkrha7uTdzedpWSOCvg1ikaxezMuXA1D28cdEjRqDv/3jSEEhuIMTKAtOpd+7u9g8rRMHL5UhSTDznkZ4/X50GplIg4Z9WaXEGoOI1kkw+y5CTcm8MWoXl8rcPLX8OJmFVj7dn8OuPzcHuRg6/AWOfQ6LRyD3eBn3pV0ELR0DkgKp9RT0CiVy87FiKqSzHJBFWAvAacag0jEy7V74qA+Ep7C/xTByzRdJ7DWDkF3viKFe5ssQUfNH96jCXcG6i+tYfn45ExtNpHVca4JU/1no6z9CoRCyM9ekZwIE+I0RMC4BAIgKCaJahJeiCheSBAatlm5pMaiUCvZnFZOdZ+bFRsG4j+8ntFYXPCF6PN27Y9u8GeM/3uWTIwUs3HOJaT0f4O6GcZy5bOHjsS3RqhVsfKwjbq+fMQu+40KRlXEdE+mY7mPnE53QusuJ9hXCmG/A4yDuyiYU1fpg0IofTY1SgUKrhy8GQ1o/MS64dm8KQ6LA6yQoKk2oIDd5AL5bgKRQwbjNyDKgDIJhi5C++wh/oxHotWHoC84K+XqPna6xM5mcuRJdXDDj71+K7twGIXF/E2weGzP2zQDgiR1PsHbQ2l/XuAQI8BsnYFwCAGC2uVl8IId5Oy8SHaJlxeS2fLQri1K7h2C1kmlNwijs3wfZ46F483qOjX2SLs+9gHfKNBymcHzH8niuXz3O5FsoqnDz4uqTROi1PNu3Lg/8cz+rprTjQpFIwG85VUbdGm6qhYYRZc0SSsEXd0CTkdD5KUy+UmYObcDWc8U0Tw5Dj0NUQ237O0SlwchllHrMTD8wg790f4qGUY0IQQEpnURZcNE5pPVPYu/1NhVyKGFdXkLpNqPPOQA12iG3mIBkK0DpNvBw7ddpFG9ApwmCBkNuKRypUqiobqxOtiWbBpENUClUQp7fUQ6aYFGCHCBAgCoCrb8BADA7PezOLAFE932F08uVcicpkQY2nMxHp5KQvSJn4rfZ6FAzAqtWT49PTlPu9uHy+pn1bSaNk8LYf7GUSyV2DueUcSbfQlyoDrdPZkDjOCL0GqZ2T0Kj8qNWGISxKDgpdMOaPwQfdkQ7K52YvK1cNdux2J0EO/OFKvKDq2HQhwAkS8G81/pFko3J6GVgbidYPBxWPiwqv4YuIMgQSmFODitmzcF99ltYMQ58XmydX2BF8rP0X3CGwxdc6BUGEUozxNxycmSkLpJ/9vyIlXev5PWOrxOm1EHmt2JK5fbXKweDBQgQ4Bp3zLjk5eXxwAMP0KdPH/r27cuiRYsAMJvNjBkzhp49ezJmzJiqMaSyLPPKK6/Qo0cP+vfvz8mTJ6vWWrFiBT179qRnz56sWLGi6viJEyfo378/PXr04JVXXqkSs7vVHgFuTp7Zgd3l5a+96lAzSs+IlkmEBKl4pEsq7VMjWD65HdkuBTEfziPkgQeImPkPcuUg/LLMJ2NboteomL/rIjmldl5efYpWNcJRSBCiVdE4yURqtB6/388TveqwZHJzIgxaigprcCTLhSxJMGwRjNssKp/spSDLhJxdwmOdEmkerUDhtomk9dn1oqfku4UEF50m7oNOJH7YFcltq+yEB8qviDDZtr+jCDZRO0lH78mPolNLooFRHYThyh46JihYNbktD3eoCRYHjsICcFlveY/s5Wb2zf2Iw7P/idrqEzmdtdNE6fGed0VzZYAAAaq4Y8ZFqVTy1FNP8c033/Dll1/y+eefk5mZydy5c2nTpg0bN26kTZs2zJ07F4AdO3aQnZ3Nxo0bmTFjBi+++CIgDMXs2bP56quvWLJkCbNnz64yFi+++CIzZsxg48aNZGdns2PHDoBb7vFHwu31kVlYweIDOeSXO3/yXLPDTVaRDY1S4r37mjKpU02KrC5sbh8GrYr8cgfG8FAs9RphGTOF6XuKGTBnF1vPFoEMhiAVNaMMAHSoFckVs4MlE9vy+fhWRKg9vNXDRIL9DCasqCQ1Ich0qBFJu3gFijOrxcN52QSIbSgkVYwJ0H4aRtmGPmutEJMMCoeOf0EOqwFN7oP4xtB5OnLTB5F14chDF0C9ATBkvuhJyd4FDjMacybG6FhoNxXq3AWWq/D1FCLkEoz2YrZ+cJJPZpxg99f5OO3eW96jnFMZnNu3m5wTx9i/8itklRZSu4sXI1JFX4utBE6uEB7NtQbMO0Cxo5g3D77JsnPLMLvM//oNt6C8vJxDhw5RUlKCzxdQZg5we7ljxiU6Opr09HQADAYDKSkpFBQUsGXLFgYOHAjAwIED2bx5M0DVcUmSaNy4MRaLhcLCQnbt2kW7du0wmUyEhobSrl07du7cSWFhIVarlcaNGyNJEgMHDmTLli03rPXDPf5IlNo89Ju1i6eXH2f8x99RYnXd8txIvZYWNcKpFqHHK8vM3pqJ1+cnt8yOQiGx9WwRvd/dybLDV9CqlKzJyMMvw7ydWVQPD0anVjLnviZ8+XBrHu1em+LiIuIoIkFdQRSl6D5oQdhnvQg+8SlKINak5/0d2ah0UJzQBFfnp8VESZ8TGg6Hnq/AhW/h5DJY8xicWQP5x2D9U0heB7LXLRL2WiP+zs8hSRJStTZ4+71FRWgC7hPLsA18D5ckIdUfXDkRshJJAa0mwo438DkdFFy0AJB13IxPvrmESrG9GG1MOIpKiZVq6Q2RdCbRZzP1qOjWN8SISrYlo+HTQZCXcZs+yRtxe928c/gdFp5ayIt7XyS7PPvfWsdqtbJo0SJWr17NvHnzsNvtt/dCA/zh+a/kXHJzczl9+jSNGjWipKSE6GiRNI2KiqKkRMT5CwoKiI29XlYZGxtLQUHBj47HxMTc9Pi184Fb7vFHQpZlPD4RJvT4/PhvMv5C9ss4rG68fj+XSmw8tPAgr68/y8hWyaiVSlYeuYrF6eW9bRewOLzM+jYTjUpB02omAO5pnkS5y4Pd5UWrUuDzy2gkD0O1+4lf0ILwVaOQLFeEyCMgFZ4iQuvF75d5qnc8s47P48EDL3HQcRVXzS7gssGaR2HpGMjPgMpZL9TsCsvHQ3Q92PYa0nutkL4cCXX7o/TZkVZPhTfroPhuAZ+cXczTGjuz7OdxhsTA+qdh75zrORFTNajVCzwO1IWHadQ5Cl2ImraDaqDW3Ny4rMlaw/xLnzLw9de47x+zSG7UFPx+bD4l5cow7EqRzLcmt8F81/9BZO3rs2BuM263mxDV9eIBnVL3b60jyzIej+hl8nq9gfkoAW47d7xazGazMXXqVKZPn47BYLjhNUmS7vhEuf/GHr9FQoPVfD2lHVq1ErfXh7LyHrjsHsoK7WiCVCgUEnaLG6tewYLd2ZwvtHK+0MrkzjW5WGxj+7ki+jSIo2taNN+eKaR73RjUSonZ9zUhr9zFrvNF3D17N8smtSUyCFJ1NlQuUJxYJi7i6mHR8NhqoghHtf0zeaU23LKSYK0LvSaWV1p+gFqppBwN0SWZcO/nkH9clBZ7HMjWItBHIWlDILIW7HpLrF2eIxSSzTnQ901Y8xiKcxsYO2Q+LncFQUEmNEc+g8ITcHqVCJkFh4POJP4MfJ+g/fNo0aEZTXo2Qa0PQqO9+a9D89jmbL28lQl7H+H1Tq8TF1wdW3kxX61YzaVLObRv357GLevx2vnFFDiK+Pt9n5MQdIvO+v8QSZYYnDiY2iG1idXHEqn59/bR6/WMGjWKw4cPU79+fYKDg2/zlQb4o3NHjYvH42Hq1Kn079+fnj17AhAREUFhYSHR0dEUFhYSHh4OCI8kPz+/6r35+fnExMQQExPDgQMHqo4XFBTQsmXLW57/U3v8kQjWqIgwaOj19k7KHR7ua1WN6X3SMF+2kp9VTnmhHafbR50eScQYtfSoF8O6E/kYtCpMwWqaJoehUSp4Zc0plkxsw4v961FocVXKwNh5d8t5Tl61VPWjGEuPY1gyDOr0Q+76HNKyh/BFp2PzKtDW6I7Wnoc/KJQwVShWcwnB6hBSg7ozaFYGkgRLJrTElNQauw9MiS3hy5FgK0Qa+D5etQnlxD1I1nzoOQO+nQGD58PKKZC9Q2h6Df8EkNB+OwPt8SWQ2FIYndgGYsiY+gcPT1M16DUDLfCvhFOqSTE8qrqHpDb1CdVqwJKLxylz6VIOANnZ2Shr+ll/aSMAc04u4OV2L9+RXy69Xk+sHIvaqyYsLAx9sP7fWkehUBAVFUWvXr1u8xX+j+Eog8IzwvuOriu+oNxGXB4fZXY3fhlMOjXBt/iC83vkjoXFZFnmmWeeISUlhTFjxlQd79q1KytXrgRg5cqVdOvW7Ybjsixz9OhRQkJCiI6Opn379uzatYvy8nLKy8vZtWsX7du3Jzo6GoPBwNGjR5Fl+aZr/XCPPwqOCjeWYgcaL6gq1XSPXTbjcPuwl7sIiwnGUuIkvF0Mgxfu51KZgwKLk2WT2rL6kXbklzsJVivZ/HhHvn6kPWqlAn/lSOKcEjsbT1xh7sgmvDmsIQvHtODk5WIMRz4UEvAnliAr1DhHbeZg47/T6YPTvHYuBmvq3VzyhmPERsLu6YRve43MfJFAl2XIuFLBE+sLeGdXKWaHBy7vg9Is+HYGFw4X8vXHJTh11cEQK6q+wqqL0BmIii1NiOg3ObNGHMs9AO4KWDwCGt2LQ2XEbLFQYq6g1Hbr/NMPsZebWfnay3w7/30+mz4NV0kevNMYtVpJ/XppKJVKGjWoTw1DAmnhaczvOZ+xDcZi99y5HIbBYCA5ORmj0YgyILV/Z8nZBwvugoV94OL22758domNTm9so8PrWzmZZ7nt6/+a3DEzeejQIVatWkXt2rUZMGAAANOmTWPChAk8+uijLF26lPj4eN5++20AOnXqxPbt2+nRowc6nY7/+z+h+GoymZg8eTJDhw4FYMqUKZhMIub/wgsv8PTTT+N0OunYsSMdO3YEuOUefwScVjfbPj9L1pEi4mqG8vmoFkz/5hRP3lUHg1aFIS2ckgIbrcak4ZXh44dacqHIxmvrzwLQKz2Gp/vURaWUeGdLJjEhQdg9PubuyCIlUs/HY1vSxGgmckFzBqQNpLTG0yTojPgjH0LhsoqqqZB4PnvlAv2ebsTSkUpCFC4M66aibzMZTu1AajGW8uJ8elWL41iuBZVColvdGGZuPIfd7WNC+2RMEalQmoWr4Tiy9tkpvWLDq9BhjaqFvjwPCYWoDNv+mhhdnHcUrnwHXZ8TTZn1h4rwGuCUdOw7cJAd27dTq3YatVt0RBEfgSn41sO6riHLMh6XMEZ+rw9ZlsDvRXdxE3169qNXr15oFEDJSWZ3ncUD60aRZ8vj8WaPc2/avYEu/t87FdejI1iu3vblD2aX4fKK3OK3ZwppUf1/J8pyx4xL8+bNOXv27E1fu9bz8n0kSeKFF164ydkwdOjQKuPyfRo0aMCaNWt+dDwsLOyme/wR8PlksjOKAci7UE43pY9XB9Yj2hiEurwMvwy+8GD6zdqF3eVj/oPNaVU9nAYJoVw1O5jUqSZ6WcJb5qYXOqo3jOOhT74DIKvYhs/vJ8x5BWQfqoPvE+VzIMU2grS7IK0PBEfglxX4vH50liJiPm0luuaNCUgV+bD1b9DnTVxxHZn82WHubhyPX5axu33UjgmhdrQBdflFuOtV5NBqWCpC8ckF9H2kOhWaCswuJ0kRdZGdFYToTKKyLKIWnFkNWiPUHyYMi+yD/R9A/3fweDzs27sXWZY5d/Y0jdp0xO3z/6z7GRxqYsjTL3Fs8zpqtWhFUM5aqNEJZ3w31DrT9TBGSHus5gvk2fIA2HBpAwNSBwSMy++duv1FXs/ngYb33Pblr010dXn93N+q2m1f/9dE+eK1hpI/OF9++SXDhw//tS/jP0cGnUFNca6VBm2jiNSUo9KGoq8oJHvoMByHD3MorS2rjl7FJ8toVAo6pEbQNjWSMW2rU7CnAJMpiFX/OErB+XLUErRtl8i+i6WMaZtMeoKJ1TkaQts+hJTWn7L0ERSFxWA8tAjFlpfg1CqkWl1J694Ir1dCW7ejKKjoOxNv/ikklRYptj4YojGERTN3x0VSow20TAklQq+lYaKJsKhY8pUySqUCkzmDmqbT5MREMHTNPbSI6sLXR7ws+q6EprWSMBlDkR1lyDENcCa2RfK6UOhN4mGQtRWytuH3efHFNSYn5zI1U1OpnlqHMEMwGlVlVNhpEQ2cbhso1DcM3fLJPuwqD9H16hBijKPcW42SsJ5oI2IJNmp/dO9zK3Kxeqw82+pZqhuro1AERDB+12iCoXpHqNkFtIZ/ff4vxBCkomd6DAObJBAb+u9V/v3a3OrZ+b+TPQoAgE8lkdo8kuqNIvApJCRZJkQBlsUb8JnNOE8cp2WSkeoRwVicXh5sk8zB7FLqxYfi8fjxKxXIslBBqd4simptYtEb1ayY1BZJgqEf7CWv3EmoTs3HD7Xku0NZDGsYgRSVVnUNkuxDH+QCnQrKQiEyjTKPnl37yqje4H5qmeLRz2vDgKlnqR3blKRwNZ/uy+XdLVkALB7XEn1wKBuKdjCoWg+UybDj/FdoFBp0xPHB9tMAPAu8V/cEIRun4at/DxeaPEtMaCjBZif6iChoMwUOLUJXswPtwuvQokUr/Ehog3Q3Jk5z9sDnw0Xz5cSdQpKmkhJHCQNXDcTqsfJ0y6cZnDKUUJ9EkP4HkvtAuC6cF9u+iNvnJlQbiiowGfJ/gzv8BSFc/785iyfw0/8/RKnNxbtbMrm7cTxzt2dxKs/C28MakRykQT9oGH61DkJCCZZkFj7QHL/TR872fNr0TWb3xVJeXX+GHnWiiXZ6GPJEM674vPSZuwdZhsVjWhIfEVwVH3Z7/YRoFdzvWEzQ9iLkto/gn7AdV+EF1JpQVOufhFaT8GuNlNW5l2/eeYOCC+c5t283STPfJqjb82gUPmKDFBgUClzu630WXoeF2BAtu51lSHojeN30Te6HWvaTbApHq1Lg8vqpHx+CpuQMAKqcXVTUsmF16chdk0OfiQ0IDk+BHi/h9DqpcFuQ1BIRuggU0g8eFucrm2x9brh6rMq42D12nF4nI9JGsPz8cnbk7uDumndjCKr8Buv3i/d8b+pkqDZUdOp7nMJYBQjwW8ZtB48NtKFiJtFtJGBcfof4/DIOtxedRoVSIeF3ufBZLMheSAgLQq9RUjcuhGCtkjc2neWR6nHIFg9pA+/BXOFi07kyFh+8zOTONUnrHEeFx8dLa05RVOFiwb5LjGpXnVK3j70XROPhU73TCDGo0aoVfDm+FUsOXebuRvGEUUFQySlo+yfRyFi9AyXpDxN17H1UtmLQhaNQafB4NYRERlNw4TwqjRaXRkNBw6HoFRry5EyC7LE81DoBvVZJZLCKepFqQjQwuNZA1OYczD4XMepIxnpUePe/wdZH/0qJUyZWJ6PJCIeoNMo7vMiykxWMbxPP2TIXPp9MyRUrepOWExUnGL9pPCHqEL7o9wXxhvgbb2i7qZB3RPyC1ewMgNlp5p8n/sm+vH0802waDyT3xqLSoFdXlv46y+HsOjizFro+A5F1hLtXdknonPl9QkAzMG8lwG8VhxkOfwzHv4Kuz0ONDkJA9jYRCAj/DjDb3Xx7ppCVR65QYnWx50Ixkz87zPazhdjMFRT+4x/kPT0dvctGepwRh8fHvoul1IjU81i32lRcsXF082WUCgl1qIbnvj7JqTwLjy85Rp7VxdFcM51qi5nwtaINlNk9PLY0g74N43h1cANqRukpc3g4X2QlxnKc6bbXqHv4JUK1QKMRsPklyDuGtHc28VoXGr8dy8BF5PpNuArOEv3dTLqPHsvg6S/R/28zeOXYqzy190UsuJmbMReT10zMR02ZEHGM1qlRrM/2YlaEE+OwwrEvUHidyM4yFOufQHNgNvFz0zH6zFyukClr/DCu+1dQEN6ciZ3rUX7eTJ+J1Tm/dzNOazGXzhSzMnMlXr+XMlcZJ4pPiJvq84rqn7xjoox5xJcw9CMh4wJY3BYWnFzA6dLTvHjwNeSCE1RTBV9vyPW6YPMLcPprIfliKxLeSvllmNsZ5nURI5gDBPit4q6ATc+JqsqVD1cO2Lt9BIzL74ATV8p5aOFB/rLkGDaXl7ELv2PH+WImfHIIs6zEM2I0wZOnYL90GZdX5vGvjrH3QglvbjxHpEFD5oECEuuFceBSGZIkUSdGyIc0TjKRV+5kzreZTOyUwro/t2fhmBbsuVDMywPTCdGqaJUSztfHrjL8w33M2pKJLSwNTq1CeWQRHiQcNTrjT24nNLs6/hXUWtzdXuCqS4lK7camUVPU7D4q3FfRpyZx/66xbMvbSYuYFkhyCCNTXiDDFkp5u2coiWpF97d28syq0zy94gSWs99C/SEYv3kStS6kKlzli2/G6QI7HhnMHiVl9jySNMVUP/UedRuoWf7qdLYu+oAVrz2J0SQzsu5IwrRh1AitQaOoRqKxxmmGOa3gw46w5SUxk14XVnXPdSodEUERADSPaIDWVoyEJAoFCk/D4U/gno9Fsveu10QxgMsiVJkr5W7IPfTvfeD2MuEBVRT8+z80AQL8K5QaoaABkNT6todxA2Gx3wHX8hxj29cASaJaRDCZhVYSwnScL7QyZuFh3h+aTte0eOpqDNSJMXKhyEZYsBqdVkX/6c2xenzklNnxen0sHNOCcocHSYLX15/ho/ubYc22kn/eTFT3JJYfycXpcxBtikYpG1iTIcprd2UW45fSICQWf5tHkLxOTlaE4EocS5PmE9GdXYliQW8Ubf5EYvog/nbkPR5If4AJmybg9Xn5/K5VfNJ9Azq1ErMvhx3nCnhy6TkAFg5vS5paW6WB5vT6cSR3w6iQYPA8cjwGjEOWovPbyKpQsWRfGQ+a/CgUbg5bskgyVqfBxU0oEtriq9TM8nm96AxqIkJSWHb3MnyyD5UMngNzUYenQJP7Yd/7QhTT67qhGihCF8GSfl9hc5cT6nGhDwoXsv8VeTC/mzAmxgQYsw7W/gUyN0L19jBoLjS4B5xl0O6RX/5hu23/3959h0dVpQ8c/97pk8xMeieFEnoJKC2haCD0HlgWV0SKukoR0S3oD8Xe1gaIgoC6ii5IX4ogEKRJD9KRFpIASUiZSZ1+fn8MRhF0FUEwns/z8DyTO/fOvSczzJt7yvvCrlm+wmiB8TB6nexak24MUwSM+tw3W9IYeN2zD8jg8jvQKi6Il9KbkRhuxqhRMW/E7WQVVZIQ4seI93cjBCw/WkTS4S3Y63fgn53r8kyPhqg9AkWAwawjqKSYWJMTb1UlH31to2+rGN7bfJoO9cLwFyqWzzsCgC2/kmnpzdhZ+jnD1rzL1NbPMz61HrM2n+LBzvVAUfD8+T+oj69Cd3QF62zdmL3lDF8+0ID4DU8DoF37OJ6Gvci8mMmdZXeSGJhIakxv3liby38P5BEX7MfCB9qSX5pV3cYLTgOt9Wo+HHk7O04Xc3f7OAoc5xAGC6HGULbvymHKiiM83CWRQS2jeKZvBDrFQ9jascQE1sbaKpmylMn467wMffolDn+5kQbtO+EfFIhWp6XKXsWwVcMI0gfx4Z3TCXE7of04KDoNaU9X/8dyepxYHVYqXBUE6YNICEr86TdHpYZTlyYEZG313cH1ecN392Kw/PI321UJR//re2w9C84frzEjSb+aKaK6K/h6k91ivwNB/jqGNAwi3qKlzO7C7RXEm9Vo1CqC/HREBRh4sGUoIicH60U73hIXG2Yd4pOndrJnxRn0LicFY+8jt38vqj6aQ996Aaw5lMc3BeXszS5BUSuoLqWJ0Zu0RARomH1wOjaHjUe3TSD9thDWPNwJi0FLZm45hV4LbHsLb2xr7moTQ0KIH8V2gYhrD4Cnzp0oKh0PNH+AWqZapMSk0LlWGjvP+GqcZBdXcsHmYOht8YxMjuO+jrXp2jgSPS7aB1cyPCkAh8fOghP/5sMjH2Jz2ujSMJym0QGsPngBpaqYmOyVhH3aA46tRLtjOt7KUmwRbVHFtSUkJo5Od92LX2QtSuweqpwetp/fjlpRMyf5WUI+nwyb/+XLG9X/bV9326WxlKKqInov6U2/Zf1YenIpbu8Parz4hcKYDdDlKbh3FegvLeQ0R/myA2j9fHdA1xJYAAyXXs8SA3Axp28AACAASURBVM2G+H6WpN8heefyO+AqLqbk+Emm52r4aO8FkuuG8PZfWnLkfCkP31mHuoE6tCePETDmPjKX5hHdXEfxeV/K97MHimjXMxbnad8akrKNG4kYPoI2CcE4XB6iA43M3ZXFsH/eRmleJdH1A3FoKuka15UVp1fQPLQ5/s5CZu528e7mLACWPNieoAkH+ODkZySFOFkwpiXCC670D1Bc5Xi0Bp4/OJMo/yhMWhPHi48Tb97Hi4Oa8srn33BnwzDK7S78T33AE97TKAHxqDx/Rnk3Gew2onq8jK1JOg2DG3Kw8CAVrgpCVHY+GByLKMsj1J0DwhfMlIKjYIrAqRgwaFS+GTAeF8WqYF5Ye5INR/OZ0qcxnRPTOFlykpDM//hmeQHUao2z8RBcNisGsy9PV35lPnaPr7ja3vy9DG0wFI3qe/9N1FpKLJGcqX8HwWqFCI0aY6sR0DTdV9RM/106/Gui1kJcMtyXARq9r7tCkn6HZHC5xbkKChAOB06Njh4Ng5nQMZ5ch4oXVh1jWJtYnCoVF10KEU2TcKPijt5uPNmHGP63+nyxJJ+GrYJQK24CBg2iYts2wsaPR63X4bF76dsiml7TtmB3efmmqIIn+zbifJWDVQcuMi55Ig+1eABDwXH8d8/F4byr+pocbg/9148itzyXoQ2GMiqkEeetdsatPMdj3euwKPs11p5dC8Cbd75JnYA6LD+1mFhTbd6+eyQ6lQ6T2oXps5d9yS6jWyIa9a6eraKc2oBo2IOXd78MXKq82GYKIe+18k3xNQTgfWALlXFtMbZ9iHJNEB6PAX9RCTPbgt1KxYOnWLQ3F4BXPj/OinopjG81HvWJ9b60MIqCiLmNbUsWcSZzNz3HPkpE7do0MoQx584Z7C46yIB6A/D7QTblcmc5L+58kTVZa9AoGtakr8HoH3l9V29r9aC9MV0VkvRbkd1itzDhduOx2bg4YwYhoYHUXfsZjsIi7p67k33ZvjxhG47kM3DmdsZ9momosHJ+zEhyR48mb/QIegwIxrxpPvbKSvzvuZeoN17H2K4tlUYzcSEKao2D1vFBBPlp+WvnuvR8ayv9ZmynRVwgpZV6TG43IZv/RWliKvd1judv3evz2pDm1A7xQ6vW0iy0GZ1rdeZgziYi1IW8NzSOYxcqSLDEAqBSVCRYEggyBDGx1UT2XdzFu4dfws9oJ9hdDIM/gOQJMOQDMAQiGvbxpTVPHo9Ho6++Y4j0j0KjUoO/rwAcAbGois9gzNrCYWcVG05X8sBH+1h2pJSy28cCYHAU0STa1zXVt0UURp2aAH0AqrqpMHY3jM+kUhvOvtXLKblwnowP38NRkIV+z/u0cXkZW1RMravkH/MID0V2X/E5t3Dj9Dhv7IdAkn6n5J3LLcyFgnXpMkqXryD4rw9SMmcOppTOxAX78cKgZtiqXCzdfw6AfdlW1GoF9wXfzC5XQQHCWowhLhqjSnDEGEJCbBwatYeLBVXYVDkYVWaeHdQANVq+Ol1CaZVvfGHj0QImpNWiSvHDPvAd5hz7hOW7ptCpVifSE/6O1i2Y3XUOKFBUdJx2R9aiPfQAnjb3MTj5Hzi1w2gbnUygPhCbw0aYMYytRxR6hk7BWinQulSwfopvum1QAsKWizc4EXu3Z9C6nagUBbfTydJ+SzllPU2TkMbohQ4xeh0UfoMSGAcfD0ZtyyZ8QjYDF2/F4xU8vvwoXcYNwXzkU8KM8MHINjjdXvzUbsyuItAE+aYbX5pyLEqK8QsIpNJmpW6r29EcWQTNBqDM6gxeN5xYC8OXgSms+j0J0AfwXMpzzDowizaRbQjUy24rSboaeedyC/J6BUIIrJUulPgEABS9Hk1EBK6XnuPfo1qz7VQhGccvMqZjHfx0agYkReMw+BHz9tuYUlOp9dabKH5+qC0BXNi2k/xSO6sPnMfm9BIWrObgGT0Pzz9LntWLAG6LD6JumD9hZj33JMdxtGQ/ueW5nKkq4EjxUarcVazNWovVaaPSW8rF8nOcKDlOojkW7aElAKj3zEMjXDhcJiqssRiIIEATTWJAc5rHGZi5IY8V+4rQ6PwQCZ0g/xCczkCxxKCePxDN/k/4+NwmTqgEDsVIlbuKQPzJWruJNe/NosxajhLRDJaP861+H7kWrSJoFRsAQJNoC06hwzFsKYTUI8ysJ0ZbRtCC/vB2GzifCV4vVVVVuFwu/HUw/MkpjH7xRZp3vgNtox6AyjcDDHzpMK5SxTTKFMWT7Z+kV51eWPTXOHAvSTWcvHO5xRSWO5iZcZIgfx1dGoajatke07yPsKl11FqwAFFZSZUQJNcJ5c+zdzAiOZ41D3dEAdwqFYZGjfBr2wbb52sJvusuKrZsRnloElnnKujfshZFziyOF+ayPNPAS4Oa8/iSg5wurODxXg15ZXALogJ07Lq4gSnbnwDgk16fMDX5KV7a9TItw1vibzTiEJWE66I5eX47BCTibf4nVAcW4mw5CptTQW1UmJFxmqIKJ68Obs6Xx/MZ0TGSTx9ogUalZt6R93iocTqqxK6g1qPk7IT8w+gNgQy9fQ6VKn/0Gj/OFByhlj2Q5Qs/BsDjctF7aE903V/wzcaa240QvZl3Rmyh1KXGqBYYnOVgCv8uQJRkwbm9vhLJxmAK88+xcu0GYmJiSLmtGaY5bXz7tb4f6nSGg5/BXZ/56sM0G+Jb23IVV+QnkyTpMjK43EJslU5mbz7NvG1ZAERY9KTUDWN1noPahU4aRFpYfMrKkCA4b6ti0YPtMek16NQqHvpkL9P+3IpDhW6ad+1BSI+eCMA17jF2FHkZ3KoWisdLbnkOZe5C7u/cDo1K4XShb1bZgt059GwRyM78dRwuPsxdDe8iLT4Ns85E/PaZvNj+/8h3leNVeXh669P4a/2Z2v4ZTperiE19DmfKFEpdKnIcF7hwrpw9Z33Tjj/ZlU2fpED+b9tktp3fhllrZn7v+WR57TgcYQRRRvjpL1FHtcDT42Uy8zS0ivfHT6+hRXgLXCVlqNRqvB4PQRFheEMSuOgoQmcvIUAIsGYTuutfhHZ/7tJv8Qd3EoFxEFALOjxC1ZmdrDziISsri6ysLJo3a4qff5gvdUtkEwiMhSPLfMGox4u+uyNJkq6JDC63iIIyOwdybQxsGYNGpfDul6cINOrIKa7gtrgg6gZqKRfQq3k0XgHjPskEwF+nZtnYFDKzbczZcppxqYlkfFNA4ygLcRYNUU4DaUezsf83h5BRTbGVNOSbXCujOpoxqA30axHJV6dKGN81Fo3axfT905mVNovDhYcZvW40DQIbMCPlOZTKYsLMUcw78gH7L+4HICN7M+3CuzF9ey73piSwNv9jPjz8ITM6fYq/Tk2ly0PHxDA0agfnyn1jQ/EB8ahQEaA3k2Vz8/TmPPo2HE9Kion3dhUz76t9ZDzWGT+9hiBDEK5gP0a8PpPSogLM0REcqczhn1v+ScOgBky961OCP73Lt9L+x5gj4b6N4Hai2b+QmIj6ZGVlodPpMPr5wwNbwG33TflVNL7BfrsVguJv+HsuSTWZDC63CI9HsOrABVYfvMDDXRNZO7ETRq0KnVqFPquUigADb204ycI9Ofx7VBsSw02cKCinTe1gzlmr6NM8it7No5m79TRDboslRltFhdBScaQI13HfXYTjfDlLjp3nq1NFuD3wt55x3N70NL1ax+CvzwPqMLzxcPbk7WH1mdVMbDKaQfE9sDrLuG/7ZEY2GUnHmI7859h/UKvUNAipw5qcT7i302CmrTtJqya+NCWLTs1hzSOP4vWq0KpUKCo3r3Z+lYzsDNpGteXVPa/Ss3ZPWoW3ZkrfRiAUpm/LYu7Ws3RMDOXbSVperxetXs/H5xez9ORShnmGse3cNi5UXOBCxQUeSnqQ4Id2+hY2/oAQgrLCi5z75igxDRpjCY1F22IwyZUVNG/REqO/GX9/f1D/4E7HXgLrXgFU0H+Gr4tNkqRf7IYFl8mTJ7Np0yZCQkKqSxFbrVYeeeQRzp07R0xMDG+++SYBAQEIIXj++ef58ssvMRgMvPTSSzRp0gSApUuX8s477wDw4IMPMnDgQAAOHTrE5MmTsdvtdO7cmSeeeAJFUX70HLc6jxAszfT9dZ9xtIBujSP4eEc2d7eJQ3OmFG+sicxsX5BYsCeH9+65nfwyO5UODwkhfvyzZ0O6vPYlDreX/359gU/H3E5eQTHhDYPwv1iFolLQNw3l6y98WYHDLXp0ioGWYa0RqgrKXDZ6LunJ6Kaj6dWgF0mBDYg7tQn/Ga0xx7bl9a6TGbZpAuvT1/H5oDVUuquYd2geG7I30DikAQ91bo1WF0VS+L8ptheh09rZm1VOXYuJBOsWAkPr0rtOb0Z8PoLCqkI2525mzaA1vLH/KS5UXODZ9tMY3j6OC1YHfsLOvjVfUHwuh3aDhjKqzgCOFR7mtqBGmFR69hXsI8wYRogxFPyu/uVfabMy/4lJVNqsmENC+csLb2Cw1KLUXsD69esxGo307NnTF2C+5fX6Vu6f+ML389lt0GTgjXvTJakGu2GjkoMGDWLOnDmXbZs9ezbt27dn3bp1tG/fntmzZwOwefNmsrKyWLduHc8++yzfVl62Wq3MmDGDhQsX8tlnnzFjxgxsNt9Cu6lTp/Lss8+ybt06srKy2Lx580+e41Zn1KpJqRtCoygz/9enMZOXHKTM4cYpBK47a/HJzmye6N2IJtEWejWNZEbGSYbO2sHID3ZzoqAcRRFovk3holFx4Fw5ARYzE/57kM/CNNi7xvJNWRUfjmrD3LubcU+bKM6UfUOIPpTaAbVZl7UWj/Aw++Bs9uTto7YxHP99HwGgytlJmNpI9/huaAUEu/Scs55hUuJQVrV/kdstdbBoiqmyF5D+30GMXjea+UcXsPGIjQcXHqXMrcNvTld0Kh21TLUACDYEo1apOV58nL+1epb/W3KCxxYeoFaQkcqLeWR8MJuvv1jDl/M/wPD1YmY0e4gkS236lNpYmzaPBR1eIdT74x9fIQTOqioAHJUVIAR2u51ly5Zx6tQpDh06RNWl56upVJCY5nus0UNEk+v7JkvSH8gNCy6tW7e+4o5hw4YNDBgwAIABAwawfv36y7YrikJSUhKlpaUUFBSwdetWUlJSCAwMJCAggJSUFLZs2UJBQQHl5eUkJSWhKAoDBgxgw4YNP3mOW5nX4SBIC9OHtWTeiNa8svYYu7NKmL8zG69XsO1kETO/PM2cLWf4W/cGpNQN4d7kBBLDTbStHUzTWA3zv3mXT//aksk9G/Lan1owbeMJioqLmPvnhgxoE4NWryY6yEDjIA8tY/wptJex6/zXCHUVh86Vkl7vbuLMcTQLbUaLsJaoVHq87cb6VrIndCDIEsvkpHEEz2yPYUF/OgY3JHRud0L/PRDjztlUoVDoqcR7Kd18flUuZqOaZjEW9HVS4OEDeIXCcynP8V7abP7T+1PC80+yvNtcdp10sP1UEXvOlrA0MxeD6bvV7maLGaXkNKq1j6NWVFi2Tyd6dlfCtryFolb/6O/UYDIzdOqLNEvtzp+eegmD2YJWq6VRo0YABAYGotdfpbxs7c4w8SBM2A8Bcdf3jZakP5DfdMylqKiI8HBfN0ZYWBhFRb6Vzvn5+URGfpdWPDIykvz8/Cu2R0REXHX7t/v/1DluVY6LhRRNews8HsInTaLUaKZVXBCZ2VZC/HUYdRqaRJrRqhW2nixkVJs49GoVBo3C7OG3YbO7sVZVsOTkZ+zK+4qXkqczb3MOPZpEUq9WJGcv2pi8Yg8z/9KSGG05+srz2LURjJt/mpEdklEJHa9+fpB3/9KSJ1rNQKsomPPPoMrdQmWr0Wjr98AhXDy/fxqdIm6nc5sxmLa/jVJR5EvdAqjzD6EVHuIs8YxuOpoLFRcY3/Jhyiv8CDMZsZh8X+Kq8otMzJjIZ3dMQzM71VesK7E7yZ1nYdBkEWbR06Z2MKZgP+5+6S3KCguIDnCjXjgFb8e/oVLUvgH4ikLfQP336q/8kEarJbJufSLqJFYX+FIDbdu2JSkpCbVajdn8vTxgjjJf+hlF5UtCqdbesPdckv4IbtqAvqIo31X1+x2f49coqXBSsXI1ZZ8tAkBbuw6rG3chuZ6FgW0aYXNY0evsmDQatjx6B26PwF8IqpwedBo1+aUOCisctIyz8K9OrzLrwGy+sWXSvWkSy/cXMHdbFk1jAnnn7lZo7UX4LRoKF48REprIR39ewpJjThShZeageoR/9Szm5MfQffF/qI8uIW/kLnq8tZfn0uN56+g48iryWH1mNevS3sd0cDFOv2C0nf6O6tweilIfZ+re15jS+h8MSUynxGnjYmU+9UPq46/97u4gwj+Ud7rOQu22Q/mlQljn91LHLDj091YoeQdQgu2o9EGEx9dGb9Djddqwj1iPRm9AdWoTJA39RfVNfvj+G41GjMarlHLN2gb/+TNojPDgtu+KKEmSdE1+05VgISEhFBQUAFBQUEBwsK+GRkREBHl5edX75eXlERERccX2/Pz8q27/dv+fOsetwO7ykF9q52KZHVuVk6zCcjSXVuADiLgEGkZZ0BsqSF8xgHJXKXMPz+aZvVNBZUM16yCO+cc5XVjB7qwSnlxxiL1ZxRg0etqYazMjrCNJltsYMS+TJfvOsfHYRUqrXOSXOogyqaH4lO9ExacJM6rIzCmhwuXBaNFSFd4Q48k1qA3+YArnfJUGa6ULW6WHWiZfrrAgfRBqSwzWESv4xmXjbKth7LjjEcbseYGCygJEZRHLv1nE41sfx+awolbUVLncFJTaKa1yoSgKkaZwFJ0Zhs6HJgPxDltIga0MzaIRqD8ZjGpWB6i4iKJSYQ6LRDFYIGc3msWjoXbKjXljvF449l9fhUpXJVw4cGPOI0l/IL9pcElNTWXZsmUALFu2jC5duly2XQjB/v37MZvNhIeH06FDB7Zu3YrNZsNms7F161Y6dOhAeHg4JpOJ/fv3I4S46mv98By3gsxsKx1fzqD/jG2UOzwY9RrKExIJ+s8izB8v4At1JKFmPTZnMdGmaIrtxXx89GPWnV3HzMPvoGsUiHB5CTBqOW+r5LFuDQg16ymuKmO77SRVDXuh8Vq5u00MscFGHu6aSMbxAvJsdlQaPQz5EGp3gsEfUu5WWH+0gMeXHCIjZy/TXHkUx7XBfvso8oZ+hCVARVqjcBbvtvJs8ovMTpvNwrQ5hH75Ol/bTnDX6rvot7w/aq2R+5rdx7Q73wBF4Z3D8zhjO8PUr56mzGFn/ZECek/fyvOrjpBv86Wyxy8IGvTkUJtXGLPeQ7AfUOqbKYfdivC6OWs7y3O7nuesyoq2WS8Yvti3GPJGUKmgwyRf0syEjhDf/sacR5L+QG5Yt9ikSZPYtWsXJSUldOrUifHjx3P//fczceJEFi1aRHR0NG+++SYAnTt35ssvvyQtLQ2j0cgLL7wA+AZdH3roIQYPHgzA2LFjCQz0JQp86qmnqqcid+rUiU6dOgH86DluNofbw0c7svAKwYSuiXg8Xi5Yq2gYZmZbsYvMHCs7zhSS0rI2kcZYBtYbRLwlHgUFgaBeYD3U9WpRkewl0KSlV9No0t74Eq+AIFMiRaojTPpyEn3q9OHhziMZe5sfZXp/7mobR5CfDkVUwbFVEJ8Mx1djiGwJQEKogZO2PXx8bD5dE9JAwMfHPmZMszE8N7AJ5Q4XxqpcWhVkoQ9RIzpO5Mjp/1a368DFA2hVWvRqA26/YBIsCWSVZtE6sjVut5YXVx/lYpmDBXtyGZGcQESAofrYMrea+FAdn53/goEDZxK88z08TQbhUOsY/8UYzpSeYcnJJaxNX0uk/3Vcb2K3+aYZZ++Ctg+AJcrXDXbPClBprnu5V0n6I1KEEOJmX8StYNCgQSxZsuSGnuPIeRsbjxVQXOnk/W1ZvD2sJV0iNFg/+gjh8RA4ahRfl0NckD9qlZcTF4vw93NgdZSSGBRPnlXFBaudcIueyAAjnV/NQAhYPK4pf900uLrI1bp+y4laMZHCHu8we4+NU4UVzOoXhSZ3h++LtPQCIq49Wy5CqMXDiHXpKIrCBz0+INIvAn+dCa9HzcQF+/k6x8aKu2sRvuJu0BgQwxZwQaXhtb0vo1Vp+VODPzFuwziWD1hOmF8YhVWFVLoqMelMaDHzr3XH+XD7WepHmHhzaBKNoizV4yBldhdVLjtvff0Sx4uPkxxxG0MbD8dP68/4jeP5+uLXGDVGVg5cSfiPrGe5JsWnYZovuJKYBulzwXDrr4WSpFvRj313yhX6v5HCMgfH88ro0iiCZZnnEAL+veMs7cxnKb60HsgZGMzbmmYUVzp5c2gS0QEhHM0rRa+24PAzkHEslxkZp1AU2PhoR+aPacPurBKiLCb61e3Hwm8WkhydglprwdZvHnty7IzqmECV0w2qCji0GI6vhsTueOOTeSbzHia2msiMLjOINcdSabfhrzaiV+up9Ljx12nIK7UzclkBi4avwKjToPiHEeEV/LP1E5wtPc30zOlMTZ6KSeubPhxqDIXvjZePvaMef2kbjxCCcLP+sgF2s0GL2aDlkdseYcWpFdQNqItZZ8Git/DGHW+wO283TUObEqT/8Vlh10Sl8c0KE17QmnyPJUm6rmRw+Q1UONws2JPNjI2ncHu9bJjUmTWH8kipG4pG+d5CvrBwKvM95NnsnCms4IGP9rLkoRSOnrcRatJz4dKYhRCQW2JHZchiZLu6uOwaHmgwhvua34citBw/76VBuIm2YQaqTpYSXTcQRKkvsICvTonwMKLJCGbsn8FdDYfR2FKHaEsc6HyVF/10Gh7v3Yh2dUOoH27GYzSBwfdxUasUwvyDsej9ee2O1zBpTejUuivaXVThYNM3F6kVaKRZrQDMhqtP7w01hjKq6ajLtoX5hdGrTq9f+Ysv9GVH/uGUZWMwjNkA+YehfvdfX5pYkqQryOByA1Q53VirXABo1SrWHsqjwuHhg1GtGfn+blAUFj/oGzRWO0KI+2Q+Xrcba0QM4VvzeKx7A97ZdAqvgPxSO/EhfgQatTzWrQEAERYD5Q4PrqoQhOsgxsD6nK3QE6T2p/tbm7FWutg2rgOuuUcQVW5stS04eoYS1ekfaHa9i7f1fVg9ggilEy+170ytgEDM/t/l2HK4PJRUuvAKQe9mUfjrr/4x0Wv06DVXWYh4ybLMczy78igA791zG2mNf/4U4l+tJAs+u9fX3TVoNpi+VzZYb4KYVr5/kiTdELI/4AY4UVBOx5czuGfuLg7k2nhi2SFmbjrFusP5/Of+tgQatSiKwt8XHeDOWfsort2Qi4lRPHVsCg0a7CAswINeo+LudnHcHh/E7QnBlNpduDxehtxei3PWKsZ9ksnBHDumvIOUVLro885OXB4vpZeCmuIFYfdVlvTYnCiKiTmunpz6UwZFSSP4KNPG/R8eYsC0g+w8VXHZ9Z8trqTzqxl0eHkjX+dar/n34BVXf3zDCQFb3/QVBzu9Cc5s/Q1PLkkSyDuXG+KrU0W4vYIql6c63xdAoJ+W5rV8XTSHz9vIOH4RgDmbT/FQl2hahLYkKaQdwqvn2f5N8ApweQQVdjdHLpTywbYspt/Vikqnm7a1gxnVJhInfRj3WQ4er0CtKMwafhvLMs+j9tMQcFdD7AcKcbWLROcnGNQkAI31DFpLLH6677qo/PSXp1HJzC7B4falcdl4tIDkulcvmPW/pLeKwaBR4afX0CbhN5yBpShQvwfsfd+XIyyq2W93bkmSABlcboihrWPZdrIQW5WLxAgTn4xpS1GFk+R6IdX7hJn0RFoM5JXaSYywEKgP5K76o3l17QnsrtMk1wth6orDtE4I5pX05jyx9BBur2DorK9Y+EB7jDo1LreHInUELWpV8kCnuri8XkoqnDzRuyGhFiNVJh3/LSljfcZxXm9tI3zpn3wnb9yPgT3eITYwAKNOTVLs5XXg72wQTuuEICqdHu5NTvif7S2xl7A5dzMqRUWHmA4EGXwBNNhfz/D2//v4GyI+2ZcjTKXxjbFIkvSbksHlOrJVOdl2spD9OTZeTm+OQasiyF9PVMCV6UbCzHpWjEvB6fGiUhS8QiBQsfmbQsal1mPuljPYXV62nCik0umhXZ1gtp4sIjrQiFGnxqhTUWB3E2pUM7VfE0oqHHR4OYMKp4dAPy3rHulEiJ+OBjEWZm8/gy48EXQmcJZDfEfCtG56Nou6ajvCLQZmD78drxCEmH58TOVbG7I38PRXTwPwUseX6F2n96/7RV4PBovvnyRJN4UMLr+S2+tFCN/AfWGZk4fm+ypEnr5YzptDk370OEVRyLVWMeTdr1CApWNTSAw38dyApuzPKWFQqxhe/vw4DSPN+OvVTOnThAqHG3+9Bn+dmgA/HUF+333xuzwCjVqFongINGhRUFCrVbSKC2LZQymo1QLG7gS3E7RGX+XFnxDkf2n2l6PclxJFbwGt4ar7fn+plFw2JUkSyODyqxRVOHh30ymqXB4mdqmPXqNCUXzjyRaDFpXqp5Nmbj1RiOfSSPfO00U0iwmgY/1QWsQGghD0bRGNWqWgVSv8adZX2C4N1m/7RyoBfpe/VohJz+rxHXCpbJS5ilFpygE9eq2acO23Yyq/MH1KZQnsfBcOLoQuT0H9bqD1u2K3rvFdUSkqNCoNKTE3KP+XJEm/KzK4/AoZRwt4b8sZwNfNdX+nOiwfm8LJgnI61Q9DUWDXmSKWZZ5nWJtYQkw6ogKM1QsJB99Wi43HClCrFPo0jwZAr1Gj13g5dN7GmcIKujeJRKNW0bNpJP/ZnUOLWgHoNVdO8lOrFHSGCu5ZdTcFlQW0j27PKx1fIdDw03coP8lZDl++5Hu8ciI8tOOqwSXIEER6/fRrP48kSTWODC6/QnTgd2Mp8cH+GLUamtcKpHkt3xd6nq2Ku97bidsr2HS8gGf6N0WrVhFmNlQfP3fEfsAooQAADExJREFU7SiKQrD/d4sQL1w6DuDo+VKe7NuYv/doyLjUeug1akLNVx8HcXvdFFT6MkKfKDmBy+v6dQ3U6CGsIVw8BnXu9P0sSZL0M8jg8is0iQ5g5fgOONxe6ob5X/G8oigYtWrKHG4sRi1Oj/eKfa42YO7+3qIQh9s3phPsr7ssAF2NSWdiavuprDqzinFJ4wjU/4q7FgBTOIxYAc4K35jLTxTnkiRJ+j4ZXH6FAD8tAX4/nvAwxF/Hygkd2J1VQlJsIEatitCfMfuqVqCRd+9uxcmCcoa2jkOv/fFyvt9n1pnpV68faQlp+Gv8Uat+3nE/6fsr2yVJkn4mGVxuII1aRXyIP/EhV97V/JQAPx09ml59mvD/olVp0epkiV5Jkm4umf7lFuZ0e3C5r+xKkyRJutXJ4HKLKiizM3nJQV76/ChF5Q4AvF7BqYJynlhykB2ni6h0um/yVUqSJF2d7Ba7Rb23+TSL9/lK/7aMC6JP82iKKhyMeH8XuSVVLNiTw5Z/3ImfTr6FkiTdemrsncvmzZvp3r07aWlpzJ49+2Zfzi9WN8xU/bhWoG9tiUpRsFyqiWLUqlEpP71IU5Ik6WapkX/2ejwennnmGd5//30iIiIYPHgwqamp1KtX72Zf2s/Wo2kkDaMs+OnURFl862JCTHreH9mar04VkRQXSMj/mJosSZJ0s9TI4HLgwAHi4+OJjY0FoHfv3mzYsOF3FVwC/XQk+V0ZPCIsBga0jLkJVyRJkvTz1chusfz8fCIjv6t6GBERQX5+/k28IkmSpD+WGhlcJEmSpJurRgaXiIgI8vLyqn/Oz88nIkKuNJckSfqt1Mjg0qxZM7KyssjJycHpdLJq1SpSU1Nv9mVJkiT9YdTIAX2NRsOTTz7JmDFj8Hg8pKenk5iYeLMvS5Ik6Q+jRgYXgM6dO9O5c+ebfRmSJEl/SDWyW0ySJEm6uWrsncsvde7cOQYNGnSzL0OSJOl35dy5c1fdrgghxFWfkSRJkqRrJLvFJEmSpOtOBhdJkiTpupPBRZIkSbruZHCRJEmSrjsZXCRJkqTrTgYXSZIk6bqTweV3ZvLkybRv354+ffpUb7NarYwcOZJu3boxcuRIbDYbAEIInnvuOdLS0ujbty+HDx+uPmbp0qV069aNbt26sXTp0t+8HT/lwoULDB8+nF69etG7d28+/PBDoGa10+FwMHjwYPr160fv3r2ZNm0aADk5OQwZMoS0tDQmTpyI0+kEwOl0MnHiRNLS0hgyZAi5ubnVrzVr1izS0tLo3r07W7ZsuSnt+Skej4cBAwbwwAMPADWzjampqfTt25f+/ftXr5erSZ/XayKk35Vdu3aJQ4cOid69e1dve/nll8WsWbOEEELMmjVLvPLKK0IIITZt2iRGjx4tvF6vyMzMFIMHDxZCCFFSUiJSU1NFSUmJsFqtIjU1VVit1t++MT8iPz9fHDp0SAghRFlZmejWrZs4ceJEjWqn1+sV5eXlQgghnE6nGDx4sMjMzBQTJkwQK1euFEIIMWXKFDF//nwhhBAff/yxmDJlihBCiJUrV4qHH35YCCHEiRMnRN++fYXD4RDZ2dmiS5cuwu1234QW/bh58+aJSZMmifvvv18IIWpkG++8805RVFR02baa9Hm9FvLO5XemdevWBAQEXLZtw4YNDBgwAIABAwawfv36y7YrikJSUhKlpaUUFBSwdetWUlJSCAwMJCAggJSUlFvqr8Hw8HCaNGkCgMlkok6dOuTn59eodiqKgr+/PwButxu3242iKOzYsYPu3bsDMHDgQDZs2ADAxo0bGThwIADdu3fnq6++QgjBhg0b6N27NzqdjtjYWOLj4zlw4MDNadRV5OXlsWnTJgYPHgz4/mqvaW38MTXp83otZHCpAYqKiggPDwcgLCyMoqIi4MqKnJGRkeTn5/+uKnXm5uZy9OhRWrRoUePa6fF46N+/P8nJySQnJxMbG4vFYkGj8WVl+rYd4GtjVFQU4Mv6bTabKSkpueXb+MILL/C3v/0Nlcr3VVNSUlLj2vit0aNHM2jQIBYsWADU7P+XP4fMLVbDKIqCoig3+zKui4qKCiZMmMDjjz+OyWS67Lma0E61Ws3y5cspLS1l7NixnD59+mZf0nWVkZFBcHAwTZs2ZefOnTf7cm6oTz/9lIiICIqKihg5ciR16tS57Pma8Hn9peSdSw0QEhJCQUEBAAUFBQQHBwNXVuTMy8sjIiLid1Gp0+VyMWHCBPr27Uu3bt2AmtlOAIvFQtu2bdm/fz+lpaW43W7gu3aAr40XLlwAfN1oZWVlBAUF3dJt3LdvHxs3biQ1NZVJkyaxY8cOnn/++RrVxm99ez0hISGkpaVx4MCBGvt5/blkcKkBUlNTWbZsGQDLli2jS5cul20XQrB//37MZjPh4eF06NCBrVu3YrPZsNlsbN26lQ4dOtzMJlxGCMETTzxBnTp1GDlyZPX2mtTO4uJiSktLAbDb7Wzfvp26devStm1b1q5dC/hmDn1bQTU1NbV69tDatWtp164diqKQmprKqlWrcDqd5OTkkJWVRfPmzW9Oo37g0UcfZfPmzWzcuJHXX3+ddu3a8dprr9WoNgJUVlZSXl5e/Xjbtm0kJibWqM/rNbmJkwmka/DII4+IlJQU0bhxY9GxY0excOFCUVxcLO655x6RlpYmRowYIUpKSoQQvhlJU6dOFV26dBF9+vQRBw4cqH6dzz77THTt2lV07dpVLFq06GY156p2794t6tevL/r06SP69esn+vXrJzZt2lSj2nn06FHRv39/0adPH9G7d28xffp0IYQQ2dnZIj09XXTt2lWMHz9eOBwOIYQQdrtdjB8/XnTt2lWkp6eL7Ozs6teaOXOm6NKli+jWrZvYtGnTTWnP/7Jjx47q2WI1rY3Z2dmib9++om/fvqJXr15i5syZQghRoz6v10Km3JckSZKuO9ktJkmSJF13MrhIkiRJ150MLpIkSdJ1J4OLJEmSdN3J4CJJkiRddzK4SNI1Kiws5NFHH6VLly4MGjSIoUOH8sUXX/ysY1u2bHnFtk8//bR6XcTP5Xa7adeuHf/6179+0XGSdKPJ9C+SdA2EEIwdO5YBAwbw2muvAXDu3Dk2btx4xb5ut7s6l9ZPGTZs2C++jm3btpGQkMDnn3/Oo48+etUUIx6PB7Va/YtfW5J+DXnnIknXYMeOHWi12ssCQkxMDMOHDwdgyZIl/PWvf+Wee+7h3nvv/VmvOX36dObOncupU6eqswiDL3ln3759r3rMqlWruOeee4iKiiIzM7N6e2pqKq+++ioDBw7k888/Z+vWrQwdOpSBAwcyYcIEKioqAJgxYwbp6en06dOHKVOmIJe9SdeLDC6SdA1OnDhB48aNf3KfI0eOMG3aND7++ONf9Np169bF5XKRk5MDwOrVq+nZs+cV+zkcDrZv305qaip9+vRh1apVlz0fGBjI0qVLad++Pe+88w7vv/8+S5cupWnTprz//vsA3H333SxevJiVK1dit9vJyMj4RdcqST9GBhdJug6efvpp+vXrR3p6evW2b2tzXIuePXuyZs0aANasWUOvXr2u2CcjI4O2bdtiMBjo1q0b69evx+PxVD//7TFff/01J0+eZNiwYfTv359ly5Zx/vx5AHbu3MmQIUPo27cvO3bs4OTJk9d0vZL0Q3LMRZKuQWJiIuvWrav++amnnqK4uPiy7iyj0XjNr9+rVy8efvhh0tLSUBSFhISEK/ZZtWoVe/furU78aLVa2bFjBykpKZedXwhBSkoKr7/++mXHOxwOnn76aRYvXkxUVBTTp0/H4XBc8zVL0vfJOxdJugbt2rXD4XDwySefVG+z2+3X7fXj4uJQqVTMnDnzql1i5eXl7Nmzh02bNrFx40Y2btzIk08+ycqVK6/YNykpiX379nH27FnAl7n3zJkz1YEkKCiIioqK6kzFknQ9yDsXSboGiqLw9ttv8+KLLzJnzhyCg4MxGo089thjP+v4qqoqOnXqVP3z90sLfKtXr1688sor1WWAv++LL76gXbt26HS66m1dunTh1Vdfxel0XrZvcHAwL774IpMmTap+buLEidSuXZshQ4bQp08fQkNDadas2c+6dkn6OWRWZEmSJOm6k91ikiRJ0nUng4skSZJ03cngIkmSJF13MrhIkiRJ150MLpIkSdJ1J4OLJEmSdN3J4CJJkiRdd/8PngMdjSNL62oAAAAASUVORK5CYII=\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"House Style\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 60, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"House Style\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Land Contour\n", - "\n", - "This variable is assumed to contain the same information as the ordinal variable *Land Slope* and is dropped." - ] - }, - { - "cell_type": "code", - "execution_count": 61, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Land Contour\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 62, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Land Contour\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Lot Configuration\n", - "\n", - "This variable shows no good pattern and is dropped." - ] - }, - { - "cell_type": "code", - "execution_count": 63, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Lot Config\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 64, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Lot Config\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### MS SubClass\n", - "\n", - "By looking at this variable's realizations, one can see that several distinct features are lumped together in one. In particular, the above variables *has 2nd Flr* and *build_type_\\** and the future age related features at the bottom of this notebook together should comprise the same patterns in a more advantagous way. Thus, the column is dropped." - ] - }, - { - "cell_type": "code", - "execution_count": 65, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['1-STORY 1946 & NEWER ALL STYLES',\n", - " '1-STORY 1945 & OLDER',\n", - " '1-STORY W/FINISHED ATTIC ALL AGES',\n", - " '1-1/2 STORY - UNFINISHED ALL AGES',\n", - " '1-1/2 STORY FINISHED ALL AGES',\n", - " '2-STORY 1946 & NEWER',\n", - " '2-STORY 1945 & OLDER',\n", - " '2-1/2 STORY ALL AGES',\n", - " 'SPLIT OR MULTI-LEVEL',\n", - " 'SPLIT FOYER',\n", - " 'DUPLEX - ALL STYLES AND AGES',\n", - " '1-STORY PUD (Planned Unit Development) - 1946 & NEWER',\n", - " '1-1/2 STORY PUD - ALL AGES',\n", - " '2-STORY PUD - 1946 & NEWER',\n", - " 'PUD - MULTILEVEL - INCL SPLIT LEV/FOYER',\n", - " '2 FAMILY CONVERSION - ALL STYLES AND AGES']" - ] - }, - "execution_count": 65, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "list(ALL_COLUMNS[\"MS SubClass\"][\"lookups\"].values())" - ] - }, - { - "cell_type": "code", - "execution_count": 66, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"MS SubClass\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### MS Zoning\n", - "\n", - "This variable is dropped as most houses are located in a \"residential\" zone." - ] - }, - { - "cell_type": "code", - "execution_count": 67, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "RL 2252\n", - "RM 459\n", - "FV 131\n", - "RH 27\n", - "C 25\n", - "I 2\n", - "A 2\n", - "RP 0\n", - "Name: MS Zoning, dtype: int64" - ] - }, - "execution_count": 67, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[\"MS Zoning\"].value_counts()" - ] - }, - { - "cell_type": "code", - "execution_count": 68, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"MS Zoning\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 69, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"MS Zoning\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Masonry Veneer Type\n", - "\n", - "None of the groups have a slope differing from the overall one." - ] - }, - { - "cell_type": "code", - "execution_count": 70, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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VYWFhrFmzhnfeeafY54eEhNCtWzf69+9PWFgYI0eOdAYaAdJyTIz8+QCtZ2xl2objziBistr5JvYsdgl++vMCJkvxQSMzz8yivXG8+eshEu7wsLj7jZfGi5blWlLTuyY6lTi5VLixMr0tlpWVxaRJkzh16hQymYzp06dTpUoVxowZQ0JCAuXLl2fOnDl4enoiSRLTpk1jx44daDQaZsyYQd26dQFYvXo1X375JQDDhg2jR48eABw5csR5zHHbtm155513kMlkZGZmFtlGmWrQ1/F/zBTHrTDPCo7Akl9+mw4cOOD82M/Pj3///df5efny5QvNwwAF9sVcX8fAgQMZOHDgHfXpYWW22tlzxjGSW/vvJd7q5DiLR62Q07dpBZbtj6db/XKolcX/TXZZb+SDtccAyDJa+Kx/I9w0qrLtvCDcZ8p05DJt2jSeeuopNm3axJo1a6hWrRpff/01rVq1Ijo6mlatWvH1118DsHPnTuLi4oiOjmbq1KlMnjwZgMzMTObPn8/y5cv59ddfmT9/Pnq9HoDJkyczdepUoqOjiYuLY+fOnQA3bKPMNegLY47A5EzH/3cYWIS7S6NSMOjJynholIztUAutSgGAl6uatzvX4Y8J7ZgSUQ9vXfFzLu4aJQq543jpCt5alApxg0B49JTZT312djb79++nd+/egGOC2cPDg5iYGCIiIgCIiIhgy5YtAM5ymUxGo0aNyMrKIjk5mdjYWFq3bo2Xlxeenp60bt2aXbt2kZycTE5ODo0aNUImkxEREUFMTEyBuq5vQxCK461TM6Z9Tba80Zb/a1ER92tGG96uaoI8NfjcJLAA+OjU/D6mDYtfas7oZ2uguRKkBOFRUma3xeLj4/Hx8WHChAmcOHGCunXr8s4775CWlkZAQAAA/v7+zgnlpKQkgoKCnM8PCgoiKSmpUHlgYGCR5fnXAzdsQxCKk2POQamU4am9s7kEV7WSqv5uVPV3K6WeCcKDp8xGLlarlWPHjvHcc88RFRWFVqstdHtKJpMhk8nKqgt3rQ3hwZeSl8LE2Il8sPcD0gzijxFBuFNlFlyCgoIICgqiYcOGAHTq1Iljx47h6+tLcnIy4NhF7uPjWCsfGBhIYmKi8/mJiYkEBgYWKk9KSiqyPP964IZtCMKN/HziZ7Zd3MbGcxvZfnH7ve7OPWW0Gkk1pJJrESsJhdtXZsHF39+foKAgzp49C8DevXupVq0aoaGhREVFARAVFUW7du0AnOWSJHHw4EHc3d0JCAggJCSE2NhY9Ho9er2e2NhYQkJCCAgIwM3NjYMHDyJJUpF1Xd+GINxIfb/6AMiQUcO7Rpm3l5JtYuXf8ZxIzMJgtpZ5eyVlsBiIuRDDCxte4Psj36M36e91l4QHVJkuRX733XcZN24cFouFihUr8uGHH2K32xk9ejQrVqwgODiYOXPmANC2bVt27NhB+/bt0Wq1TJ8+HXBsHhw+fLhzYcCIESPw8vIC4P3333cuRW7Tpg1t2rQBYOjQoUW28SCqU6cONWvWRJIkFAoF7777Lk2aNCl0XXx8PK+++irr1q0rUL5v3z6GDx9OhQqOzZze3t788MMPd6PrD5SmQU1ZG7EWpVyJt4t3mbaVZbAwfuUhtp5IRimXsWv8M2jV90eyjBxrDtP+mEa2JZsFhxbQq0YvPF3KeBm/8FAq05/oOnXqsGrVqkLlRWX4lclkvP/++0XW07t3b2dwuVb9+vULvZmC4w20qDYeRBqNhjVr1gCwa9cuZs2axY8//ljgGqu1+L98mzZtyoIFC8qsjw8Dd7U77mr3u9KWTZLIMTm+Z1a7hM0u3ZV2S0ItV/Nk+SfZHLeZmt41USsezVQ3wp27P/5cekisP7ueuf/MJTE3kSBdEKOajKJr1a6lVn9OTg4eHh6AY0Qyd+5cPDw8OHfuHAsXLnRed/HiRV5//XWmTCk6aeahQ4eYNm0aJpMJjUbD9OnTqVq1KjabjZkzZ7Jr1y5kMhl9+/blxRdf5MiRI8yYMYO8vDy8vb358MMPnavxhFvn7apmTr9GfLPzLCE1/PDU3j8bLD1dPJnYfCKjmoxCq9Tiq/W9110SHlAiuJSS9WfXM3nPZIw2IwCXcy8zec9kgDsKMEajkfDwcEwmEykpKQVGZMeOHWPt2rVUrFiR+HhHgsyzZ8/yxhtvMGPGDGrXrs2+ffv466+/CA8PBxwLK1588UWWLl2KUqlkz549zJ49m3nz5rFs2TISEhKIiopCqVSSmZmJxWIhMjKSL774Ah8fHzZs2MDs2bP58MMPb/s1CRDspeX97nXvdTeK5KP1wQexCEa4MyK4lJK5/8x1BpZ8RpuRuf/MvaPgcu1tsQMHDjB+/HjnrcD69etTsWJF57Xp6ekMHz6c+fPnU716dWf59bfFLl++zPjx4zl//jwymQyLxQI4Fl30798fpdLxY+Hl5cWpU6c4deoUgwcPBsBut+Pv73/br0cQhEeDCC6lJDE38ZbKb0fjxo3JyMhwHnns6upa4HF3d3eCg4P5+++/CwSX682dO5cWLVrw+eefO0+zvBFJkqhRowbLli0rnRchCMIjQSQ9KiVBuqBbKr8dZ86cwWazOVfLXU+lUjF//nyioqJYu3btDevJzs527glavXq1s/zJJ59k2bJlzgUCmZmZVKlShfT0dGfyS4vFwunTp0vrJd23sgwWkrOMpOfePL3+nTBbbZxNyWHNwQSSs403f4IgPCDEyKWUjGoyqsCcC4BGoWFUk1F3VG/+nAs4RhEfffQRCsWNc1W5urqyYMECBg8ejKurK25uhVOQDBkyhLfffpsvv/yStm3bOsv79OlDXFwc3bt3R6lU0rdvX1544QU+++wzIiMjyc7OxmazMXDgQGrUKPu9IPdKjsnKL/sv8uHG47Sp4c+nfRvi5+ZCZp4ZvcGCRqXAV6culYSU6blmOs/dhclqp2VVH7584Qm8H9HDyISHi0ySpPtnHeQ91LNnz0LLpo8fP06dOnVKXEdZrxYTHG71+3KrkrONdPssluRsEwC73nqGQA8NP+w5x/QNJ/DQKIke05YgT80dt3Up00Drj7YiSVCnnDtLXm6Bn5vLHdcrCHdLUe+dIEYupapr1a4imDwEXFVKBreuzEebTtK6mi9atQKjxcbOU6kAZBmtJGcbSyW4eGhUfD+oGdFHE3mlbbW7FliMViOXcy9zTn+Ohv4NxZJjodSJ4CII13HTKPm/FpXo2aQCKoUMH50LkiQxqVsd3lj2L7XLuVPeW3vzikrY1tO1Amhb0/+uJljNNGXS87eeWO1WOlXuxPut3sdNLbI4C6VHBBdBKIKnVlVgc6NMJqNmgDtLXm6OWikvcNZLcQxmGy5KOXJ58YGjrAJLhjGD2IRYvFy8aODfwJnKxWKzYLU7Fm6kGlKxSvdPfjPh4SCCiyCUkFwuw7eEt62sNjsnErP5LOY0PZqUp00Nf3Qud//X7ddTvzLvwDwAFnZYSPNyzQHHTvwPQz5kX+I+hjUchpdL0SsQBeF2ieAiCGUgPdfMy4v2k5Rl4vfjSeweH3pPgovRenX1otl2dVm1h4sH3ap1o3OVzijk4qRMofSJ4CIIZUCpkFHey5WkLBPermqUN7ktVlZeqPMCbio3fDQ+1POrV+hxEViEsiKCy33uTlPugyNR5UcffURqaiparZa6desyadIktNrSmZQWCvPRubDgxSc4lZRNVX/dPVte7KP14aX6L92TtoVHmwgu97k7TbmfmprKqFGjmDVrFo0bNwZg06ZN5ObmiuBSxvzdXfB3F3tWhEeTCC6lSL92Lcmz52C9fBlluXIEjBmNZ1hYqdV/Oyn3t23bRkREhDOwgCMzMsC8efOIj4/n4sWLXL58mQkTJnDw4EF27dpFQEAAX331FSqVitDQUCIiIti2bRtWq5U5c+ZQrVq1UntdgiA8fERusVKiX7uWy+++h/XSJZAkrJcucfnd99AXk+OrJPLTv3Tq1IlJkyYxfPhw52PHjh3jnXfeYfPmzc6ys2fP8vrrrzNjxgwaNGjA6dOnqVv3xqndL1y4wKJFi/jyyy958803adGiBWvXrkWj0bBjxw7ndd7e3qxevZr+/fvz3Xff3dFrEgTh4SeCSylJnj0HyVgw8aBkNJI8+86OWM6/LbZp0ya+/fZbxo8fT37Gnhul3J85cya1a9cuUf1t2rRBpVJRs2ZNbDab86jomjVrOs+IAejQoQMA9erVIyEh4Y5ekyAID78yDS6hoaGEhYURHh5Oz549AUem3cGDB9OhQwcGDx6MXq8HHEkZIyMjad++PWFhYRw9etRZz+rVq+nQoQMdOnQokMX3yJEjhIWF0b59eyIjI51vujdqoyxZL1++pfLbcSsp9/NVr169wNfyemq1I0miXC5HpVI5N/PJ5XJsNpvzOpVKVWT5gyg911zm2Y4F4VFX5iOXRYsWsWbNGmdis6+//ppWrVoRHR1Nq1at+PrrrwHYuXMncXFxREdHM3XqVCZPngw4AsX8+fNZvnw5v/76K/Pnz3cGi8mTJzN16lSio6OJi4tj586dxbZRlpTlyt1S+e24nZT7L7zwAlFRUfz777/O66Kjo0lNTS21fj1ILmcaGLJoP/9b/BdJ2Vmc059j76W9ZBgzSr2t5Lxk9iTsISUvpdTrFoT73V2/LRYTE0NERAQAERERbNmypUC5TCajUaNGZGVlkZycTGxsLK1bt8bLywtPT09at27Nrl27SE5OJicnh0aNGiGTyYiIiCAmJqbYNspSwJjRyDQFExnKNBoCxoy+o3rz51zCw8MZM2ZMiVPu//DDD8TExODn58esWbP46KOP6NixI507dyY2NhadTndH/XpQrfwngX8uZHIkQU+WOYOINREM/X0o3xz+psAmwzuVakjl+Q3P88qWVxi8eTBphrRSq1sQHgRlvlrs5ZdfRiaT0a9fP/r160daWhoBAQEA+Pv7k5bm+KVLSkoiKOjqwVpBQUEkJSUVKg8MDCyyPP964IZtlKX8VWGlvVrs+PHjRZa3aNGCFi1aOD+vUKGCc4+Lh4cHK1eudD7WuHFjfvrpp0J1vP766wU+zz8Q7PrHtm7d6vy4fv36LFmy5BZfxf3jyeq+KLbIcFUrMNhysEt2ABJyErDaragVd3aWisVmIcOUQZ4ljyH1hjBt3zSScpOc7QjCo6JMg8vPP/9MYGAgaWlpDB48mKpVqxZ4XCaTlXkm2LvRRj7PsLBSXXoslL7age7seusZZDJQq42MazqOE+knGNVkFK4q15tXcBOpxlTCo8IxWA2Me2IcY5uOpb5ffWfCSEF4VJRpcMk/StfX15f27dtz6NAhfH19SU5OJiAggOTkZHx8fJzXJiZePW8+MTGRwMBAAgMD+fPPP53lSUlJNG/e/IbX57dXVBuC4OqixNWZ40vLi4+/iE2yoZKXLMvxzVzOuYzBagDgz6Q/+TDkQzxcPEql7qJk5Jk5m5KLVq2ggrcWjxJmaxaEslZmcy55eXnk5OQ4P969ezc1atQgNDSUqKgoAKKiomjXrh2As1ySJA4ePIi7uzsBAQGEhIQQGxuLXq9Hr9cTGxtLSEgIAQEBuLm5cfDgQSRJKrKu69sQhOvJZfLbDix5JisZuWauPcy1imcVwquFU9+vPuOajivTwAIQczyJXl/uocvcXZxMzC7TtgThVpTZyCUtLY0RI0YAYLPZ6NatG23atKF+/fqMHj2aFStWEBwczJw5jn0gbdu2ZceOHbRv3x6tVsv06dMB8PLyYvjw4fTu3RuAESNGOFdLvf/++0yYMAGj0UibNm2cezSGDh1aZBuCcC2bzY7RasdVrbjlW6dpuSbm/n6ao5ezmNGzPjUC3QHw1ngzofkEzHbzXUljH5ea5/w4IcNAs8pl3KA5DxQqxz9BKIZMuvbPrkdYUedAl/VZ7cLtKY3vS7bRwrYTyaw+cIkxz9agTrAHKkXJB/JHL+np+lksAK2r+/Ll80/gob37b7gp2SY+jT6Ju0bJq22rlfi8mduSEQebJ0K5RtBsCLiK281C0e+dIHKLCQ+wlLwUTmacpLpXdQJcA5DLSh4cso1WRv5yEIBjl/WsfT2EAHdNsc+x2GzoDVY0Kjm+Ohd0agW5ZhvNq/jgoo3Nr+QAACAASURBVLo3yS783V2YGlEPGaC8heB4y4xZsP4N+C8GTqyHWl1EcBGKJYLLfS4lJYXp06dz+PBhPDw88PX1ZeLEiYSHh1OlShUkScLV1ZXp06dTtWpV9u3bx3fffceCBQtuua3GjRsXWI58P0s3pjMiZgTH04/jo/FhRdgK/F39S/x8pVyGn5ua1BwzlX11Nz1vxWKz8VdcBpOijvJ0LX9ee6Y6W8c9TY7Jio9OjYtSQYYxg7+T/sZP60dVz6plPt+S71ZGXLdNoQK/2o7golCDVpxcKRRPBJf7mCRJvPbaa0RERDB79mwATpw4QVpaGo899pgzFf8vv/zCggUL+Oijj+5ld+8qm91GUp5jX5PepL/lfSR+bi6se/0pLqTnUtXfDR9d8beT9HkW3ll9hLOpuZxJyWFAq0pU8tUReOVxu93O0uNLWXDIEdSXdVvG4y6PF6gjM89MttGKRm3DzUWFVlX8SOm+otJCm7HweDi4B4Gr773ukXCfE8GlFJ3al8jeNWfISTfh5uNCq/Bq1GwRdPMn3sAff/yBUqnkueeec5bVrl27QEJJKJiK/1qZmZlMnDiRixcvotVqmTJlCrVr1yY3N5fIyEiOHDkCwGuvvUbHjh2dz0tPT2fYsGEMGzaMp59++rb7X5a8Xbz5ot0XLDyykB7Ve+ChvrVRglwuI8hTQ5Bnyd7gNSoFITX8OJuaS7CnBq2qYJYEO3YyTZnOz3MtuQUet9klfj+WRJ0KcMFwAT+tH74aX/xc/W6p3/eUqy88JoKKUDIiuJSSU/sS2bb0BFaz4y/onHQT25aeALjtAFNcuvwLFy4QHh5Obm4uRqOR5cuXF7pm3rx5PP7443zxxRfs3buX8ePHs2bNGr744gvc3Nyc+ceuTeyZmprKsGHDGD16NK1bt76tft8NSoWSun51mfHUDMw2M6czTyOXyanoXrFMNiy6aVSMfrYGL7WugqtaQYBHwaCklCt5teGruCpdCXYLpoZXjQKPW2x2TFYLNnkO3x78ln+S/2Fii4mEVwtHo3yARjCCUEIlvlmbkJDAnj17AEe+q/w9LILD3jVnnIEln9VsZ++aM2XSXv5tsS1btjBx4kTefffdQtf8/fffhIeHA9CqVSsyMzPJyclh7969PP/8887rPD0db8YWi4VBgwbx5ptv3teB5VpqhZoDyQfINGVisplIyC75cQA2u8R/yTnM2Hico5f0mK3FZ3v20blQ2U9XKLDk89P68UbTN+hfuz9emoJzEhqVgg6Pl8NFoeavpL+wS3aWHFtCjkX8HgkPpxIFl+XLlzNy5Ejee+89wLEbPn8Pi+CQk266pfKSqFGjRrHp8vOFhoby119/3XY7+ZRKJXXr1iU2NvaO67qbKrhXYMafM3h588tcyL6AzV6yIwHSck30/3ovX+04S68v95CRZynyOpvdRq4l97byg6XnmkjUG8nMMxPgocVb401Dv4YAPFf7OXTKRzOBqPDwK1FwWbp0KT///DNubm4AVK5c2XmmiODg5lP0hPCNykuiZcuWmM1mli1b5iw7ceJEgbQ34BihPPbYY4We37RpU3777TfAcSyyt7c3bm5uPPnkkyxdutR5Xf5tMZlMxvTp0zl79uxdOaagtOhNei5mX8Qm2Vh1ehV51rxir08zpJFmSEMpl+GidMydqJVyilovZrAa2HNpD2O3j+WPS39gspb8j4X0XDMTVh2m5YcxzIw+SWaemUBdIJ+FfkZMnxi6V+uOVqW9lZcqCA+MEs25qNVq56FSAFartcw69KBqFV6twJwLgFItp1X47Z81L5PJmD9/PtOnT+ebb77BxcWF8uXLM3HiROeciyRJqFQqIiMjCz3/tddeY+LEiYSFhaHVapkxYwYAw4YNY8qUKXTr1g25XM5rr73mPGlSoVAwa9Yshg0bhk6nK3D77H5hl+yczTxLYm4idXzrUMG9AjW9a3I+6zyD6g7CVXnjBJSXci7x+tbXkSFjfrv5/PpqS7aeSCGkuh++usIZkXPMOYzcOhKrZOXPxD/Z3Gsz/sqSLXk2WW1sPppEq2q+2Ox2bHbHfmUfbfH7Q3ItueRaclHIFPhqxQS68GAqUXBp1qwZX331FUajkd27d/PTTz8RGhpa1n17oORP2pfmajFwJPScO3duofJDhw4Vef21qfi9vLz44osvCl2j0+mKXLacv8dFrVazcOHCO+l2mbJLdnr81gO7ZGfA4wMY1WQU37T/Bptkw0PtgUJ+4/Nu1p5Zy6mMUwBsOreJQfUG8ULLSje8Xi6TE+wWzIXsC1Rwr3BLGzU1SgXzX6iDSXmSA6nryLW/gi8Vi32OxWZh+8XtTNg1gUoelfi+0/f4aR+gFWWCcEWJgsu4ceNYsWIFNWvWZNmyZbRt25Y+ffqUdd8eODVbBN1xMBFuTpKkQuew3Gw0kC+kfAhfHfoKGTJaBre86fW+Wl9+6PQDF7Mv8pj7Y7c0kvDWqWlUyYXOq94C4L/M//ji2S/w0dy4r3nWPJafXI6ERFxWHKmG1NsLLpY8kGSgFrfdhHujRMHFaDTSq1cv+vbtCzgSURqNRrRa8YMr3H0KuYJxTcdxMv3kLZ/DUs2rGpt6bgIolFjSYrMXudvd39X/lnb/X0ulUKKWqzHbzfhofFDKiv+V0yl1DKk/hDHbx1DTuyb+2ttoNycZoieBTAHtPwC3gNvquyDciRIFl0GDBvH99987j8Y1Go28/PLL/PLLL2XaufuBJEl37bAx4eYc3w85nSr0pam3ARVFrLYyZIDNCjo/uO57p1FqCu0ryV+SPH/racIbladlNV/cXEpnC5iXixcru6/kdMZpmgQ2caaEyTJYuKQ3YLbaeczHFS9Xx3yPUqGkWVAzNvbciEKuKHaUc0MHf4JDVxaBBDeGFkNL5bUIwq0o0W+QyWQqcOa6TqfDYDCUWafuFxqNhrS0NHx9fUWAuQ9IkkRaWhoKpYoNR89wKtFMeradT/o0vJqROCcZooZB9mXoswj8ahRfKZCWY+LlRfuJzzCw7vBldo8Pve3gkm5M51jqMYLdgwlyDcJV5Uplz8pU9qxc4LoTiVn0XfAHAHP6NyKiUXnnY0UFwFsScE3aGf9at1+PINyBEv0GabVajh496twtfuTIETSah39XcYUKFYiPjyclJeVed+WRlX8iRH5wV7uoydSkszltFiGV2tFM/jQW2zX7Ty4dgP+2OD7e/iGW8M9R3WS5r1IuJ8DdhfgMA+4aJYrrkljmmqwkZBq4rDdSv7wnPkWsKgMwWU18dfArfj75MwqZgvU91ztv2WUaM9mZsBOT1UTHyh25mH71j7MzyaW8kbJicxj+B8jk4FaGc4A2q2NuR62DYhZRCI+mEgWXiRMnMmrUKAICApAkidTUVGcixYeZSqWiSpUq97obj6w0Qxqf/vUpAGObjsVX60tKXgqvrH+FpLwkjqYdZX1E54JnmPjXdrzZmXPJrRbKvykHaOjfEJ3qxpsVfdzULHixKYfjM6kV5FFoSXJytpGOc3YiSfBKm6qM61ALlfLq3ExGnhmL1Y5aZedS7iUAbJKNbFM2ks5xW/XPxD95J/Ydx2N2G+1r9WDQk5XJNVkZ0KpyKX3FrtB6lX3WYlOOI4j/swieegMqNAdlGZ4lIzxwShRcGjRowMaNGzl37hwAVapUQaUSJ9EJZWv92fWsPevIf1bTuyaD6g1CrVDTwL8Bv5//nSBdEFqVCynZJv69mEmtIHfKuQchG/EnablJbLi8h1m/v8qWPluKDS7gOBcltE5gkY/p8yzkH6kXn2EgI8/MicRsHi/ngUwG7645ws5TqUyNqMt7LaYy32U2j3k+xunM03hpvAjSFRw9SDIJXzcX3ulaB0mSUCtL/le/zW4jMS+RU+mnqO9f/4YryVLyUjiSeoTavrUJdA28pSXUJWLKghWDQJIgfj+89pcjW7IgXFFscNm7dy+tWrUiOjq6QHlcXByAc+OdIJSF6t7VnR/X9K4JgKeLJ5NaTmJEoxF4qD1Q4cmrP//NH2fTcXNREjO2LSoXV0bFznS8ufrUvukKrZup5Kvjna51OJWYzZj2NXlh4T5OJeXQrLI3H/duyIbDjowJ248n0r1qeSZW68kFu5Hnto7gk7afEKQLollQM2Y8NQOTzcQzFZ8BHOew6E16MkxGVApViSbv04xp9PmtD9mWbBr6N2Re6Dy8Nd4FrzGkMfT3ofyX+Z/jrJvuK25v1Vlx5ArwqAD6i+BbA+QiB65QULE/Efv376dVq1Zs27atyMdLElxsNhu9evUiMDCQBQsWcPHiRd544w0yMzOpW7cuH3/8MWq1GrPZzFtvvcXRo0fx8vJi9uzZVKhQAYAFCxawYsUK5HI5kyZN4qmnngJg586dTJs2DbvdTp8+fRg61LEq5kZtCA+W+n71WROxBiQKLAX20fjgo/HBZpe4nJVDcpYjJUuu2YrVJhGo8WFe6Dyyzdm4q91LvAemKFa7FYssk26NteiUAeSZ4PSVOZJLmUY0Kjl1gz04eimLae0DUXzZAoVRT6Vm/2NU/f9Rz68eAN4ab7pW7UquOZdkQzLpxnQ81B78eOxHvjv6Hc2DmvNJm09u2le7ZCfX6kjnn2ZIwyYVzqMmSRKphlQAskxZt5UT7abcAmFIDGSeB+/KjpV5gnAt6SZsNpu0fv36m112Q9999530xhtvSEOHDpUkSZJGjhwprVu3TpIkSXr33XelpUuXSpIkST/++KP07rvvSpIkSevWrZNGjRolSZIknT59WgoLC5NMJpN04cIFqV27dpLVapWsVqvUrl076cKFC5LJZJLCwsKk06dPF9tGcXr06HHbr1G4N1JzM6UZf3ws7Tt/Xhr58z/SxsMJUrbRXKptJOUmSS2XtpTq/VBP+mT/J1KGIUfacPiS9OqSv6Rjl/SS1WqTkrOMUkJGnmRLPiFJ73s4/n0TKhky4iTp7C5Jykl11nch64L07K/PSo0WN5LOZJyRWv/cWqr3Qz2p3g/1pITshJv2J8ecI227sE0av2O8dDrjtGSz2wpdY7FZpGOpx6TxO8ZLexP2SgaLoVS/JoJwrRu9d970RqxcLufbb7+9rcCVmJjI9u3b6d27d34g448//nAeTNWjRw9iYmIA2Lp1Kz169ACgY8eO7N27F0mSiImJoWvXrqjVaipWrEilSpU4dOgQhw4dolKlSlSsWBG1Wk3Xrl2JiYkptg3h3rLbJbIMloKru4Bso4Wjl/RsPZFMeq7ZeW1qjon/knNIz3WMTJKzjfxzIYNLWWkcSDrIGf0pmpV7gsh/XsP3sQ00qaLGzaV05wKzzdnOtPgHkw+CzEKnukHM6d+IOuU8UCjk+Lu7EOylRa7zg9ajoWIL6DobzYqXYFFX+PMbsDte8zn9ORJzE7HarRxIPsCQekNQypV0qtypRMuPdSodT1d8msiQSKp7VS9yLkUpV1LHtw6RIZG0DG4pzosR7okS3Sh98sknWbhwIV26dCmwK9/Lq/gVKdOnT+fNN98kN9cxjM/IyMDDwwOl0tFsUFAQSUmOo2qTkpIoV66co1NKJe7u7mRkZJCUlETDhg2ddQYGBjqfExQUVKD80KFDxbYhlI4sUxZ/XP6Dv5L+4qV6LxWasC6KxWbnaIKemdGnCGtYjs71yjn3plzWG+n6mSPN/6d9H6f2Y3msOr2K9hUj+Co6hwreboxpX5PIdcc4k5LLK53MvLN3NAAznprBoMcHU86tHJoyWK3ko/FhcN3BHEg+wHut3sNT7YlMdjWbcgGuvtB2PFiNkHEO4q8cg2BIJ8OUgdlupaZ3TSp7VCYpL4lKHpWo7VObbtW6oZQpC50BUxxlCeY4SnKNIJSVEv30bdiwAaBAmnaZTFbsiGDbtm34+PhQr1499u3bd4fdFO4nmaZMxu4YC0BcVhwz28x07jy/kYxcM8OW/sNlvZHY/1IJqe7nDC76a85RqV1exaBNg2gW2IS41L1E9uhOmikHg9XIicRsvFzVpBquHgiWnJfM4HqDnZ9b7VYMFgM6te62V0jZ7DbSjelISHi5eDGs0TBMVhOeLp4330yrdnX8A+gyEyxGMhv25f09H7Atfhv/q/c/FnZYiEwmw8PFAxeFC2643VY/BeF+VqLgsnXr1luu+J9//mHr1q3s3LkTk8lETk4O06ZNIysrC6vVilKpJDExkcBAx/LPwMBALl++TFBQEFarlezsbLy9vQkMDCxwfklSUpLzOUWVe3t737ANoXSo5CoUMgU2yYan2hOF7OZLaVVKOTUC3bisN+Lv5lIgh1f1ADcmda3DudRcfHVqnq/ek8FuNfD8ezE2l2B+Tv+b49kX+bTPx6Tm6akdXAW99TJWu5XwauHOerLN2fx+/nc2nN3A601ep65PXZQKx4/4tQHD28UbleLGt88SchJ4bv1zmG1mFnVexOO+j6NVFtyImWnKZMv5LZzTn2NwvcGFlgTbNd7EV3+ePf+l8qRZR2KeY/T8/dHv+b/H/+++zHRssplwUYi9KkLpKPZPu3///Zfu3bvTuHFj+vXrx5kzJT+yd+zYsezcuZOtW7cya9YsWrZsyaeffkqLFi3YvHkzAKtXr3am7g8NDWX16tUAbN68mZYtWyKTyQgNDWX9+vWYzWYuXrxIXFwcDRo0oH79+sTFxXHx4kXMZjPr168nNDQUmUx2wzaE0uHp4snybsv56KmPeLv52+jUNz9N0dtVzey+jYga8STrRobg7371TcxFJWdAy0q80SkYtVLJa48PwHP1q3BuB4pfB9C3cieOpB3C092EXR3P4M2DyLPk8b8G/8MHBWQnQV4aOeYc3t/zPvsS9zF2+1gyTZnONuKz4wmPCqfrqq78l/lfof5lGDNIyE4gzZDGweSDZJmzMNqMbDi7ocjXczHrIh/s/YDFxxYz++/ZmG1m7JKdyzmX2XJ+C0nZuUR8vpu3Vx2mz1d/MKnZR6jkKl6u//J99wZusVk4lHKICbsmsCdhDwbrw5/aSSh7xQaXDz74gPHjx7Nv3z4GDRrE9OnT77jBN998k++//5727duTmZnpTN3fu3dvMjMzad++Pd9//z3jxo0DHEf9du7cmS5dujBkyBDee+89FAoFSqWS9957jyFDhtClSxc6d+5MjRo1im1DKB2uKldq+tSkS9UuJUpBb7NLJGcZsdolHi/nSaCHxnl7KTXHxIcbjpOQnU5KtpmMXBt2mQp8r+xx8a6CHRkL2y3n2+2prIh1ZUarL4k+H43emAF/fQ+Hl4M+HiU4RwTVvKoVmHPYe3kv2ZZsjDYjm+M2F+if3qRn2r5pdFrViTHbxtAsqBnBumB8Nb70rNmz8AsyZuF6zSS5t4s3MpmMNGMa/db1Y8z2MVzOTcJgdiwTNlhsBGgD2NxrMwPrDsRd7X4rX+4yl2nOZOjvQ/n9/O+MiBlBtjn7XndJeAjIJCl/73FhPXr0cI4mivr8YdKzZ09WrVp1r7vxUDqflkv3+bsxWmwse6UljSp6k5Fr5r8UxyoshQxSc/MY9uMhfHVqfnm1CZVUJhRZCeBVkTwXd3ae1PPqj/8A8HyLijwXoqCiLhDPPxdi8q+N7fI/aG0WUkJGkpSXQnn38gU2JV7KucTgTYMx2Ux83+l7qnheTeuTlJtCl1WdMNsdK9U294xGrVSB5Nif4jx8LC8dTm2CnERs1Ttw3JrNJYueZuVa4K3xJjkvmY4rOmKVrHSpHMYL1d9k9T+X6NesItX83VAq5KQaUjmYfJBaPrUIcg0q9vbc3ZJmSOOlzS9xVn8Wf60/y8OW35e37YT7043eO4udc8nKyiqwO//6z8UOfaEk/jyXjt7gmLRf9U8CjSp6c1GfCgozR+Jzebp6JRbsPOcY4WSb+Dc+CXUVD/wDG+OiUuAKPOZjRSZzZBupHeRGzIW1NPCvT4MnXuTH4z9yVp7J23UHossxUMPncTSqgvNAwW7BLO3qWJBy/U54BS681mgMi459S+fK3ZHsavyKGpFd/NORcRlQmHKpl5dOvdB34MoOeXe1Ows6LGD16dW8+PgLnMmIpXzlZHw8AlAqPMgwZvDWjrfYn7QfrVLLuh7rCHC992et+Gp9+bbDt5zMOEkNrxr4asTRysKdKza4NG/evMDu/Os/F8FFKInW1f14zMeVXJOVF1tWIsuUxS//fcHac2voUa0PIdIw/temMnvPpFLOU0v1QFdkMhlGqw2XK0HiMV8t28Y+TY7JzPGsPXz757cEaAP4uM3HfHt8CeA4kviNum/iYy96MH6jv8b9dB50fCyMJr5tcFWrcFPf4PCxazP/yhVQoSnIr448tEotzYOa0ySgCYdTDjNx90TAcQLllNZTsEk20oxpABitRmz2wrvr75U7ORBNEIpSbHD58MMP71Y/hIdYsJeWlcOeRELCV+dCmjGFtefWABB1ZgXDG73KjpMZbBz9JFa7GReVBUkmwyRlkmN2xU3thpuLCjcXFZYsPX7ycnzQeAzLz0fj7+qPUqbEKlmp7lUDV1dvdPlnseSlg8UASjXoin/j9HPTcsnwHx/+/Tnh1cJp91g73NTXLREu/wT0WwLGLKj+LJLKlfOmdH4+9AUdK3ekjm8dtEotSrnScTvtyoq6en71UMqU+Gp8mfvMXL459A3tK7e/6fLt25KXDkiOPTeCcA8VO+eSLzU1lVmzZpGcnMy3337Lf//9x4EDBx6qiXIx53L3ZBozmfnXTNacWUPvGn1p4NqP6v4BBHtqUSgsmOwGhse8yqmMU0xuNZluVbvhonRxHAT2cz9I+Adbm7cwtvgfchd30g3ppJvSqeBW4WoSR6Medn4Ce+bBY09C38XgduMAk5KXQq/fepFhygDg996/F9gcmmXKItuSjVquRqfwxtVFSaohlRc3vkh8djxKmZJNvTYRqHMsezdYDWQYM8ix5BCgDSiwQdJmt12dxylN2YmwcgjYTND7e/CsUPptCMJ1bvTeWaJdZm+//TYhISEkJycDULlyZRYvXly6PRQeGV4aL8Y1HUd0rxgek/Xk7RVn6LfgDyRJIjNPxsXMdE5lnAJg+cnlzkSNWPIgwTGpr/j3Z3R2Ca1SS3n38tT3q18wO7DFAAevbPq9sMexa74YSrmSal7VAKjgVgEX+dXlwjnmHH45+QudVnbipc0vcV6fxNmUHGTI0Ckdy7DVCnWBDZZapZZgt2BqetcstPO+TAILwPF1ELfLMTf09/dl04YglFCJgktGRgZdunRBLndcrlQqnR8Lwu3w0nihkXlx4pIVgNdDq+PqoiTmeDJGk5pG/o1RypUMrjcYN9WV21NqN6jTHVRaaPMWeQoFuxN2cyjlEFmmLGfdWaYsLpmzsD01znFt/b6gcsVqsxOfnseGw5dJyioYbLw13sxsO5MVYStY0mUJSXlJxGfHY7FZ0Jv1bDy3EXBkJFAojSRnmcg1aJgXOp+pT05lWbdl+LgUzmica8nlVMYptl3YRoYxo4y+mldUbO5IfS+TQ5Wny7YtQbiJEu3Qd3V1JSMjw/mX2cGDB3F3v7/W6gsPHm+dmomdH2dsh1poVQpc1UpCawfw8qL9jO4wiRkhnvhoPVArrhyXoPODsLlgs4Bax6ozUXy0/yMAFndaTOPAxgCcTD+Jiykbz+rt0NTpjkLtBq7epGUZ6TovFr3BQp1y7vz4cgt83VyQJImUHBN2uyv+LuVJzotn6h9TMdqMzHl6Nq4qHYPrDeaT/Z/QOKAxrkpXPtl9lt+PJVM32IMfX+6Mt66IjZFWI+l5KfT+rTcSEv1r9Wdcs3Flt4nStzqMOgTYnSvYBOFeKVFwefvttxk2bBgXLlygf//+ZGRkMHfu3LLum/AI8HRVAVdXXD3m48qyoS2RJPDRqVEqrhshu14dHaQYUpwf58+VWKx2amgCcN8xB8WJdRBQBwb8BoBdksg1OUZK6blm7FemGxOzjHSft5v0PDO/vtKSIzl/cij1EADLTi3n1fqv0sy/MT92+gG10hXJ4slfcYepEeCGp1aFyWpn1T/x1Ax0p4qf7uqCguTj5FpzkJCc/bXZbXCTu2LSlfNYUg2pBLoGlvw8mmvzmgnCPVai4FK3bl1+/PFHzp07hyRJ4phjoVSk5pgwW+24uSidSSwVchn+7o7d73bJTqohFYVMUei0RYABjw/AarfipfGicUBj0nJMJGSlYiKJoKfH4a/Sojn8q2OkA3hqVSx+qTmrDiTwv6eq4HNltHEqMZuUHEda/xV/xzPo6Zao5Wpsko2nyz1JXs5lAg6vQhG3C6nzR5h9/Fk54gnO6I/jq/Eict0x1h1ORC6DnW89czW4/LucoKA6vNdkDMezL/Jqo2G4qm7+5p9qSOW59c+RlJfEU+WfYvpT0/FyKXnGZEG4HxQbXK4/3jifOOZYuFPphixyLQYUCjtnUlUo5Soq+7rirrn6R8s5/TmGbxmOt8abeW0+wT8zAfxrgdYRaHy1voxtOtaZ/fjPc0n8nvgjv5z6EaVMybpOSyhfrjEmhZYTFzNJzTHRrLIPLav6IpdfnXyvE+zB4+U8uKQ3EN44AH+FhQ1df0GymVHZQW7KQrHdkfrIcvAnElsO4bj+GOXdynMw8V+yTY7d/nYJcs1Gss02R4qXpoPwWtydPjU6Yn/2PeSuV/fZGCwG9GY9cpkcLxevq7f+AIvdQtKVRJcn0k9gsV3NGi0ID4pig8uNjjfOJ4KLkM9iszhvTV3/Znktq83KiYwTLDy8kK5VuyJHTgX3yny3LYeXn6riDC42u42FhxdyKfcSl3Iv8W98LM9umwOdPoRqVxORXptW38tNwaW8C452JCtZchnlmw7mdIqF8M8d58WM7VCT156pXqBPAe4aFr/cHLvdSpLpLBdMdoKUOiSbhXf+/ZwZT4wFjScY9WQ0HUCvtX0w2Uy0KteKkU1G0joskKp/aKlTXs32S+vopmvnCC6+1WHoTpDJCgQWgKNpr9YiFgAAIABJREFURxkSPQSVXMWysGVU9azqfOz/2Tvv8Cqq9I9/5vabe3PTG0koCb2GTui9hV5ELBRFQECaDXtB1LWBiqs0BVRsCIKAdOlNeodQQgLp7fZ+z++PYYOuwrr7g911vZ/n4eFm7sw5w0yYd8457/v9hmpCebbls/yQ9QOTG08OjlqC/CEJFlEGuS1kW7MZvnY4Qgg+6/0ZtSJr/Woff0BQ7Czl4c0PU+4u58ecH/mm7zeoFSrua1UFq9NXsa9AMK7ROPqk9mHJySXUjqgF1jywF9/0HBJCw3iy+dPolDpqR9YmwZiIV6lDpw7w6sD6zN6USaHFRcDvQ1mSCSeXQ8NhEFmdaKOWq9YiJm2dhM1j48OuH1IrohYvt5tFQEj4Ht6Nwl6CX2PA7Zen0MrcZZjdZlLDo6macph1OT9ytvQsA2v1xOqxUuIsQaVQEa4Nv+HY4raCQs2W7C34hR+/38/xwuO/Ci4DawykV7VeGNSGO5e6HCTIHeR3W9Vt27aNzMxM3G53xbZJkybdkZMK8sdj17VdFVLtW7O3/iq4eP1+jueYQeki3hBPubuccG04JpSEeV2UGaIxaNVQng2Xd3KlSnPuXz8KpULJp70+JaHwAnR54Rejlr8nVKcmVJfIrLazUClUKCUlR3PKGffpIapFG/hsTAsiDRqUzlJY1A08Njj4MUzYD6FxnCw+SamrFIDVF1cztcnUX2h/OfRRuBz5zOk0h2052xhcYzBvH3ybt9u9zj1JnWkYWRe9NhQhBIcLDjNp6yQkJJb2WkpabBrYCmDdE6CP4J7209ibtxeDykDrxNa/+rdolJqbjv6CBPkj8LuCy/PPP4/L5WL//v0MHTqUDRs20KBBgzt9bkH+QHSt0pUvz36JT/jok9IHAL8/gNXtwuIrIbMskwR9LcLU0bzb8QMO5Z2iQWwNUGixW4sIDbOh9Xrh87uw9n2HtZfXY/XK0u87ru6kVVQ/srz1aSKMlBVYOVdgoXnVCCIMql88hH3+AOUOKLHZiTVqmbM5k0Krm0KrG6vLR614E35LKcq/qREr1XB9+aVxbGOSQpOwuC1kpGSw9PRSHmnyCA6vgyxzFpH6SOYfn0+j2EaMbTCWKT9OYUBqXwwHFqE+sIAqI1Zwz9ap9E7pXWGgJhCcLzsvB5cT38Lp7wBITmxa4Uj590Ka/2+sBXBlNyQ0grBkWf4mSJB/M78ruBw5coTvv/+evn37MmnSJEaPHs1DDz10p88tyB+IRGMin/aWBSSjdFF4fH6O5pQTanAyYuMgXH4X7RLb8WTzGWw97qVJtZq88dMsLlsu82LLN5FKJRIMVsLbTWe5+Qzpiel8ee5LVAoVbSq14+4PfqLI5mbz9A70encnvoCgV/14nulThbjQMFQKWY7F6wmh57u7sDh9PN+nDgMaxbP9fBExoVqSI+VMrU1FR2h239doLu1AX7c/akMsxVY3eWUaFnVfRJY5i6Wnl9Krai/cPjdnS8+y+uJqtEotay+vZe3ltbzZ/k3md5uPLnsvhl3TQAhCrh1mTuc5CCGICYkhszyTtJg0hsa3lkdktXrB7tmU9J2DJ64uekn5q+r9/zf2Elg+Cq7sAXUIPHIYTAm3t48gQX4Hv6vMXqeTU0P1ej0FBQWoVCqKior+wVFB/mxE66OJ1kcjSRLlDi8Tlx3B5fPg8svV8MXOYqweC13qGXGJEnbm7uSq7Sqfn59Pid2BXaEmM646Edfl7md3nM3nGZ+TWypRZHMjSeDxBfBdVz0uc3g4X3aBMpeZYmcxd6+9mzxbMZbrazffHr5G06oG1k9vxqqJrYgNlQsmcx0FDN39JFPsp/jJVUSpw8OEZYdYuP0cWpuTVGMlnmr+JGXuMt49/C4Or4O4kDgSjYkADKyWQYuwGkRrIzBG14bQBIiqjj+lEw9ueJAZO2cAMKvtLEYmd0Na1B3ebQg5+ygZv5PJF5bRfVU/Fp1cdPuNuYT/ungl4HPKPwcJ8h/gd41cOnbsiMViYcyYMQwePBiQnSODBPk5hRYXVrePcL0ajUpB97qx7Dhr44WWr3GoaDcPNXiIHVd3sPHKRsY3ephB1Qex4sIKWsd3pn5CFCXeC4xcPxKA8Q3HkxyaTLY1m1BlPM9k1CKv3E14iJI5dzdk78UShqdH8MrBR3mp5RzCtKFYPVYuWk4wtVsK+y9aeDajJs/un86RokOkJ6Qzs81MtmZvpWlcU5JCk3D6nNSNqovHK7ha6uTdjGpELUwHn4tASidMaf0pcpRQRd+Mc9YEeqRF0i+xA1EXfkTx3UR5DahSExi7DW/AzzMH38DisWDxWLB77bLEf/lRsFyTL9Dxr3FVa1tRoPn9xe8ZUXfE7XWmNMTA3ctg12yo2x9u98goSJDfyS2Dy/Hjx0lISGDixIkAOBwOatasSUpKCqNGjbplw263m3vvvRePx4Pf76dHjx5MnjyZnJwcpk+fTnl5OfXq1eONN95Ao9Hg8Xh44oknOHXqFOHh4cyePZukJFnVdd68eSxfvhyFQsGzzz5Lu3btANixYwezZs0iEAgwdOhQxo4dC3DTPoLcOQotLvp/sJs8s4u3h9WiVrKbjo0LqReVhoZatIhtjZdy3j70NgBP7ZzBst5fM7r+Q2w4biZX58arsVW0Z/PaqBNZB4PGgEJS0KlaBBqFhjmH59A0riktQop5dv/H9EsZjMutpMzi5t469/LXk2+xqNsSRrdIxoeFkyXyg7x71e7M3DeT7Ve3o5AUrB34A4cuCsx2NQkmNfNGNEWvKJUVhQGFs4xkYwLTkwfS7/29lDu8LNiRw/6JtVCsky24WT5KTjUOjUPhKOHVtMnsS2zLmtw9N/TQIlIgqTmUXIC20whRh9AnpQ9bs7cyIW0CBrXh9t4ISYKoVOj7HgT1/4L8JxG3YMCAAaKsrEwIIcSBAwdEmzZtxPr168Xs2bPFI488cqtDRSAQEDabTQghhMfjEUOGDBFHjhwRkydPFmvWrBFCCPHcc8+Jzz//XAghxGeffSaee+45IYQQa9asEVOmTBFCCJGZmSn69u0r3G63yM7OFl26dBE+n0/4fD7RpUsXkZ2dLdxut+jbt6/IzMwUQoib9nErBg4c+A/3CXJzskvsotqMNeLjnZfE2ZJMUX9xfVF/cX3x5oE3hdvrESU2i7hWbhWHr10WHx7+RDy4foz47MBp8era02LRzoui2OoSBfYC8cmJT8QbB94QZwuviWM5pcLudv2yH0u2GLZ6mDhffFnsvHhRvPbDEZH69FqRW2oRvszNwmvJEx6fRwghhMvrEudKzokvznwhCu2FYn/ufnG25Ky4WHZR5FiuiQeX7BX1n18v8s1OsTNnp9h9cZOwnVgu/OseFwFrvnB4HSLf7BT1n18vqjy5RjR8cYPwlOcK8XZtIV4wCfHpECHsJUI4yoRY/4wQL5hE4OtRwmPJqzhfm8smvOU5wleWJRz2YiGEEIX2QnGq+JTYmLVRlDhK/vmLbS0UYs8HQpxdK4Sj9F+/aUGC3AZu9uy85auN3+8nPFweVq9bt45hw4bRo0cPpk6dypUrV24ZtCRJwmCQ38p8Ph8+nw9Jkti3bx89evQAYODAgWzZsgWArVu3MnDgQAB69OjB3r17EUKwZcsWMjIy0Gg0JCcnU6VKFY4fP87x48epUqUKycnJaDQaMjIy2LJlC0KIm/YR5M4RqlMx//6muP1+bC4vjWIaYdKYqBVZC6ffgc3j5575PzHwvVNoHe2Z3nAWczfn0rd+NMOiLhAuypi8dTKt47tSkNWNIXNPMHz+foqtPt7bkkluuZzmnByazPtd3kcSel5bc42Ptl0jXK9GWZ6F8rNBKNdMQ+2RJfq1Ki01I2tyd+27UUgKlp1dRpmrjGFrhjFo9QDGdAol0qBBIEg2JfNx5pc8UbAVb/ojSDveRr9/ATFKO99OaM0jnavzzfhWLL3yA7n3LMP6wHr8A+bKWmc+NxyYB4B0agXq6w6TVo+Vq/ardF1/H2mr+jByy8OUukrZcXUHw9YMY/q26ay5tOafu9B+L2x/HTY8BV8Mh7Ks23YPK/A4wFl++9sN8qfilsElEAjg88mLo3v37qVVq1YV3/n9/3ih0O/3079/f1q3bk3r1q1JTk7GZDKhUsmzcfHx8RQUyDIXBQUFJCTIWS0qlYrQ0FDKysooKCggPv6GaVNcXBwFBQU33V5WVnbTPoLcOcJDNDRIDCcl2siVfCP9Yl/mm77fsj9vPy/tfQmnWyKrxAHAisO5mHRGVo6uS7w/jwJdKsUuJTXDa1JoL2X7+WKsbh8RBg2ZhTbe2XSecZ8eouS6/leYNozVWZ/zypBEFoxM47sJLYneNAUAyZwDgZ/JpTjLEBc243KU4PF72Je3D5ffhdPn5GjxXhaMaEosZirvW8S8+K682fJ5NLtmy8Fi03Mo8o9TMy6UR7vXIszoZM6R2fTZ9CCPnv2EcuX1WWWVFlqOlz/XHwwqOQHG5XPh8DkqlAvy7fn4hZ8o/Q2XyEh9JOXu/8+DXPrHu/wz2Ith03Pw9f1Qevn2th3kT8Ut11wyMjK47777iIiIQKfT0axZMwCuXLmC0Wi81aEAKJVKVq1ahcViYeLEiVy6dOn2nHWQ/yweu/zGXHgGqnWocHgMN6ixuX1M//o4jZLCkIzFrLoo2xmPqTuN9jWjOZpTziOdq6NTKVA47Lz+k4evD+cQZ9KyZMx4Xj/0DF+Ne4czuQ4aJUcw7tNDAKh+pgWmUWoYVW8Um7I30aJSC/LLfiI87W6M4UmITs8g/UxqJVB6GcVngwkZPJ/KxkQ6JndkQ9YGJEmid2p3DJIVadubSKZKKC3XCPF75eyv6/h1ESiEQJIkVAoV99W5j+5Vu5NlzqLIWYSEJKsWt5sO6RPlupmQKEqcJeTZ8yhxljCrzSw2Z2/mgfoPEKGJoHFsYxb3XIzda6fIUcTwtcP5tOenROujQIhbr5Uo1dBxBkTXhIgqEFH19t1XkNeGfloof974DAxaGFRaDvIvccvg8vDDD5Oenk5RURFt2rSp8HMJBAI899xzv7sTk8lEy5YtOXr0KBaLBZ/Ph0qlIj8/n7g42RY2Li6OvLw84uPj8fl8WK1WIiIiiIuLIz8/v6KtgoKCimN+a3tERMRN+wjyz3FTvTBHKcxrBwE/NLoH+rwN6hC0qhsyJQ6Pn9TwFCQkBIJrjvM836cFl4sdrD2eR06pg8Fp8fyUfRWAAosblWTgsWaPo1SWkVEpgDMklr8Mbsj+y6VkNEggyiirGDu8DiweC1VNVQnXhhOV0BxfXGPs9Qej10f8whFSBOSRd8TqqYwftgSLNoKPe3yMX/hZmbmSLoltiWw5Fja/CD4PosFQvE1HIMXVx6mOYlWmgp4mDzGhWnwBH/fXvZ+3Dr7FpiubUEpKVg1YJQcX/Q3VZpvHxmv7X2Nz9mYmNJrA4JqDaZvYtqKmJUwZRo3wGjy/53l2XdvF0y2exuNzUlpwnMhTq6HlODDeUAb4FYYYeZ87gamSPBLzuSGpBQRVAoL8i/zDdJK0tDS6detGSMiNt5dq1apRr169Wx5XWlqKxSK7A7pcLvbs2UNqaiotW7Zkw4YNAKxcuZLOnWU5j86dO7Ny5UoANmzYQKtWrZAkic6dO7N27Vo8Hg85OTlkZWXRsGFDGjRoQFZWFjk5OXg8HtauXUvnzp2RJOmmfQT558iyZJGxIoOMFRlcNv9sisTvkQOLLoyilk/wwc5rHM0uw+l00r1uLJvGN+TrMbUBH6sHrGZFv29Ji6jH2XwrDy09yHdHr1FgcaFQKnh5QC3qVTIxsVMq2SUu9p/VohVRXJVicXp81E8M48G21TCFyPL7V61XMbvNDFg1gDEbx7Do5CL8ws/rP73BiM1juVB+AXHdp4WAD39EFTyDF+Jr/xhuUyXuWjsMi8fCI1sfYf6J+bx7/CPI2g3nN8ClHxGHlvLMobe4+/xCzumMLDtaXtHe3/7+m+ulX/grdMZ+TkAEMHvM+IWf94++j8Pr+FWxZIgqhKE1hzK1yVSOFB6hx8reTD/8NqWJaXBg/i8btBfJVfe+X/d12zHEweQjsiROkxGg/N0KUUGC/II79ptTWFjIjBkz8Pv9CCHo2bMnnTp1onr16kybNo05c+ZQp04dhg4dCsh1M48//jjdunUjLCyM2bNnA1CjRg169epF7969USqVPP/88yiV8hvy888/z5gxY/D7/QwePJgaNWoA8Pjjj/9mH0H+OXZe3VlRALktZ9sNvbCQKBjyCd4AvLPXSoJJhUry8+6PV5jeTEGNbdPwRtdEqt+H+36czJd9vkSff5xmVdoxrWsNLC4fXerGUe50UyPMxsLhdfjxop0ZK04QF6qlSz0TJe5yYlRGhMNDVEgYVo+VhScWcqH8As+0eoaUsBQyyzPJseZg89i4ZL7E2IZjsXlsuLwu9F47gRPfISp3wxLZmBWBUup6yhheczh6lb5CcqXYWUygTmOUkgJEAE9yU3LOL+F82Xn25P/IgpGjiJbK8Ze72ZvzIwsyv+avXf7Kp6c/pVFsIyK1kdjdPvRqZYWMv0lrYmabmSw8sZDm8c0J04b96tqqlCqaxTUjJTyF94+8D8ChoiO4G04EU+KNHW2F8PlQebrqni+hcps7m2Ks1oI6EUx3rosgfw4kUfGa9+dm0KBBrFix4j99Gv9VXLNdY+zGsQQIsKDbApJCk37xvdfnZ+baMzyYnsyAj/bzUMtYJhS/ApmbACi+7xsGHHyZpT2XYlDocXiMnLpmYfv5YmKMGvqnxVNTuobIPYotoTk5SgUni0/RMjGNhzY9RLmrnJX9V6JWaLhYfoFxm+WpoNaVWnNv7RGsubyKiY2mkGTLR2hD+fDSKprHNyfNWBm/x4ZCH8m1waNRGAxEL3gLv/kCJp8Pd6U0CvGRWZ5J7cjaVFKHoXSZQQSwqtQM3zwWf8DPgu4LSBAKlJ/0grIs7N1f5i1/AdaAh+eazUBXdJG9rqos2ZvNmHbVaFolAp36xtSguL5WcyvsXjsrM1fywdEPyKjWm0k17yZcH3XDcTN7P3x83doitQsMXQK6oMV4kP8ebvbsDI55g9yURGMiS3otAWRpl5/j8/so95QxsVM1Al4ffx1YlVqxevynm6PM3ARqPbrwKrzQ6gUkJAIKBSWuIqrH62lWuRpqPGiUXtgyF8WxL3CO28qojeNx+V00vtKYB+s/yKz9s8iz5RETEkOkPhK9So/T56RhdCOu5cdTyTOKEI8a5cc9QQS4b/wODJISzQctwe/B1fstwiaOwzz3IwzWPJRrHsNZfxBKpZq4au2JDYnF4XVgV0BoWBKSJBEKLOm5BCEEOpUOe+FpTNfTfQ2nV9O01UhCw6pA3lHKlQmMWXoIX0Cw52IxO5/odCO4+FxIjlJAAkO0vBAPlDpLcfvdSJJEvCEenVJHu6R21I+uT6gmFJ0xsSLbDJAX7cOS5Sr/pqNkvbAgQf4ABINLkFvy90EFAKeZq8587l4/EiEE2/quoNWFd5BWfo0YtozAw3twqXWct+cTrY9Go9QwdtMYsixZTGs8meFXz6I/vRr7AxuQXGYAAoAn4AHk+pAYfQx9U/oSoUnimu0yMfpovuu3gkh/ADUSVocTX0os0btflteAAMnnRrIWVPysy9mPwzAQVWIlJOEjf/invH5mCVXMxxnlbcql8gtU83jQnV5DoMkI/KHxOPxuIrThKLQGLB4LZpUKQ0onlHlH8Xd8ihZx9VBJELZyIp6us6kUrie71EFShF6eFrNd19wzZ8MnvUChgod+hJhaWNwW9uTu4YU9L5AWm8astrNQSkpG/jCSElcJKknF+sHr0f08uITGw0Nb5DUubRgog94uQf4YBINLkH8eZxmHc3Zi99qpZKiEFPAhnVoJAT/SF8MITD2JTvhpcuBjAsmtsNfK4NXGU5BQ8EX2JpyxddAfWIirJBNtxtsoKrfC5PXxUaf32JyzjZH1RnGxECqLeLJLvNRPqs6uq7voHVkf3Se9wGMnfNhncHoZtHoY3FZEXH30oQkQmkCgwVAUllx8nZ7CpAghonldPDoj7xx6ky3ZckFt2/iW1AutQsji1rKvy/Ev8Y3fxZ7Sk6SGVqZ6VB1MGhNeU2UyOz1OvDYCjSWPWIVadqUcNJ8YjZHl4+O4XGwnJcZAtGSDZXdDlTagMVxfgHfD5e0QUwur18rHJz/GE/BwxXIFb8CLWqUmSh9FiasEo8b4C2fNCozBbMcgfzyCwSXIP4/w0Tq2CanhqTSMbshJyyXqtH8Uw54P8DW8Cz+gXf0IXN6B4vJOjCkdafDtJBABnh+xCunIZ5DUHH1MbRSucoQhhhBDNOnrnyJdH47PsB9VtS7UTtBRZC9i37UTtE9qj/LM+htOlGfWEGg5HunMKiRjLCS3oMTnJLo0C0Xllriqd8WLhHH940hnv0fZ9WVSw1IB2Ro52lgJtaSS025NCfhq9UalVBOlDMEvKShxluAVXg7mHaBFRG3C986Do5/B1JPyFJdBHtHFqiHWdH2kUXKNwj5vsq/kBI0S21Cp/Arqqz9Brd4AGFQGBlQfQJGziPZJ7TlWeIz0SunM6zqPY0XHqBNV5xcFlkGC/JEJBpcgtyQgApS5ylAr1Ji011OIDLHEuywsajUTyRhHmcfCl4YTpA9fTKWwVNZe+YHhpkpynntCQ6Sza2SLYkB9ejW0noRPPILK70IxrwP4PYiUTtDxSRAB7JFV+f7St+y8toPJaY9yJac6tcMUhFZpK2dSeWy4Wj9Cuc6AoulIIiUlec5iducfoGNsGkqNnsj1T6Ht/RbSOVleRbX1JfpPOUKtyFokGhMpdZt5+8Q7vPbgBoqEh/mnP6V7wUFqxzZm3JaHebH1izy67VFKXCXEhcTxZfoswmv2RKW7eRpViVbPI3uf5nTJafTHPuD7/t8Rh6qiZiVcF85dlbtRGvDQa1U/AiJARrUMnkt/ji5VutzJ2xgkyL+doGxqkFtysfwiD218iJf3vozDUUyxxc7hAi8FoXWJjK1PpCGWqpKWvtUyiI2sRb7fzsKzX1Dadipi6BLo9AyBGj3k9OXuryClDcch4N2zS5FEoEKqRXKbweuGT3pjtRcx9+j7HCs6xsz9zxMX4WfG8jOYVVG4Rm7EN+Egp70Weq3oRd9V/cnx2TBqTPSIb0Geo5jnzy4lv8crCBGAttNBF04gfTLZJef5+tzX6JQ6ntn9DNtzd7LTnMmUnTNYe3ktU3c/g83vIMuShT/gx+GT5WrsXjv+8Cr4qrWTF9RdFri+VvRzXEIgITGu4TjGNBiDkBS/KoZUll4h4PfQvYqcAWb2mAmIwB2+i0GC/PsJBpcgN8Xlc7H64mpSwlJ4sP5orE4/k744xqAP99H3/V2yfbCjkP22K6i0JhzCh0FtYFnGMtbk78NTuTVmQzSL8nZgeWA9AfNVpPfSCNk1hz6JnTlWfgFx9xeI5g8hBn8Me94DQOv3EKWTp4fqRdWjwOyjUrge/bW92BRGXt9RzLrLG/AFfDh8Ds6WniXM6yJi1SM0OPgZb7d4isv2Ei66LHhqZyDuW4FoMYZSyc+A6gPQq/UVD3e/8FckLYSoQwhRhaBSqPjq3Fcs6LaQITXu4q2287A5Q9BpDGArgFUTYPlosOT94npplVre7vg2l82XOVhwEL/wU+osrfje4XWww1/Kk3tfpHVCK95q/yYvpr94e/1cggT5LyE4LRbkt7Hkot37VybW7MbBeAUPbnyIN9vO42KR/DZfaHXj83ooLvWSHNYIi6+E6dumE6YN4+mWT5ORksHGC3aapoSwI3c3dyV1RLH/IwAUBz4ipc0UbAEv0rYXISwZcW4dtH8ccg8TdeYHvum5hHLLVWIia5BdquaexhpCj23FGdeULWcLeHP4IHbnbkev0pMe0xjFuicgaxcqwFanN0nxLZD8BhwGG6EiwMnyiyw4sYAnmz9JmauMEfVGMKTmEPwBP83imnG65DQ1I2pwrvQci3suJkIbid2hw1c4gFXXAjzRSwt+H5xdB2e+l6/RgfnQ9YWKS2bUGNmdtZuNVzYC8MnJT6gXVY8+qX1QK9TYfXYe2/0MvoCPE8Un2DxkI7GGWy/WewNe1Ar1bb+9QYLcaYLBJcivcZlh9SSkC1vw6kJZ7MrE6rXyxfmF/PXe53hv60UG1DVhOraQiIZDUGoCvHr0EzLLMwE4WHCQbontqRQOSoXEgjavosk7KSsGn/yWQIOh+CWJUK8HsvcB+5AUKmgwDCbsQ+GxEbN3HjpDFGeUSk6bz1Apohc0GYVRSKwYURMhBAu7LEDtdeD0OjFVTkdxehWotKgjq6NCQbQOdAXn4NsHaVCjB4vav8E92x4hx5rDy+kvc67sHHty91DqKuWV1jOJ9UvEhdXEolSyr/AwadFNGNc+Ga1SQbRRC0XnISwJrlfzUzn9F9dM53VSO7wGSkmJX/ipE1kHi8cC18uUlZKS2pG1OVl8kpTwFJS3CBpCCLIsWXx07CO6VulKekI6Rs0/FosNEuS/hWBwCfJLAn7wOqF2X7i0DX3+SQY2G8aB/AOcLz9Dgwgnf21wAd2lDajPrSaQNhDFpc10SO7A6ourubv23bRKaIWk0LAhbwkiV/Ckrqrs3tjzNUTbaZzylPLqjuksaf82osOTYM5BSp8E39wPHZ+CTS8gOjyJtVIDHl17N+Xuco4XneClls9gdJSgXzsZSaVD9HwdnOWI0DhEnX74UzohNCGct1/j2V2Ps6TDHHSFZ6DriyhWTcLY7lFyrDkAnCo5xQP1RxNviOdE8QnSQ6ug3TMHLm0jqtvLtE5sTN81Q7F6rLzb8R06hXWFo5+D2wpjtoBad0Omxe+VVaIPLyVZZ+KH/qtwCT9FzmJSw1NRXy+gjNRFMrfzXMrcZbLg5i0yw0pdpUzbNo2L5RdZd3kdGwZv+HULzTY2AAAgAElEQVRw8TrB6wBteLD+Jch/HcHgEuQGfj/kH4V1j0NqVxi/B5WkoI0hgg39VqI2X0X3w+PouryIKDmO7+6vsEsSJDamnVLD1oFr2JK7h7lH5jK89nDqR9enalhVhNcv2wd/PwXn4AUsLtnPyZKTFHgtJDvKoOXDsLS/LNC4Zy40ewApPJm4q0dY1fZtPs/dTuuYJhgsuUhKLSQ0ggZ3IS3oDB4bUqPhiM7PYi44waScVRwrOgaA2VFI9MZnYehiSOkEaj0j6o7A6rHSo2p3HtvxuJyt1fwptD+TmpfWz4B7vpBHHcDarPW0TeqAOm24XBiZuQFGrZPrXUB+wAd88NNCQoCQEyvgwY1US0j51SWO0kf9rnRjpUJJjD6Gi+UXK9aBfoGjFA4skM+l51+gUuOgyGSQ/yqCv41BACiwuLCW5FH9h4myT0v1rghHCcKShyO+NlcsV6hblouveldUujBsHZ7g/ePz+GLfY2zv/TXqTwcSMnI1XWxWOid0Ym/JObxqHfn2fMoDAeqP245JqeeqXcsgY0v6VRuASqGmrOUYIvx++eEcEgk9XoErexDOcpSZG4g8uoxJU05A1g6kJYNAkhCjfkBCkosfAYrPQ/5JDNW7MTEigRm7n6F+VD0ivG6IqEZZ5Ra4kpsRIMCYBmNwemyM2TyOlvEtqR5RHZ+zGGGqhBRRDcouQ7WO6PWRNIppRJGjiLENx8qjj8ga8PA+2afeEHPj4mmMcjbc346v3lke2fw/CNeG83q71zlRfILq4dWJ1Eb+cge3Bba9Kn/+bjyM/uHWMv1BgvybCQaXIJidXp5YfpzWSRoqxzdFYy+CKq2RFvdGAmLTJzHPoOAjazavtJ5J1OlVmOv1oZ6hEmu6LiJMqYWkFqgPLSVi51sAdBj1PQVhiQREgBxbDqWqCJ5dn8+6EwW0To1kWh8992waQ43w6rzWeiZRI9eAWg+bX4Izq5AiqsKIVZB/Asljhdwj8skKgaMkE1WtXmi6voSUtRPaTUdyWlBvfJrGnZ9jecuXUYdWIqzkMgUPrOF48XHiQ+L5y09/YUKjh6kZUYNG0Y0YXedeogKCkM0vIxWehkHzQR8JmhD0hnje7/w+fuEnQnvdq0WphNDfWIBXKCG0EoxaCz4n6CJujGr+H0Tpo+iY3PG3v1Tp5GBiK4Sk5nIxaJAg/0UEg0sQJAnUSonZO/NocvcUmrSbisJRVGGgq3RbebTdiyg8NhSoKK7RhYC9iIyLB1CtmEag9WQCzccgnfi6ok2t34/J50bSR/DKqSW0ie+GxSlbIrSuYeCvx2ZT7Cym2FlMvrOQEuEmAQ2hbgsioRE5fd/h8/PL6Np7JvWteeibjkZY8/BrjOTF1WTt2WVMSrsXZZ0+4HXiC4nC3HoykQWn0X02CBQqCqYeY+KWSZwrO0eENoK3OrzF1uytVA6twsTGE4l3lKMy58KlbfJIYFE3eOSwbJgFROgifnmhvC7ZhVNnqhCirEClgbBE/m0YYmHcTtnr3hB9W4JZkCC3k2BwCYJJp+a1QQ24eK2YBjEBLAEHSlMCuj7voCy7grPpSNTmbPQ/vk6galti6w3E7nOhOvo5AIp9H+Jp9iCqttNBF4bbGIvSEEPMX9twbcphDhceRpIkXr+rCz5RCZ1SQ3xuBgcLDhIXEkeoNoyMdX1INCbyfd95mK3XeOTATC6ZL/HVua9Z3+cbdF4v+Z2e5KtL3/PFtilMbzod75VdKJePBkmBP30Sn0ZGMrLGUCL0EeAy45dkvxYAi8eCXq1neJ3hjN4wmmRTMvNNTeUptW4vyzU29QdDeQ5Epf76IrnMcHIFHF4KHZ6ElA7ySOs/hUIhi1qGxv/nziFIkFsQDC5BAIgJ1REd7UKyFaKTlHhDE/DU6oVKUmHM2o27+CwX2k/hRMlp2igEIbpIRK0MpHNrCQyaj/rIUqQD8xGdnkFRfwjmgmOIUatRqnSs7L8Sr9/LhK3juGy+zIi6I2iV0Ir1g35A47Zh9nlY3HMxTp+TfSWnqBffBIPaAIBGqUGhMSJ9PRRj3X70qNqatskdMenCMbsd6GJqg9+D1Pg+XBdX4FWqsD+0BQWgVWh5q8NbfHXuK/ql9iNOHc6l8svkO/Jx+p04mjyO6cinssjkPd9A5kZZ4v63cNtgzVT587cPyCOc/2RwCRLkv5xgcAki4yxDOrQY9r4PofGoHtyMevdccJaA2kB564e5a+0wvAEvzfN307NKT/r1foPi9tMwaU2Y8k9Aj1eRCk6R4ynlkaNvEamL5PFmjzN201i+yPiiwip5+9XtpIankmxMIsSaz+vnP2N//n4GVR/Ic/UfQuVxMSf9JfZe3UnDuCYYAwE8lRoTunUWdWJq47/vW857yxl/YCaPdZ1Bw5hGhKDg0YjG+H0e9tqyef3A6/yl+QxqCBVPp02myGfjYuFRalZqwfBawyl2FZOnVJDZ80UaRNZBozVBg8HydNNvoVRDVHXZEbJSE1CocfvcWD1WdCpdsAYlSJC/Iyj/EgQA4SyDy9vkH6z58hqE5SpE1YCz3+NX6/EFfICstdU+oQUWpZI+Wx7C7LUhfC7Y8RYiqRnH8n4ix5rDsaJjnC87T7whHm/AS0a13kTqIuXsK4UatVKDN6YW58vOo1PqmJg6CNW89vB+GrE5h+h/7RxVywvwuMo5Ub8vRQ+so2DIQiwKJSEqIzPbzMQYUQ0VoJzfAfWyu9CsGEsdXTTftH6VUF0EYfkniVgxjiM5Oxi752lcAR8Ppz1MekI6E7ZMYFvxcdzqENBHyNL2N3OONMbCyDUwYR8M+QS31sie3D3cv/5+5h2fR7mr/N9yn4IE+aNwx4JLXl4e999/P7179yYjI4MlS2RHw/LyckaPHk337t0ZPXo0ZrMsACiE4JVXXqFbt2707duXU6dOVbS1cuVKunfvTvfu3Vm5cmXF9pMnT9K3b1+6devGK6+8wt8cm2/WR5DfxmEuRvI4oPPzEF0D0XQUbl0YuZ1m4EjtDA9upshZzNzO73N/rbt5p80s4u3lRPr9LOg2jwilHmnvXCi7jLR+Bp1im6CQFBjVRhrENKCaqRpRXi9PpU3myx6LidJGYXabOVF4nKiAYEP6q6ztsRSTJV+u3xACzq5BtJ2KPb4uKo8dfUgUi/N2YQm4MB1YRI7lEvesvYcRP4zA43XA9Ye7wnwN4fdi2voq1VRGCEvCP+BDnCotczvPJUZSE5H9E13CavJF788ZWW8UFmcJZWWX5Kmvm2ErgvUz4IcnwefC6rHyyv5XuGq9yuJTi7F77f+muxUkyB+DOxZclEolM2bMYN26dXz11VcsW7aMCxcuMH/+fNLT09m4cSPp6enMnz8fgB07dpCVlcXGjRuZOXMmL774IiAHirlz5/L111/zzTffMHfu3Ipg8eKLLzJz5kw2btxIVlYWO3bsALhpH38qfG4oOgeHloAl95a7Fjv8BIoz5XTWoUuxtptOkbME4bVj1ZvAkktdbTRpxso8UaUfiZtnwYJOKM9vIMQvMKiNEF0TgEBqZy478ljScwkLuy8kCQ3v1B9LtLWAsIAftaQkVFKQHtuEVhE1UZ79Hv2ud4n95kG0cQ0QldPlyve205ECAUIyNxGiCqG60sijDcaSakiCxvdQN7IuE9MmMLjGYJT6SAJDFkPd/jiGLMIgqSBrFwpnOZRloYyowqj6o+iQ3AGNJRdWTyTS60LlKGXq9un0XDuUN49/iPl60eRvEbiyE05/Jxt/7XwbrVJDm0ptAKhqqopWpaXMVcaGrA3subYHs/sOvtDYCmDjc/K9dZT+4/1vhvmq3EbJRbmANkiQ28gdCy6xsbHUq1cPAKPRSEpKCgUFBWzZsoUBAwYAMGDAADZv3gxQsV2SJNLS0rBYLBQWFrJr1y7atGlDeHg4YWFhtGnThp07d1JYWIjNZiMtLQ1JkhgwYABbtmz5RVt/38efCkcJzO8A30+GL++5YbL1G4SEGiit1pbciEaUB3SYtr9JssdBYvElYgJA5kbUH7Yh5MgXCLUOTq0AEUDaO5faxiQ86hDE0MUweh2+jk9xxZxDnNdDJVQY/D4UH7aBzwbBiW+ICECcIZ6Fp5agUevJSWrKhW7PYUufiOR3ITUcBt1fgYtb4dS3KNZMQ3F2DZq8YyjWP4nwufD4vZgCAYzqUCamTcSuUFBWtQ3uPrPRGRMwHf8a0X8uAolA/cF4rtseA7IuWMvxsONN3G5rRTX/lqs78Pzm1YFiRzG2sCTZshigWntCtSamNZ3GuoHr+KTnJ0Tro1l1YRWPbX+McZvHcabkzG25jb/C64LN17Pbvp8sZ7v9K9gKYUlfuY0FncBRdHvPM8ifnn/LmsvVq1c5c+YMjRo1oqSkhNhYedE0JiaGkpISAAoKCoiPv5FWGR8fT0FBwa+2x8XF/eb2v+0P3LSPPxVCVHjJ4/PIQot/RyAgKLV78Ek2Lpe4GPnJMab+UERx06mg1MDxr1G4zLDrHXCVo9rxF3xKPSKphdxA4/tRuMrx+RyYNXqKEbgVSvq7PCQs6EbEivFguXaj78LTSBo9QgR4vtEE1NvfJHn5OGKKLuBJ7Qhuu5yRtXw05B+HwPXjUjvDiocgti7Kba+j/6AFqi/vZVhSJzx+Dy/tfYmOyzuz9MK3uA/Oh/IcpKsHcYXG8ejhN1l6eumNNZHwylCjB3id6PNPMqLmMCJ1kUxvMoUQ1W9nf625tIa3Ly6neNxWHBP2QmoXAgGB0eMlUSiIFrKuV9voRsxsPI1qYdVw+py3607+Eq8DtD+T6L+eVfdPI4TcFoDPJf8cJMht5I5ni9ntdiZPnszTTz+N0fjLjBpJkpButoB6m/h39PFfiT4CxmyTZUj8bvmNHeSiu5KLlIWEYVNqKLSAQR/g4x0lZBbayCy0caVjNaLL9sCFzVB3AKJGD6TMDYhavfEpdSiHfoJkyYWLW5Hmd8Tw4EZcIZFkGaMJ89oJPblC7iv3MESmyCMFSy60noIoy8GkEGi1YSj0kTDwQ8KUGryBgJyJdfcyyD8Bje8HrxNhKwJDDJI2FKJrwK7ZctvmbEolwVXbNZ5t9Swz985ke84O+rV7jVK3Fa0uguUXV5FZlsnmK5vpVqUb4bpw0F//M+BDwvcvYHyjoYyq/wAGXTgh6pDfvJTN4pvxY86PDN/xGG90eIM0nQlXeQG67x5AcWU3ou10pGajSd0xh+q2fHr0fQ+P6Q7Vn4gA1BsgX4uwRDD8i7bIhmgY8T0cXizX94RE/MNDggT5Z7ijwcXr9TJ58mT69u1L9+6yOVNUVBSFhYXExsZSWFhIZKSsmRQXF0d+fn7Fsfn5+cTFxREXF8eBAwcqthcUFNCiRYub7n+rPv5UaELAGA0ftgZnGTR7QC4WzD+O5dpPvCdKsQbcjKg7ggRjFXrWVfLDyXyMWhWVDAGEsTmSUgMbnoYH1iN6vcFli8Dn8WC3nqHxBrmtv71Fn7ZeYdyOx+ia3JlZXZ5DsfwBRHQdAk4vUuUOKNzFBHQmFCo9TlsuWm0YxNWTq+IlCdXItfiTW+IKeDAktYCv7gN7IdKAD3FqQ9GO343PXoS6+0ykrTMpG/IxT+15ngP5B0gKTWJOxzlISLxzdC7rLq+jUUwjZjd/irsM1VhpPoP+70cl4ZWhx0xCgX9k1VVXHc4n0e2haRvQmhDmXPxuF4oruwGQsnZAQiOk098BoN/5Dvr+H9zmG3odQ7QcYISQa3Juljr9j1AoIaYm9Hj19p7f/xjlDg+ZhTYCAUGt+FDCQzS3tX2310+Zw0NAQLheTYj2f6c65I5NiwkheOaZZ0hJSWH06NEV2zt37sx338n/Cb/77ju6dOnyi+1CCI4ePUpoaCixsbG0bduWXbt2YTabMZvN7Nq1i7Zt2xIbG4vRaOTo0aMIIX6zrb/v40+DvRhRdgUR8MkPEYBrh8DjBGsB7phaXLHn0S+1H+M3jcdrvkIn+zp2TajNlkeaEW45j00ViX/ST/jHbqNUreWaUkGhJJFjzeGbqz/iuftzxIAP4d7leHKPsPTiSlx+F2uy1nFWG4JrxAbslcdxcfD9FK46jLdaT9wBPxaFgplnlvDGqYWIYtn/BSHw5x/n2WNzef/8l5R7LJCzD0ovwdaZbMnayPifZpFviuVwVGXE8K/wRFbjbOlZAK5ar2JQG9CpdGzN3grAsaJj+N1WIj+/i1FVM4hGjd9yDYflGmWust9/LW1FKJYNQ7F2OooFnVCYs1G815AQtQJv3YGg1CAaDJNFK+Mbwsjvoe20G6KadwJjLFRJl2VqgkrId5SDWWUM/Wgvw+bvY/eFm69b/qtkldjp8OY22r3xI6fybp5Q8kfkjv1mHjp0iFWrVlGzZk369+8PwPTp0xk7dixTp05l+fLlVKpUiTlz5gDQoUMHtm/fTrdu3dDr9bz6qvxGFR4ezoQJExgyZAgAEydOJDw8HIAXXniBp556CpfLRfv27Wnfvj3ATfv4U+AoRayZhnRmNaJyOmL4V0gbnoauL4E2FJHaEUPJRV5r8wpC+Pm0y0dIRecxbXkCE0DtPli7vYlbK/HOsSXEhsTi8DlYfGoxVU1V+ajrfKINw+i1cTQ9qnRlsqkt3pAI7nLVxu61o1PpiDDE02b2MbaOaYhx0Xs4dEr+cvQ1nqt5D+Env2VcjcFctuRA1UaQewgUKvy1erFl3V04fU5G1blfLlgsvYSt8X1szt9NZnkmOklFbVMVhDkPA/CXdq/z0fF59Evtx+mS0xwvOs7kxpNZdHIR/av2Qp93HAClpCBwYB7K7a+jqZVBdpsJKGLrE6b9PXpcgRtrEwHv9b99iMvb8XZ/A6nHaygUSqTiczD8C/i4J5hz5KSE5mOCVfx/cAqtrorPeWbXLfb81/gpqwy3T15b3Hq2kOZV/3dmWe5YcGnWrBnnzp37ze/+VvPycyRJ4oUXXviNvWHIkCEVweXnNGjQgDVr1vxqe0RExG/28afA70U6/wMAUvZebJoYdH3eRwqNpcQtgTDgDa/EsLV34fA6+LjjeyRWTpf9QMw5iLZTUSu8XHGUYNQY6VG1B1N+nAJAliWLgPBj91jxCz+fnl2Gy++ldmRtBia2o1V4cwiJwusTuH2CCwE3Dx0ahzfgJS4kDn9CHoofZ5Ea8g6mpMZIX4+Uq+JFAIfXQfXw6qSGpaI250DP1wmEJXMt4MBbvItPO8whxu9Dclkxx9SgxGvFpAnj0WaPUjW0KltythCqDaVXtV70SumFzu/DuPev0Pdd8DpQ7P0AhEB1dg2mdlPw+r2/73oaYuG+b+HgJ4javZEubYNqHbBUaYnOYET1t3Wa0FgoOisHFpAz6tLuCQaXPzg96sVztcyJ1x9gYOPbL0zatU4c3x66itsX4N6WlW97+/9JgmPq/zU0IQS6vYJi19s4G9xLllWAyY/OpmToRzuok2Di3k5FFXUYq7I3Ub/hBOj3PmhNcHAR5np9GbllPJ6AB4/fw9QmU3ll/ysMTh1Ios9L4rXTrGr3Dpd9VhqYqiG57UgHFiJdl9vX3LeCzY80p9jl4r2O77I2ax3j6o4iKnML1M5ArQ4hSkiI9IlI217F33A4IdpQlib2RTJE4zKlkqkuIVqhILUoh7f0ddB63Ejzm1A29BOW5m7hdOlZpjSZQi11DGpbAYPj2+BU67D5XYTpItH6zbKC8fGvwJqPaP4A0q45+Kt3RaEOQf/zh77LIgtTKpSy5P7PvVgCfjkjK30SNrWOK3goT6pHii6MyL9PAAiJlh08rx28PlI03em7HeQOE2XU8lj3WgAoFLc/MSg+TMeiUc0ICGQr7f8hgsHlfw2FCl/9u1DWykClUBCjAKUyli/25lPm8HIsp5w3YppQObQyVo+Vu2sPR5WzD3d8A6zCi06lAQEKSUHfKt15sEpvjCExLOv1KdEBUCzqDpZrhOkjaHTft0jHvkDUGwQxtStOwSsCaHVeamnViHIdrYhB5Q9A9n6o3hUpqjq6+R0RU46RW6khoWFJ6A8sQrX9LwBoR6zFqUthQ9EO+lXpiJp0Aj8tRKHUUhASxsL9HwMgELwdmoZ2/VNQfwj6JiPwRlSmSBSRZEyE9IlykWBqV6TIqgSaj8UnSZj0f5cZlr0Hlg2T06/H7/zFvwV7IXzQEtwWQnu9QWraPXgRmH4rcBiiof/7cgGrPuLXsvxB/pDciaDycyIN/1tB5W8EtcX+l7AXw+YX0ZRdRLHxadSLM4gsy8HqsdC/aRSP96zK472TMUgaPu0wh/md3+fbzBWUVW3DdvM57t06kQ91EmpnOd/0+pTnqg8jdmE3Qt5thLE0S+7Dd33e2edG0hjBVoi07XWIrk5g7HacA+eRYwjn1YN/wVV+CUkdgrfOEPhuglzhvmaaPFXU5XlQqAjRR6FT6lB6b9SFqJzFxCsDlLnKUOujUKsNeBsMhlYTCQ+rjFYp/2esG1Eb7d+SArL3INmL8JZeYMaOGRS7SuQ06G4vyVlpfi8KhRKtMf7XKceZ14ts/R7IPXZju9sur7e0eEh2nszcgF5wI7AEAv/X3nmHR1Vtffg909I7SYAQqii9KTUUDQSEEGoQsVBsqAgilmu5il7rZxcRBAsiKAoKqHQhtAChSK8CUkJJQkJ6mbq/PxYEEOQiBsHc/T5PHiZnzsw5ezKcdVb7LWlqPBufEDBZxcBoNNc4xQ43WQV2HK6yV2jQnss/ELfHTbGrGB+LD2aTGZzFEtZxFFEYXBVvLz/MkfXB5os16RXWN+1JqiOXu5v2o6jwBEG7Z2PaOJmgto8xqHYiJa5iXl//JpnFmXz56zf0r3cHOEvwOrgaMMjt8h/s/uG4rT4EDp4Lm76ChomYMCBzL7R5BOOnR6F6O7Ka9Ofbg3PILMlG+YRgNVkp9NiwBVXFfOyUTL3ZBvV6gWEhKPcguN0Yze8T6XvfMKhwHcE26H19b6w5h8FRjMk3BI9vKKFrxjMn4XtOOvKpaA7CkjtVPI32T8KeeRhthpFelI7b42Zv9l4ifCIIStsOU3pKmOqBZVKGfDYxI+D4JvAKglo3y7aiLFj1gQwSi3sZGt0uM1S8TvVqleTCnvmwey7EPgcVbgDDoCj3MNmOfJzKQ6g7ksDLLRXWaK4wuUUOvt1whNmbjvJklxtoXSsMb6u5zN5fey7/BIqy4deFsHUG9sIs1qat5fHlj5N8LJniwkxY8h/44WGU8rC72k0YzmI4tArCrsN589PsyP2NL3ZOxm2yUM27AqZ5T0DaNsyzH6KoKIMtmdtpf0onq1ZwLbLteTy5+gVU/V7k9vqInVENSXUVsC/vAKsdmTzhVcSrB2bhsvlC4wEymvj4Fow1Y6lk8sbldvFazKsUGAp7xk6C1r2P6dbXUHd9L8rCi56DH4eDx4Gx/G05309icftXxV7hFrKTtmI4LVQoLoAt34C7BK+SHEwL/oUt5WMqftSGAJcdVZQGTe5E3TkDT9h1ONo/yaLMLczs8D6h22YSUpjN+uNrUJumgtspBuPoRgBcHhfphensytpFrk8QDPgWEj8TZWSA4lwxLse3wIJ/SWOnV9AZ1WSXHRaPhl0/wozBUHgCnCUcLkyj2/w7SJh/Bynp66/Cl0WjuTQKHG5em7eLncfzGDV9M3nFl1jkcolo4/JPIG0LfH0bzH6QPFchjyx5hNXHVjMyaST5Hgc0HoCKGYXz5H68ncWYZg2FAysg6RWUXzizDswlpnIMG09sxmEyQUQ9ANxRN3GkKI2J2z7hkXpDmBc/nQkdx7H2+Fqea/UcBT4hFFePYc6BeQxeMJiJWydSJSCanw/9zHf7Z5NrMuGo0R5PtTaiAND+SUxWb/7deBgOZz7BmPAyWzEa98fIP44RUR+m9JahXNXbgWGGmOFQlAltR+IJqs9v3XuS9tLLpI1+CWPbXDwN+sKCZ2SM76lciDuqGXty9lNkeDA8xRj5x3GYvZh4ZAkJVW4mYGoi1gVPU2FqP+r5RKJaPXjKI7oeoluAUuQ78un1Qy9um3MbH/zyAYU2HwlpncbmK/0kIDPqi7LEsLidkLELNk6B276E6u3h1v+T4gF7HoeK0vGckrvZnLn9sv7cufZcjhYcLZ2iqdFcCWxmE9XDJER8U7VQrJayNQc6LPZP4HRcv/UwPIZBdEA0v+X+RiX/SphP7IIpfaHPJ5irtqU2bjwR9TFl7gXfUEw2f77t/g12l4PU/FRyPU7C75yBKskjx2zi+y1jebfDO2zI2sH6jF8YVHcQP+3/CZOrmDo1Q7FbLSw4sACANcfXYBgG4T7hDKo3ELvHwdHikxTdcAuNW9yH9665GJO6YrQaRnS9XhiLX4TWD8OUXtIbcl8S3LcYw+qLKsrC2L8Yfhwha+s9EWw+pXpinhI7VGuHw2zD1vcTTI4iPImfUaI8HHBk88Ov03nRux+GVwik74IKtUlJSyGuQiNuOJ3vcDsI9QrB7V8R00Or4dQ8GtZOJDCsJnfU7MHEPV+zK3sXDrejdPolICXID6wQKX+3U5L1fhUg/zh82lGMSWAUDJkPc5+AfYugeltu6fMJ3WvEk+vIY1D9wX/6T13sLObrXV8zbss4ovyjmNJ1CuG+4ZfxpdFoLk54gBczHmxNfomLIB8rIWWsPqCNyz+B6OaQMAYi6mK2+DC241hS81KpHRBN2OSeoBTGrp8w56djDopCtX0M1ekllHLhNgwqeoWRacqjZnBNCg1F8KavsTVKxH/NR7wa3pBcw+Cp5GcAOJh3iNdiXqLWvpV4T2yPq8cHPNhoKJ/vmMT9De4lQJkYGzuGpNRlLDicRLb9JF/smMzcTp9SdclLcr6LnsOo0w0jNQXqxounVDcBY9nr0v8RUgNjyHwZSnYK5SzEGeBP1KcTKFy/gdABt3PIdAI/Lx/CfMIx/TIJ0/wncd/yLOGNb2d0i6cJdXtg4bM4g6tSXKMN99QfQq7FCzqwICsAACAASURBVDVkPmz5GlW/L1b/SpitXpBXCJ/Eigdz53TMHjcPR9Rld8ERHrvpMYK9pDEXl128FEeBlBZH1L3438Zkhv2nCgIOJmPD4N+tn0cpdVnTKYvcRSw+LO93tOAoha5CwtHGRXNlCA/wJvy/6R9dJjos9k/ANwzq94agKMIKTxLmdFDXK5xwZchzgVFw0z2o3FQ4+RtGQRrG9LsxfXgjtqRX8PK4eXz549w+93am/Tqd3Lq3wq6f8MrYSdChFGwmCxZD7jOCbcFEeUfgu/xNKM7Gf/pgBlSP58eE7wix+rM7cxsWj4fPt39O4/BG9LuuL1UDqpLjLJRZLAA1b5GkfYd/QXA1qN0J1w1dpeQXIPsA5B1FNbkL1WIoqvVw1A3d8TJ7CKhTiUoDOuO0lTDp1xl8teNLch25cP2tUKkJAdtnYi0+yc60DRjT+sPuOVhTxuEqzub60BtoHNEEI/wGjE4vURRWk5POPIqdxbB/qRiCPhNh0b9hxduYirN5r/VL1AqqdUbctCADPmwGY5vDpinitZzzt6gA9y2BjqNh8FzwCpZu/IBKEPs8WH3xs/pd9tjjQGsgT9z0BJG+kcTXiCfQpntlNP9MtOfyD0AVZmIc2wS7fsLYOBnfGh3w7veFCEe2fxKCq8PJ/VL1NP8puK4TnJB5Isav8zHf/HTp/PplqcsYfH1/qNpawm1BUQSt+4zvuk5hb+4hbqrYHD/lgboJsGUaqkpzfO15fHp4Hp/t+AKAKV2nMK/3fKauPkGbKgaTOk1EKTeuxM8wO4owLN4YSa9CUBXw8seVtp11UQ1omfAB5sUvQe3OqJI8jL0/g7NQynzdDkwft5EqrFv/D7+6Pfi3tQpeR9bjqp1LkeGHLeEjLAXHMDuKcSiFq1obLBm7wD8Su9mCzWQjz5GHq8SFxWThg40fsPzIcp5q/hSd6nbDJ2MnbJsuVV6AUaU5tvp9JBnvEyo6XXnHpPoO4NBqkXA5u1/FbJWQWdXWoNxSQdZskCgL2/zOlcO/DKxmK80im/FN/DfYzLYL99NoNP8AtHG5xskqzMDLWYy/YaaoTjz2do9zzJnDN5ve47baidQrKsBsz4PIBhjKBJ1eQuUchqHJGPOeoLhhIg6zjV7X9WLNsTUMazIML7M3Ho8bU4O+MKEtPs5iap34lZq3vkFecRZfHP6ZwR3/ja3DUxgnfsWzYRIloWcuck63k34f7SA1uxh7q4q0qBzBsaJ07t88hlFNHqHR0vGw49Q46v5TcUTU4evffmStfzRDb/sSm8kKJiuWb++QC3nlplC3uxgWgP1LoHZnvOb/CwBLQQbu7h9h+aQdeNwEegfR/sFkVFhDPC0fxGHxIdjjwqU8xP/YlzxHHrN6zuKH/T8A8MHGD2gVPw2fjs/DviRYO0GS81E3QvI7sHeh5HwqNhIZ+zumw5H10OQuMRhnU5IP85+E7d/L8LBHt8prvC7PU7kQXmYvvHzLZ2Od5n8HHRa7hnF5XJiKs/Fb+ho5odWYmLedA44s7vn5AbZkbCHY5cS0Z54kmL+7B1xF8FU/jCm9Mb6+jYKEdxlTcpBMp5sB1w/kzfZv0SKyBf6YMEKqokwmVHQr8A2Fto9hfNyWoI/bc1vQDRx1FUtyfdV7mGvdzP31BvFo0xG8EvMK1QKqYbOYaRIdzKP1CrHsXURVl5sJrV5kV85+VGhNWYBhQoXVxsc7jFHNHiXlxEb+s30Cud7+ZLq8yU2cjqPNKNz9vgTvYKjTXXIcbYbLyOVTHoMKPDUF8nTPSFA0tqzfsB5changBN4HV+L/zR347/qJIbVFg67QUUidUKkuu7X6rXhbvKUa7LpYGLYehm8C32BIGSdjfhc8DVn78KybTFGOPxlb/HAUX6DDXrnE0wEpEHDrZkmN5kJoz+UaxuTxELRxKsaWb8i/5V98tuMLmkbeRJWAKoxr/hyRBVminQVwZJ1cjPOOyu/5x8ix5xEZVB0vi6IwP4SaFaIJNjsha6/oadl8If4dlMmCcXClVEYBgbvnY+vwLwzlhoSxqLXjCfvuXu67vgs5HZ/H6S7hm3tvBBR+mevgYDLMHYWtxf3Etx2JqnIL1IxF+YbiLsnBGhBJjV+XMD6yI7aibDxOE8/M+43UbKgaGs+Qk360DHdBpxfB7cBtmCl0lxDwUArqxG6o3ARl9sN5zxLI/BVzSDSmqX0g97B4Dl8mgMeNZe4T9HhoBTMP/0yALYCPO32M3W3H17AQYC8Ek00MzOmS4/w0KTcuyIDru8D2mbiv68uhhNvA5aJg2XKqfv4ZlrCzBnL5hECvcbD8LSmn9ik/KrYaTVmiPZdrEY8MgzIVncQIqQ6At9mLSN9Ixmwaw8RO4wndt1T6RdoMl9BNw9vAZMVx+zS4oRvF/afgsvkTaAtk86ElNCpYRfDOr1COAlRglORrZg2F/OMYygPRLWW6oX8kpub343dkI5w8BPlHMdK2iAzKjlmYinOwOosIyttJeMYaCK0lFWCAseFzLB43mZ4AtjgqoWx+WHxCJGRXuSmhK97Bf+t0fGw2WtcKY9fxfFbuzaRysDfGV71hyzTYNZcsXLhMJnAUYbL5Ydo8De95w7EWZWCuVA9+eFhmmQxZiDIMOD12uVJjQpWJL2M/olpgNcJ8wqiMheCvb4ePWsCxTfLZFudIOM5sg7tmwn2LpQO/TjcwTBgm+W9h2GxnmibPJigaur8PjfrJVEuNRnMe2nO51ig4ITPrfUPh+lsxIurBHd9SweFgWtcvKXIWE+xRmKu3gy/iocUDqAdXYWDCjkFRpYb80Kgrm9JW0D+kMiuPruTZG+6C/cuhYT8oSMdI3wHbvxM5+p8elfHCca9Az3EQWBnjt+VyAQe4L0nKoBc8jSe6Fd4+IdicdlRwFdi3B1WxITS6DWPrdBzNBlHgcRBuLSRi1cMSPuo5TrS7WjwgY3VNFqxr3qfbjaO4+fpwbFYTgYeWQvoO8A7G02ci/hYbvmYvSNsluYylr8i5uOzQ9jGOdX+TSmZfzJ91lvHHg+ZIeMpsw+JxU8G7wpkhadkHZVBahdriZaRvl+maUTfCjUPg47ayX/MHoGYHzJtnUP2LcRRt3UXArd2x/NEUU5O+L9NoLoY2LtcSxbmweozkAUDKW2t0gB3rUR4PoZH1Cd88HdX0Tsg9CvcuAps/HosX5umD8Or7KV5pe+hUuR2x1eIwKXjhhrsJObYFGt2GcrvkYluSC60fEYHFrH1yrE2ToW4PKdk9vhlaDoW6PVDegRjrJkL39zAV52BTHpjzKNj8UT0/5Jg9lwodR2Nv/zh5HgeBOakYucfgcIq87y+ToH4fmP2gJOq9g+C+JYTbU9lrUfg43fgenA+VGuO59Q3WFaTSKKIxWH3FmyrOknyLxyVlzSE18S05iafwJGalIOcwrPsEurxy4c80uKpUrbV9TFQLds6Ggyvlp2GiVKoVnoCK9SE4GtOe2Xin/YL3ra9DxYpX/E+u0ZRX9O3XtUJ+uvSBNOoPbUeJnIpPMGQfguiWOKObSy9G/d4yP/27wTDxZph4M4Y9X3Iua8ZCpSaEHFxDaH4WASZvQjwe2DMXxsgwMJwFYlAqN4XgaCmh9Y+A9k+hzGZIegVuuk8qpyYnYHx3D9x0LxSdlP3WToDUtRj7l2DsnkeYycq4vdPxtgURvXsRQdOHiMyKzV9CSrViReYl55CsM6wWGAaGXyh2p503tn/C4jo3k9tvEmOPLmHEskfJd+TLvn5hEFgFhq2Du3+A1sMwZe8ndGoiltUfwO1fSQ6k6Z1//LkGVIT7k0SmpShLFJLhjEjm0JUwYjPU6wkhNSXZn/i5yMRoNJrLRnsu1woel5Tv7vxBmg8fWiN372YLHErBK7AyLH8TNk3BuGuW6Gyd2I2q2gaVcwTq90HV7w0pH0HTu8Dig9njgF8XwN6fATCOb4W9C+QO3uNExb6AEXWTeCinZOhV62GS3N82A9o9Dg0SxdP5/l5oMwJqx8H6T8SbqNgQ720zGNFsIJblb0DlZrKWDZPgwVUo5QGTFcNkQOIk+HW+XOQXPgcNEqlbtTXPNH8KDzBx51d8uetLWlduXarNhccjRQebv5aGxhYPwL7FkJuKkZsKNz8ND6+VxsbfoxTkHoHUFOlJCY6GxreLjlnjAWfkXMy/k7woyYZFbwIm6Dn2jL6YRqP5U1wx4/LMM8+wbNkywsLCSkcR5+Tk8Nhjj3H06FGioqJ4//33CQoKQinFq6++yvLly/H29uaNN96gfn25w5w1axbjx48H4KGHHqJ3794AbN++nWeeeYaSkhI6dOjAc889h2EYf3iMax7lPlP59esiKcvd8BncOBgOJUOVG6X3AmDTlxTePpPC/BzS7F4Eh0QQHVcbY+xNkpfY/j0M/AEy90DtznBijxiD+j1g2atyOP+KOMy+5Ed3IUjlYbGfxHi/kYSPbkqEig3FkxrXUsJT8e+IeOZjO2DEqQR/8vsYu+dgqdgQ2o6UaqzoFqjCEyizlbWZWwnzj6JW2i7MYddJzufzWyXvs3ch1hFbiJz/b8g9wvDe4xlaux+7SzIIUUDKx3L+7Z+EpndLMr5yU7B4w+E14pH4R0BA5IU/z8IM+DRWKsECo0RqP7CyGMrFL4nH0/UNMTCn8XhgxdulxphDq8RT1Gg0f5orFhbr06cPn3766TnbJk6cSOvWrVm0aBGtW7dm4sSJAKxYsYKDBw+yaNEiXn75ZV588UVAjNHYsWOZPn06M2bMYOzYseTmSqPdiy++yMsvv8yiRYs4ePAgK1asuOgxrnmsPpJfiWwAt74GP40Ae56M2W33uOQuOr8CFRvhqdeb0UknaPHxQXpM2sPejAIJQZlO9WVYvEQq3j8S5j8N4TfIXX7+CdSd32PvPwXnTYOxZe7E41cBc4VaGDtmi4Fb+TbqULJUlG2aKu+XulYS6/V6AQYYBipzL7R6EPp9cUpl2SS5i/FtMCYn4Fg/gfnHVjJq9bNk44bPO4uXcKr6Dd8KYvDStsGtr+M953ECZw2liU9FbDmHReZ+w+eon1+AHTNRnUbLOjwuuGeBKBIbF5n0qBTYT4XX7Hnye0nOqdzPYtg+Q6rGzsZkEs/s9Gd4OoSm0Wj+NFfMuDRv3vw8j2HJkiX06tULgF69erF48eJzthuGQZMmTcjLyyMjI4Pk5GRiYmIIDg4mKCiImJgYVq5cSUZGBgUFBTRp0gTDMOjVqxdLliy56DGuaZx2sAVIrP+O6bDkJbk73/C5NO0dWAHJ78Gaj6DjC5iqt+PhNpWoHeFPyxqhtK1sxlgzHgb9JIOten8MK96U5H3fT6DZIJRXIJ6gKHKDq+Os1BRL0UmMg8mEG7mY0ragbhwskxujboQqLVAmG6rVw2K0qreVZHrH5+HjGJg2AKNyU5jUFb5KhPWfgvKI2OOpkJZ3zhGCrP7UC62HV80O0o/iAXqNh4Gz4f6lkHVAVIUPrYEDy+FwCrbN0zB5n5G+N/wqiF7awmclD5XykXg/q8eC+SKDjXxCYPA8kWYZPFeq76y+ULenPB9c7cJSLTU6wMhtkocJqnr+8xqN5pL4W3MuWVlZRERIDDs8PJysrCwA0tPTqXhWZU7FihVJT08/b3tkZOQFt5/e/2LHuGbJT4Olr8kdeacXJexTpbmEwPwqgNVfPAOzFX5bKmEyi40a1hNMG1gPc8lJvEoyYNOXYoT6fopKGQ91ElBRzTAy92HMfxJu+wLD7E1QUSZY/TC+vxfV8kEMwyTDxm77Erq/Jw2VJ/dB6gaMZgOludDtlMFY1dtLcj9lnCTHT2twpW8XzyC0lhQj5B7GHfsCvXAQ4hNGgPepct7cozDtTrhjhngyecegdhe45RlZd0BFqB4DgZXwDE2GnMOYbD4w7Xbc7Z7CbJglAV+YKfuePX/l91i8IKqZhNJO96qYrdDyAWgyAMxe54bU7PkSMjNMUqVnvohXpNFo/itXLaFvGMYZJdp/8DH+EkUnZdLixsnye4Xacnddvb00RRaflIucfwQ8skEu8soDjnwMi40K+fug8AQqqjkq8XNMK95GpW3DqNtd+lhSxmNUbgK3TcEoyYEfB8OJ3XKcPp9i7FuCUibye45l3O7JPFlnEObFo2HnbIx7FsLHbSTX8vMLkhzf9h3cs1CaJn1Cof1TcHSDFCAselaGZjUbCMXZmPOPUyuy/rneQWBluPN7Cb8VyM0Ax37B418R04hNkLZdPAqrL0Q2INVSDS/HSXyGrMTbasG8fxk06S+G5VL5/d//7A79szm4Cr65HSw+8NAq8eI0Gs1l87eWIoeFhZGRkQFARkYGoaca1CIjI0lLOzPbIy0tjcjIyPO2p6enX3D76f0vdoxrAmexDJsqSJeelqzfzr2IBVeDiPpg9YLxrSVXkPye6F65XfBFN5gxSF53eI0IKKauxbB6kxNZnx9b3kVxVFMJVW35BmPvIrkbzz8m/Rwn98txTv4GviFwdD24CvD2DaNBYE2WH1+N0ytQjFlJLhRnS16iNE8SJiKNd8+WhHnDRGj5EMwZCXnHoTBLDOWsoWI4TRZJ/OenyXoNQ15vC4D+X0H93ngGfMuRwuOijfZ1P5jQDgpPYDIZVA71w+wdgEpdh9f3g6FGzJX5u3g8sPsn8b6cRXB865U5jkbzP8TfalxiY2OZPXs2ALNnz6Zjx47nbFdKsXnzZgICAoiIiKBt27YkJyeTm5tLbm4uycnJtG3bloiICPz9/dm8eTNKqQu+1++PcU1wZAO830iGVtnzZPJiUJTkBO6eLd5BQKRcmIOrSvhn7XjYORuV/B5c31UMlE+IaIjF/luMRlEmIce20C2qA0VuO56bhohBuPlp2LsId/5xPBYf6DcZarSHxMngcsCe+Rg/jcT260LiD/xCo7AG5LW4B3fiFyISeUM32PqNdNnfPVs64ZPHoNK3i1jmRy1QVh9o9wT0nyoJ8eT3IPNXKUgoyUftXgAT2uNZ9DzuvFOCj74hcENXdrUfyfDdkwi3BZzRRCvJQXlcHMo9xGtrX+GE5xgB9TvB3d9LM+SVwGSScF5EXdELq9b6yhxHo/kf4oqFxUaNGsW6devIzs6mffv2DB8+nAceeICRI0fy3XffUblyZd5//30AOnTowPLly4mLi8PHx4fXXnsNgODgYB5++GESE0XpdtiwYQQHi5bT6NGjS0uR27dvT/v27QH+8BhXHZf9TOK7w78kx5J3FCrUkZLXI+vg4GqRng+MRjW5CyNUGg5RChVRF+O6TtI57xsqlVsftZD38w3ByD2GZcYgwhrdRn7bkRQ0u4tIsy/cNITjARFUVm7YPReqtYE986BiAzmv0JpwYjfG2o+pUK8nKAPWjpOS5Ph3JRdRnCueic0P1W4kauMUTgebjKMbpATZcmoGfdh10qRZoz14nBiLn4eCdEybJmNvPgJz4JmpivkeB7X8q2Db+SP0GCul1/X7UGy2Mfzn+ziQd4CZ+2aysO9CKvqVYb9JSa585ofXyecZWEk+h4E/irflew15uxrNPxRDKaWu9klcC/Tp04eZM2de2YMc3yazQ4qyxCNJnCwjjNdOEGPT+hGZ0hhcjRKTlf25e6ls8sZdfBK/CnXwyT0mBimgouQvxjSRUM49C2VO/akEe/HwDQzf8H+8eeOThGz8CiNzD6rrmxhH1suFNO84qmorOLFHqrE+7wIYUrkVGAXeARIqmvkAHPtFyo1/eAQs3qgB3+LEg3XhcxhmKzS/F77qD4+sF68rP12qxryDwGzDk/QapnXjIaIuhT1n4Fu5SmkerMBZgNtRSOCi0Rjp26FaDLR8iGzfIIYnDWfLiS34WHyY03sOEb5laFxO/iaKBSClx30/k/PVaDR/mj+6duoO/b+LggzI2CnjerdOF6OwfqJ0jK865V15B8LhtVCUhXefT6jjU5G1ufswW2w0cjlEBXnl2+LNPLJB7rQPrRGJlMYDpHS5Vke8rP681+pFfI+sx2j1oOQRTFZprtwzTyq0qrXB+OERiHtRyp9Dqkt+xeojlVuOIpFIyTsG856EO78Dmy+GXzhmjxtnt7ewZu7FWPIy9BhzZlhWQCRwpgpLtX0C540P4PTYMAdEnFNg4W/1l2q4uP9IF354HfAJJsQ7mPdufo/1aetpUKEBIV4XqQq7HEwWqQpTHjm+oVWQNJqyRhuXvwN7ociXrHgbPE4YtgF2/Qg1bj638skvXMb+5h2FrL2Yv72LNvcuhvRtYA48k5c4LdiolCj7epwQM1KaLQ0TpoxdBITfIFVhB1ZAjfYojwtjzzx5/d6F0pzZZjgkvQothkKFG0T36/TkRZuviEHWaCcXfd/Q0sovs8mM2T8CvAKlhNkrQEp/f09hJuZ98zEHV8VauRl4287fB6SAoO3IczaF+4bTrWa3v/Chy/Exmc+vDvMJhfuWiBLz9V3+8mhijUZzPtq4XAkcRaJRpZCu9N0/gaMQ7voOvuoHBnDvQtnX45awltspoZnflkPs8yK7rzxSXRZSQy6Isc/LawIrg71A8jgZ20RwsSRXLtLj20iV1/1LYUpv6UqvFoOp00uo9k9irJuIan4/ym6n0FEbW9fJmCtWwRxwJheCs0TKoJUH6vUGL7/fr1CwesvPH7F1Oix8Rh7f/jXUif+rn+ylk30QZgyWz7TPRFErOI2Xv/TARDX7+85Ho/kfQ8cDrgQn9khV2NQ+cGwjzHkMVr4jCfVBc0/dSZtg9iPwyS1iLPwrypyR0JriwVi8ofl9ULWVCC+W5ILbIQrAOYdFFfn4ZkjbKYbg01gxUKfn0CsP2E89zjsKJjOGUnD71xiN+3Ny5jxSh45gf887KFz9y7nnn31A8jnvN5Scy+VyWoASxMv6u1AKkt8XPbLflsGB5L/v2BqNBtCey5Xh4EpJ0DuLJb5/Gu8QiDqVSD6+FfYtkserP4SYx6Qzv2orwIBu78jF2e2Qiq30rZL4T5wknlG1ttKtrzww+2HxgAyTlARvmyEGLHEy7JwFN90jx64TL4bJtwIm3zPeiMnP99zzP7JevCKAXxdK5dfl0Ph2MZI2P6lS+7swDMlt/TJJwnWVGv59x9ZoNIA2LleGpneJVEtJjuQrBv4oifsaHc7s4x8hHkvesTM5jZYPQtLLkoCvcTMseEq8lh5jxfvxuOCLrjB4gfTIuJ0yKyXqRslZeJzSI9P5FZEw8Y+QOfMr34Umd8DM++XY9XoQGP82lkrRmHx88G74u4tv7c5yXGeRlOr+NwqzRNrfZIbr4mQOC4h8TYv7yuQj/dNUayMaYSaLnnOv0VwFtHEpS4pzJAxz9BcxCFYfMRpBUefv6x8J9y+T8bynK5dApjW2e0IEGp3FsD9J8jXV28p7B0WLYbH6gj0N/CKh25tS3vx+IykD9gk5M+ekUmNY+7E0CNr85flq7bD4eRHYufOF1xFQUQZxKY+E6P4bu3+ScckAfT6V2fJXG+9A+dFoNFcFbVz+Kh6XxPjNVpFEmTFItmfthT6f/PHrDEOmM066FTCkeim8jjQuHtkgIaXFL4rsu5c/dHldDIPNX358gs9t9nO75BwMQ4yLYYhqcJWW8t5mKwxbK535Vh95/cXwPeV92AvEg/EK/OPk/dn5lLPzLBqN5n8WbVz+CoWZInfiLBapFbNXaUc9XkESsroY+5dKrgTgYDJUbgK1bpEwl1IygthkEcPwRTepAgMYuf184+BXAR5YAR7HqaT+qX4SqxdYL3MWfFG2eD3bpkPH0XB9Z/GYfk/dHuJ9mSxwXafLO5ZGoylXaOPyV9i7UObWg4S5YkZICXDGbrnIGgYcWi0luTcOEr2uwMpnlHqb3invYbJAgz6yzeINFrsM+8raB3USpAGybg8RhYxqduGeEpMZLDaY2FnKl2veIvNh/oqUiaMAlr8hj+eMhIdTLmxc/MJkfRqNRnMKbVz+CoFnCSmGVpdwU+Wm8gOSrJ+cIKGzfT9Dt7fFkJyeIxJURbrjMc4kwUEELCcnyOO0bXDrG9BpNLR/QozPH8119zjFsICoAbidf219Fi8J1Z3YLcbqQkZNo9FoLoA2Ln+FSo1h6ApwlUBY7fOfN4xTifc8aeY7Xd57NmfPcD/N6VAZyGsUkgPxDTt/37PxCoSEMVKKfMtzf12A0T8CBv0oBQVegRcfzqXRaDRnoY3LX8En+OKJcd9wMT6H1kCVG8XQ/JHXcTbBVaVf5cQeGb5lvUSPwTtINMbq9RRJE9N/yflcCmd3tms0Gs0loo3LlcRsgdAa8vNn8AmGugny82ex2ORHo9ForiJa/uVaxmUH11/Mm2g0Gs1VQBuXa5X8dGlMXDxaSp5BZqxk/go/jZTSZUfR1T1HjUaj+QN0WOxaZfUY2DJNHkc3h/q9oegETO0r+mCbpsCjW0UaX6PRaK4xyq3nsmLFCrp06UJcXBwTJ0682qfz56lw/ZnHQdHyr2E+MzHR6quHXGk0mmuWcum5uN1u/vOf/zBp0iQiIyNJTEwkNjaW66677mqf2qVTNwEiG4iicGBl2eZXAe6YISGxKjdemu6XRqPRXAXKpXHZunUr1apVIzpa7vjj4+NZsmTJP8u4+IZeuE8lsNK1IQyp0Wg0F6FcxlXS09OpWPGMnlZkZCTp6elX8Yw0Go3mf4tyaVw0Go1Gc3Upl8YlMjKStLS00t/T09OJjNSd5hqNRvN3US6NS8OGDTl48CCpqak4HA7mzp1LbGzs1T4tjUaj+Z+hXCb0LRYLL7zwAvfddx9ut5u+fftSu/YFhCU1Go1Gc0Uol8YFoEOHDnTo0OG/76jRaDSaMqdchsU0Go1Gc3Upt57Ln+Xo0aP06dPnap+GRqPR/KM4evToBbcbSin1N5+LRqPRaMo5Oiym0Wg0mjJHGxeNRqPRlDnauGg0Go2mzNHGRaPRaDRljjYuGo1GoylztHHRaDQaTZmjjcs/jGeeeYbWrVvTvXv3Q0MK/AAACTBJREFU0m05OTkMGTKEzp07M2TIEHJzcwFQSvHKK68QFxdHQkICO3bsKH3NrFmz6Ny5M507d2bWrFl/+zouxvHjx7n77rvp1q0b8fHxTJ48GShf67Tb7SQmJtKjRw/i4+MZM2YMAKmpqfTr14+4uDhGjhyJw+EAwOFwMHLkSOLi4ujXrx9Hjhwpfa8JEyYQFxdHly5dWLly5VVZz8Vwu9306tWLoUOHAuVzjbGxsSQkJNCzZ8/Sfrny9H29LJTmH8W6devU9u3bVXx8fOm2//u//1MTJkxQSik1YcIE9eabbyqllFq2bJm69957lcfjUZs2bVKJiYlKKaWys7NVbGysys7OVjk5OSo2Nlbl5OT8/Yv5A9LT09X27duVUkrl5+erzp07q71795ardXo8HlVQUKCUUsrhcKjExES1adMmNWLECDVnzhyllFLPP/+8+uqrr5RSSk2dOlU9//zzSiml5syZox599FGllFJ79+5VCQkJym63q8OHD6uOHTsql8t1FVb0x3z++edq1KhR6oEHHlBKqXK5xltuuUVlZWWds608fV8vB+25/MNo3rw5QUFB52xbsmQJvXr1AqBXr14sXrz4nO2GYdCkSRPy8vLIyMggOTmZmJgYgoODCQoKIiYm5pq6G4yIiKB+/foA+Pv7U7NmTdLT08vVOg3DwM/PDwCXy4XL5cIwDFJSUujSpQsAvXv3ZsmSJQAkJSXRu3dvALp06cKaNWtQSrFkyRLi4+Ox2WxER0dTrVo1tm7denUWdQHS0tJYtmwZiYmJgNy1l7c1/hHl6ft6OWjjUg7IysoiIiICgPDwcLKysoDzJ3JWrFiR9PT0f9SkziNHjrBr1y4aN25c7tbpdrvp2bMnbdq0oU2bNkRHRxMYGIjFIqpMp9cBssZKlSoBovodEBBAdnb2Nb/G1157jSeffBKTSS412dnZ5W6Np7n33nvp06cP3377LVC+/19eClpbrJxhGAaGYVzt0ygTCgsLGTFiBM8++yz+/v7nPFce1mk2m/nhhx/Iy8tj2LBh/Pbbb1f7lMqUpUuXEhoaSoMGDVi7du3VPp0ryrRp04iMjCQrK4shQ4ZQs2bNc54vD9/XP4v2XMoBYWFhZGRkAJCRkUFoaChw/kTOtLQ0IiMj/xGTOp1OJyNGjCAhIYHOnTsD5XOdAIGBgbRs2ZLNmzeTl5eHy+UCzqwDZI3Hjx8HJIyWn59PSEjINb3GjRs3kpSURGxsLKNGjSIlJYVXX321XK3xNKfPJywsjLi4OLZu3Vpuv6+XijYu5YDY2Fhmz54NwOzZs+nYseM525VSbN68mYCAACIiImjbti3Jycnk5uaSm5tLcnIybdu2vZpLOAelFM899xw1a9ZkyJAhpdvL0zpPnjxJXl4eACUlJaxevZpatWrRsmVLFi5cCEjl0OkJqrGxsaXVQwsXLqRVq1YYhkFsbCxz587F4XCQmprKwYMHadSo0dVZ1O94/PHHWbFiBUlJSbz77ru0atWKd955p1ytEaCoqIiCgoLSx6tWraJ27drl6vt6WVzFYgLNZfDYY4+pmJgYVa9ePdWuXTs1ffp0dfLkSTVw4EAVFxenBg0apLKzs5VSUpH04osvqo4dO6ru3burrVu3lr7PjBkzVKdOnVSnTp3Ud999d7WWc0HWr1+vrr/+etW9e3fVo0cP1aNHD7Vs2bJytc5du3apnj17qu7du6v4+Hj14YcfKqWUOnz4sOrbt6/q1KmTGj58uLLb7UoppUpKStTw4cNVp06dVN++fdXhw4dL32vcuHGqY8eOqnPnzmrZsmVXZT3/jZSUlNJqsfK2xsOHD6uEhASVkJCgunXrpsaNG6eUUuXq+3o5aMl9jUaj0ZQ5Oiym0Wg0mjJHGxeNRqPRlDnauGg0Go2mzNHGRaPRaDRljjYuGo1GoylztHHRaC6TzMxMHn/8cTp27EifPn3o378/P//88yW9tmnTpudtmzZtWmlfxKXicrlo1aoVb7/99p96nUZzpdHyLxrNZaCUYtiwYfTq1Yt33nkHgKNHj5KUlHTevi6Xq1RL62IMGDDgT5/HqlWrqF69OgsWLODxxx+/oMSI2+3GbDb/6ffWaP4K2nPRaC6DlJQUrFbrOQYhKiqKu+++G4CZM2fy4IMPMnDgQAYPHnxJ7/nhhx/y2WefsX///lIVYRDxzoSEhAu+Zu7cuQwcOJBKlSqxadOm0u2xsbG89dZb9O7dmwULFpCcnEz//v3p3bs3I0aMoLCwEICxY8fSt29funfvzvPPP49ue9OUFdq4aDSXwd69e6lXr95F99m5cydjxoxh6tSpf+q9a9WqhdPpJDU1FYB58+bRtWvX8/az2+2sXr2a2NhYunfvzty5c895Pjg4mFmzZtG6dWvGjx/PpEmTmDVrFg0aNGDSpEkA3HXXXXz//ffMmTOHkpISli5d+qfOVaP5I7Rx0WjKgJdeeokePXrQt2/f0m2nZ3NcDl27dmX+/PkAzJ8/n27dup23z9KlS2nZsiXe3t507tyZxYsX43a7S58//ZotW7awb98+BgwYQM+ePZk9ezbHjh0DYO3atfTr14+EhARSUlLYt2/fZZ2vRvN7dM5Fo7kMateuzaJFi0p/Hz16NCdPnjwnnOXj43PZ79+tWzceffRR4uLiMAyD6tWrn7fP3Llz+eWXX0qFH3NyckhJSSEmJuac4yuliImJ4d133z3n9Xa7nZdeeonvv/+eSpUq8eGHH2K32y/7nDWas9Gei0ZzGbRq1Qq73c7XX39duq2kpKTM3r9q1aqYTCbGjRt3wZBYQUEBGzZsYNmyZSQlJZGUlMQLL7zAnDlzztu3SZMmbNy4kUOHDgGi3HvgwIFSQxISEkJhYWGpUrFGUxZoz0WjuQwMw+Cjjz7i9ddf59NPPyU0NBQfHx+eeOKJS3p9cXEx7du3L/397NECp+nWrRtvvvlm6Rjgs/n5559p1aoVNputdFvHjh156623cDgc5+wbGhrK66+/zqhRo0qfGzlyJDVq1KBfv350796dChUq0LBhw0s6d43mUtCqyBqNRqMpc3RYTKPRaDRljjYuGo1GoylztHHRaDQaTZmjjYtGo9FoyhxtXDQajUZT5mjjotFoNJoyRxsXjUaj0ZQ5/w8RHgFg4IU+zgAAAABJRU5ErkJggg==\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Mas Vnr Type\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 71, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Mas Vnr Type\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Miscellaneous Features\n", - "\n", - "This variable is basically a \"other\" field with no pattern." - ] - }, - { - "cell_type": "code", - "execution_count": 72, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Misc Feature\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 73, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Misc Feature\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Roof\n", - "\n", - "Roofs in Ames, IA, are not special enough to make a difference in the price. Even \"hip\" roofs seem already priced in bigger houses." - ] - }, - { - "cell_type": "code", - "execution_count": 74, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Roof Style\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 76, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Roof Matl\"]\n", - "del df[\"Roof Style\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Sale Info\n", - "\n", - "Partial and abnormal (= foreclosure) sales seem to make a change with higher and lower prices respectively. These two types will be encoded in factor variables *partial_sale* and *abnormal_sale*. The impact seems to be not big though." - ] - }, - { - "cell_type": "code", - "execution_count": 77, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "data": { - "text/plain": [ - "Normal 2396\n", - "Partial 233\n", - "Abnorml 189\n", - "Family 46\n", - "Alloca 22\n", - "AdjLand 12\n", - "Name: Sale Condition, dtype: int64" - ] - }, - "execution_count": 77, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[\"Sale Condition\"].value_counts()" - ] - }, - { - "cell_type": "code", - "execution_count": 78, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plot = sns.lmplot(\n", - " x=\"Gr Liv Area\", y=\"SalePrice\", col=\"Sale Condition\", hue=\"Sale Condition\",\n", - " data=df, robust=True, col_wrap=4, ci=None, truncate=True, scatter_kws={\"s\": 15},\n", - ")\n", - "# Adjust font sizes.\n", - "for ax in plot.axes:\n", - " ax.set_title(ax.get_title(), fontsize=20)\n", - " ax.set_xlabel(ax.get_xlabel(), fontsize=16)\n", - " ax.set_ylabel(ax.get_ylabel(), fontsize=16)" - ] - }, - { - "cell_type": "code", - "execution_count": 80, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"partial_sale\"] = df[\"Sale Condition\"].apply(lambda x: 1 if x == \"Partial\" else 0)\n", - "df[\"abnormal_sale\"] = df[\"Sale Condition\"].apply(lambda x: 1 if x == \"Abnorml\" else 0)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Homes that are sold for the first time cleare are priced higher. A factor variable *new_home* is introduced." - ] - }, - { - "cell_type": "code", - "execution_count": 81, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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evTyB5WoQt8UEQRCuI61atfJkKznXX4sKrhQxcxGEKhjLHeQZrfVfbdFpg4KjsHcJmC6+zFQQGgoRXAThPGabk+93ZNLjzbU8/UMaBWZ5ZU+Jxc7JwjIMRitOV/Vp92vMUgj/6QM/TpTT/VuK6ua6gnCVieAiCOex2J18tuk4kgQbDudTbndhd7pZvDOTAf/+nbh3N1BgrqMZjeQG15n9DeUl19SyZEGoDRFcBOE8vho1E/o0A6BPyxB8tCqsDhcbDxcAYLTK6VHqhHcg3LMEbnoA7lwIfmF1c92LcZRDwWE4uFKuvikIdUw80BeE8/h5q7mnR1NGdY1Go1IQrPNCkiReuz2WZ37Yww2N/IkKqqMSv17+0DoOWt0mp565UixF8ElvcDmg3ShIeL9CiQGh7syZM4fGjRt7Ekk++OCDREZGMnv2bAD+9a9/ERERwdy5c2nRogU2mw2dTsc999zDqFGjruLIa0cEF0GoQqCPhkCfs2V8FQoFbcL9+ebBm9GqlTUv8euwgMoblBe5SVBPgaWozMaGP/PR+2rp0kSP3vdMPRqXXQ4sAGaDnClAYHlqFv/+9U+yS8pprPfh+cFtSexSu9Q8Xbt2Zc2aNTzwwAO43W6Ki4sxm82ez6empvLyyy/TpEkTT07EzMxMHn/8cSRJqpC+pSERt8UEoYaUSgUhfl41CywuJ2SnyQ/qD60Em/ni59SDRdtO8fTiPUz47w4O5hjPfsInCEYugM73wsj/yFkD/uaWp2bx8rK9ZJWUIwFZJeW8vGwvy1OzanXdLl26kJaWBsCRI0do3bo1Op2O0tJS7HY7x44dIzCwYuqhmJgYXnrpJb755pta9X01iZmLINQHSyF8dxeYcuRU/k/tA68rXzzM6ji7qs3mPGeFm48eOt0JHcaAUlTKBPj3r39S7qi4oKLc4eLfv/5Zq9lLREQEKpWK7OxsUlNT6dy5MwaDgbS0NPz8/GjTpg0aTeU/WNq1a+fJKt8QieAiCPVBqQJ9jBxcfILl7MdXwYQ+zfDzVhOi09IpuoocZiKweGSXVF364ELtl6JLly6kpqaSmprKhAkTMBgM7N69G39/f7p27VrlOQ09M5cILoJQH3Sh8uqvvIMQ0hp0V6eyZYifF48MaHlV+m5oGut9yKoikDTW137xRteuXUlNTeXw4cO0bt2ayMhIvvjiC/z8/C740P7AgQO0bNlw/9+JZy6CUF/8IqDFLRAYdfEH+sJV9/zgtvhoKs7kfDQqnh/cttbX7tq1K+vXrycwMBCVSoVer8dkMpGWlkaXLl0qHX/69Gneeust7rvvvlr3fbWImYsgCAJ4nqvU9WoxgDZt2lBcXMztt99eoa2srIzg4GAsFgunTp0iMTHRsxR5/PjxYimyIAjC9SCxS1SdBJPzqVQqdu/eXaHtX//6l+fj6Oho0tPT67zfq0nM1QVBEIQ6V6/BZeDAgSQkJDBixAjP9K6kpIQJEyYQHx/PhAkTKC0tBeSVEbNmzSIuLo6EhAT279/vuU5SUhLx8fHEx8eTlJTkad+3bx8JCQnExcUxa9Ysz+qKC/UhCACUFcr/BEGoN/U+c/nqq69YsWKFp1LZggUL6NWrF8nJyfTq1YsFCxYAsHHjRjIyMkhOTmbmzJnMmDEDkAPFvHnzWLx4MUuWLGHevHmeYDFjxgxmzpxJcnIyGRkZbNy4sdo+BIHSLPjuTvj+bjBmQ/5hOLYeygrqvCuD0crGw/nkGesoD5kgNCBX/LbY2rVrSUxMBCAxMZHffvutQrtCoaBz584YjUby8vJISUmhT58+6PV6AgMD6dOnD5s2bSIvLw+z2Uznzp1RKBQkJiZ6CuRcqA9BYM93cHoH5OyRsxB/3AO+SYRN74Cj7oJAvsnGyI/+4B9fbOfOBVs9afsF4e+i3oPLgw8+yKhRo/jhhx8AKCwsJDxcXvMfFhZGYaF8e8JgMBAZGek5LzIyEoPBUKk9IiKiyva/jq+uD0GgeX9546DGV877JZ3ZtV5yCqQ6SHfvsoMph2DbaV6+NRKFAnJKy3G7G/aGOEG4VPW6Wuy7774jIiKCwsJCJkyYQIsWLSp8XqFQoKjnTLBXog+hAYloB0/ulT9WaSF+FuTuhUHTQaur/fXNefDRzajsZQyLm0P+sHg6RIecTRgpCH8T9TpziYiIACAkJIS4uDjS09MJCQkhLy8PgLy8PIKDgz3H5ubmes7Nzc0lIiKiUrvBYKiy/a/j/+qvqj4EAa1O3tQYGCXXTuk5GUZ8JL+uCyWZYC8DQHVyA+O7RdK9eTBadT39qlmKIHO7HCCtYuHKtaht27YVlh1//vnnfPjhh1dxRFdGvQUXi8XiSSttsVj4448/aN26NQMHDvSklV6+fDmDBg0C8LRLkkRaWhr+/v6Eh4fTt29fUlJSKC0tpbS0lJSUFPr27Ut4eDh+fn6kpaUhSVKV1zq/D0GoRKkEVQ3T55/PVia/uZ+bAyq0NXS6B6JugvjZaHz862acF/LnL/B5HPynLxgO1G9ffwfpi2Fue5ihl/+bvrjWl9RqtSQnJ1NU9PcqYV1vwaWwsJB77rmHO+64g7FjxzJgwAD69+/PpEmT+OOPP4iPj2fz5s1MmjQJgAEDBhATE0NcXBxTp05l+vTpAOj1eh577DHGjBnDmDFjmDx5Mnq9nIBv+vTpvPbaa8TFxdGkSRP69+8PcME+BOFcLpebMpvz8hIElhXAb9PlzMcFf55t14XCsLfk6pIhrepusBdSdE7W3NLMeu/OYnficLkvfmBDlL4Yfp5y5vsoyf/9eUqtA4xarebOO+/kq6++qvS5oqIinnjiCUaPHs3o0aPZtWsXAAkJCRiNRiRJokePHp4/ll944QX++OOPWo3nSqm3Zy4xMTH89NNPldqDgoKq/CYrFApPQDnfX4HlfB06dGDlypU17kMQ/mKyOlh/KI+k1Gyevq01sY0D0Kgu4W8tYxbs+FT+eM2LMPZr8DlTk8PLH7zqfsxV6jEJyvLkPlsOrNeuThVZmLXyAB2iA7mvR1OCdNfZc6S1b8jln8/lKJfbO46r1aXvvfde7rjjDiZOnFihffbs2dx///1069aN7OxsHnzwQdasWUOXLl3YvXs3jRs3Jjo6mp07d5KYmEhaWppnm8a1TqR/ERqsPKOVAzlG2kb4ExHgjVJZ84UbJquTKd/LBZwO5JTy8xN9Cff3rvYch8tFabkTb40SP10YaP3AboYmvUFT/bn1xi8chr8NKEFVf7/OJquDqcv3seFwPskHDNwWG3H9BZfS05fWfgn8/PwYMWIEX3/9Nd7eZ39WNm/ezNGjRz2vzWYzZWVldOvWjR07dtC4cWPuvvtuFi9ejMFgICAgAF9f31qP50oQwUVokArNNib8dwf7s42E6LSsebIf4QE1f4NXKxWE+mkpMNtpFqJDfZHA5HC52JlRzGvL93NL2zCeurU5/o/vlIOLbwiovSgqs7H9RBFh/t60CtcR6HOF3nxV9d+PRqWkVbgfGw7no1UpK5SAvm4ERld9azEwuk4uf//99zNq1KgKySjdbjeLFy/Gy6viVLd79+4sWrSInJwcnn76aX777Td++eUXunXrVidjuRJEbjGhQXK5JXJL5U2PJeUO3Jf43CTUz4uVT/Rj8cM9+ejergTrqr+PVWpx8GrSPo7lm/k85QRFVjcENJIf4PsG43ZLfPlHBo8s3M3oTzaTWVS5LkiJxU5mkYU8o5Vye8OqWe+tUTH51lb8+Ggv1j47gODrbdYCMGgaaM6r3aLxkdvrgF6vZ8iQISxdutTT1rdv3wqljA8ePAhAo0aNKC4uJiMjg5iYGLp27coXX3whgosg1LcgnZb/TriZoe0j+ewf3Qi4xL+klUoFkYHe3Nw8hFC/iz8g8dao6Ns6FIDGgd6V6n64kSix2D2vzbaKwcPllvjfAQMlFjuG3CzKirKxmEouacxXW7BOy01Ng4kJ9sVbcx1WsOw4DhI+gMAYQCH/N+GDWj9vOdc///lPiouLPa9fffVVT47EYcOG8d13350dTseONG/eHIBu3bphMBi46aab6mws9U0hNfRamnVk1KhRnvxnQsNhc7rwclqg4BAoVBDcQq4PXw+KymwYy534alVV3oLLN9n4bNNxooN8uL1j4wrPJKwOF0t3ZtI/SkHU2smoTv2Bc9i7qDvfKWcLEOrFwYMHiY2NvdrDuG5U9f280HtnjWcuWVlZbN68GQCr1erZwyIIV5OXWgWZ2ygoc2FweGMpzqnxuZLLhe34cQxvv431wEHcDke1xwfrvGgWqrvgs50wfy9eHhbL+F7NKj3s9taoiG8XQbDGhurkJpDcqLd+CDbxeyRcn2oUXBYvXsyUKVOYNk2+95ibm8vkyZPrdWCCUFN5+k6M/qmc3gsy2JSvw1XDfRjOoiJOjv8HRZ99TsY99+A653bFuVxuCbPNcXn5wcoK5ezLlmLCA3zw8g1Aiu4OgNR9Ut2knBGEa1CNgsu3337Ld999h5+fHwDNmjX72+02Fa5dWRYlJwstuNwS3+zIweKoPgFlgckmZylWq1GcWaWj0GqByivGLHYnG4/kM/nbVFKOFmC9yLUrKCuQN+G9GwvrZkF5MZrASBR3fw/PHELR+R4RXITrVo2WImu1WrTas9N8p7NhrXQRrjO2MjCelmuzNOpIdLA/sY38OZ5fxqQBLfDVXvjH+nSxhYlf7USpUPDZ/d1o+u1CzBs24NerF+qQyjnoTFYnD321E6dbYsuxQlJevLXmD7OdNji0Us7E7HaA68zvjS70Il+fSf6nVMv7WAShAapRcOnevTv/+c9/sFqt/PHHHyxatIiBA+t3N7AgXFBZHnzcU06X3+txwgZN45sHe+B2SwT4aFBVs2clKTWLQ7kmAFal5/BQ/xYE33XXBY9XKRVEB/mQUWghJtj3kjZqovGGMV/KiSxPbQG7CQir/hynXc4XlvQQBLeECavBL6LmfQrCNaJGweW5555j6dKltGnThh9++IEBAwYwduzY+h6bIFTNWnpOHZaT4HYS6lez20sD2oTxwdojKFDQu1XIRY8P9fNi8cO9OFlkoWmIb42WLXv4hkBUV3i/k/w67yDcu6T6mYu9DHZ+LifDLDwqp/C/jOBSbpdv3/lor8Mlw0KDUKPgYrVaGT16NOPGyeu9XS4XVqsVHx+fi5wpCPVA3wTiZ8tp5m+bdknPLdpE+LPxhVtRQOX0JS57lbvdwwO8L2n3fwUqLai95FtkulC5UFl1vPyg7zOweLxce+YyAku+ycac1QdRKeClYbGXFhCFepGfn8+cOXPYu3cvAQEBhISE8Morr+B0Opk5cyYGgwFJkhgxYgSPPfYYCoWCZcuW8dZbbxEZGYnFYiEmJobJkyfTtWvXq/3l1IxUA2PHjpXMZrPntdlslu68886anNpgjBw58moPQaghm8Mp5ZVapD9PF0qFZmvlAyxFkmTKkyS3u2YXdDklKXe/JC2ZIEmHVkuS1VR3g7VbJangiCTtXy5JJsM5YyyRpNx9knR6lySVFZ13jkWSjDmSZM6/rC4/+f2o1PTFlVLTF1dKX6acuPyxXwcOHDhwScevPLZSilsSJ3X4bwcpbkmctPLYylqPwe12S+PGjZMWLVrkaTt48KC0Y8cOadCgQdKmTZskSZIki8UiPfjgg9LChQslSZKkH3/8UXr99dc952zZskXq3bu3dPTo0VqP6XJV9f280HtnjVaL2Ww2dLqzfx3qdDrKyyuntxCEK8FcbiNl7xEWbTvOyz/uxVh+zv4Ucx78OBG+GSHfVqqJsgL47k7Y9yN8fzdYL3/nfJHZxoY/8ziaZ8Zic4LGS069f+OIig/n8/bDJ73h01vh6P8qXkTjA/6RF3/wfwFtI87WkGkd4XdZ1/g7WnV8FTM2zyCnLAcJiZyyHGZsnsGq46tqdd2tW7eiVqu5++67PW033HADJ06coGvXrvTt2xcAHx8fpk2bxoIFC6q8Ts+ePRk3bpynZPy1rkbBxcfHh/3793te79u3r0JmT0GoL+V2l+f5AQBOG4H5Oxm5/0meD9rA2Pb+FeuLZKfC0d/AsB9+fxMclot3olSdvf3kFSiv0jpHmc3JYYOJDYfzKSqzV3EBmdXh4r21R5gOuDcAACAASURBVLj/yx0Mfm8jheccW1xmZ9nu0yzadorScgcUnzx7YsGRi4/xEtzUNIjkp/vz2zP96RAVWKfXPpfT5cZkdeC6nP0/16D3d7+P1WWt0GZ1WXl/9/u1uu6RI0do165dpfajR49Wam/SpEmFQovna9euHcePH6/yc9eaGj1zeeWVV3jyyScJDw9HkiQKCgqYO3dufY9N+JsrMNmYvVpO5PfqsFhC/b2gvBjV8kfAmIUueze3PDEG9bnPFMJukJ/B2MugxS1wcivEdJfrnVyILhTu+hay0yD8RvCtOGPIM1kZ/N5GJAke7t+C5+Lbojm3bLGl6MzzGh1ZJfKM3uWWMFkdSJKEQqFg8/FCnlm858zn3IzvGAc3PyxnVb75obr4dnkE+GguOdfapSqzOfn9cD7fbz/F5Ftb0bVJUP2Vcr5CcstyL6n9apAaULauGgWXjh07smbNGk6cOAFA8+bN0Wiuw5TbwjVlxZ4sklKzAIht5M+k/i1B5QVR3eRiXYHRqLVe5Jts7MksoW2kP438I1FP3i7vij/6P3kT4zMHqw8uIM9c2gyu8lOlFoenkvHp4nKKLXYO5Zq4sVEAoUojrHwWjq/De9g7vJM4lDk6Lc1CdPyZa0Lvq6Wx3qfC9ky3hBzQBs+WV72pa/7A3eVyk1Nq5WCukc4xesIuUIPGYLSSfrqEdo0DibzEWjc1YbI6eHzRbiQJUk+VsO7ZAZe/6OEaEamLJKescvqgSF1kra7bunVrfv3110rtrVq1YseOHRXaMjMz8fX19WxYP9+BAwdo2bJlrcZzpVT7p8aWLVsASE5OZv369WRkZJCRkcH69etJTk6+IgMU/r7anPPs4IbIAPkD3yC4/V2YvB0mrqNEFcwT3+1m4tc7Gfr+JgrLJfnN+pcXYcNbENGh0m2uS9U0RMerw2MZe1M0rw6P5b7Pt/GPL7bz6Le7cFtNcHCFvOnx8C8EYuL1XmoGNlHz0rK97MsqBaBnixDeu6sz/ze6AwmdGssXVmkosSvIKS2n0Gyr0VgKyuwM+2ATD329i4e/2V3lbboCs43xn2/joa93kfBhipyNoI6plEoaB8qrRVuE6ardW9RQPNn1SbxVFQOkt8qbJ7s+Wavr9uzZE7vdXuFZyaFDh2jevDm7du2qkLNx1qxZlapV/mX79u0sXrzYs2r3Wlftb92OHTvo1asX69evr/Lz8fHxF+3A5XIxevRoIiIimD9/PpmZmTzzzDOUlJTQrl073nrrLbRaLXa7nRdeeIH9+/ej1+uZO3cu0dFykZ758+ezdOlSlEolr732Gv369QNg48aNzJ49G7fbzdixY5k0aRLABfsQGpZO0Xp+e6Y/QMUqkbpQ0IXickvYS4zkGeU3zzK7E6dLgoAwuPsHeT+MdyDoLrJxsRpOlxu7y83w9pHc2S0ai93FkTz5fnh2iRWX2hdlZEfITYdbX0bxSS98rKU07/YILwwcT8doOUNzsE5LYucoyqwOnKY8jGVuHN7BLPjjFPM3HKdXi2Dm3dOVkIssG5bznMk7/fPNVlzuynnU3G6JfJP8PSktd1Afj0TC/L1Ieqw3p4vLaRLse9FxNwTDWwwH5GcvuWW5ROoiebLrk572y6VQKJg3bx5z5szh008/xcvLi6ioKF555RU+/vhjZs2axeuvv47b7WbEiBHcd999nnNXr17Nrl27sFqtREdH88EHHzSYmctFlyK7XC5p1apVl7107YsvvpCeeeYZadKkSZIkSdKUKVOklSvl5X1Tp06Vvv32W0mSJGnhwoXS1KlTJUmSpJUrV0pPPvmkJEmSdOTIESkhIUGy2WzSqVOnpEGDBklOp1NyOp3SoEGDpFOnTkk2m01KSEiQjhw5Um0f1RFLkRseq6lIcqx+WTpy/Lg05bvd0i97syST1V6nfeSWlkvtp/0iNX1xpTRr5QGpuMwmrd6bLT3yzU7pQHap5HS65CXGJZmSlHdIkqYHyP8+HSiVF2VJ0vFNkmQuODvmwkxJevdGSXojRMox5EqdXv/Vs2w4s6jsouMxWx3SbwdypSnf7Zb+zDVKLlfl5dYOp0vae7pEmvLdbinlSL5ksTvq9HvSkFzqUmShenW6FFmpVPLZZ59dVuDKzc3l999/Z8yYMX8FMrZu3crgwfK97ZEjR7J27VoA1q1bx8iRIwEYPHgwW7ZsQZIk1q5dy/Dhw9FqtcTExNC0aVPS09NJT0+nadOmxMTEoNVqGT58OGvXrq22D+Eqc7vl2YTrvNT2ViPkpMPhX+Uswn8dW5YP+X/KS4UBTAbI3AElmXBqK9r8faib9abVqnG87fcttzVR4edVt88CjeUOTGdmCrtOFiMBQ9pF8t5dnYltFIBKpZSXGAdGyzOqPk9BTA8YPhfvH8fDV8Nh+6fy1wMo8g/JNdldDvwyNzD5lpZoVAoSOjau0W56nZeaQbERvD22E20i/Kt8lqJWKWkfFcjbYzvRp1UoPhpRzVy48mr0U9e7d28+//xzhg0bVmFXvl5ffVGmOXPm8Pzzz1NWVgZAcXExAQEBqNVyt5GRkRgMBgAMBgONGjWSB6VW4+/vT3FxMQaDgU6dOnmuGRER4TknMjKyQnt6enq1fQh1pLwEjv8OJ/+Q30wDoy5+jssBOXvk7MDtR8n7PrzPLJM1ZsF8+VYnIz6B8FhI/RpuTITNH4C+KdzyCvz6ChQegZ6PQdLDKABp1KdIvaegDIxBcX6J2joQ4ufFw/1bsPNkMXNGtkfvo0GhUMh1ZM7nGwIDXgSnFYpPwOmdcnt5EUUWOzaXRHhkO3nfizEb35Bo7mrXhMQuUahVSoJ8a37rVqO6+MqsmhwjCPWlRsFl9erVgJx6/y8KhaLaGcH69esJDg6mffv2bNu2rZbDFK4plkJYcr/8ceFROTnjxao/Wopg8T/kQHJ8PbS49WxwKT9n02JkO/hiMK4mfSk7fQDvIe+SXa4kwuHAJ28/+ATJGyXPUJhyUfSZcvZ8lwPsFnl1mPLy3lxdLjeFZXYkIMhXw1O3tcHqdHkCS7W0vvI/gGFvg8NKcYcHePHHffzvoIHJt7bg6ftXo1ZIKL2D8Ndo8PcWKy+F60+Ngsu6desu+cK7d+9m3bp1bNy4EZvNhtlsZvbs2RiNRpxOJ2q1mtzcXCIi5M1rERER5OTkEBkZidPpxGQyERQUREREBLm5Z9eZGwwGzzlVtQcFBV2wD6GOqL3kjYduF3jrL54vC0ClkfegGLPk20iqc95Qw9pA/BwoOgq+oZR3fYitjcbz6Y4iHgjWsOFIIRkFJr5KXIDJZEIX0RK1pQiF24Gi09ldz1hL4cBPsHcJDJwKjTt7+nG53BScWVkV5KtBW9XM44zM4nLu+CgFu9PN0kd60z4qsNItq+IyO2v25XIs38wjA1pUXhLsrYfWcXB8AwHOInKM8v6X+RtOcH/v5hUXKFwjbE5X1TMyQbgM1f5pt2fPHu644w66dOnCnXfeybFjx2p84WeffZaNGzeybt063n33XXr27Mk777xDjx49PGu+k5KSPKn7Bw4cSFJSEgC//vorPXv2RKFQMHDgQFatWoXdbiczM5OMjAw6duxIhw4dyMjIIDMzE7vdzqpVqxg4cCAKheKCfQh1xCcIJm2EUZ/B0LcuvocEwDcYRs2Hievg4Y0VEjJa1IHYuz9CwYA3KVKFYur1IpOWHGXzsUIeXZTGHZ0as/uUkSxtC3Y4WzJo/gFet4zG1HcaRpWePKOV4jK7/Ozmp8fhxAZY8g95hnXGqWILce9uYMC/13tWe52rqMxGZpGFArONnSeLMJY7sTrcrEjLqvLLOVlk4ZWkvXyecoI31xzC5nDhdktklZTzy75cHCYDfDoQfp6C6svBzE+MQatS8ugtLfG+xt7A7U4XqaeKeer7NDYeycdiF/WahNqrNri8/vrrvPjii2zbto0HHniAOXPm1LrD559/ni+//JK4uDhKSko8qfvHjBlDSUkJcXFxfPnllzz33HOAvAFp6NChDBs2jIkTJzJt2jRUKhVqtZpp06YxceJEhg0bxtChQ2ndunW1fQh1RKuDyPbQcSz41WCZr9sFply5WFZke/BvBGduLxWYbby5+iCFpSUoy3JRleejUKpoHirnsmsaLN9i+uHhnnz2RwZJqVl8cHcXVqbnUmBxsGj7SZanZZNVUo5ToT4btMJuqJDhOOVIAUarHDBW7qm4Ua7EYmfaiv30e2s9j3yzi94tQ4gO8iHUT8ud3ZtU+nJMVgc+mrO/OsG+WpQKBQVmGwkfpvDIwl3klJSD40z+PUc5kQHepLx0Kw/1a1Hvu+cvVUm5g/Gfb2fNvlz++eUOjOUiuAi1p5CkC+cTGDlypGc2UdXr68moUaNYtmzZ1R7G9anohJyg0WGBB1ZDdDf5GUzBYcolDceJonX5HrSL7wZdGGX3/w+TJoxco5UovQ++WhWbjhTwyMLdANzbownjusUQpfdm0bZTxIZ7s/90EWVuDS/1C0ZlzpbT8p+zv+V0sYW7FmzF5nDz/cM9aRl2dgd0XqmFfv/egM0pr+ja8uIA1GoNEhIhOi/PBsFii521Bw3kmWzc2jacojI7xRY7vVuGEKzzIrfUSt//W4fTLTG6UzhvDdCi3PM9iq7jIbQNqNTkm6zsOllCbCN/Gum90aqu/iymwGzjrgVbOZpnJtzfi1VT+hHm3/D3rQAcPHiQ2NjYqz2MC6bcb968+SVdZ/z48bzwwgt06NDB07Zt2za++OIL5s+fX9fDrqSq7+eF3jurfeZiNBor7MQ//3VNNlEKAic3Q3mx/PGe7+XgUpwBkgufnN3Eth6Mcus3nhlO2en9OJv0IzYyAK8zJYWbBOtQKOQaWm0j/fl1fy6dY/RM7BaIatsnxBkPY+jzBrnlSqLC28lVIM8RHeRL0mN94EzAOJev0smr8c34cGMWYzuH4oMNvX/l9Bu7Txbz3JJ0AMpsLootdp6Na0PwmesF+qr55sGbWbzzNA/0bc6KHBMGn4mM8okiQqWmuMzOE9+lsvV4Eb5aFeuevYXIwKsfXEL9vFg0sQcHcozcEBlAqN/fd8Nx6c8/kzf3PZw5OagbNSL86acITEio1TUlSeLxxx8nMTHRk5Px0KFDFBYWXnJwaUiqDS4333xzhd35578WwUWokRYDIKi5XOa3+0R5ddi2+ZD+PXQZj6LFrbh7PYHyxEYIiMIZeiMqhYTN4TobXEJ8WP/sLZhtTvZmlfDx78eICPBi871+qLbIv7ARChWWW2aAu+riYRf6a9zPP4DRHW0Mbq5BpfVB5131m+u5e0rUSgVdYvRoVGfbfDRqerUMpXvzYNJOlfDMEjlR5Z+5Jv49tiNOt0SBWV5UUO5w4b6GkhDWqiDadaL055/JmToNySpnRnZmZ5MzdRpArQLMhVLuS5LE//3f/7Fp0yYUCgWPPvoow4YNY9u2bcybN4+goCAOHz5Mu3btePvtty++UvEaU21wefPNN6/UOITrWWA0PJgMSHLGYXOeHFgA0hbCLS+jPLoe5yNbcbjceKn8CMSE2mkGqw68A/Dz0uDnpSG3tJy2EQG8MiyWn/dkofCLkHOHuZ24w2Px1QXK1RxBvvXmKAe19qIpYDR+wZwsUjJ3zRFG3xTF4HbelZYId47W85/7umK0OhnQJgw/rQqd+SSsXwDtR0KjTqDxRa1UEqzTolIqcLklOsUEolYqCPXTsmD8TXy0/ihD2zfC37vuNzeWWOy4JckzmxJqLm/ue57A8hfJaiVv7nu1Ci4XSrmfnJzMoUOHWLFiBcXFxYwZM4Zu3boBcoLKVatWER4ezt13382uXbs8n2soavTTXVBQwLvvvkteXh6fffYZR48eJTU1VTwoF2ru3EJZai/ofC+kfYuzywQ2HDPRrulwwjReqLQa9M4yVN+OkWuyJHwAHe8EjTcFJhsPf7OLPadLmTKwFZ/f3x2ltxue2A2WApT6ZqALkfuwlkLKu7D5Q2jSG8Z9Xe3igxKLg0e+lRNBbjleSO+WoRWDS3kJgQ4T8U21WLWN8PVSyxkDvh0jb5jc+Tk8mQ6B8gKEyEBvNjx/Cyark0aB3p6/OluE+fHWmI6oLnMPTnUMRitPfZ+Gzelm3j1daKwXZcgvhTOnckbk6tpra9euXQwfPhyVSkVoaCjdu3dn7969+Pn50bFjR88m8RtuuIGsrKwGF1xq9BP+0ksv0bdvX/Ly5M1rzZo14+uvv67XgQnXMd9giJ+F8+lDrAj5J48tO8HA+QcpduvQWgtQFZ+QAwvAzi/kmieAxeFiz2k5y/CPu7PkBWdaXwhqClE3nQ0sIM9Y0s5s+j21Wd41Xw21SkmbM1Ubmwb74n3OajCXzYxrx+co32uP8r/DMBdlczzfDArl2VmS2rvCpk1frZroIF9iGwWgP2/nfX0EFoDk/blsOV7I7lPFLNp28uInCBWoz2QIqWl7TbVu3bpCscWaODfRrkqlwuVyVXP0talGP+XFxcUMGzYM5ZlfCrVa7flYEC6LbzAmdQjbc+UVWk8MbCXPBv78BZw2OT+XSgN9nvTso9FpVQxtH4m3RskTA1uhQMHGw3mkniqWqzueUVruIKtMibPv83LJ4A7jQOOL0+XmdJGF1XtzMBgrBptgnZZ593Rl9ZS+LH2kN7mlVjKLynA4XdgtZlT7lsgHFh4lQGElz2jjlN0X110/wIiPYdKGSkXGQC6qdSjHyP8OGGqcVv9ydW0ahFqpQKmAPq0uPxP031X400+hOK/CrsLbm/Cnn6rVdS+Ucj8gIIA1a9bgcrkoKipi586ddOzYsVZ9XUtqdFvM19eX4uJiz9Q+LS0Nf/8abJwThGoE6bS8MvRGno1vi49Gha9WLRfsWnSnnKOrSQ85X9eZYlohfl68OaoDdpcbnVbN4p2ZvP7zAQCWPtKLbs2CATiQXYq3vZTAlkPwufEOVFod+AZRaLQy/MMUSssdxDbyZ+GDPeRU8ZIE5jxCJRe+AX6cMFp5LWkf5Q4X88ffRKCXH/berxCY/CTOmD64tAF8nnyc/x3Io13jABY+OIagKp5x2Jwu8kxWhn6wCUmC8T2b8trwWM8ihbrWIlTHphduxQ0EXmN7aRqCv56r1PVqsepS7peVlTFixAgUCgXPP/88YWFhFy1j/PDDD3tyJ3bu3Jl77723VuOrLzUKLi+99BKPPvoop06d4q677qK4uJj3369dXWlBAAj01QDnvBEGNYMHVskf+4aAquKP6Lm3mAylZ2cfnqJZTgc36p34/e8NVId+kpNg/uMnANySRNmZDMdFZfazq7VM2bDgFrAU4v3AL2w5GUpqppzvbOHWUzw5qBVlTfrBAxtRa70plXTszCimdbgfgT4a/FwlkLYOIm6Uk1Jq5dVqh3NNFJ9TxTLPZMNVgxVikiTXY8k324gI8Ca0hrVSfLRqfLQiA3JtBCYk1DqYVCUiIqLK98wXX3yRF198sUJbjx496NGjh+f1tGnTPB9/8803VV7/3OOvFTX6SWzXrh0LFy7kxIkTSJIkyhwLdaLAbMPudOPnpT67a12pAv8zu+zdbvmhuVIlp7M/z4P9WuBwSwTrtPKspSwfSk4RYDOj6DsFNFrYu9ST4j/QR8PX/7yZZalZPNSv+dkVVXkHPckwlXsW0bfbG3iplTjdEgPahJJdamXN3ny2Hi9iesKNNAvR8sujXfDKT0fn54P615dg/zJQKJGeTEdxJrgkpWbRKtyfV4bFcqLAzJOD2sizs4vIN9m4Y94f5Bqt3No2jLl3dq703EYQrnXV/qRfqJRxRkYGIPa5CJfPbDZTZgWVUoH9+DEsuPFqEoPq3NutBYdh0VjwDcU65lv2Gr1oHe7veaMN8/fi1WGxZ/efZByBA8tQbP9UXp48cS006opN5cOhzBIKzDa6NwumZ4uQinVQIjpAZAcoPU15+3vQean4+Ym+OFxukMBsczL3tyMALNl1mnt6NOFQloWbg6PQnP4NbPIiAyQ3NpsVe7mDAB8N9/Rowj2fbmPQDeE8N7hthWqNFruTEosDpVJB8HmJNB0uidwzz4T2ZxuxOytXmxSEa121weVC5Y3/IoKL8BeHy0VRmTxDqDbrsMsBuen4pbyHpsPd7Fa0ITioEZb57xHxj/vOBhe3C/6YCyWnoOQU5mObeWVTGNMSbqRf67MPqysECd8g+XgA95n8WN0mcCTfwYiPUgB4Nr4Nj9/aquKY/CNgfBJOl0RRaRkKswFvryAsTng7+TCv3R5LgLcao9XJuG7RDHt/Ezanm36tQnlnyDDCWt2GO+QrTOHdWbHfwsDOcnBpHurHyil9UaCoVAZ47+lS7vlsGxqVgpVP9KNV+NmMAP7eamYltuenPdk8H9+WIJ24SyA0PGITpVAnMgosjPjoD9ySRNJjfYhtFFDpGJdbQjIXov52DFiK8PpzFd0m/0GJ2or7vvtxmc7WdXFKCor6zYEODxO6ZTbuiA4YjBnVr7gKjIYh/wK1jzwT0TcBlYYYbREfj2zG9P/lkGe04nC5OVFQxk97sknsEkWLEB0qXRjK4lNEfX8b2Ew4700iMKI774zrhAKJNU/2o6jMjq9W7clBVmSxc8jih8rPiyTdQyTvNHAgO5ch3dpiLHdQaLajUsoLF/5itjlQKxX8sj8Xl1vC5ZZIPVVcIbgE+GgY1y2GhI6N8PPWeHKbCUJDUuOnf7///jtHjhzBZjv7y/3444/Xy6CEhuf3P/Ox2OW1+Mn7cysFF4fLRXpmKSGKcpoFRMu7531DcLv9UNu8QK9FGxnC6WILW44V0iEqkHHzd6JSKkh69EtOFpbxwpC29GtTzRJbL3/538j/yMuYFSrI2kXgD/cyNLgVN0+cj6QLpdTiYNTHmymzu/h22ymSn+5PuL83yqydnpLK6j0LCRzUisCAs6UB9DotuSXlzB9/E78dMHDXzU2Ys/og79/ZmaEdIukQHYi/txpJkth5soh//ncnCgX8+EhvujYNIt9kZcZP+wnw0TCpf0tSjhTg56WmfxVfk1atRKsWz1mEhqtGm1WmTZvG6tWrWbhwISDXW8nOzq7XgQkNy9D2kcQE+9A40JvELmfKHrtc2C1GThaWse5QPt5aFcEBfkh3LYJRC3A/8AtlmgCkMjMajYo8l5oJ/93OjSGwMj0Lo9VJscXB2j/zidL7EunvhZdkh/xDuPcl4TQaKj+PcDnl3GWG/WDOh9/ngCkXxckUQuxZhPl745Qk1GdKAGuUSjzzgiY95Rxo3np5b8zWj+TbeOUlkLkDs9nMh+uOYjCW8/jAVryyLJ3B7SL4dttJhry3CZVSwaRvdrJw6ynSMuXnMJIEB3ONAPy0J5tVe3P5bnsmOzIKWfRQTz67vxsRdZzTK89kZWV6NicKyrA7G97mO+H6UKOZS2pqKj///DMJCQk8/vjjTJgwgYceeqi+xyY0INHBvix7VM46HOrnBU47ZO2kSNuEwR/vxepwc0vbMGbcfiP+x36kKPpWnv25gKP5J1kwpiWti/eRrW3L8wMaE5u1DG3rBL7eokatUnJL6zDu+nQ7+WYb+5/tAJ/0Qel2oogdgSnuXQgIQqNSkm+2EewuQv1JL7CW4B78JlL7caiOrgW/CBR6uTbL9hOFfHZ/N7YcK2R4x0aE+nlRYLJxusSHTvf/hKLgKGyZh6v9OCwO8M9Nx536HR8pHmF5WjbL07KZd7cXCyf2YGdGMW+uOYQkwd6sUhaM744kSYQHePNnrpFuTYO4tW04p4st3HZDBP/5/TgzE9vTJsIPjUpR56vAisrsPL4ole0nivDRqFj//C1EBlz9zMt/d3WVcr8hqVFw8T6za9XHxweDwYBeryc/P79eByY0PBWyDpcXwZIHcI77BatDnl3km2zYrOXQZjB5JQrW/ynfgno3JZ8PbipF7eUmJCiYdVIcXRVGfhsfjiKoGdmFheSbbXLKfafd87BeUV7I0dxSmqh0KBQKEual8PO9UYRb5Wc3yj3fYRrzPe5H0vD19kbjH4kkSeSU2Ji16hAtQnV0jgkkyFfDY4t2EeSr5flBzYkKaoN66Dv8eMDM/l8PMaOtGZW+MS3P7LkZ2SWK2EYBBPtqaRPhT4S/N75aFX1bhTL6P5sJ9/dm0UM9eGdcJ0zlTkZ9splco5W3x3Tipyf68NjC3aRmljCpXwseH9iqTouHud2SXJUTsDrl6phCzR3elsuWFccwF9nwC/ai14iWtOkRWatripT71bjlllswGo1MnDiR0aNHA3LlSEE4V1mpDXu5E2+dBh+1N9wwnIBjPzNv9BDWHivnpYGNCDi6DMX+H2g94GX+0T2Cr3cYGN5Gh7ZxBCVGFaPnbwHgxUFNeDRsLxSnofaOZuqwNmSV2sE3COeoL1Cc2EBB1yeYviyLt8aEovfVYCx3siNX4rYBr+F1cgOO+Dk8uPQE2zNK6ds6hK/GKlAd/IlJLbtwQ0gLCmwaOkTpcbjdnC4q55VhNzL84y3YnG76tgplQNsw8koLORXSj/W5zRnSIZo+NzRh87FCXlqWzguDb6BjdCA/P9EHp0ti+k/7MZY7MZabKbO5CPf35kC2kZwzmz2Xp2XRrVmQZ4PmstTTTOzXvE6DS4iflgX/6MZ/fj/K0A6Nrrmql9eyw9tyWf/tIZx2+Y8hc5GN9d8eAqhVgBEp96uQnp5Oo0aNmDx5MgAWi4U2bdrQokULHnjggWovbLPZuPfee7Hb7bhcLgYPHsyUKVPIzMzkmWeeoaSkhHbt2vHWW2+h1Wqx2+288MIL7N+/H71ez9y5c4mOjgZg/vz5LF26FKVSyWuvvUa/fv0A2LhxI7Nnz8btdjN27FgmTZoEcME+hPpTVmpj6b928v/snXeUFFX2xz/VOU7OkQGGHAYYckaCgARFQBFEBETAHJF1zevPVVwDqKigYgAVJAkIA0jOecgMDJNz6hyr6vdH47is4K4L7uran3PmnDmvq96rWz0xhQAAIABJREFUru5+t967936vvdZDj7uaISQaKE19nMxkIzeq/LRK02KSqtFnPQGAcvkUnpy6m8m9mxJxZgmKuhZYvU3q+6t0C4jxGQhaM2GCgslNo5BVGl5df4aOaT2ojM/k/a8uMqpDEh6fSF6Vl0ndU3l2YyGtpk4hLnMy1X4dRwu3AXB76zAUax6Ec+tRCAp6PnCMNfkKrG4f8SE63r8zE6UAXjEwsdS5vCSG6Rk4tAUj3tlFndPHOzuKWDGzG8+sDogQzlx8mDX39yAmRIforOWNoXHsamFgxWlnvZx+aqSR9ilhXKh0ML1PI0xaFTe3SyTrZBkP92+CSXt9M+oFQSAtysj/3dLm8jDtIP+UPasu1BuWH/B7JfasunBNxuWPKrn/sw79Z599tj4T/8CBA8yZM4exY8diMpkukyS4EhqNhkWLFrF69WpWrlzJjh07OHr0KHPmzOGuu+5i48aNhISEsGzZMgCWLl1KSEgIGzdu5K677mLOnDkAnD9/nrVr17J27VoWLFjA888/jyiKiKLICy+8wIIFC1i7di1r1qzh/PnzAFcdI8ivh+iTcNR56Di2MdpUE8Pf2cW0L47w3s5iJG0YZp0ahyaSkrsPY+37F8T4DLbk1PHNgYuYVCJCTDOax4cwe0gzJvdIY0xmCqd98bj1cQihiaDWIggCt3dK5Y2sHDJSInhueEusLh9jP9xLg0gjndMiWftALxKiQtCaI4gwaVl1X3deHNGSvs1jELreh/fevZRNP0uFHM7qYyXc9PZOal0+qu0e8mucvDk2g7u6NuCTuzLp2zQanVqJKAa2lvySjEqhIO6SA75lQggalQJcdSh3vI5xbksGXHyNt0am1ku2GNUK5o1rx5r7e9A01kSkScuswc34alpXIowaXL5f7nCvsntYuDOXjafKqHN6r3hM0LD8cuw1Vw5zv1r7tXI1yX2gXnJfoVDUS+7/3vhZ4yKKImFhYQCsW7eOsWPHMmjQIB566CHy839e0lsQBIzGgAyG3+/H7/cjCAJ79+5l0KBBANx8881s3rwZgO+//56bb74ZgEGDBrFnzx5kWWbz5s0MHToUjUZDcnIyqampZGdnk52dTWpqKsnJyWg0GoYOHcrmzZuRZfmqYwT59dDoVfSf3opjgher20/7lHBCdSo6JGgRfA7sHj9jPjxAt3fPsEI1hML+7/OXLWXc0DKJ7abBlPtNTFl0gN5NYqhzehk9fw9jP9iH3WGHrX8FSxEAKZEGFt6ViUKAv64/w/vbcwnTqymsdTLx4wM8veJEfUi0Tq2keXwIE7o2wCD4Yf98Ltg19Jl7iH5v7GJyjzQijBpkZFIjDXy2J5+VR0uY1SuCqB3Poj/wLtFKB9/M6Mb9/Rqz9N6urDxSxPzx7flqWhf+emubgEPe74H9gfrlwsnlaKTAhG91+SiodTFi3m56vrqFOz86QLXdw5YzFdw0dyfTvzjMiiO/bNLwiRJvbcrhxTWnmfrpIQprnNfxUwzg8vovU5n+o2CKuEql0qu0/6sEJfevgCRJ+P0B5+mePXvo0qVL/Wv/ypsVRZERI0bQrVs3unXrRnJyMiEhIfWKnnFxcZSXlwNQXl5O/KW6CSqVCrPZTG1tLeXl5fVFcyAgAFdeXn7V9tra2quOEeTXQ2dUE5YaQmq0iaJaJ7d1TGLfQxncmD8H1bf34fX5yasOTITLDpegMoTwyaSO6EULzY12DL4qWsSbKbe62Z5Thc3jJ9yoQag8Ewgn/mp8QDuMgEbYskOFvDiiFR/e2YFvpnfjle8Ce+PFdS584o9ObIvTy7ZzlTgcdvB72ZRjw+2TcPlEDubV8uGdHYjBQoPDr/JZx3zmjWqMdtdrAWOx8c8oyrJpEmvm0YFNCdGpeXXDOca8v5d5m3N+/PGotND53sD/rUYFarsAbp+I0ytS7Qg8+ZZa3IiyfJkQZZRJS63zWp6Mr+8Kpcbh4eV1p7n380PkVzuua9+/dbqOaIRKc/mUqNIo6Dqi0TX1G5TcvwJDhw5l/PjxhIeHo9Pp6vf88vPzMZlMP3cqELC4q1atwmq1MnPmzH8qJR3k94HT46eg1sm5MjvdGkfWT5ahRjV2j59Hvj5G26RQhgv5CMcWAxDe8wV6NwmoDT/SrwHRKhc+h5fEI6+hyf4CzPE8fkcWM1fm8OU9XThTaqV9cgjRXw8ODKpQ8sNEqlUruadnI9afLKVrw0jOlVm5uV0iCWF6Hh3YlMi/y4jPq3Ey8aP9fDymIT3D0hjRMoyvj9egEARGZCRgVHgRtr2CEJKA0laEUXKA+cfiUKIuHIUsIwgCKoXA3d0bMKR1PLlVDsptHgRBINIUBj0fga4zA8mbhkiq7B6K61xUOTy8PiaD9SfKuLd3Q8INGjIbhPPVtC44PSLlNjcj5u1m2fSuRJu0yLL8s7WS1EoFD/ZPp1G0iZRIPSkRhuv62eZWOvhsb0BC5y9rT/Pm2IxAnZ0/AD/4Va53tNj1ltz/vfCz35rp06fTtWtXKisr6d69e320giRJ/PnPf/6XBwkJCaFz584cPXoUq9WK3+9HpVJRVlZGbGwgAzo2NpbS0lLi4uLw+/3YbDbCw8OJjY2lrKysvq/y8vL6c67UHh4eftUxgvwyvP6AXpgAhBt/1AurdfoY+vZOREnm1g6JvDiiFXqNCq1KiUBg1eD0igjRTQnED8tE1mXzxk2Z+GtEQk6+jNrSioQ2Y9EU7w0MZislVOnj2ZuaATLN483EGhUwfB7k7YKWI+uVkZ0ePxa3j7QoE2FGLZ1MWvySzLC2CYQbNJdF1fzgL5mxIp/Pxt1LY72Wpfd0xivB1weLGNQ0jMjO02DTs+D3Irceg6/9JITY1rjUEazKUXBjiJdosxafJDG5Rxp/WXuadSfKUCoENj3SK6Abpg+vH9Pu9vHs6pOsP1HGQ/3Tub1jMn2aRNXXfAkzaGgWa+bJb46z5WwFL4xoidvn52RFGd8Xr+aO5ncQqf+7qpr/QJRJy13dG1ynT/ly4kJ1aFUKPH6J9qnhAZ/SH4gmneOu2Zhciesluf974p9+czIyMhgwYAAGw49PSGlpaVeMfvh7ampqsFoDmclut5vdu3fTqFEjOnfuzIYNGwBYsWIF/fr1A6Bfv36sWLECCCgAdOnSBUEQ6NevH2vXrsXr9VJYWEheXh5t2rShdevW5OXlUVhYiNfrZe3atfTr1w9BEK46RpBfxsUqB33mbKH3nC1cqPxxi8QnSoiSTIhOxV3d0li48yJHC2pxuNwMahHDyns78cmkjlyQ4/DPPIx/+l488R0Jq9xPzJeD0R3/AtFegUcw4Br8NsS1Qe75GOraCzQr+JIkpYVkZQ1erwfi20LXGTi0MVTa3BRWO6hz+RjwxnbGLdjH/K0XkGR4cc0pxi/cx7lyG7L8gwNeIilcz1tj23J/v0boQiLoMS+bWpefKYsOMu/787y2OQ/ydsK5DZC7BfnQIh75toDh6w2cFhqx+GhdfX8/lGKpu+SPECUZj++nisWiBHVOL6Ik83rWORxe8SfFxAxaFeM6p/DkjU05mFdLr1e38fyKYpqGZrLkzJLLjq22e6iwuf8j6sjRJi1bH+/Dxod7MbZjcr2SQZAgv5Rfbb1bUVHBrFmzEEURWZa58cYb6du3L40bN+bhhx/mzTffpHnz5owePRoI5M08/vjjDBgwgNDQ0Ppko/T0dAYPHsyQIUNQKpU888wzKJWBJ+hnnnmGKVOmIIoio0aNIj09HYDHH3/8imME+WVsOVtZnwC56XR5vV5YuFHN3NvbIUkSn+/NJyFETQtFPpqdK8ht/RCvZJ2nUbSJPk1juH3RKb69rzs5ZTZ6JnfD3+c5lO5aCtMnonKJ+E2tiBu1GFP+Jvj2fhTmOFzpN1Pn8KEzC6hkN1FmHVa3j/e2XuBsmY0XR7aicbSJs+U28mscWN0+zlfYmdm3MTaPH5dPxOUV+e54Kb3TI+meoCDKthKroyuTuyaiV6sCq41yOxUWD1JCe5SCAmQJb2IXCk47OV1mY/u5Sj6c2AEZKKxxknWqjE/35PPxXR35aNdF2iWHE2XSgMcOagNc2s4KNah57da2vLf1PJ0bRhJ+hSx8tVJBp7QIGseYeD3rHAAH8up4QtuUWMOPK+1Km4dJn+znYqWDhXd1pFODiF81EkyrVhIfqofQX22IIH8QBFn+F0rj/QG45ZZbWL58+X/7Mn5TFNU4Gb9wH5IMn0/p/JP9fZ9f5MW1p3msWxghH/fE3mEG9xX0ZuvZgON9wcRMHvv6KEund0OvVuITJU4WW9h2ropok4ZhbRNAEDheVEeHRD1IItlFFto2SmT8gn3UOL1kPdwLjVLBuXI7d360H4Be6VFM7Z7M0iPlzBqQRoz7IrLWzNv7HWQ0jKVRtBmHx0+YQcPtH+zBqFPx8e3NKaqqo0Y20jIhDI9f4myZjRYJISQZJZTuOpAlrIKJEQuO45ckFk/pjFqpYPT7eyiscTHrxmbkVNhw+0WeG9aSokoLbf3ZKA58EPC3JHcGtb7+/siXfDU/h83tY9mhIv6WdY7hGfHc3SuaSKOeMF0gSvNgXg23zt9T/77fvaM9Jl0wMfJf5fTp0zRv3vy/fRn/M1zpfl5t7vxjeOqC/FskRRhYem83QCbafLm4ok+UqHX6mNm3MQp/LTVDFyBGNaedbGPr2Up0agUpEQZeHtUGBaAQBKpsXhpGmchIDkcG1AqB17LO8s3hYpZP78a4BQdx+yQyU6uZ3qcxf151guJaV32pX71aicsn0i4lnI72LXSOK0HNSISPB4IscdeUQ1QrjQx8YzteUeL54S2Z2a8xc78/T54NHl1dyNA28SgVSro1iiQ2RIvDK2KX1ISEJiEIAiHA0mldkZHRq5WcKbNRWOMCYMPJMoZnJJASYeBEiYVUjR3Fl7cF5GguboMHs+uNi8cvUnvJXxVhUqO+tNqutnvw+CUEID5Mj0GtpE/TGNokhhJiUJNg1l9WqjglwkBimJ5Si4txnVPQq4M6YUF+HwSNS5Cf5TK9sB9wWSi0iAx/7wAyMhsf7s3rJyNZefQoH0zowHcP9kSrUlBaayfWqEWrVjJ+wT5yqxw8PqgppXUuNpws5+tpXbC6/fXd/uBTsLp9RJu13NIukSiTlqJaFzFmLRsf7kmUYEEpQKWzJ+FaBZpdr4IYyCtR+J3k1+nqs+wPF9TSr1kMSWF6fKLMO+Pa8d62XGRZpk1S6CX/jEDWqTJu75RCjEmD2y8RZlBj1KqxuHwoBIEejaM4UWLhoQHpNI42oRAEnlyezZzB8RCaDLUXA7VjBCXVdg8yUFzrYsz7e1AqBFbd1530GDMWl5ftOZXM+uY47VPD+duYtigFgTHz91Bp96BSCOx8st9lxiUmRMfKmd0RJQmzTo0y6AMJ8jshaFyC/HJctRw4a8Hu8ZMUrscvSazJLkWUZCYvOsiuJ/oQTxUNj7+AlNwVe9jNPDWkOQoB1mSXkJEczuf7CrhQaeeF4S3pkBqGJEl8MrEdWacqmdqrEReqHKTHmiiscdIyIYSt5yoZ3sCP7pMB4HWgHbOKt7JDuK/zw5g8NjyxGehDo2kdamZERgJlFjcP9W+CXq0gIzkMo0bJC2tOs+FkIMKwW+MoGkUbGfzmDhxekZVHiln7QE8OF9SSFmmkZWIooXo1SRF67u3TkAiDlkqbG51aSYheHQjR1ajg7vVQfQGiGlNNCJMXHaBTWiRGjbK+qNie89Wkx5ixuf3M35qLxy+RV+XAJ0qoNSoiTRoq7R7MOhVXcqdc0cAHCfIbJ2hcgvxyZD+90kykx5holxLG+XI7M/o2ZuHOXEZmJKJCRPHtfXBxO4qLO6hNG83TK48EfDeTO7P0YAHtU8JoEhuC1e0jyqglxSwTs/sheunDkIr7Y04ZSLM4MxVWNztzqujXNAZdzlf1xbxCz3zFqE7P8tHxchy6B+mbmECUR0dxnY3M1HB6pUejQOK51adZf7Kcp25sUl/tUSFAYpgelUKBVq0kLlRH/+axaJQCZq2SaIUFn91Pqd/A7txA4bJP9+Sx7FARu57sh1qpIOKH6C91HJgDoau2KjvPDmvJkYI6eqZHUVjr5EiBhf4tAg56o1bJ6MwkKqxu+jWP5VB+LT3To/n07k4cKayjZULIZQmWQf53uF6S+xMmTOCJJ56gdevW9W379u1jxowZJCcn43K5iIqKYsqUKfTt2/d6v41fRNC4BPlZJEmmxuFFo1L8qLBrjCHefZ4lt6UgmKKpcsocLqzlzbHtaBRtZN2xi0w0JwXi3OPbsP5kOeXWQBb6+hOlTO3ZCBkZj19i2NxdeMVAPfq5A/5MGFasoS1YfLiC789U8sSNzSixuql1eolM7YEQkgheO76uD2JSqbk1MxmNUqDS5mH3+Wo6NYxAp1LwwppT/N/I5mw4FVBneDUrh82P9A448MP1WJxe/m/dKb6e1gW3T+LDHbnsya2hbwMNoZ/fQuWwzxj5eTFVdi9xITrevr0dNzSLxay/+k9Go1LyzKqjHC+2YNAo2fhwb7QqBVGXVh7hBi03tYnH7ZfoN2crkgwjMhL4y82tGdTy+udWBPnlnN6xhR1ffoqtugpzZBQ9b7uT5j2vbZL+T0juZ2Zm8v77AQmi06dPM3PmTHQ6HV27dr0u/f87BDdwg/wsORV27liwj6eWZ+O0W6iyOjhc7qPc3ILI+AZEhpgwapXcnJFI01gTdrePd3eVUt11NvLoRdD3T/RrFkO4Qc2fhjRjVIckZEnkwx0XkWXwST/6WUS/Fz4egtVmZU5WDocL6pi9/DgxZh2zlh+nShWDOHEd0swDnLIZ6PXaVgb8bRtWt48wvZIe6VFUWN28u/U8swY3QyN7eLR3EiF6FdN6pXGmzMoXe/PRq5Q8/PUxtpyt4mSJlQeWHGHV0RIe/voodo8I1eeRJBGHJyBx5Li0/delYQR6tQqb24f1CtpboiQjIHN/v8bM6NMIhYJ6w/IDhTVOfH6Joa0DKgAWpw8pGLD5m+D0ji1kfTAPW1UlyDK2qkqyPpjH6R1brqnfq0nud+jQgb/+9a/cdNNNDBs2jHXr1gGBlciECRN44IEHuPHGG3n00Uf5JUG9zZs3Z8aMGfWVg/9bBI1LkKvi9ol8c7iIxjEmZvROw+ryc9+SY9zy3l6Gzd1Jhc1DucXNhQo7Zq2KEKmOJJ2bVTO7s/KsC19KT+p0yXx3soKvpnWlpM5N79e28v6OiwxpEcmZMisfTshkQpdU5t7ejsjdfwFAJzmJvrQ91DoplHKrm4QwPQcLbXgVOhS732LtsWJ8oozDK3Ky2IZbhNkrjrPqaAkvjWxNSZ2LcpuX21vp2Ti5MdO6xOEXJUZ3SMKgVdZP7pIk1/s0jBoVSo0elGrCD77JV1M7cnunZN4d3x6X149Jp6bS5uHxpce4f8kRyq3uy+6XVqXg3fEduFBhZ9/FGkRJrtcVg4CyQKnVzRPLsumRHsW829vxyqg2hARDi38T7PjyU/zey3Xe/F4PO7789Jr6/Vck9z/++GNeffVVKioqgIDk/uzZs1m3bh1FRUUcOnToF43ZsmXL/7qMTNC4BLkiZRY3r2edpXd6FKMzk7h9wQFy6iQuVAbEJytsHtw+kfwaOy2jVUT6SjB/NYrQbyej81YzvF0K6y+4sAsGtp6tRJZlPt6dhyjJfLw7n6QII+EGDfO3X8Dq9pF1qhyx15OgDycqZylrp3dgw5SmPDekMX2aRPHnoS3IrXAgin44t54JGSEkR+hpGmsmMy2MV9efZW9uDd8cLuZ4sYXUCAM6YwgeUxKSKYEjZT7mbblAuFFLtcPLlJ5pbH2sD62TwnhjTAbvj2/P2gd6cKrESsld+xBveB6dOqAn9u3REkINGvyiyMZTZaw/Wc62c5Us2p132T0L0avYl1vDuhNl7MipYv62XDafqsB3KXrN7vHz6NfHOFJYx6zlx+mQGk5cqO4fb/1l/HBukF8fW3XVL2q/Vn5Nyf3fQvpi0OcS5CdYXT6e/CabbecqMWpV7L9Yg9XtZ9HuPN65ox1zvz9P/+axfHOoiJHtElFpVSg2PQMVpwCQ83bhbzKcpiF+whQu3rqtHWfKrNzUJp412aWMaBuPRpAQpYAy8UFqUSkELO3aIE8/hdfrJvTA2+j1URxnNMdLbAxvm8DtnZOQJB/SbUtoIHtZdndbLD4VLq9IxwYRfHeiDK1KQcMoI0qFgEmn5lSphQeWHKVvs2jeGdeeuxcdIL/ayaujWnOq1MqOnCqq7R5eG90WpQKaJEYiI7P+Yg0dUjVM7ZWGWhnQ88qpsJEQpkchgCRDxwYRl90zl0+kaZwZpUJAlGRaJYZgcf1Yb0WpEGgRH8KxIguNo02ofyasWJZlcqscvLUph8Gt4uiRHoU5uML5VTFHRgW2xK7Qfi2kp6fXy1H9q1yr5P6pU6do1Oja1JyvleDKJchliJKM2ycyqGUsSoXAmVIbYzKTEAQ4XWojPkzPwBax7L5Qzdwt51EqBHbk1OBvehMoVLg6P4i/4Q3olTJNz7yDacfL7Mut4oElR+nWKIp1D/TguUwP4V+NoEmUngdvSOfWDolM7dmQez8/wrlKJ/d+eYq9KVOxtr6LmYuP8n/rzvDit6cQZAHJY4c1D+Nf/yckScLu8aNSKhncKpash3ux6ZHeVDk8jP9oP1V2D2fL7Dw5uBnLDhWjUED+Jdn/7CILk3s0ZGzHZLo1jiI9xsz72y5y58L9nCyx0SktkmHzdtP7tW1kFwU08r45VMSmU+WsmNGdDQ/1okNqQKzSJ0oU1DiZ9/151maXsvmR3mx6pDepEQZubp9Ub0QiTVoWTOxI1sO9WDy1y0/8MX9PtcPLvZ8dYvWxEqZ/cRiry/+TY1w+kVqHFzG4urku9LztTlSayz8TlUZLz9vuvKZ+/9OS+2fOnOHdd9/ljjvuuOa+roXgyiVIPaIocaLEyrOrT9KrSTTrH+iJoAjUT9n4cG9K6lw8t/oks25sRm6lgw/vzESWoWWCGUHTmtr7c1h/zsqOrELu6ppKddy9dI7201ww4hUlZq84zvtjm9EiZz6UHMboLqPO6WFStzTGL9xHld3LB9tzuaNzCi0jILJ8K5smNuCTE356ppkItV9AUGlQxLehstU99J93CIdXZFT7RB4d2JRTxRY+3ZvP4YJAjfoKW6A2ybxx7emZHolerWRyjzRsbh9D2yRw/5IjjMiI5/nhLcmvdvLZ3kABvBfWnOL98R3qC2Z9e6yMfs3iGNU+iTHv7+H7MwEf0g/Rcy6viF+S689fk13CNzO60Tjmp0+80Wbtv5S3ohQEYkO05FTYMWqUqJSXJ8DUOb18uieP789U8uywFrRODA2KTF4jP0SFXe9osestuT9t2rT6elUZGRnccccdHDx4kJEjR+JyuYiMjOTpp5/+r0aKQVBbrJ4/vLaYtZSq6irGrazhXLmdB29Ip1ujSMqtLtKiTORVO6h2+FAKMLBlLCqFwNubz7NoTz6HHmpN5FfDKJ2wg01na4kya6i0etCoFYRqlUhAaqQJvVqJxelB57eQ4s/HGdECh6TCi4Yx7+9BIcCye7txIK+a1tFK0rLfxHDsY+QHj0PedoQV00AQkO/6jiJlMj3nHQMgIzmM+/s1pkNqOMcK63jk62O0TgxlUvcGPP/tKZbc0xlRlBFlMGqU2D1+Jny0n26NIrmpTQJJehGN3sjYBQcoqHEyNjOZh/qnM3PxESpsbhZMzKRZXAiiKFHt9CIgEGX6UdpflGSK61yMX7CPghon4zqnMOvGZj+Gbv+bVNk8HC2qo0msmfhQ3WXbaAU1Tnq9Gohiahhl5OtpXYgy/7z/5o9IUFvs+hLUFgvyy3BZYPVMtAndaZfYh2q7l05pEYz9IFBrZUqPNCwuH3nVDl67tQ3rjpUyoGUsKZEGvp7WBYXaj5TUhcUHS5j7/QUAvpjSmWiTBpnAVpRGJfD6xrOsO15G14YRPNS/Nfd9eJRmsSZeG92Wjfc0x6828eL6s3x3ooyUCAOrpszCUH4QwWuDkiOBa5VlnFX5GJpkMGtwU/ZeqGF630bYXD5eXnuaRwY05c3bMogL0VFY6+SLKZ05nF9HfJiOF749xUP9m9AsLpD8Oal7Awyyl0OLF1JdkM9H989GGRKBXqMixqxjwcRMREmqT5hUKhXEXGECVyoE4kK0fDWtC26fSKhec82GBQJhzP2bX7kWkU6lINqkpdLuISMlDE1QcyzIb4ygcQkSKPCo0GDe8xpP3JzJtD6dqHL86EB0ePy8MLgB1R4lKoVA9/RIKmweTpfa+Mva09zTqyEzO87AduRH57Uky/glmXCDhg+359KnWUy936Bb4yje2JRDpc0T+LM6UfvBqJSwuf20TAjh+eEteXNHCYN7f0EbSx76DpPAVopfHUpReGdW7sxjco+GDGoRh8snEWHQMLlnGucqrNz50QFUCoEtj/Vh8qKDnCq1EmHU8M649mSdLCMt0sCjA5pi9/gprrFTkH0Ur8vJqtkzmfjWQqJCAxN6hPFyqXyPT8ThFTHrlPVClD+gUV2Sqv8PEWXSsvaBHlhcPiJNmmA4c5DfHEHjEgR0oTD8LZwlZ/BEZuDzQoxZw0sjW1Jc42BSxxiKLB5e3ZRP57QIhrSOx+OXWXaoCICPd+UxoXMvpvVWYNRpiDRqiTJqGDp3J1se6cmB/FoEAeaMaYtflNGrFUSZtOzNrSEuRIdZr6XPnL0khetZPLUzJbVuZi0/zvkKO5/vK2Dng5kUS2qUPeaw9FAJn35ylqcGN2NvbjX3f3kEhSAwuUcaSkHgji4phOrV2Nw+ZKDCFshFsbh8GDRK7uzWgDEf7KVBpJEbmseQX17H8AnTyF79Fend+5Bn8RF1hWR5q8vHmuwSvjxQGNgybByJXv3f+/koFAIxITpiQoJbYUF+mwSNS5AApljKwo3GE4LgAAAgAElEQVRUW70IQqBS4g3NotEoY9mTW0NOhZ27ezQku6gOSQ481Q9sEUPWqQreGNOWLw8WsWh3Ho8MbMKItvEUFxWwZkoL1GoVGx/uiccvM+njg1yotDOlZxrdG0ey44k+CLIFp08KbCl5RY4V1NExLQLTpbrtGqUCWWviwUWHGNQylq5NE+nRPIkIoxq3TyI9xoRPlBmbmcTnewtQKwRWzOgGBLaO3hnXns/35jOqQxLhBjUXKu2UWty4fCLPDmvB1wcLMWhjmPTUX8g6V0ufqPAr3h6H18/sFScAuH/JEbY+1ue/alyCBPmtE/x1BAGgzuFlyf4CPtxxkRizlhUzurFw50VqnD4M6sAT/01v78QrSmw9W8lNbeJ5dlhLpvZsRKhezckSK3++qQVnyqyE2PMI33A7GKMoHPABIxeeZdXM7lyotAOw+XQF6TFmUiMkFGIZz33rZfeFasZ0SOTB/k3x+iVevbUN285VkpkaDnIgU/+NTTk0iTXxyaROVNk9PPlNNvf2bkT7lDCUCgU90qPwSTLnK+y8sOYUzw9viU6t4Ikbm2F1+zhSUEvnhpHc2TWVSpsHVDYeG66heUQqep2Owe3MVxWOVCkC+TO5VQ7aJgUiszx+EavLh16tDBbwChLkHwjGLgYBwOL2sut8NRAI4bW5/RRb3DSMMrHhZBl6taJeB8zu8dOtcSQKQeC2D/di8/jw+CXmfn+ejOQwfPn7oCYXCvejLz9MfKgenygxIiOBSKOG+/s1Rq0AjVKJTt+UM2U2dGoF47o04Ka5O+g9Zysnii2U1LqodXqpc/vo2zSaJVO78ProtoCMWafitVvbkhZlRBAEbpq7k8mLDvLI18eID9Ux7/Z2RBg1nC2389jSY2w9W8mDXx3DL8o8PDCVvh0Kmbn1To5W70SvkQjVa4g2665aOTLarGXJ1C5kPdyLuePaY9Ao2X6uilHv7WHu9+epdXiveF6QIH9UfjXjUlpayoQJExgyZAhDhw5l0aJFANTV1TFp0iQGDhzIpEmTsFgsQCAj+aWXXmLAgAEMGzaMkydP1ve1YsUKBg4cyMCBA1mxYkV9+4kTJxg2bBgDBgzgpZdeqpc8uNoYQa6M01IFHiePD2pKo2gj4zolE62X+b9+4QxsbGT5jO6E2S/w6cQMJnZN5W9j22J3i0iyzGeTO2HUqFiw8yIFNU5e+PY0dSkDQVCANgRNUlsaxxgRJZknBjVl6b1diTRqqHP6OJJfQ5RgY9f4ELbNbE2VzUOt04csw4aT5czok0aTGDMuj58ok5aNp8tw+SQW7y/gfIWdke/uYtR7u3F6RKzuQE5KSZ0LnyjzxqZzhOrVJIbqmTO6LWqFwMKJmWjVCo7mO2ke1pEvhixmYovJVFoV5FbasXt+mqj4A1V2D8+vOcXzq0/i8UlYXT6eXnmcghon72/P/dlzgwQpKytj+vTpDBw4kP79+/PSSy/h9Xo5ffo027Ztqz9u7ty5LFy48L94pdePX824KJVKZs2axbp16/jqq69YvHgx58+f54MPPqBr165kZWXRtWtXPvjgAwC2b99OXl4eWVlZvPjiizz33HNAwFDMmzePr7/+mqVLlzJv3rx6Y/Hcc8/x4osvkpWVRV5eHtu3bwe46hh/JLx+kfMVNpbsL6DM4v7ZY6ucIqE1R4hQeZh/RwZP9Ikn0n6eMF856XorSbZjmELCyYyWGNsxmbc25TDinZ1sOVsJMoToFDSKDtRK6Zkexbk6mZJJByi/cwe16hge7t+EaocXGVApBJQKBZ0bRdI9UYnqzCr0u+cQu3wMrRPNdEwNJz5Ux319GyJKMtvOVWLQqgnTq3igXzqpEXpGt0+mdWIoD/dvwm0dUwgzqpl3ezsGt4rj7dvaoVEp2Jtbg9Xlo6DGSXKEgXt6N+KG5rGUWT08sew4Xq+BWque6Z+eZvBbO3hzUw5W50+Vjn9gb241646XsutCNe9uOY9OraB3k2ggkGeiUyupcXhZm13K9nOV1Dl/vZVMpc3Ny2tPs2R/AbXXME5JnYsl+wu4WOUIZvlfwnGkgtJX9lM0awelr+zHcaTimvv8QXK/f//+ZGVlsWHDBpxOJ2+88cZPjMv/Er+acYmJialXAjWZTDRs2JDy8nI2b97MyJEjARg5ciSbNm0CqG8XBIGMjAysVisVFRXs3LmT7t27ExYWRmhoKN27d2fHjh1UVFRgt9vJyMhAEARGjhzJ5s2bL+vrH8f4I1Hj8HHT3J08tfw4Uz89SLXdc9VjQ40GQlPb0iISDLKDl78v4ZwYg1RXiCAoEXKyEOb3QHdsEXqVwJrsUiQZPtyRS0qkAZMavryjEdumNeXx/mmcr3RTLEVgUUbgkwQGv7WDiR8dYPXREgQBEsN1fLDtAh5NGAdjRpPd630snR/F4xe5uX0ifxrSnG3nqlidXcafVp5gw8kyTpTYeG71SVw+Ca8oIQNmnZJHB6QjCAGdr7+MbEWsWcvqoyW8emtARuOmtvH15ZMhUCjsru4NmPt9Dla3rz6bf/PpcmSunE9caXMTF6JDdalMZNdGkYToNcwa3Jxtj/fhq2ldiDZrWXaoiJmLD3PnR/s5WWK9Tp/k5Xh8Iq+uP8sHO3J5avlxLlTY/61+Km0ebv9wL08tP86IeTupCm7r4ThSQd3yHMS6wG9FrPNQtzznmg3M3r170Wq1jBo1Cgg8eM+ePZtly5bx2muvsW7dOkaMGFEvuX/+/HkmTJjADTfcwKefXpsi83+T/4jPpaioiNOnT9O2bVuqq6uJiYkBIDo6murqwD5/eXk5cXE/xoDGxcVRXl7+k/bY2Ngrtv9wPHDVMf5IyLKMTwxMlj5RQrrCvPlDITCzbEWoyUW9+FbiNz/IA13CMSokhOyvwG2BnX8Ddx3C9tcwqUTap4QBMCYzGZvbR51HIFLlJpUSwgUHapWC0fP38NiyY5RZ3PVjnymzoVerECV4dFAz5n1/nseXZpNX7cLe8EbsHonZK05w35IjnCqxcsnFQ8/0aB766ijN4kJ4e3MOA97YzrTPDnFjy3jcosSsb47T6eXNLN5fwKK9+RTVOTlaWEuUWcsL355iwc7c+if8pHA9fZtG4/aJnC2zMaFLKpFGDU/c2AyD5sqJiCuOlPDZ3nyWz+jG+od60qtJNJIk4/VLqJWK+sz5zNQw/jSkGY2iTTi9v842mdPnx6T7MQ7natf8z5CRcXkDuUwev8RV7OofCuuGPGTf5Ss42Sdh3ZB3Tf1eSXLfZDKRmJjI9OnTGTJkCKtWrWLIkCEAXLx4kYULF7J06VLeeecdfL6rr6h/y/zq0WIOh4MHHniA2bNnYzKZLntNEISrOlCvF/+JMX6LhBrUrJ7ZHa1aidcvorx0DywuLxerHJi1KpQKBVV2D210NjT75kPlGRSVZ4jtUYq3Og/h/CZoMRI5fRBCzgbkpkOIUrl5Z1wGJRYvO3MqGT5vF99M7wa6OHRaDZJHZk12KQDZRVZSI41M6t6AUoubab0bUlzrRCKgVxZm1PD6mLaXJmeB3Co7H0zowKlSK2Mzk3H7JKrsHqJMGkxaFY1ijLy77TwAxbUuRFmmqNbFSyNb8acVx/n+TAVv3paBze0nXK9h6aFCzpTZ+O5EGYNbxRNu0BCqD/z97dY2fLo7j9s6JDCjd0NCDBqM2iv/HLqkRbDxVBnTPjvI3NvbY45VUVzr4pGlx9h/sYYZfRoyrnMqC3depNzq4b3x7Ykxa67Y17UiyzC0dTyNok0khOoIN/5740QatSye2oUl+wsY3jaBMGMw2u2HFcu/2v5r0bt3bzQaDREREURERFBdXX3Zg/TvhV/VuPh8Ph544AGGDRvGwIEDAYiMjKSiooKYmBgqKiqIiAjIlsfGxlJWVlZ/bllZGbGxscTGxrJ///769vLycjp16nTV439ujD8SBo2KSJOGQW/uwOLyMa5zCrOHNONkiZXD+XXkVTtw+0Qm90jDFdIAZdObUJ5aBVozLn0spuRQUGpgw2y4ez3S4Fe5aBUIc4loag7xzEaBkyXW+nyUC1VOpn9xkkEtYnlsYFPuX3KEpnFmPH6Rbo0iqXF4CdGq0JmVFNe5CNGraB5n5pb3diMI8OU9XWifEo7XL9EhNZxpnx2kyu5lzui2GDUKvnuwJ5U2D7MHN+f1rHO8eVtbHl+azZ7calIiDMwf3x5BEJiz4Syrj5XSPiWMF0e2okVCKEcLan/yhJ8QYWTWTT8t4HQlosxaRmQk0iktghCdihKLG5vHz/6LNQDsya2hVWIYa48Hvo/zt13g1VHXrm57JSKMWn5wjySFG4gy/XvGRakQaBxj4s83tbiOV/f7RhmmvaIhUYaqwWMHlQ6Uv3zKbNy48U8k9+12O6WlpSgVCpBF8HtBEfiO/qPcvt//+wwW+dW2xWRZ5k9/+hMNGzZk0qRJ9e39+vVj5cqVAKxcuZIbbrjhsnZZljl69Chms5mYmBh69OjBzp07sVgsWCwWdu7cSY8ePYiJicFkMnH06FFkWb5iX/84xh+FaruHwhonfkmu9xMcK6zD5RWptHloFGOkqNbJLe2TmPjRfvJr3Cypa07Z3QdwTN3L6TolksaEOPMg4j3bqFFEUCxFUiEaoeYioacW8+H4DOaMbsMnkzpyrLCOLw8U4vZJrDpWikohs+SeztzWKZnR7+9h1/kq+jaNwXdpf+y9LReYt/l8fd6LLMOJYiuvbjjLx7vzqHP6OJhfR161kzlZZ1l3opzZ32QTYdIQe0nzKyXCyMnSQGBHQY0Tk1aNQa0k61Rga/RwQR12j5+pnx7klvZJaFQKSi0uimtd1Dj+9SfRKruHyYsO8PTKE4yYt4uiWhe9X92CTq1gcKs4NEoFIzMSSIkw0DI+hMVTO3Nv70Y4vL+s/sYvIdqsJbNBBHGhuqAS8nUkZFADBPXl91NQC4R0UUB1Dnht/1a/Xbt2xeVy1c9JoijyyiuvcPPNNxMVEYqjqgQqToLPdc3v4bfEr7ZyOXToEKtWraJJkyaMGDECgEceeYR77rmHhx56iGXLlpGQkMCbb74JBJaC27ZtY8CAAej1el5++WUAwsLCmDFjBrfeeisAM2fOJCwssOf/7LPP8tRTT+F2u+nVqxe9evUCuOoYfwRqHV7+tOIE60+W0TE1nAUTM3lp7WmevLEpJq2KHo2jyK208frotogyfHp3Jy5UOnj6uwKeBga1jOXlIQ2oFfT8besFYs06nL46Pth+mIZRRr6Y3IFiYwpj3tvHja3i6JIWQYg+ktQIAw6PD51aSUyonuFzd7J8Rnfm39EBhULg2dUnmdwjjTXZpYzvksrFagedGkRwrMiCSiHQv3kMr2edxekVmdKjIQ2jjORVO7i1QxLrT5RxpsKOWiHQMNpAuc2DIMDbt7Xj7c05jOqQxIniOo4W1vH4oKbM35rLsLbxnLrkVFcoYNHuPN7anMPAFrFM6NKAVokCYYZ//tQvyz/6JvyXnEB+SWbP+WqeHtqcZ25qgUopcKHCzocTMxk9fw/FdS5mD2nOnV1T0AWz+H83GNsF/LTWDXmIdR6UYVpC+kRiTLkUnCH+e74PQRB45513eP7553n33XeRJInevXvzyCOP4Kwq5IP57zJiypNMu/va6sb81ghK7l/if0Vyv8Lmpvsr39c78zc+3AtJlokxa/FJcmCy9EmMfGcXTo/IgomZNI42Me3zQ5TUuVgwMZNIk5Yah4d1x8sYk5nEPZ8eIrfKAcC2x3tzscrJ40uzqbR7GNcxmRYJIYxpqUdx+ltkQxTe5G50fuMIn0zqyO0f7sUnysSH6nh6aAtmLj7MCyNa0iohlMeWHmN4RgKSLDO4VTxPLT9OkxgTt3RIxOWVSAzXY3X5eHfrBR68oTGRJi0Wp49osxar24fV7UOSIC3aSNbJcqrsHm7rmIxMIFjh410XSY00kZEcxtj392C7lIvy9bSuNIgyXFHh+B+RZZn8GieL9xYwoGUsu85Xsf9iDX++qQWpkQYMmh+NR065jQFvBMLh2yaF8vGkTj8Rvwzyn+WaJfdFHzgqA8trUwwor7NvSvRCzcVA/xFpoPrntX7+mwQl9//AGNRKnhrSnPe2XGBEuwQqbB7MWhXVDi+j5++heXwIt3ZIou5STsfa46U8NiCdv45qjVmn5vO9eQxoEccdC/bh8Ut4/SJPDm7G0ytPMDYzERDIr3by4cQO1Dl9pMeYcHp8KA/MRbnjNQDk8av49v7uWJw+PpiQyepjJUzr1ZDdF6oY2CIWo0aFSikwpWcab2zMYWS7BMxaFRO6pBJh1JASYawXnKywuunSMAJRgr5ztvLWbe34NruEUyVWHh/UlKhQLTV2L/2aRaNTeXGJtYTrI7C5BBxekZVHi6m0ubmjSyrzt12gT5NoDBoFhr9bUdjcPqwuP0oFhBk06P5Ovl6UZIwa5aVyxwocbj9pUUbMOtVlhgUCems3tozlSGEdTw5uhlkX/Hn97lGqwRwf+P/XCAxSaiCi4Y9j/Q8R/Pb/j6FUKhjRNp6BzWNRCAIyMmqlgi8PFFDr9HGssI7/u6U1DSINWN1+7uyayoG8GlokhOLxi6guSckLAtzSJorp7Q2YzCpWTe8MgoJR8/dSanETqlfz6d2dWH84h9FtIhGim/54EZKEQa3EFKZCkiE9JiDRcjC/ll5NokmLMjJ83i62P96XpnFmksL1fLGvgLc3ByLBvpjSGbNOyb7caga0jKWjEMFne/PRKBUYNUrmbwtU6pOBXk2i+cva0wzPiOP2HioSTNGU21wkh4UypWdDvtxfQK8m0aREGpjYLRUBCNGpMfxdZNiBizXcveggGqWCtQ/0ID3WXP9ald3DgL9tx+bx89zwloxqn4gkyYReYUst0qTllVFt8Polwgzqy4p7Bfkd82tHm/6PGZUfCBqX/yFqHB7e3nye4RkJfLAtl1OlVl4f05Zwg5qR7RJRCGDUqtEoFXx4ZyZ2j5+vDxQws186+3NreGX9Gfo1i8Hi8rF8RnfSfBfQf9IFZBnpjnXYwlsFciIAr1/CrFVwh2sJ6m3V1HSdhf6efSgqTlKoacyb355iUvc0zFolN7aK56GvjpJdZGHd8TK+e7Anjw9qilIJkUYNOpUS99/lF1hcPqLMWqodXiINGnyixLA2CSBDSqQRrUqBxy/RIiGEvEvbdftz6xjUXoPH7+ftdW7en5BJg0gjswY3x+X1Y3H5UQoCUSYtCsXlk8XWc5WB9yRKnCix1BsXr9sFbjsTu6bw5cEitpyp4Nb2ifWGRZJkvKJ02UonzKChxuHF45fQqIIFvIL8xpFEkKVApJpwfR+Ggsbld4goybi8fvQaFUqFgNsXUOd1ev0khuswapQ0jzdj0Cr5W9ZZejWJpsbpZXznVCpsbjaeLufL/YVM79OIcZ1TcXtFnl9zikqbh0/35HNXtwZ4fX60BdsBgbr+c3Abk9CoBZZM7cyyQ0UMb5tAuGBDXXWa7K5/4+lvSujWKIJhbW9g2aEiqh1ewgxqtCoFkiyTEKYnu8iCTq1Ao1QwtHU8aoVAoTUQuTWhSypGjZJwo4aGUUaMaiVjM5MpqnPj8vgJM2oIN2pYtDuPDQ/1wur2EaZXs/xwEekxJh4YkMi2ko8Y13QypZY8/KJITm0OMfoYzpT4Gb9wH2admtX3dScp3HDZ/bynV0OOF1kI0QcCHgBcNiv7V31DwYmj3DzhHm5u1wmFQlWfC2N1+dh0upysU+U8OqAJjWNMCIJAUY0Ti8uHKMvEBeutBPktI/nBWQ3OWgiJB405EP1ynQiu238H1Dm9fH+mgpVHiqm2e9h9oYoZXxxm29kKqu1uXlt/lseXZSNJMi3jQ3D5RPZerCEtysiD/ZuQU2Hnw+0XUSoEYs06nll1klOlVh5beoyKS3Xaf9DJSo8xUef08ejS48gtb6Zu2EKORw4i36nhQqWDMouLoloXi/flYdIoqMu4h9nrizlZYuXDHXkYNCr8osTrY9oiyjKny2ws2p3Hs8NasOjujnw5tUsgeu2bbLyizLwtObh8IiPf2UlCmI5ujSLZn1eDSing8omsOFyER5SwuX08/+0pPtmdx9C5O/CJEpU2D6M6JPPx3e1pFCcxtc1U9uf4WDixI9+dLMFi17CndD9fHyzEJwbUCLKLAuHLflGizOLmRLEFk1bFgomZvHVbO6IvOfndDjsHv/2GiosX2PHxu1wsrsKsV9Un5Hr9Iq98d4b1J8qYufgw1XYvbp9IUZ2LYfN2MnzeLvbk/vGUIYL8jpAksJaA3wV1+YF8m+tIcOXyO+BEsYW7PwmU7v3+0d5M/uQgXlFi94Vqtj3eh1s6JGJz+citdqIUBP686hgXKh3suVDNxod7seJIMb2bRHMov5b2KeE0jTVzttxGRnIYpRY3C3fk8s4d7ZncowEhOjUrjhTzwsiW2DQmXKmRrMzK4ZvDxfRoHMULI1ry3YkyFALc3z8dTYOedMov4GyZjZl9GqFTKXhsYBMqbB7USiUapcDN7ZMot7ppFhtC/ze2YXP7efCGxigFgXt6NqTa7uXePo1pEhvCwDe2I8mw9WwlHRuEM6xtAk9+k828ce1JjzGRU2GnTVIY58rtNIw24vGLWFx+TNpYVh8u5eb2SYz7cB9lVjchehWf3tOEu3uEs+VsJeEGDe1TwpFlGavbx4C/bcPm8TOuUzKzh7aoTwgFUGt1GELDcFrqiElvTqVLRCGATxS5WOUk62QZ741vz5yss9zXNx3HJbmXUourXu7maGEdIzISf/HnXef0YnP7+f/27jMwimpt4Ph/tmeT7Kb3kISAhBIIgUBCqAlFIIHQRERElIsCgljvVa+or6LYUREvWNArFrAAShEwlNBCDYZeUkghhfS2fef9sBBFQAVCMXd+n8jZ3Zlzdpc8mTnnPI9aKftLK9okkqsiCCBXg80EShcc9c6bjhRc/gbOz3Pc3zMMBIEWnlpOldYR6O7EydI6Jn26h3ljo+gW6oFdFGnjqyPrbD3uWiXOagU/PtQTo8VGXkUDZquNxZNiqDFYEAR47adjLLi7CwcLqtmdU8HkXmF8n1GA0WLDu6sauUxoTOey7VQZgiDg46pmcq9QTBaRM7VWYsI8GN+9BRuOlnLHwp1M7tWSIZF+zF17jPt7tmTCJ7uw2uysmN6T5dN6oFHKqaw3s+XEWf71/UEA3h7bCSelvPEXs8lqI7alJwqZwNtjozCYrbw7rjM2u0hZnYnP008z0S0UAYETJTWEeTqzPaucmDBPzOe2sFusIu5qd3xdtfz0cC+sdhEQ+WxHLqFeWsZ0DeKT7bkcPlPjSG75m1Wgzno37p77DoaGBmpFFc46PR7OakpqjI5l3GYb/noNyx6IY/bKQ2w6fpbYlh68PTaKlKgAqgwWpvRuecWfdYPZyqc7cpn380mC3J34fmoP6dZaM3D27FlefvllDh48iE6nw9PTk6effpqwsLArOs6ECRN48skniYyMvPZOyZXg1dox7yKTX1X2gT8iBZe/gegW7swdFUlrH1ecFSKf3dOZvPI6Ar31TPxkD6IIPx0qprTGRICbhmn9WvKvwW2w2UUEwMtVhbKhjFa+RiyijC/31JESHciHadn0bOWNDJi19AAAOWX1vDaqE3tzKxj2/nbmpHRgRkIrFqZlMbVPK+QCfDSxKxsOl7DuUAkV9WYWbc1m6QOxvL7uOAAvrT5C/3a+7D1dyaD2DbTxdWVQez/e+fkEP2YW0cJDy7IH4iitPds4xgaTDVeNnE8ndWVvdjl3xYZSWmdGrZTj46rmy915PPfDYR5ObM2IzoE8l9weGSIvrj5KkJsTXUM8eKB3SxQyWDollu/2F5LcyQ8/VxfUSgXF1fUMe38bHloVi++NwWYXmdw7jJyyep4a0hZ3rWPFjtlqo6LeQr3JioeLKz4envj8wWcjlwlsObcgID27ApkgMGdEJHZRxPUqqlMazDbWHXakkSmoNFBnsv7h+SVNKzMzk9TUVKqrq9Hr9SQmJtKx47Wl8jmfcj8lJYW3334bgGPHjlFeXn7FwaXJyZXXbbWaNOfyN+DurGJopD+BbhqqjCJ2u51gnQKFTIa7VoW/XsP47iGcqTKQW95ASY2JqV/sp9+bW3hzwwnUdjOe347E7cOueO6bx7C2Lqw9VMyJ0jr25VWikMsa08S4aZX46jS8t/EUVQ0WZnyVwYjOgax9uDc6jZLMgmrsosjCtGyiW7gxNiaYUE8ttUYrMSGO+vM9W3mhlAvMTGxFkLsTfdt407+dD7vO5eLKq2igqNrAmC5BTOwRyj96hTGwvS8CIsHuzgztFIjRamfJzlw+2ppNVYOFxAhfOgToWXOwiKoGS+Py4XWHS/h4ey6VDRbaBujoEupBa19X/jU4ghbuWqoNVgxmG1tPnkUhkzFvbBRz1hxl/qZTVNVbeH10J1qfm4wHOFtnpu8bm0h8awvL9uRj+V2dEw9nJSumx/PEoDZ8PSUWnUbBM0Pb4qtT88SgNmiUcpzViqsKLAA6JwXPDGmLv17D8KgA9E7Nc5nqrSgzM5Mff/yxsV5UdXU1P/74I5mZmdd03PT0dBQKBePGjWtsi4iIoEuXLrz66qskJSWRnJzcmHJ/165dTJgwgZkzZ3L77bfz2GOP8Ud73adMmcKxY8cAR4mR+fPnA/DOO++wbNmya+r7tZCuXP4GKupMZBZW89OhYr7ek0+PcE/eH9+ZI2dqmJHQihYeWnLK6pnSpyXP/3CEPrd5caLEkQcp9WgJTyaGQtkJAGTH1+AbM51uoR6YLDYC3Jz4cpcjnXxOWT3dwzwRBJHbO/jx3f5COge702Cy8u3+QhamOfaXfDc1js1P9OXLXafpFOzG5/d3w26Hd8Z1xmC2oVHJeWv9CQLcnHBVKzlypoZQL2deGRnJaz8dp1+EN7VGK1uO59NgtuLlrsVstTP4nW3UGK08l9yOweYZ1BoAACAASURBVB38aB+gJyPfkSNMKYdXR0VSWmvCZLUhiiIxoR6cKKnD29Vx+06lkFHVYMFqM6OUC7y27jipR0t4Nqkd/dv6cLy4lhUHzvDzUUd9js4t3Enq6EdZnRl3rRKFXEZxtbFxWfTu3Arujg25YL+KUi4n1N3KXZ0rUatkqJX+3BnTguSOAWhVigvS4V8NpVxOTKgHKx+KR62QoXeSdvjfKKmpqRelt7dYLKSmpl7T1culUu4DrF+/nmPHjrFy5UoqKysZPXo0Xbt2BeDIkSOsXr0aHx8fxo0bx759+xof+72uXbuyb98+AgMDkcvlZGRkALB3715eeOGFq+73tZKCyy2upMaAyWJHBvRv58PUPuGUN5h5efUxxnULRi5zTE63DXBFAP41uA0FFQZWz+zF7JWHGdbJH0Euh853Q9ZG6Pc0MqUam2gnuVMAQ97ditFiJ7usntlJ7ahqcFRTfGzgbcxMbM2p0jq+2JWH7Td/OJmtdsYu3El+pYEJ3VvQ1l9HSa2R1346xmMDb2NJeh6rDzrmaRZO6EIrHxe+3VdAqKeW98dHo5ILyGQCD3y+D4PFRmSgnoHtfakxOibF006UkdDGhxdWHQHgbJ2JV0ZEkjx/Oza7iE6jYPXMnkSHaZkUH4pGIcdityOKMHDeFmoMVtY/0ptv9xUA8NpPx/nhoXgeH9SGtJNn+XSHYy6zU7Ab72/KZtPxUt66oxPtA3T46zV8MrErGflVjOkSfFEafqu1jhMnXqCk9EcEQUGPuM04a/wvm67/aqiVcnyU0h6ZG+1y5dCvV5n0ffv2MXToUORyOV5eXsTExHDw4EFcXFzo2LFjY5r9iIgICgsLLxtcunTpwueff05QUBB9+/Zl+/btGAwGCgsLadnyyuf9mooUXG5hVrudqgYLC9OyeahvK77em49eo+Lexbvx02sYGxNM6pESPtyWQ3QLN968oxOTFu8ht7yBIHcnPp0Uw8dbc4gNc8c1ZjrKqAmgD6YWF4LdZZisIjEh7hw6U8ODfcIZ/O5WjGY7C+6OptZoQykX+M/mLB7oG04bX1d89Wr8dBpCPJ1RKeREBbuR0NaHzcfPEuHnyutjOrLleCmhno59JDLBUQK4tMbIk4MiePybXyipMTE7qR31Zivz7+rMruwK7o4LQS0XGNTOl5zyeqb0bolSIUMpF7DYRAL0GuRy8HJRUVJjItDdidPlBvIr6wn3dia/wsiitGzGx7bg7u4hLNicRa3RSvsAHYfP1JDcyR8nlRxXjZI+rb35+dE+KOUCogifbM8B4MVVR3h5ZCSrM4voHuZYGHGpJf+iaMVsKWv8t91+Y2t9SK4fvV5/yUCi1+uv6bitW7e+KOX+n/l92n2b7fLLhCMjIzl06BDBwcH06NGDyspKli1bdsmrpRtJCi63MLtd5Lt9hXy/v5DpfVuxKC2b7mEetPDQ8vLISKoNFpYfKAQcKeaVchlF1Y6cXCU1RqoaLIR5u6CQyzli8CPUKxyNXERTlk2mwQcnlZwXUyKRyxw1SWoMjiuHjUdLmZkYjh2BuaM7snh7DjO+zCAhwochHfyx2ux8fn83BOBESS3p2eX8e8Uh7okLOTepLqNXa2/cnJVUGcz4uGrYmVXGyOhAqg0W7HaRV9YcI7+ygRYeWs5UGgj30vLPwRGYrXZkAhjNNtbN6s3Jkjoig/So5QLfPdiDrLN1BLlrmbh4N4VVBrY+2Y9xH+7GZheZvfIwK6fHs/pgEXqNgk8ndcNstTv2zJhtjttMWlXjDvvSGiPeLmrO1plIiPBh9S9FDOnoT/J727DaRTYeK+Xz+7vj5fLrMjKl0o12bV8jJ3c+7m6xKJX/e7WCmqvExER+/PHHC26NKZXKay7ZERsby1tvvcXSpUsZO3Ys4JjQ1+l0rF27lhEjRlBdXc3evXt58sknyc7OvqLjq1Qq/P39+emnn5g+fTqVlZW8+uqr3HfffdfU72slBZdbkN0uIghQ1WAh+NxVgFopw0+n4Y31x/nsvm4s25fP2Vozk3u1dJT+beeLUiawaEIXluzK446uwWhVcvROCn4+Woq/XsORM9UMaOePTN+SQ1mFfLk7j1dHdSRAr6FLiDvh3s6OfGM9QsgsrEGvUWK12TlcWIPBYmP1wSIm9wpDq5JTV2uixmgh3NulcanyF7vymNwrDJkoYrBYCVBpUMjAV6fBy1XF1CX7cVEruC8+lLhwT9b/WMLp8gaeHtKWCZ/sJrGdH2qFQGJbX5QKgQajFa1Kznf78jlSVMvUvuG0DXBl2pL9+Os1vDM2CkGAzsFu7D1dSfsAHQq5wKeTYmjh4YxcJlBWa2Lyf/eSfbaOT+6NIbqFO7UmK6pzV0af3ReDyWrHx1VNWZ0ZmeBYAWa1i6jkMmSXWPuv0QQQ0eYlhCZOlyG5uc7PqzT1ajFBEJg/fz4vv/wyH374IWq1msDAQJ5++mnq6+sZPnw4giDwxBNP4O3t/afB5YEHHkChcPzqjoqK4t1336VLly6kp6ej0Wjo0qULxcXFl72NdqNIKffPuVVS7pfVmViw6RTuzioSI3yoNztSu4R7O25F1ZusuDkpya80cOeidCb2COHuWEdCRo1ChijA6sxiDhZWMSEulA/TsvlHr5akZ5eTEhVIeYOZY0U1fLojl38Pbcczyw+SXVbP00Mi6BLigb9ew/ZTZ3niW8f+kxXTeqBRyXnhxyN0DXFnZHQgFptj3iPtxFl6t/Fm7ppjrDhwhru6t2BSj1D0TkqmfbGf8nozr4/uyObjpUzsEUq1wYJCJuPbffmMj3WknVEpZezNreDhr3+he5hjn4hCJqBRydmdXY5WreCuD3cBkNjWh6l9WqLSVOMs92LUB+m4qBR8NSUWs9WOSiHDarfj5aJuXK21P6+SkQt2EO7tzKIJXTBa7Ly0+iidgvXc1a0FvV/fDMDEuBB6tPJi5YFCxncP4VBhNcOjAvDTO92Mr4GkiVxzyn3JBaSU+39T1Q1mFqVl88n2XAB8dWriw705kFeJ3S4S4a9jdeYZxnQN5ky1gW+nxuGiVqCSy5j25T7evTOaU6W19GvjzeAOfiCKTOndkqNFNaR0DsRqs5NXXk+NwcI/erVEIRMa67Qs3ZPP4A5+bD1xloNnari3RyiDO/jh6qTks+05zEnpQI3BDCI89f1BXFRy5o7uSEWdiScGtWFq33CMFjtnqg1k5Fex93QlAF/uziMp0p/HvvmFtBNl6DQKlk+Pp85oxclQi8xuZ8fJMtoH6Jid3I7s0lqiQzzQqhVEh3hQWW9Gce5KIthdS4inMxVGMxX1JuyiSEGVgf/uzOWZoZcu1xvk5kSAXsPUvuHsyCpnzcFidmaXszO7nGGdAvByUVFWZybC35VANyfWHCzml/xqZie1lQKLRHINpOByiyitNZJZUM2IzoEoZAL/2ZKFm5OK/Ip6OrdwJ8RLjckCQzoGYBfhoS8dyw2dVXJWTI8nI6+aj7Zm81BCa7acKKWdv44AnRpBgPVHSnj+hyN8dl8MDWYbOWX19G3jjZNKwbBO/uzMqmBGQmvkMhlvbjjB5/d3J7OginEfptPWT8e88W2oNlXgo9OxaEsu+84Fjg1HSujVyovPd+Zyb3wYG44UsGhrNp/e2w1nlZwGi41erb2RywQKKhwlXMO8nBEAd2cleUY1i7bn0C/Chwf6tOKbvfl8uvM0mx7vjVatwMNZhZNSxoZHe3OmykiIh5bcsgZmLT1KW38diyZ05cEl+xjTNfiy76uPTsPKh+IxW+18u6+QCH9XdmaXo1XJ8XBWsXpmL4wWG3onJXKZwM+P9qHGYCHYQwosEsm1kILLLcJmE1mdWcSag0U83L8162b1xkkpQyGXsSe3ggA3Fe+mZrFsbz7/va9bY56tbmEeFFYZSOroz9COAXy8LZsxXYJxUgpYZfWkHj/D5uOOHeSHz9SQeqyUnVnlWO0ijw9sQ6dgNwa190erkiGKIpN7hbEru4yVB84wvV8rhnXyp9Zcwr92TmdS+0n0jUjgv+mnUcgE2vnrWHmgkHvjw3g39SQdgxzlp7/YdZq1D/fCLoJCJiDI4L27OvPzkRLiwr2Ys+YowzoF0C3MlWeTHFccn2zP5eNtOfRq7YEdx4Sq3S7ipFLw7d4Clu0rYGJcKFtOlFJYZaCwysCs/q1Z/0hvPC9RW0UURc5UGdl7uoKYUA8C3bWMjA6kot7EyOhAPJ3VeLioUMkvXPJbbbDw0qqTyGTw2qhOeLne2pUBJZJb1XULLk899RSbN2/G09OTVatWAVBVVcUjjzxCYWEhgYGBzJs3D71ejyiKzJkzhy1btqDRaJg7d27jMrrly5fzwQcfADB16lRGjBgBwKFDh3jqqacwGo306dOHZ555BkEQLnuOW51NFFme4Vj5teloKQPb+bIkPY9x3VqwK6eCqGA3MvIcVwxL9+bz4T1dKKk10WCyEerlxL8GR5D45hZMVjs//lLEksndyTqbT0I7V04W+6KQCQzp4M9bGxybKX10atQKga6hHthtdmpMVnq/vompfcJJjg2hrb+O3bmVDHh7K11C9DwzeC4PbZnIuhGDSXuiHwaLjQ82Z7H+cDEdAnU82CccpVxGdIg7ZXUmlHIZ+05XEuSuIbe8gZZezgyPCmTMwp2crTWx8VgpaU/049W1xyisNvDG6E5MiGtBiSEXmSBj8fYcTpXWMSOhFWNjgjlYWEVkoA6NUsae3Ep8XNV4u6ovm9ixrM5EyvvbOVtnwl+v4YeHeuKnd5RHfnXtcdy1SmYnt8PT5dfgYreLzN94qrG+S3pOOUkdA67nxy6RNFvXbbnLyJEj+eijjy5oW7RoEXFxcaxfv564uDgWLVoEQFpaGrm5uaxfv54XX3yR559/HnAEo/nz57Ns2TK++eYb5s+f37gO/fnnn+fFF19k/fr15ObmkpaW9ofnuNU5KeXEh3vS1t+Vfye146nvD1JrsmITRab3a8VXu/J4Zmhb2gfoGNLBj/mbshi7MJ1Jn+7hZEkdgiA0pnBRK2QcLqzGSxXKaxn/pn3EPh653Y+ztUY+u68bH4yP5s6YFpwqrcPLWUUrH2fWZBZhs8P8TVnszinDX+/Esr35AOw7XY1W7s7AkEEIgg0ByDpbx6T4UN4fH81tvjoEAcrqzdw+L427PtzFpzty2XS8lEeWOVLrj/xgJyqFQAsPx+o3T2cVcpnAkaJqZie149mVh3h8WSYBzi0orHSk1/9iVx6vrD3Gqswinry9La19XbDaRL55MI4P7o5G8QffXrsItSbHFVCt0YqISI3BymPLfiHt5FlW/nKGasOFu7FlMoG+bbwb38O2from/pQlkv8d1y24xMTEXHTFkJqaSkpKCuDIgfPzzz9f0C4IAlFRUdTU1FBaWsq2bduIj4/Hzc0NvV5PfHw8W7dupbS0lLq6OqKiohAEgZSUFFJTU//wHLcyk8WGi1rBe+M688nEGF5bd4w9uZV8sSsPu11kx6lyFmzJ5qOtOTwxqA3xrdy5t2cArX1c6B7mQfsAPZ9sy+arf8Ty1OAI3ryjE+9uPElehZG58fMY1WY4LgodAe4aAt3UdAjUU9VgZmd2OaIIh85UcVecL6GeWqKC3egcokMplzG5ZxiCALEtPQjUeTOj45MMeWsf//jvHjoGunHHwp3cu3gP/915GrsI9SZrY1bjomojrholHQJ1xLfyZOuT/UCEN8Z0ZMn93Vg5vSeny+pY9kAPdudUsCOrnL2nK1m+v/iClCeezipyyxt4afURZILAx9tyGPOfnXy0NQfFHxQ2ctcqWToljjtjgvl6SizuWiVOKjlDIh27noPcnS6ZqiW+lRfbnuzHlif6EuQuzbtIJFfrhs65lJeX4+PjyPHq7e1NebmjmFJJSUljqgMAPz8/SkpKLmr39fW9ZPv55//ROW5VpTVG3tpwAptd5J+3R6BWyohu4U5GXhWeziqcVAra+LmilAtsO1XGuG7BKGUKnBQCi+6JotpgparBytI9BezIKufdOzuzeHsOt7f3IzrQlZNlBp774TALxndGpbBTUW9Gq5Iz8+sDTIoPRSaD19ed5D8TI3hlrA9ymZyc8ioyck2MjQmiX4Q3VpvIq2tOEhvuyV2xIXyyLYeKelNjDq6jxTWIomOyflrfcAoqDTwxqA31Jivermo8z21CLKo28MCn+1h8bwyjPthOcY2JhAhvZvW/DY1ChrdOTbcwD/x0GlbP7ElBpQGtSs7kz/byUIKj/svqmT0przfj46q+ZB3781QKOZ2C3egYpG9MSqmUwz1xoYyMDkKluLBWSp3RSo3RgkwQ8NWrUcql9CuSpnOplPsqlYoRI0bQv39/AAYNGsTw4cOZNm0aADNmzCA5ORm9Xs+0adMIDg7GYDDg5eXF5MmT6dev380c0p+6aRP6giA0/qf/O5/jWlTWm/l+fwFf73Hcfmrp7YxWKadHuCfDowKpMphRywW8XFSkPtYXq82OXRSpM1tRypwoqTFRVm+mc7CW98Z1Zv6mUxw9U83D/kbMK7/CnOlNfb8RfHB3NDUGK//8LoOTpXWEezvzzp1RbDlehgyBuSM78kFqHg/2DWXu2hOsOZjDtw/GMfidbbw4vAOvrDnKmWojK385w7cPxrE68wzuWhUzE1qRkV/Fw4mteWn1EZ5Lbs/4rgHUNJgoraqnTaAbLupfs/r66TR8NqkbNlHkbJ0ZgF/yq/FzVbP5iX4cLaoh2F2Lk0pOWz8dzko5NSYr3zwYh5NSztZTZYyMDrqi+ia///zdtCrcLhGUduWUM/m/e9Eo5Kx9uBehXs5X85FK/uaKileSnfUGRlMRGrU/LcMfx99v+DUd83Ip91NTU9m/fz/9+/ensrISrVbLgQMHGl+XkZHB7Nmzyc7OpmvXrixcuBBw7DWZPn06Go2GuLi4a+rb9XRDtxh7enpSWurISFtaWoqHhyN1hq+vL8XFxY3PKy4uxtfX96L2kpKSS7aff/4fneNWYLFYqK2tpa6ujmqDmdyyOkI8f/0lFuSuJcJfh0oh5/Z30qg1WFmwJYv/W3UEm83O2IXpTPtiP7llDezJrWT2D4fYl1uBRimjja8LSR39ifeSUzFpInUrVmDcvAlTnSMFv5eLitxyx56W3PIG3JxUZORX0mCx4umsorWvK1uOV+CsVuHloj53RWSh2mChxbksAR7OKvzdnFgypSMVlgJSuqm5r5c/Ty8/SHGNkap6Ayc2rCR93rPoK7LRCHYMFiulNcZzxckE/N2ccFYpWHh3F4ZG+vPJxK7Yq0zM+Go/kz7dw5B3t1FWZ0ImEwj0cEKnUbD/dCUPf32A2Jae1+VzsdtF1h0uRhTBYLFxpKjmupxHcmsrKl7JsWPPYDSdAUSMpjMcO/YMRcUrr+m4l0u5HxcX15jBOCMjg379+lFRUYEoiuTn56PRaPD29r7oeG3btmXatGksWbLkmvp1vd3Q4JKQkMCKFSsAWLFiRWPOnvPtoihy4MABXF1d8fHxoWfPnmzbto3q6mqqq6vZtm0bPXv2xMfHBxcXFw4cOIAoipc81u/PcSsoKChg3rx5fPjhhzSYLDipFQS4afh6Siyf39+NM1UGvFzVVDaYCXJzoqLezCfbc1lzsJgFW7JIbOuDwWLDzUnJmeoGHh/YBi8XDRX1Fg4X1dK/rS8VqNDdeSfKoCA0sx7nx+xaiquNaJQy3h8fTVy4J+/f1Rmz1c7PR0t56vtDbDpxlpMldXQKduOubsHMv6sz3q4qBrT14fv9hbwxuiNf3h/DV//ozsLNpzhRdZDxP41i+MpknF3P8lC/Viy8uyvOdiP7VyylorCADYveo67BxM9HShj63jbmrD5MSU0d4KhP07+dL6/2DCdgYwFWrdCYE63GaMFmFzldfZqXd71ErXia2yN9+e/93Qhwuz5zIDKZwNS+rbjN14XYlh50DXW/LueR3Nqys97Abjdc0Ga3G8jOeuOajnu5lPsdOnTg5MmTmM1mMjIyiIqKIiwsjKysLDIyMujcufNlj9m+ffsrzkF2o12322KPPvoou3fvprKykt69ezNjxgymTJnCrFmz+PbbbwkICGDevHkA9OnThy1btjBgwACcnJx4+eWXAXBzc2PatGmMHj0agOnTp+Pm5thL8dxzzzUuRe7duze9e/cGuOw5bjar1cqePXsQRZHuvROw2kSKqgy09nFlV045GflVpGeXM6iDHwF6DXd0DSLUyxlBAFGENr6u9L7Ni3t7hOLuomRIhwAGvL0Fu+go8FVUbWT6F/tJ6RzA1AcfRrjzXow6HWODzLhrVVjtsP5wMd3DPPj5SAlt/R0roUI9tZwoqWPxjlySO3hhFxR8tD2XaX3CeSklknqTBYPRSEm1EY1KydS+rViRu71xXJmlx6DWDY1ShpNWjbt/IJVFhQS3j8SInFfWHONsrYmlewu5t2cAvjqXxtcqrCJ2LyXrir7jtTsS+Xx7GUmd/FAoLDy4YQY5NTl8f+p71o1ah5ez30Xv6dWqMVjYlVPB/rxK7u0Riq9OQ6inli//EYtcEHB3lmqo/C8ymoquqP1aqVQqWrVqxZEjRzhw4ACTJ08mPz+fjIwMjhw5QnR09GVf+3fI2nXdgstbb711yfbPPvvsojZBEHjuuecu+fzRo0c3BpffioyMbNw/81vu7u6XPMfNplAo6NWrF15+AWwukvPht1t4f1xnFHKBk6V1OCnlLLk/ltMVdbRwd2Z0l2COl9Ty3YM9qGww08bXlZJaI0VVRnyMavz0Gs5/vVr5uPD8j4cx2+ws21vAlN7hzN5axPPJ7qRnlZNVVs/zye3o3dobX72GEm8XlAoZSydG4apzZuR/duKklKNX2PHVK3jnzijsdpFZSw/wS34174+PZv6WHDRKGR/f05Xh4SM5VXUShUxFlEcv7lt+lGFRgfh4ezH2+bmYjQbUTs7Y1CoGtvfh0x153ObrAjIzoig2zoOoAl1w9Qki+5cs1uauoWurWDqF3olSYUOndgQ/tVyNrIkTRFY2mPnHf/cCcLSohnfHdUanUV6Q/Vjyv0ej9j93S+zi9mvxRyn3o6Oj2bNnD/X19ej1eqKioliyZAlHjx5tzKB8KUeOHCE8PPya+nW9STv0b5CyWhPpRTYiWndEyChEFOG/6aepaDDzny2Oy1sXjYJ9uZVUNJiZNzaKIHctR4trUMtlmK12Nh0rZf6mLAQBNj7ahy8mdzu3e9+JUdFBfLErj963eeGqlvPaqI5kFlRyX88wGsw2FHKBH38pYsPREhIjfIgNccN96nic/vVvlt8ZgZu/N7aaChRqDWqFnAazFWeVguIaI7NXHuLTSTFoVXI8XdTY7Br+1fU5ssvqeX1NLnNHdcT13MS9s5s7zvx6W2lav5aMjw1AFMz4uDpdMMEu0yjQalx4pMsj/JD1A+H6cHQqHTq1jrf7vs2e4j108OqAu7ppb1PJZQIywbEXxlmtkGp9SwBoGf44x449c8GtMZnMiZbhj1/TcS+Xcr+uro7o6Gjmzp1Lt27dAGjTpg2//PIL5eXl3HbbbZc83rFjx1iwYAFz5sy5pn5db1JwuQHqTVaW7s1j/sYsrHY7qY/2Ye2hYuLDvfD9zconL2c1DWYbxdVGcsrqeeDzfXw/LZ6jZ6rxclE3zkuIIhRUGbCLIuO7hWCxm5jaN5jp/VohCHCipI7WPs50dBcoPJRBq7YR1NrVbDjqWK6deqwUq9gO/f3/oPb1uXhPuBvtsOEQ4I9G5QgSWpWCp4e2JTbck9t8XHHXqhr3hchlAt4uOnRqZxaM98BVo0CluHjpbnm9ic3HKwhycyIyyOuydeW9nLy4r8OFtSe8td4MaTnkmt738joTcplw0eowd62KFdPjOVpUQ2JbX1yust69pHk5vyqsqVeL/VHK/bCwMPLz83nggQcAxx0OT09P/P39kf1mH9fevXtJSUnBYDDg6enJv//971t6pRhIKfcbNWXKfYPZStW53d9KuYx1h4oprDLQp403kxbv4adzecMAbHaRgkqDI429k4L3N53inrhQPticxZYTZ1k4oQuuajlBblqUChlvrD+Or05DZJAes9WOu1ZFqKeWaqMJbxctt7+TRlWDhdQHO7P2/x7BVF9PYNsOtJv0GBuOV/DZjlwmxIUwKjqI/KIKQpzAy8sNF/dfd6ObrCaqTFXYsaNX6dEqtVf1Pny8LZsXVx0F4MN7ujCgXdPNm/yZvIoGpn+xH72TgrfHRuF9mTQxkuZNSrnftK4k5b50R+A6OFlaR69XN3HPx7vJLKjmmRWHWLA5i/WHS/h6SnfcnJQIgsCT32YybP52fPUafHQqXlp1lDBPZ7xcVKgVMu6ObUHXEHe6hbqDsRqZ1cgdXYIorDLw0JcZHCqs5nhRDZUNFlLeT8dis1NzLqiJog1TQwMAdeVn0YoWRBEW3dOVkZ0DWXmgkIlfHqTvxwfZkl9/Qf/z6/IZ8v0Qbv/udg6VHbrq98EuXvrf15soiizcnMXBwmq2nSonPbvixp1cIpEA0m2x6+J81mGDxdaY7wscq7o6BjnmDw6fqWbTuWzFH6VlMbVvKzoHu9Hl3DLYF4e3xy6CxSZSb7SQXmRh8fZTzL+rMw1mK93DPLizWwtEER7/5gA2u4hcEFg4oQsrMs7g5OxC0iP/4sSOrbS5fSRaF2dGtBGpK81Bow7CWf3rR69VX3hLK/NsJma7Y5PjloItdPPvdlXvw6joQDQKGVq1gm6hN26/kSAIJLT14YvdeagVMtr5SznCJJIbTQou18HYmGC2nyqj2mChta8LX07uTnm9mR6tft0E6O2ixk+nobjGSGtfHe5aFZPiQ3l9/XGMFjs9Wnny/A+HiQn14LVRHXl6+WGsdpE7FqazYkpXVColJhvIFDKigt15sE84FrudynozzwyNwFfnhEHXjW0mH5ZuL2dWu0q2vPMiAK269yBl8iONLT0JUQAAEUVJREFUu+Gjgt0u6H+vwF5E+0RjsBq4q+1dfzreSmMlaQVpyAQZPQN74q5xBEgPZzUT4kKb7o29At3CPNj+z37IZTLctdKcikRyo0nBpQlVG8xsP1XGgfxqXh3VEY1ShruzGv9LVDT0dlXzw0PxmG12ZIKAXRQRBUg7UcZDCa34eGsORoudrSfLaDDbiG3pwbZT5QS4OaFSKVGplVTVmPFykvP8sPZU1pvo+eom6s023LTKxjon7QLd+XhHHr5BESg1TliMBvw7RKNRyBgceekllt5ab+b1m4coing4/fkVR2peKi/sfAGAub3mMrTl0Gt7I5uAq0Z52QUEEonk+pOCyzWy2u2IomPivqzWzLQvHOkcss/WMW9s1GVfJwgCBVUGxvxnJwKwfHo8rX1ceCmlAwfyKxkZHcirPx0nws8VZ7WcZ5PaU2+y4qxWoFGr0GtVuGt/3ZdhsYko5DIEwYabRomAgFzuSIK5Ylo8arnIxLc+wGaxItM4odP+8Z6O81cf9SYrDWYbrhoFGuWlkzn+dk2ItD5EIpGAFFyuSXm9if9szsJgsTEr8TbUClnjjnqdRolM9sdJM7edLMN2bqZ7V3Y5kYF6et3mRadgNxBFkjsFIJcJKOUCdyzc2Vh/ZPs/E9D/bgGXp4uaNTN6YrbbqTZYOb+dRK2U43M+KDhfWfqUqgYzn+7IZUVGIU/eHkG/CG+clBd/ZfqH9EcmyFDIFMQHxl/ROSQSSfMkrRa7BpuOlvLh1hyWpOfxxe7TeLqqWDk9nrfu6MTTQ9siCLA7p5ynv8/kaH4ZNeVlF/xlP7pLEFHBbnQJcW+seKhWyFErZJw8W8eWE2dRymUo5HIGd3As4+0UpEd9iSpZcpmAUiHjzkXppLy/nUe+zqCy3nxN46s32Zj380lyyxscxcsM1ks+z13jzqjbRjG81fDGKx6JRAITJkxg69atF7R9+umnTJgw4YJaU4MGDWLBggWNP8+YMYP169eza9cuunTpQkpKCoMGDWL8+PFs2rTphvX/WkhXLtfgt4kUQzyccVIq6Bjk1lhLvrjawF0f7sJqF9l8/CwLB/vQUi7H2c298fUfT+yKIAh4/CafVdG51wEcPVPD7OR2PHl7BA8ltEKtkF+2rrvFLlJSYwLgWEkdFrv9msanUsho7ePiWFrd2gvVH5V+lEiage+KK3glu4hCk4VAtZKnWvozyu/qVzomJSWxZs0aevXq1di2Zs0aevfu3azT7YMUXK5J+wA9q2b0xGS1E+59cf0PQRBwUsqpNVnROSmxWS6+kvC8RD4r6282hZisjjkdD2fVBQHoUlw1CuaOjGTlgTM8OuC2a14l5e2q5st/dKfB7KiUeak6KBJJc/FdcQWPH8/HcO7/X4HJwuPHHbWWrjbADBo0iHnz5mE2m1GpVBQUFFBaWkpcXBxvvOHItnw+3X5aWhqiKFJQUNCYbv/3mY9/m25fCi7NmF6rRK/VX/ZxT2cVq2b2ZG9OOTFBLrgprGj1bpd9/nlBbk785+5oTpXWMTamBerLTKT/nk6jZGR0EIMj/XFRK5D/yZzPXyHtbJf8r3glu6gxsJxnsIu8kl101cHFzc2Njh07kpaWRv/+/VmzZg2DBw8mMjLygnT7MTEx5Ofnk5WVxZEjR/403f7HH398Vf25kaTgch0p5DJCPJ0vKAj2V+i1Km7vcHWZWFUKmXT7SiK5CoUmyxW1/1VDhw5lzZo19O/fn9WrVzNnzpxmn24fpAn9W5rZasNivbZ5E4lE8tcEqi99G/ly7X9VYmIiO3fu5PDhwxiNRjp06ABcOt3+/v37/7RQ2N8h3T5IweWWVVpr5KnvDzL3p6OU1zkm6e12kazSOp75/iDp2eU0mC+9eksikVy5p1r64/S7W8lOMoGnWl5bPRdnZ2e6d+/O008/zdChv24wjo6OZunSpURERAC/ptsvKir603T748ePv6Y+3QjSbbFb1Idp2Xy3vxCAzi0cS5XL601MXLybgkoDS/fms/Wf/dCqpI9QImkK5+dVmnK12HlJSUlMnz79giKKnTt3brbp9qEZB5e0tDTmzJmD3W5nzJgxTJky5WZ36YqEe/9aDjjIzbFjUiYI6DRKwICTUo5MuPYJe4lE8qtRfh5NEkx+r3///hw/fvyCNk9Pz4vaPv/88wt+7t69O/v27Wvy/twIzTK42Gw2/u///o/Fixfj6+vL6NGjSUhIoFWrVje7a3/Z7R38iPDXoVXJ8T9XUMzTRc3iSTHszConqoUbnlKtd4lEcotqlsElMzOTkJAQgoODAcdqjdTU1L9VcHHTqoi6xL4SX52GlM6BN6FHEolE8tc1ywn9kpIS/Px+rXro6+tLSUnJTeyRRCK5Wf4uS3dvdVf6PjbL4CKRSCQAGo2G8vJyKcBcI1EUKS8vR6P565uqm+VtMV9fX4qLixt/LikpwdfX9yb2SCKR3AxBQUEUFBRw9uzZm92Vvz2NRkNQUNBffn6zDC6RkZHk5uaSn5+Pr68vq1ev5s0337zZ3ZJIJDeYUqkkLCzsZnfjf1KzDC4KhYLZs2czefJkbDYbo0aNonXr1je7WxKJRPI/o1kGF4A+ffrQp0+fm90NiUQi+Z8kTehLJBKJpMk12yuXK1VYWMjIkSNvdjckEonkb6WwsPCS7YIordGTSCQSSROTbotJJBKJpMlJwUUikUgkTU4KLhKJRCJpclJwkUgkEkmTk4KLRCKRSJqcFFwkEolE0uSk4PI389RTTxEXF0dSUlJjW1VVFZMmTWLgwIFMmjSJ6upqwJHJ9KWXXmLAgAEkJydz+PDhxtcsX76cgQMHMnDgQJYvX37Dx/FHioqKmDBhAkOGDGHo0KF89tlnQPMap8lkYvTo0QwbNoyhQ4fy7rvvApCfn8+YMWMYMGAAs2bNwmw2A2A2m5k1axYDBgxgzJgxFBQUNB5r4cKFDBgwgEGDBrF169abMp4/YrPZSElJaSzn2xzHmJCQQHJyMsOHD2/cL9ecvq9XRZT8rezevVs8dOiQOHTo0Ma2V199VVy4cKEoiqK4cOFC8bXXXhNFURQ3b94s3n///aLdbhczMjLE0aNHi6IoipWVlWJCQoJYWVkpVlVViQkJCWJVVdWNH8xllJSUiIcOHRJFURRra2vFgQMHiidPnmxW47Tb7WJdXZ0oiqJoNpvF0aNHixkZGeLMmTPFVatWiaIois8++6z4xRdfiKIoikuWLBGfffZZURRFcdWqVeLDDz8siqIonjx5UkxOThZNJpOYl5cnJiYmilar9SaM6PI++eQT8dFHHxWnTJkiiqLYLMfYr18/sby8/IK25vR9vRrSlcvfTExMDHq9/oK21NRUUlJSAEhJSeHnn3++oF0QBKKioqipqaG0tJRt27YRHx+Pm5sber2e+Pj4W+qvQR8fH9q3bw+Ai4sLLVu2pKSkpFmNUxAEnJ2dAbBarVitVgRBID09nUGDBgEwYsQIUlNTAdi4cSMjRowAYNCgQezcuRNRFElNTWXo0KGoVCqCg4MJCQkhMzPz5gzqEoqLi9m8eTOjR48GHH+1N7cxXk5z+r5eDSm4NAPl5eX4+PgA4O3tTXl5OXBxRU4/Pz9KSkr+VpU6CwoKOHr0KJ06dWp247TZbAwfPpwePXrQo0cPgoOD0el0KBSOrEznxwGOMfr7+wOOrN+urq5UVlbe8mN8+eWXeeKJJ5DJHL9qKisrm90Yz7v//vsZOXIkS5cuBZr3/8u/Qsot1swIgoAgCDe7G02ivr6emTNn8vTTT+Pi4nLBY81hnHK5nJUrV1JTU8P06dPJzs6+2V1qUps2bcLDw4MOHTqwa9eum92d6+qrr77C19eX8vJyJk2aRMuWLS94vDl8X6+UdOXSDHh6elJaWgpAaWkpHh4ewMUVOYuLi/H19f1bVOq0WCzMnDmT5ORkBg4cCDTPcQLodDq6d+/OgQMHqKmpwWq1Ar+OAxxjLCoqAhy30Wpra3F3d7+lx7h//342btxIQkICjz76KOnp6cyZM6dZjfG88/3x9PRkwIABZGZmNtvv618lBZdmICEhgRUrVgCwYsUKEhMTL2gXRZEDBw7g6uqKj48PPXv2ZNu2bVRXV1NdXc22bdvo2bPnzRzCBURR5JlnnqFly5ZMmjSpsb05jbOiooKamhoAjEYjO3bsIDw8nO7du7Nu3TrAsXIoISEBcIzx/OqhdevWERsbiyAIJCQksHr1asxmM/n5+eTm5tKxY8ebM6jfeeyxx0hLS2Pjxo289dZbxMbG8uabbzarMQI0NDRQV1fX+O/t27fTunXrZvV9vSo3cTGB5Co88sgjYnx8vNiuXTuxV69e4rJly8SKigrxnnvuEQcMGCBOnDhRrKysFEXRsSLp+eefFxMTE8WkpCQxMzOz8TjffPON2L9/f7F///7it99+e7OGc0l79uwRb7vtNjEpKUkcNmyYOGzYMHHz5s3NapxHjx4Vhw8fLiYlJYlDhw4V33vvPVEURTEvL08cNWqU2L9/f3HGjBmiyWQSRVEUjUajOGPGDLF///7iqFGjxLy8vMZjLViwQExMTBQHDhwobt68+aaM58+kp6c3rhZrbmPMy8sTk5OTxeTkZHHIkCHiggULRFEUm9X39WpIKfclEolE0uSk22ISiUQiaXJScJFIJBJJk5OCi0QikUianBRcJBKJRNLkpOAikUgkkiYnBReJ5CqVlZXx2GOPkZiYyMiRIxk7diwbNmz4S6/t3LnzRW1fffVV476Iv8pqtRIbG8sbb7xxRa+TSK43Kf2LRHIVRFFk+vTppKSk8OabbwJQWFjIxo0bL3qu1WptzKX1R8aNG3fF/di+fTuhoaH89NNPPPbYY5dMMWKz2ZDL5Vd8bInkWkhXLhLJVUhPT0epVF4QEAIDA5kwYQIA33//PQ8++CD33HMP995771865nvvvcfHH39MVlZWYxZhcCTvTE5OvuRrVq9ezT333IO/vz8ZGRmN7QkJCbz++uuMGDGCn376iW3btjF27FhGjBjBzJkzqa+vB2D+/PmMGjWKpKQknn32WaRtb5KmIgUXieQqnDx5knbt2v3hc44cOcK7777LkiVLrujY4eHhWCwW8vPzAVizZg2DBw++6Hkmk4kdO3aQkJBAUlISq1evvuBxNzc3li9fTlxcHB988AGLFy9m+fLldOjQgcWLFwNw9913891337Fq1SqMRiObNm26or5KJJcjBReJpAm88MILDBs2jFGjRjW2na/NcTUGDx7M2rVrAVi7di1Dhgy56DmbNm2ie/fuaDQaBg4cyM8//4zNZmt8/PxrfvnlF06dOsW4ceMYPnw4K1as4MyZMwDs2rWLMWPGkJycTHp6OqdOnbqq/kokvyfNuUgkV6F169asX7++8efnnnuOioqKC25nOTk5XfXxhwwZwsMPP8yAAQMQBIHQ0NCLnrN69Wr27dvXmPixqqqK9PR04uPjLzi/KIrEx8fz1ltvXfB6k8nECy+8wHfffYe/vz/vvfceJpPpqvsskfyWdOUikVyF2NhYTCYTX375ZWOb0WhssuO3aNECmUzGggULLnlLrK6ujr1797J582Y2btzIxo0bmT17NqtWrbrouVFRUezfv5/Tp08Djsy9OTk5jYHE3d2d+vr6xkzFEklTkK5cJJKrIAgC77//Pq+88gofffQRHh4eODk58fjjj/+l1xsMBnr37t34829LC5w3ZMgQXnvttcYywL+1YcMGYmNjUalUjW2JiYm8/vrrmM3mC57r4eHBK6+8wqOPPtr42KxZswgLC2PMmDEkJSXh5eVFZGTkX+q7RPJXSFmRJRKJRNLkpNtiEolEImlyUnCRSCQSSZOTgotEIpFImpwUXCQSiUTS5KTgIpFIJJImJwUXiUQikTQ5KbhIJBKJpMn9PwKjmT3OJCdcAAAAAElFTkSuQmCC\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"Sale Type\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 82, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"new_home\"] = df[\"Sale Type\"].apply(lambda x: 1 if x == \"New\" else 0)" - ] - }, - { - "cell_type": "code", - "execution_count": 83, - "metadata": {}, - "outputs": [], - "source": [ - "new_variables.extend([\"partial_sale\", \"abnormal_sale\", \"new_home\"])" - ] - }, - { - "cell_type": "code", - "execution_count": 84, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Sale Condition\"]\n", - "del df[\"Sale Type\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Show summary of counts:" - ] - }, - { - "cell_type": "code", - "execution_count": 85, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "partial_sale 233\n", - "abnormal_sale 189\n", - "new_home 227\n", - "dtype: int64" - ] - }, - "execution_count": 85, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[[\"partial_sale\", \"abnormal_sale\", \"new_home\"]].sum()" - ] - }, - { - "cell_type": "code", - "execution_count": 86, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
partial_saleabnormal_salenew_home
OrderPID
1526301100000
2526350040000
3526351010000
4526353030000
5527105010000
\n", - "
" - ], - "text/plain": [ - " partial_sale abnormal_sale new_home\n", - "Order PID \n", - "1 526301100 0 0 0\n", - "2 526350040 0 0 0\n", - "3 526351010 0 0 0\n", - "4 526353030 0 0 0\n", - "5 527105010 0 0 0" - ] - }, - "execution_count": 86, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[[\"partial_sale\", \"abnormal_sale\", \"new_home\"]].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Street Name\n", - "\n", - "Looking at the value counts this variable is pretty useless." - ] - }, - { - "cell_type": "code", - "execution_count": 87, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Pave 2886\n", - "Grvl 12\n", - "Name: Street, dtype: int64" - ] - }, - "execution_count": 87, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[\"Street\"].value_counts()" - ] - }, - { - "cell_type": "code", - "execution_count": 88, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Street\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Age & Remodeling\n", - "\n", - "The dataset was put together over several years. Therefore, the variables with year numbers need to be aligned to indicate the right ages." - ] - }, - { - "cell_type": "code", - "execution_count": 89, - "metadata": {}, - "outputs": [], - "source": [ - "# For one house the year of being remodeled is one year\n", - "# before it was built. That input error is corrected.\n", - "input_error = (df[\"Year Remod/Add\"] < df[\"Year Built\"])\n", - "assert input_error.sum() == 1\n", - "df.loc[input_error, \"Year Remod/Add\"] = df.loc[input_error, \"Year Built\"]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Introduce a factor variable *remodeled*. Almost half the houses were remodeled at some point in time." - ] - }, - { - "cell_type": "code", - "execution_count": 90, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "46" - ] - }, - "execution_count": 90, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "remodeled = (df[\"Year Remod/Add\"] > df[\"Year Built\"])\n", - "df[\"remodeled\"] = 0\n", - "df.loc[remodeled, \"remodeled\"] = 1\n", - "round(100 * remodeled.sum() / df.shape[0])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Create discrete variables *years_since_built* and *years_since_remodeled*." - ] - }, - { - "cell_type": "code", - "execution_count": 91, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"years_since_built\"] = df[\"Yr Sold\"] - df[\"Year Built\"]\n", - "df[\"years_since_remodeled\"] = df[\"Yr Sold\"] - df[\"Year Remod/Add\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 92, - "metadata": {}, - "outputs": [ - { - 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "df[[\"years_since_built\", \"years_since_remodeled\"]].hist(bins=20);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Two factor variables *recently_built* and *recently_remodeled* are created indicating that the corresponding action took place in the last 10 years. The two scatter plots below suggest that these groups of \"recent vs. old\" affect the price." - ] - }, - { - "cell_type": "code", - "execution_count": 93, - "metadata": {}, - "outputs": [], - "source": [ - "df[\"recently_built\"] = df[\"years_since_built\"].apply(lambda x: 1 if x <= 10 else 0)\n", - "df[\"recently_remodeled\"] = df[\"years_since_remodeled\"].apply(lambda x: 1 if x <= 10 else 0)" - ] - }, - { - "cell_type": "code", - "execution_count": 94, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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wwsLCuOuuuwDo0aMHBw8eJCgoCKNRfniNRiOBgTKkMzQ0lOTk5MLrk5OTCQ0NvazdYDCU2F5wPlDqGFeLu7s7aWlpysDcZAghSEtLw93dveI63T4XjqyUjvwjqyuu31uQvHw7xiwL2VZ7VU9FcQtTadtiwcHBhIWFceLECRo0aMDWrVtp2LAhDRs2ZOnSpYwePZqlS5fStWtXAKKiovj+++/p3bs3e/fuxcfHh5CQECIjI/nggw8KI742b97MhAkT8Pf3x9vbmz179nDXXXexdOlShg0bVthXSWNcLbVq1eLMmTOkpKRUzC9FUWG4u7tTq1YFhnnXukf+1GggtFnF9Vsa2UY4Fg/VW0JAA9DfHH6ZPJuDtQcNvLfmCP3ursnIyPr4e6pkScXVU6lJlFOmTOHFF18kPz+f2rVr89Zbb+F0Ohk/fjyLFy+mRo0azJo1C4AuXbqwYcMGoqOj8fDwYObMmQD4+/vzzDPPFAYGjBkzBn9/fwCmTZvG5MmTsVgsdO7cmc6dOwMwevToEse4WlxdXalfv/71/hoUtwJ1I+G5v6TPxbOSJU3yMmDZs3B0jRxvfALoa1bumOUky5rPlKX7MVvsfLzuGEPb1MHf88rXKRSXohFqzweQ6sNLliyp6mkobgdy02HBI3Bqi3w+fh/416naOV0gI9fGa0v3szzhPE2r+/Dtv9oS7ONW1dNS3MSUdu9U8i8KxY3GMxD6fwFbPoYG94O7f1XPqBB/Tz3/frA5E7s3wVPvogyL4ppRxkWhqAr8akHPd6p6FiUS5O1GkLcyKorrQ2mLKRQKhaLCUcZFoVAoFBWOMi4KRUlYMmViZW4lqzvYrZB6DPYtkvViFIp/CMq4KBSXYs2Gv76BD+6En0ZDzoU8p1wTpJ+ErPPgqKAEw9w0+Lwj/DRKyv3npldMvwpFFaOMi0JxKbZs2PYJCAHHfwNbrpTf3/0d/DcCPmkLORUkESOc4LhQHyYvA5yOiulXoahilHFRKC5F7wVtnpLH9buA3hPseXB8nWwr2DKrCNz94OFFcM9wGPI9eAdXTL9XIj8PUv+GQ8tl9U2FooJRocgKxaW4+UjJ/YiHZAa9VzW5iuk+A+KehNAWFZf06OYDjaOh0QNSeuZGkZsOn3UARz407w8xHxUvMaBQXCfKuCgUJeFxSWKjRgPBTWFYHOjcyn8jzs8FnTtor7BJUFmGJSdVaph5BkDNe+VPAIdNGhaAbAM4lUilomJR22IKRXnRasEruHyGxWGHc3uko/7wchkkUBX89bUsJTBvEBj2F7V7BEC/uRDxCPT7XKoGKBQViFq5KBSVQW4azB8qI8uOrITx+8HN+8bPI99SdGy/6NjDH+4aAuEDQau78fNS/ONRxkWhqAy0OvCvLY2LR6D03VQF7Z4CN1/wCoKa91z+ujIsikpCGReFojLwqiajv4yHIKgxeIVU0TyCIXJc1YytuK1RxkWhqCy8Q+VDobgNUQ59hUKhUFQ4yrgoFAqFosJRxkWhUCgUFU6lGpeoqChiYmLo27cv/fv3ByAjI4MRI0bQrVs3RowYQWZmJgBCCKZPn050dDQxMTEcOHCgsJ+4uDi6detGt27diIuLK2zfv38/MTExREdHM336dAoqNpc2hkIBQE6afCgUikqj0lcu33zzDcuWLSussTx37lzat2/P2rVrad++PXPnzgVg48aNJCYmsnbtWt58801ef/11QBqK2bNns3DhQhYtWsTs2bMLjcXrr7/Om2++ydq1a0lMTGTjxo1ljqFQkHkW5g+BHx8C8zlI+RuO/y4z2Ssa83k4tq7idMgUiluIG74tFh8fT2xsLACxsbH89ttvxdo1Gg0RERGYzWaMRiObN2+mY8eO+Pv74+fnR8eOHdm0aRNGo5Hs7GwiIiLQaDTExsYSHx9f5hgKBXvnw5mdcH6vVCH+tC18Fwub3i+ecHi9ZBvhqwfg+37wf73kc4XiNqLSjcvIkSPp378/CxYsACAtLY2QEBnzHxwcTFqa3J4wGAyEhYUVXhcWFobBYLisPTQ0tMT2gvPLGkOhoH5nmTjo6il1v4RTtmecBlEBcvcOm0yctJghcoLUDDOfk8KXCsVtRKXmucyfP5/Q0FDS0tIYMWIEDRo0KPa6RqNBU8lKsDdiDMUtRGhzGLdPHuv00G06JO+DrtOk1P71km2ET9qALUf23W061LjnciFMheIfTqUal9BQmUAWFBREdHQ0CQkJBAUFYTQaCQkJwWg0EhgYWHhucnLR3nRycjKhoaGEhoayY8eOwnaDwUCbNm1KPb9gvJLGUCjQexU3Iu3GyBWLzrVi+s9IkoYFIHGTFIesTMOSmw5px8DVQ5YBcPervLEUiqug0rbFcnNzyc7OLjz+448/aNy4MVFRUSxduhSApUuX0rVrV4DCdiEEe/bswcfHh5CQECIjI9m8eTOZmZlkZmayefNmIiMjCQkJwdvbmz179iCEKLGvS8dQKC5Dq712w2LNkTf3i7e8qjWGux6WOl7dZlT+iuXIavgqGj6PBMPByh1LobgKKm3lkpaWxpgxYwBwOBz06dOHzp07Ex4ezvjx41m8eDE1atRg1qxZAHTp0oUNGzYQHR2Nh4cHM2fOBMDf359nnnmGgQMHAjBmzBj8/eUHdtq0aUyePBmLxULnzp3p3LkzAKNHjy5xDIWiGA6HrDCp97r6eio5qbD+bUhOgAf/C8F3ynavatDrXVkW+UbI2KefKDrOTALaV+pwuTY7rjotrjqVIqcoG40QytMI0L9//8JwacVtgMUMR9dCwgK4bzKEhV/dCub8Xpgjv8zQ4D4Y9C14VMGWVLYR1k2XFS0jn5fGrZI4nZ7L9OUHCa/lx6Nt6xLgpa+0sRS3DqXdO5VwpeLWJcsgVw4hzcCn+pWrPV6M1Qw/jZTHyftg9AbwuYLIpCMf8kzSv+EVDHpvsGVDnQ7g6n7t7+N68A6B3v8BtKCrvI9zliWfKUv3s+HvFNYeNPBA01BlXBRlooyL4tYkJwV+GCRXEF7V4Kk/wCfsytcVoHWRBiInBQIbXLneiiMfTm+FFS9Ao2jo/AI8+6c0Lp5B4OImt8pObZFGqlqTGxchpqv8m7yrTkujEG82/J2CXqfFz6OCAiAU/1iUcVHcmjgdYD4rj/NMRfkq5cUrBJ7cBKaTENRIFtMqizwTLH9eRmal/g1tRkmjVDgfJ2yfAxvflc+f3Hi5cckzgSUTXDxkVcqKCH2+Qbi76hhzfyN6hYcR4uNOoFq1KK6AMi6KWxPPIHhkMWz+ECIevfoQXK0WfKvLR3lw8YAG90vj4ldLJmEWwykjxwqwZl3ysgMOr4DQFpB7XNZ58Qq+8lbcTUSgl55ALxXWrygfyrgobk10rlDjbuj/hYzMMh4EjU6uJipjO8rdRzr+2z0Des/Lt+C0LnDfJLkaCagj/UAX47CB3QrOfNj8gdw+6/UeRDxcgqFSKG59yu0BPXv2LFu2bAHAYrEU5rAoFFWKixskbZerBnsemBLLf63TIYUrf50G5xOkkSoLryAIalC6b8c7FLq9AfeOujwM2dUD7uwNOjdI3Cy38bZ9Clb1OVL8MymXcVm4cCFjx45l6tSpgMyGL8hhUSiqnIC6sPpl+CYG0o/L/JXykJsqRSX/mAX/6wa5pWjQOR3SCDiv0q8DUtrffA5yTdIoeVWDWvfK1+4dfUv5XRSKq6FcxmXevHnMnz8fb29vAOrVq0d6evoVrlIobhB56TKZ0OmAXd9Bfk7Z52cbITtFbqO5XAgh1rmVnEhpy4Xj62DRY3Did8jPK/+8clLhl7HwQVOZi5JnAt8a8NCPMOGw3BJTxkXxD6VcPhe9Xo9eXxQdYrfbK21CCsUVseaA+YyszVK9JQTUl47ytGPQcWzZN+yM0zB/KGi08ib/r9Xw9xqZCOkZXMJYZnm+0w4nN8H4fXKLqzzYrXB4uVRiduaD48Ln5kqJjtYs+dC6yDwWheIWpFzG5d577+Xzzz/HYrHwxx9/8MMPPxAVFVXZc1MoSibHCJ+2k36L9s9C16kwbKl87u4rJfVLY+8CMFyocnogDjo8B/eOLP18jVYKQqafgIB6crVTXlzdYeDXUsjy9FawZQElGLCLsdukXljcExDYEEaslL4cheIWo1zG5cUXX2Tx4sXccccdLFiwgC5dujBo0KDKnptCUTKWzIvqsJySqwrvK9y0C2j8AGx8B9BA/S5XPt87BEaskoECAfXLPw7IcOmareCju+Rz4yF4ZFHZKxdbDvz5lRTDTDsmt/Cuwbjk2aTfyUN/FcZQoahAymVcLBYLAwYMYPDgwYAUorRYLHh4lHN7QKGoSPzrSMXh5H3wwNSr81sE3wnjEuTxpRFdDlvJ2e4+YVeX/X8xOr2MaLNbpVEpa1UFMrkycgIsHCZrz1yDYUnJsjJz5SF0Gni5V1Oqebtd29wViuugXA794cOHY7EUlYC1WCyMGDGi0ialUJSJ3gvCB0L7MaArQdMrzyQd9iVpsrp6SKe6b40iZ77TIeXq456CI6sqNjzYIwie3gKDv4W+n4BHwIU5ZsrtubO7ZCRZATpXqN8Jxu2Fhxdek8/lp11niNt9lsW7zrJ87/kKeiMKxdVRrpWL1WrFy6vo26GXlxd5eVcRNaNQVCR5GdJfknIYslMh9pOixMlsIyx9WpYaHvSNrK9yJXJSYf4Q6ew/sATG75criGshJxXO7ZGrK7+a0hAGNZKPizEegK97yuP+X0DLwUWvuXqUP2igBJqE+hQeNw69xvehUFwn5TIuHh4eHDhwgObNmwOwf/9+3N2rSAVWcXuRnyt/FmSx263SqCQshMbRULud9LkUcG43HPtNHq9/C/rOvnIGvFYnt58yToOb3+UiltZsWSvFfA6qR5SuQ5ZvkTVedn4h+3xud9GWXW66lPjPz4Pm/cB0qui61KPl+12Uk3vqBrD2+c5oNRDiU3mfU7vDSV6+A0+9CzqtKiWuKE65jMsrr7zCuHHjCAkJQQhBamoqH374YWXPTXG7k22Eta/J427T5RZRnkmuTMxn4dwuGLu7uIM8+E55Q7flyPDiU9ug9r2y3klpeFWDofPkiiOkGXhe4nDPNsBn7eU2W8dxcP8UcLlIFTg3vchfk5kk25yOC4EHQubPnNwIcU8WvdY8Fto8KVWV2zxxvb+pYvh6uOJbyarFOVY76/9O4ccdpxlzfyNa1QlA76IKiCmKKJdxadmyJatWreLkyZMA1K9fH1dXJbmtqGT2LZbFvEAW8+rwnEx2rNlaGpcCAclsI5z9SxoG7xAYs0OuMo79KpMYJxwq27iAXLnc0b3k1/JMRf6bjNMyadNwAMJaSMOx/AU4sQ56vQ99ZsmEyaCGMjrMM1DOk4u+2QunNGjdZ8hjl6twuDsckHUWkvdDrXtKdfgbzBYSzmTQvIYfYb7uaCt4ZZFlyefZH3YhBOw+ncG6F7oQ4qt2MxRFlGlctm7dSvv27Vm7dm2x9sTERAC6detWaRNTKAi586LjC0KQngHQ5wOIehXc/eVqYeEwSNwkDciYnfJmvfol6SwPa3nlWi1XIrCBXDkZD8H9r8C3D8qtuTrtpZP+0DJ53t+roV6klOO3ZsO8ATLPxa8W1I+8ILJphSYXfC06V2m4ctPk+yhPFcncFPg8Uq6KareBofMvuy4128qwr7bztyGbIC89q8Z1qvAbv06rpYafB2cz8mgQ7KW2xRSXUeanbufOnbRv357ff/+9xNfLY1wcDgcDBgwgNDSUOXPmkJSUxIQJE8jIyKB58+a8++676PV6bDYbkyZN4sCBA/j7+/Phhx9Sq1YtAObMmcPixYvRarW89tprdOrUCYCNGzcyY8YMnE4ngwYNYvTo0QCljqG4xah5j1yFQPFQYK9q8uF0yCz9rAsRUbZs6X/xrQ4PLZA3YHc/KW1/jdgdTtLsnjibjsT3bi1e+emQekS+mHlGSvGHtZQVMe+fLLfPLJlSvLLzRKncDDLnpeVgciz52LOMaHKScPfwQL/tY6ltVq+TNERXyqNxOork/LONIC7XUXM6BSlZVjnFvHyclVDIPNjHjbhnOnDGlEedQE+CVLiz4lLEFXA4HGLFihVXOq1U/ve//4kJEyaI0aNHCyGEGDt2rDy5GTsAACAASURBVFi+fLkQQogpU6aIefPmCSGE+P7778WUKVOEEEIsX75cjBs3TgghxNGjR0VMTIywWq3i9OnTomvXrsJutwu73S66du0qTp8+LaxWq4iJiRFHjx4tc4yy6Nev3zW/R0UVkWUUYuVLQiRuFmLxSCEOLBPCYq7QIZIz80SLqatF3ZeWi+nLD4rcnGw5zoJhQpzfJ4TdLkSWQYiMJCGMh4WY5isfX0QJkX5SiBObhMhOLezPkpYkxAfNhHgjSNiNR4R4u27RNaZTV56QJUuIw6vk+zUcFMLhuOyUfLtD7DuTIcbO3yU2H00Rubb8ivuFKBSXUNq984oeOK1Wy5dffnlNhis5OZn169czcODAAkPGtm3b6N5d7m3369eP+Ph4ANatW0e/fv0A6N69O1u3bkUIQXx8PL1790av11O7dm3q1q1LQkICCQkJ1K1bl9q1a6PX6+nduzfx8fFljqGoYpxO+a3ekV+83WKWkvd/r5EqwgXn5qRAyhEZ3guQZYCknZCRBKe3ya2pepHwy3i5JVbrCo77a8Ccl0+WVUaj/XXKhAVXaBoD/edKn4tOJ/08frXkaqrjeKjdFnp/CD+NhG96w44vChWVNSmH5YrHkY8uaRui0wtye6zFgPLVdXHzhiY9IPYzCGkqi55dgotOS4uafvxn0F10bFQND1dVtklx4ynXf12HDh346quv6NWrV7GsfH//sosyzZw5k4kTJ5KTI1VqTSYTvr6+uLjIYcPCwjAYDAAYDAaqV5dVAV1cXPDx8cFkMmEwGLjrrrsK+wwNDS28JiwsrFh7QkJCmWMoKoi8DDixHk79IW+mfjWvfI0jX9a7XzcdWvSHZn2Lqkeaz8IcudVJ3ws3zd3fQrNY2PJf8K8L970Ca16BtKOyYFdB5FX/L6DD2FKqQ14/Qd5uPNm5AX+eMjGzXwv8PVylE9+lBB+GZxB0eQnsFlk++cyfsj0vXfpVHDZcw5rKnBfzOZyBjdCGtYDwwdLAXKoYUBa6KwfUuOpU9Jai6iiXcVm5ciUgpfcL0Gg0Za4Ifv/9dwIDA2nRogXbt2+/zmkqbipy02DR4/I47Zj0FVyp+mNuOix8TBqSE7/LksEFxiUvo+i8sObwv+446kSSc+Ygnj3fxyUvVcroGw/IDPdsY9H5WclSCbkAR76UyXfzKfFbfblwOKTjHEGgRyDjH7gDi92Bv4crmpJk+S9G7ykfAL3+I3NfWg6UUWtHVqKJfAEeXw4aDVr3AHB1k2KbCsU/jHIZl3Xr1l11x7t27WLdunVs3LgRq9VKdnY2M2bMwGw2Y7fbcXFxITk5mdBQGUoZGhrK+fPnCQsLw263k5WVRUBAAKGhoSQnJxf2azAYCq8pqT0gIKDUMRQVhIubTBJ0OmTE1pX0skB+0w6+UxoX75Di37yD74BuMyH9GHhWI6/VE2yrPowvdqYzIlBP5MlFeKTth9jP5dZYWHNp4Jx2uOuhon4smXDwZ9i3CKKmQI2IonEKDIYQcoXhUkaAR0YifBEFDiuMWI1HjYjLBSBz0+VYqX9D5LjLQ4Ld/WWS54kN0sCYz8n2LR9B2yfB5+b7n7TaHbi5KKFLRcVQ5le7vXv38uCDD3L33XczZMgQjh8/Xu6OX3jhBTZu3Mi6dev44IMPaNeuHe+//z5t27ZlzZo1AMTFxRVK90dFRREXFwfAmjVraNeuHRqNhqioKFasWIHNZiMpKYnExERatmxJeHg4iYmJJCUlYbPZWLFiBVFRUWg0mlLHUFQQHgEweiP0/xJ6vls+P4dnIPSfA6PWwZMbi9+MXTxkdNV9k8HFjaz2LzF60TG2HE/jqR/2YG7xmAwrdvOTdVH+r5dMkuz0ogzhzTJIY2Mxw8/PwskNsrjXxZUlM07CJ23g47ulr+ZSclJl1nx2iiybbMmQ2fT7F5f8ftJPwvJxsO0TWSY53yr9KplJcOhnyDonDdQvY6XMS+8P5FwjJ0gp/psIm93B7tMmxv+4h41HU8i1qXpNiuunTOPy73//m5deeont27czfPhwZs6ced0DTpw4ka+//pro6GgyMjIKpfsHDhxIRkYG0dHRfP3117z44osANG7cmJ49e9KrVy9GjRrF1KlT0el0uLi4MHXqVEaNGkWvXr3o2bMnjRs3LnMMRQWh95LO7JaDyidB73TI7SuHXV7nU72o6mNOKqydIm/K2UbITcdVB/WrSdmUuoGe6DROGL5C3sj3LYQBX8HBOFmm+M+vyUxYzvmMXOwaXZHRCr6zuMLx8fVyZZOfJ/XDLibXBCtfhI9awoJHoV5nqQ3mFQx3P3b5+7GYi2t/eQbJui85KTCnCywYJkOkC6pW5ueBb5jULOvwbNF24E1CRl4+w77awar9yfzr652Y85RxUVw/GiFKko6V9OvXr3A1UdLzfxL9+/dnyZIlVz5RcfWkn4Qv7pc6YcNXQq3Wclsp9e8L8ig6yDVKn4xXMDy+nBTXmpw1W6np70Gw3i79NAself21/hfcPQx8a5H913x2BPYl4UwGOU5XXu4UiC77XJFxKCDjNPxfb+lsH76yuKCl+Tz89y6Z4Aiy2qSLOyCkFMyFbT9Tro11hwyYs7J4sIkXQZZT0jjW7ywjxcznYVYLuV0XPkgWMtv7I7R6DKrdAToXUrIs/HUqg6bVfaju745eV/XbUKnZVobO3cYxYzYhPm6sGNuJYB+Vt6IoH6XdO8v0uZjN5mLZ+Zc+Vxn6inJxaovMRAd5s63VWhbfEg4ZQda4G2z9b9EK5+yfBNdxJTgsrGgLKaCeXO0IASHN4dAvUOse3CMG0nH7F0SZ/8bQ8Q2S87TUDGl++daTfx0YFY80GJestrQ6uP812PoxtJBh8yVJ3e86ZeKFRbIWTI61Ns/a4qRSQEGGvIefrIi5+zsZ0WY8In0rnoGgc8GUY+O5+bvZdiIdT72OdS/cR5hf1RuXat5u/DCqLQfPm7kzzJdq3irhWHH9lGlc2rRpUyw7/9LnyrgoykWDLrKKoy1L+lbyMmD7HEj4Ua5AGtwvv+Wf3Ai+NaFaE0AjVxmFxqU+PLtL1rQ/vwc2fwA+1dEN/B8uW6WIaqhGR+59r4OzlOJhpdVG8Q6BFv1w1u2ATe+Pzi2AkgJ9L9bnctFppJHUXnSmq6esxVK3PZz5C5ZKxQiMB6Hvp9idgtRsGwB5+Q6cpW8a3HBCfN2VNpiiQinTuLz11ls3ah6KfzJ+tWDkWgq3mbKN0rAA7PleOvKP/Q5P/SFDiXUXckny86Qvw91XJg+6ecuoq5BmUutr/09ovMOkdpjTjjOkKZ5efkW1WHLTZR8u+itKwNi8arAnzZMPVx5lwD1udG/ujo97cRMTUcufzx9tRZYln653BIG+rnwvv8+AFv2g+l3SwGhd5GqlIKKuxj2gdaGaN8wddg+f/H6Mni2q4+Ne8cmNGbk2nEIQ6KW2tRRVS7n+u1NTU/nggw8wGo18+eWXHDt2jN27dytHuaL8XLxqcHGDiEdgzzxoNRxOboJ6HaSTXO8lVyzzBkrl4Zj/QsshcgWTbYQFj8jIsc6T4KEfwc0XntsFualo/esV1VqxZMrVzZaPoU4HWQmyjOCDjNx8npq3i/QcG1tPpNGhYbXixiUvA7/8LLrXdUWjDwI3LxmlNm+gTJj88ytZPtnvQo6Lb00Yu0eutHxqgEaDBmgQ7M27A1uiu9YcnDIwmC2M/3EPVruT2Q/fTQ1/VYZcUXWU6z/85ZdfJjIyEqNRJq/Vq1ePb7/9tlInpvgH4xkoVx7PH5A5LsvHyvBi4ZQhwKZEaVgA/vyfFKQEGRBwdpc83jsf0MiExYC6UuTy4iJe+XnSeAGc3iINVhm46LTccaFqY91AT9xdL/poWLMQO79EO6sFmv/rDeknIPWYXFUVrJJc3Isnbeo9pZ8ntMVlmfeVYVgA1h5IZuuJNHadNvHD9lNXvkChqETK9V9uMpno1asX2gsfChcXl8JjheKa8AyUW0iGQ4AGOk2Uq5Yjq2XUVu22cnus47iiPBq9NzR9UK5wOk+SN/Nj8VJm5aIs/8y8fM7maLFHTpTnhg+WYznsF0oZLy1SUr5AoJee2Q+3YuXYSOKfDicw62+Z92LPR+Sa0BTku6Qdk+NmJ8tcm6E/Qt9PYfSGy4uMIYtqHT5v5teDBtKyrZX12wSgVd0AXLQatBro2OjalaAVioqgXNtinp6emEymQumLPXv24ONTsQKBitsQz0Do9iZEvVa0JXZHd/hhiNToqtP2Qjb9Bf+BVzWI+Uj6ZfReMipr9cvytX+tgTrtADh4LhN3WyZ+DXvg0exBdHovWQcmKxnmdJaRa6Et4LGl0hcjBGQbqSYcVPNzk36dFc/L1c+Q70HvIzXU1kyWZZX1XrBuBhxZIeX2hy0tsfSx1e7AmGWh5383IQQMa1eX13o3xc21ciLEGlTzYtOk+3ECfpVciVKhuBLlMi4vv/wyTz/9NKdPn2bo0KGYTCY++uijyp6b4nbgUk2ygHoyYRKkYdFd8i968RZTVpH8T6Fysj2fZv52vH99A93hn6UI5mM/y9eEs6gWSm5aoVIxWedg7n2ybfgqOPtnoeik2Pk/bF1exbV2OzQjVl8Qx9SiSdoqEzU9AqRMzJ75ENpMilLqZbTa38lZmHLzC4tYGrOsOMoTISaELK2cbZS1acpZj8ZD74KHXikgK24OyvWf2Lx5c77//ntOnjyJEEKVOVZUDDkpcgtM7yNzREBGWBXobjmd0mmu1ZVcpbH9GLmK8QqSVSFzUiDjNL7WbDSRY8FVL0slF0j8u/vDo3EyUq39s0V9Gg8ViWHunS9r2ru4yWTIRl0xZWYSfGgh2sSNiJ7voAlsAP9aK6/zDoE1r8qsf40WMS4BzQXjErf7LI1CfHilV1NOpmYzrusdeJbn5p9tkEmn5nPQqJuUzbkaxWSF4iagzP/0S8sbF6DKHCuum+xUuYrQ6mSmvs5VlhO+WCE49W/4YRB4VsMycB77zG40DvHB3/NCkp93iAwMKPD/JW6Bg0vQ7PhChgOPiofqrWTfZ3dJA1KnvawBc7HPMDQcwsJlnZXwgdK3M3ojOGzkCjf0tgx062cAkL97AWfvmcjBs3raBN5B8JnfwJop+xFOrFYLtrx8fD1cebhtHR7+Yjtd7wzhxe5NilVrzLXZycjNR6vVEOjpiv5iwUhHfpHQpSHh8vo3CsUtQJnGpbTyxgUo46IoxJFftDXlGVjkJynpvOQE2DxLSqRodHIrbOdcmdVeYFycDvjjQ+mAzzhN9vEtvLIpmKkxzejU+KJtoouNhGeAPB/kqgOg9QhppL64Xz6//zXo/GLxOfmEwrC4C2WTz0C2Abt7AAa7L5PXnOejPjWlHpglk/S7n6HHR5ux2p10alSN93v0IrjRAziDviEr5F6WHcglKkIal/rVvFk+NhINmsvKAO87k8nDX27HVadh+XOdaBTiXfSim68Uuty/GKKmqlWL4pZEJVEqKob041IFWDhh5G9SoPJSnA65epg3UCY4HlkBT24GnZs0ApbMonOFkBFhLYfAltk4Q8MxmBPLjrjyqwU93r5Q1z5chgLrXKWfpM8sWD8TspKxOxwcT83l573niL27Jg2CvNB5BcvosPlDwJqFyyM/4R/amvcGh+HEQf5T29DlpuBw9cZql76a9Fwbh3O90Xm7Eef1BGv/NHDwXDI9WjcBSya6nBRCNLoLUWTSuGRb83HRalh9IBmHU+BwCnafNhU3Lh5+UrmgRX9paMpT0kChuMkot/dv/fr1HD16FKu16MP97LPPVsqkFLcgR3+TobkAh5dfblwc+XJrSgjwrSWNi2cQ2VpvTE5vanm4oXHzkSuPk5tkLZave4JWh/jXrxxK9WJSjyZ0uqMM57abj3z0+/xClr8Ozv4lEy8DG8GwZeAVhCnXTv9Pt5BjczBv+2nWPt+ZEB93eW7B6mvvD3h1vQMv34LSAF7g6YdXRgZzh7Xi14NGhrapw8yVh/hkaAseb+lORK2GeLq7IYSA01tl1JtGI/0ztduQkmXh9Z8P4OvhyujODdl8NBVvNxc6l/SeXPRl15xRKG5yymVcpk6disViYfv27QwaNIg1a9YQHh5e2XNT3Eo0exB2fiG3o1oOlm0Oh/RHWDLAcFCuJDwCYOgPMrGxxj14uOhIycwiS++Dry0L5g2G3v+BfT8VrmQ0R9fQuWEUGk6A8ISUdNlfnfaXb8E57DLnJccI3tULVytkJcts+dBmiMwcXHRawIGrVkuhYliddlLDLM8kc2O2fSKLjtlyIPUoBq/GvLXOyD11/XkuqiFPfPsXg+6pifefn+L65yfUf2QNfb87T2xELSa47pJJZEKAYT/UbsPPe8+xYp+McLu7jj8/PNEOrYbLtsyuF2OWhR0n02lew4+a/u7F/TkKxQ2iXMZl9+7d/PLLL8TExPDss88yYsQInnjiicqem+JWwr8OjPxV3ky9Q8BukyG9bj7wVbTMGWkUDT3egWO/Qu17YfXL6NKOUv/B2ThNWnD3hsjxMgy40f3w55fSMd/oATTf9JFbamN2wmcdpRFr+qDMk/GpgdC5kpJtJdCZjstn7cGSgbP7W4gWg9Edi5d1XvzrAhB0ejXLHm/F+hOZRIXXo5q3m+zbfB7x+M9oUo/B1tk4WgwmNx98khNw7p7PJ5qnWLrnHEv3nGPOwy34YVQb3JI24b3obRAC73Nb+emxbnLl4vOEFKys1YbzjYbiMOXywJ2hfL7+BG/GtuCOUG9cdZqi4IQKIj3HxrM/7GbHyXQ8XHX8PvE+wnyVcVHceMqVZu/uLtVSPTw8MBgMuLi4kJKSUqkTU9yCeIdI57hGA3npsGi4NCoFRbNyjGA1I+7oLuvcH/tVSr1s+xRtbiqglQbAKxiEBgZ/JyO+Ms/Im79Gg3BYi5z1eelSJiY3jZQsKzEfbyY948JKCdDunY+o3Rbx1BbEE/HgEwZCoMs8Q73F3Rl+6hXqZO5Ck5sOCx+HzR+gsZgRAXVx9HyPRVnNeXfNYZzWbLT+NWgYKL+L9bu7Jo3DAvH3dMM7pL4sfhbUCH3DSEK/iSQsbiBanNDvc863eIL+n22l07u/8+cpEz8/15E5G44T9f4GPv39OOa8io0EczoFphypvGyxO3A6bx7lZcXtRblWLvfddx9ms5lRo0YxYMAAQFaOVCiKkZUsw4s9AqTW1p294Xi8FJ889Qd0egGOrkVzIA66vAytHodd30CjrtLHkpUMX/eQfXV5SUaRpZ+Q+SndpkPmWRweQWj6f4UucYMswrV8Ajw4G18PMOfZ2ZkseKDLa7id2oCj2wxclj4FSdugQRTEfgKHlktJ/IA6UqusRgQ4bJB5GrpPhy+7orFb0NS/H22DN0jLtKCp1hhSj/Bgs1Ai76zNH8fTeWnJPiZ1v5O7atVHP3o9OOxoVk2Shs2SIcsL+ISSdC6N85lS12zpnrO0rhfA7iRp/JbsPsOoTvXxrcBs+iBvPXMfa83n64/RM7x6hfatUFwNZRqXhIQEqlevzpgxYwDIzc3ljjvuoEGDBgwfPrzMjq1WK4888gg2mw2Hw0H37t0ZO3YsSUlJTJgwgYyMDJo3b867776LXq/HZrMxadIkDhw4gL+/Px9++CG1atUCYM6cOSxevBitVstrr71Gp06dANi4cSMzZszA6XQyaNAgRo+W9TNKG0NRiWQly2gx81no+xmE3CnrtNS4Wxqaep3AmQ9rX5PnL3kCnlgHHcfC4RWQkQT2vMLuhMWMpnqEFIbUaMGzF7joeX/1YaLqt+bumnm4xD0NEQ+B3YI+/QgjOtZl2q9JtHhiFGGtR4LDhu7cBaHL5rGw/Hn4e7Xsb+weOLND+nV8auIc8oPUy3PIgBWtxURdfzf+0ycIzRcdIc9EwNbZ5I7cw9SfpajmmB92sfy5SEJ8Q2V2f/QbcEcPOLq2sJRx3SAvWtXx53hKDk/f1xBvNxf63V2TtQeSef6BO/B2q9iMeo1GQ/1qXrzVv2Wx+jMKxQ1HlEFsbKwwmUxCCCF27NghOnbsKFavXi0+/PBD8dxzz5V1qXA6nSI7O1sIIYTNZhMDBw4Uu3fvFmPHjhXLly8XQggxZcoUMW/ePCGEEN9//72YMmWKEEKI5cuXi3HjxgkhhDh69KiIiYkRVqtVnD59WnTt2lXY7XZht9tF165dxenTp4XVahUxMTHi6NGjQghR6hhl0a9fvyueoyiD9EQhXvcXYutnQpzfJ8Q0X/lY/YoQ+RYhslKEyEgS4vR2Ida/I8Q3Dwqx40sh1k4RYuunQmSnCGE+L5x/fCQcq14RxvOnxb6kdGGzWIoNcyo1R/T5aJMwJScKcSxeXv/vQOE0nRL2o/Ei32wQNrtdnmzLk3PZ/oUQ5vNCnNgoxPm9QhgPy/nOGyzEzFpCmM+L3w8bxB/7jorsvb8Ix4pJwpFlELnWfOE0n5fnTPMV4u26ItmUJdrO+E3UfWm5GP6/7cKUYxUi1yTE6lflOQsfF8J8rnC+WblWcdaUI06n5YjUrDwhhBDJmXli35kMsTLhnEjNKv7+ykNKlkV8uem4WHvgvBxfoahCSrt3lulzcTgc+PtL7aeVK1cyZMgQunfvzvjx4zl1qmxJb41Gg5eXlMGw2+3Y7XY0Gg3btm2je/fuAPTr14/4+HgA1q1bR79+/QDo3r07W7duRQhBfHw8vXv3Rq/XU7t2berWrUtCQgIJCQnUrVuX2rVro9fr6d27N/Hx8QghSh1DUYm4+cKQeVLa3poFtdvI7aywcOlzsWXBNzHSue/mA9FvwqYPpFPer5YMVZ7/EJkN+zIpaxBRnx1kyNztmHJyYf070u8C1Any5KvhrXFqXOC31+GPj8AjAI3pFLrv+6FbPg5X2wX9MFd3GRLdZpRcrez4XIZAz+0Cn7aT8jGeQSAEdYM8mb01lWd3hWJrPx7txv/gsfNTNFoXWeis80ScI1YTt/ssnz/aigVPtuOdgS2lQ95uhR1z5JgH4go1y8x5+Zw25dF39hY6vfs7j/1vJ2nZVn4/bKTPx5t5et4u4nafvapfc77DyUe/HeXN5Yd44tu/SErPrai/YCF5NjuZFewLUtx+lGlcnE4ndrt0nm7dupV27doVvuZwOK7YucPhoG/fvnTo0IEOHTpQu3ZtfH19cXGRWwFhYWEYDAYADAYD1atXB6Skv4+PDyaTCYPBQFhYWGGfoaGhGAyGUttNJlOpYygqEc8AuQVWrTFknIK7H4OnNsOJDfDzWGlg0k/IcxMWSL/MI4ukMfIIkDVbQptjM6ew4e9Usqx2Arz0aFIOy3DiBY9K7TCk4u+cPzNJ6vkNtqGLcIz8DX6bCoAmM0luv10gM9fGhr+N5ORkywi2E+svBBnkwultMHQ+APV2vct3955i9oBGuP3xnjQWv06B5H1S/DLqNYxu9Xh7zTEGz9nG7PijRR8eFzdo+5Q8bjFAbgMClnwHuTYHaTlyq+18pgWHEDI67QLVvN0w5V6PFH/Fbn2l51iZufIQT33/F6fSciq0b8XtRZkbvr179+bRRx8lICAAd3d3WrduDcCpU6fw9vYu61IAdDody5Ytw2w2M2bMGE6cOFExs1ZULbYcGeVlPAT1uxRVePQMlKuWuCehZisQDtj7g3yt84vQsKtMVOz0Ik6dOxpHKprd38HeH2XE1SOLCV71EstGf8fu8xZa1fYleGFPeb1WR8GN1M1Vx+hODVl94DztG7THmJxC8/Dh+PjVRtz/GpqL6qqcTs/h8f/t5OvBDejkXx+XJj3l6kKjxRE+GJPGj6AN/0bjWwNd1hm8nDlyLgW4+8nwao0GF62Gf3WsR6/w6pxIzcGQZUWj0RDk7Q+dJsiVkM4VPINIzbZyNiOP1Bwr7w+OYPX+ZJ7q0oAATz2t6wWw4Ml25FodGLIs9J29hcVPtyfY2w0hKNNX4qrTMu6BxjQM9qZOkAd1Aj0r8A8LJ1Jy+G6blNCZseIQs4ZE4FnBfiHF7UGZ/zVPP/007du3JyUlhY4dOxbWc3E6nUyZMqXcg/j6+tK2bVv27NmD2WzGbrfj4uJCcnIyoaEyAzo0NJTz588TFhaG3W4nKyuLgIAAQkNDSU4uklY3GAyF15TUHhAQUOoYiqvEbpOOaiierJibDnM6STmXux6GPu9LiZWLkxltuVCtiQxLFkIaox5vSZmYA3FoMk7hDB+M7sxOeX7WedC5ouk2nRBNOk2rhxLqpYUHZ0PiH9IhX6BibMshyHqeR0LPgpcPQd61cDgHYQ3vi5uHrxzzAg6H3KJ6Ju4U3z38FI3dPfAevgqN04Zm1/d4NeoFbZ+E36bJ9xs+CFoNk/L5em+50vGrCd6h5DudjIysz4wVh1i5PxmdVsNvEzrLJEiPgMIxsy35TPv5AKv3JzP+gcY8dG9t7rujGgEX6tr7e+q5M9SHl37ax+9HjLzRtzkWm4N9ZzNZeyCZ4R3qU82n9MTKat5uDO9Y73r+sqUS5ueOm4sWq91Jq7oB6F1UUUDFtXHF/5yIiAiio6Px9Cz6hlS/fn2aN29e5nXp6emYzWYALBYLW7ZsoWHDhrRt25Y1a9YAEBcXR1RUFABRUVHExcUBsGbNGtq1a4dGoyEqKooVK1Zgs9lISkoiMTGRli1bEh4eTmJiIklJSdhsNlasWEFUVBQajabUMRRXSdox+Phu+Ug9WtTusEnD4u4nt4O2fgpn/sSWl4OzSW8y/rWZvId/AQSM+ROe3gI1IhDGgzD/IUhYCFnJOLWu0Ot9WXCr04tgOoXz1FacWnfq6NIRthyofhe0f0aOlWWA9FMyg/7TNvDNg7B5Fn4iG/8143D7tjekHKKggIrd6aRegBufDmnBc1ENcfcNpOPsBNJyHWjnD0W76T08Nk6HxM3w9xo48Tv89S2sngy/z5QJnPt/KuwvmAw8sZBxwR/hcAqs+c7Lfm0OJ2Tk2nA4Be+v/ZscpTlOuwAAIABJREFUm6PQsBTg6ebCw23r8FKPJvyZaKLze+t5c/lBmtXw45uticU7zEmR791euZUsAYK93Vg/8T5+fb4zQ+6tfUHJQKG4eiptvWs0Gnn55ZdxOBwIIejRowf3338/jRo14vnnn2fWrFk0bdqUQYMGATJvZuLEiURHR+Pn58eHH34IQOPGjenZsye9evVCp9MxdepUdDqZcTx16lRGjRqFw+FgwIABNG7cGICJEyeWOIbiKjm6tigB8siqIr0wzyAY+LU0MH9+Rb5PDUCHfvO7nAgfzyurs2kS7GBcUweB8x+A0evBcAhN7bZw32SwmtE06YEuz0Smd31cBv6AV+Jv8MtzaH3CyG3cj4ycfNx9XAjEhN47QIYMb/pAZr33fl+uiowHwXRCvpZ6hNROb+C0aAnMt5Jp07Bq33m6NA6iTQ1XemUtxJzTnpHta6LX63F6haDlkAyhrnG3dPgLJ9S6R+bmGPbLn0PnYxR+2NOz8T68moA/P+I/D63j0z/OcnftAKp568GaLVduFxSa/TxdeW/gXXy2/hhtGwQRUEIWvqtOS5v6gTQK8eb9tX8DsDPRxIvdm1Ddz73oxGwjzBskDf3DP0KdjsWVoCsYN1cd1f08wK/ShlDcJmiEKE9pvH8+/fv3Z8mSJVU9jZuLjNPwbV/5zf2xpTKp8WLsNv6fvfMOr6JM+/9nZk4vSU56IyEJoUPovVcBKQqIDREVVFRsKyq6uq6u69pWERWxoi6IIlWUIkrvNZDQE0jvyel95vfHYFx30d/7vqvvq7vnc125ksyZzJMz55y553nu+/5+2fgYwd53oH1vBK7uc7i7ZDBbT6uJ9zUzWpG3djTcshFFa0QOhxArjyKc2wKWRMIdp3BGacHxsib6pGlJpxqh/BDurNGMevs0DZ4AW+4fSJrGqQaSj69Wx80ZDn3ugGOfoAx9DMXbhKKP4pX9HobmmOmaIEDARdiYwLC3TmE2aHj/unaU1TXRoJjpkBqDNdyIpeYQYnInNVj67GpwESX4cIIaOG9aS42YwOS39lLa4OXpKzK5puEt9GEX/itepLA2RF4oH/HAYjXf0qK3atd8CUVRmpeSfwynL8iKQ2W8vOkME7qkcnM/VY7GZr4UkEr2wXujvn/eU5eAIWIxHuHXw49dOyOZugg/TkwG3LJB/dnyw7xVMCzT6JGxDXwIJeSnYdw7hOPb0VVxsvV0LQatSEKsTfW8RwBBRHJVQ1wrlLQegIJXtPLOxiI+P1zOrjntED+6AoJeLBl9mD/0Re5eXUJZo5e0aLcqLaM1qVVe6T3AXglxuaDIiO9fAYrMzbcdwqbxI7wxQG2gHPMC9w0bwcvfXOCCEx5cW8qUzrEYRJmeOcmI1mEQdKtBJTr9+1zNzA1qQNWaaKpuoLRBnb2tLLBzZffe6GzxnKiwY9MpiJ9cq8rRFG+De/Obg4s/FKbRHUQAYi1atJdm27jr1Ao5BIhOw6SVGNImkc5p0USZtKTHGH9oVWzLhOgWanNq95sv2SxHiPDrJxJcIvw0lssUQ3jtlNrDTHjzAAoKW+4fxAsFcaw+epTF07uz8d4BRGtCxNoLwJwMWgPChxPVpZ3hTyDYy+HUOrh5Kw6fWuouIn+fU/DZSbbqmNwtlVbWgFrabE2BOXtQA5UAngYUw0CEna+oOSBADHnAcbH5d6FsP5ZWI0mPMRIMK3x+QybJu58kVJINLeYSrDnNOTmFFQWVXNOrJfEWA76QTIzJhlmvBW8TsYKbQa1iya9w8sDIVlgSswkIIq9+foEXx6SoF/7GYjUQCxL1Lj8KUN7o5Zq39iCJAmvu7k9uohW8dji3Bdbdo85yJi2iXojjmkV7qHX50YgCOx8e9sPgYk2GWVvUmZQ+GqSICGWE3waR4BLhv4+3kQOn7bj8IdJtRpCDfJFfSVhWuHXJQfY8PJhkpRGOLYEWfVCi06gbuQAEkbiCDxDTu8PBd7HU5fPshEH0zIyhSTaSdN1yxNProd9ccusqeSrlBJamlpCcB+e+VhszPxirlkJP+xihcDWe3vdh8jvxJ3XBGJ2AEhOL0mkqgqOC8JD5dNYk85f0RGw6haiNj8DJdWgAb/ZwnHF5THllL+5AmM+OVLN+7kAOlzSSFWemQ1o0kjGGeJufV4c6CZraEe06iVbbkaAhllemxWDSadSZXf15iG9FPVHcuuQAvbLiMOukZlOxPefq1eDis8OuV9QgWn8e5CCiViDOoqPW5cdq0HDZKuTLBfgIEX7lRIJLhP8+SohBWRZyEy10zYjBVHuMh4amsWBnJVO6pGAgoN6dF2+H4h2UZl3D1JVeZAU+u/XPtDz6IqT3hMR2xPsvMivqKIK1N2x4B4wxUHYQfeYQvEkdCDmLkYt2ossdpeqCfWfmdfIL5N538F5+EKfhXoampRLvN5DhOISU0Rtf9hhqlWj+tLaADQXVPHZFLrcktEficxBEtNEpIGnQayWSow2MaJeEThKw6iUSRDtBV4jKkIl9RT76pKWRdvAvcPRjuO8EWkkk9rvqL22yOrsAnHUunhzfgSMlTQzMjae00cOREjsj2l8KDnoLdLkBt7OJi7k3cfaCQP9c+PCWXhwpbaJDatQPGiwjRPgtEwkuEX4aWQZPHUg69cIPYE4kxXeOZddmIFgSsPpKubZsPROuG4g+Pono4x+ANVXdN6UzXxVUU+1Ql7zWnKjjjn4PoCGEGPIiLB4M4QBK9lCEIQ+DItMU3Z6/Ha5ly6la5l3RhgMNVialaGiR2R+i0tRu/r53IWqN3NlTxCmmU+kMsftcPabstkhSAvEbH0I/9m02FqrqDM9tOsfUB6cTTOqH1ZaAzltH/KbHWX/H69QHdLy9o4g9RQ0Mbakj+uOrqR3/EZM+LqfOFSA5ysC6G2aR0Ho0GKJ+9FTpNBJPrDnK8XI7Jp3E5vsHo9eI3/esmGJp6jCdppCGK1/ciqzAxC6p/OmqTozukPyjx40Q4bdIpIg9wk9Te0qtGFt3H7jqqHO4OVwdpNranriUlsRFWRB0ZiydxxObmE60v0rV8Op3j1rZNPQxhrdNxGbS8tjYtkzuno4vLMHu19Sk+SWpFsFvh6Af3h+Lw+nghU1nOVzSxPyVJ0i0Grj381PUaZLg5i9Q7jqgzmAWdEF6vScx/nKSjWGG5Nooc4R4+FsXlcNfQ6/4eXBwOlFGDbcPymJvpcy8PRrCGjPiqtsRz21EU3mEucuOsOZoBfd/ehSXPwz155DlMG6/KnHk9ocIR7dUlZ21Jpy+4GV9WMKygoDCPcNaMWdIDqLIPzVDnm0IEQzJjOukqgDYPUHkSMFmhH9DIsElwo8T9MGxZZDQBvrfS4MvzN3LjnH1m3sZ/9pOap1+cFRB3RnQRyPJfhR9FNz2DcrZLSgZfZGNcWSefoevbs+josnL4Be28sqOcpxtphKsPk342uXIPWchT34fdi8AwCB7SLi0PNQpPZpqh4+0GAP7S50oggZh96twYoUqdhlwQeVxHGEt81YVsuJoDc9Pakt5k48Gp4frOhr5+tZW3NEniQHKUV7u6cCk1yB3mASAJAdJuBQAzDoNks4IkhbbwVdYPqsn1/VqwRs3dsMdkEFvodbp56HPjnHPsiNUO3w/OF16jcgbN3bnfI2LfcUNhGWlWVcMwOMPUenwMW9FPgNy41l4XVeem9yZKEPEcyXCvx+RZbEIl6XK7uPdnUWManMn3ZVCxI8mEpqymvO1qgpvjdNPKOgHV5FaXhxwInx6E5hiUca+gJI3DU/xfswt8tCe3Qhtb+T93aqS9vu7L3LnoMHUEMP8jRWkxdxApwKZmYMeRqo4TPzZz1h/5z00NtaTlJhEqT3ItT3S+fxQCaRKau5lwkI1ya814c8YyHPrzrC3qIG9wKR2VrqmGNCKMjViOpKgoNQcw7LzaWpGL6LEJZLaZy5Kt1vQyhpenWYjv9xBm+QoCisakG/eR6xJR1QgjEYUWHe0gnlj2hIKh9lcWMWGAnWpbcnuC8y7om3zOYsyalifX8WXJ1RZokXbiuicFs1V3dLQSiIuf4gHPz1GMKxwtKyJ3Q8PI/nvGyYvQzAso410yUf4DRJ510b4JxzeIA9/ns/bO4rJv1CDuHsB+OzY9r/Emzd0YWBuPC9NzMZ67F3VklhvVaXvawrhwk6ECzsJygp6azyCqKFu8mecqIcrO6tLQRPzUtAKMg1hIwcvNLLmaAUnKx3Y4zoTnrMfsev1JB54gdTyjRTWeNld3IiMws29kgnoYlCuXQbGWJQbV8Lkd9EEXfTKUrW99BqR9IRoQoIOvz6OC3Vuxi7YzZ+OGqmaspapn9cz+JV9rDrlQdz3Jtblk0h+qyOjpKPEiW7apsWiscQjlx3EpNMya2A2949sTbxFT3G9h9QYY3NFV8+WsT84Z3ZviDbJVqRLO3RMi8LuDTTvI4kC7VPUnE2rBMtPBg1FUThf6+LBT4/x1fFKnL6IBH6E3xaRmUuEHxCWFXzBMKM7JLHzXB1HqgLIXW9EvLAdbfUx2tuCvNHpHIaijWhPr4Uuk+D8VsJtxqE5tgx6zkLJHoJGkpBOrgRZZnvyXB5bc5LfX9meOUNySHEXYls+kVbXrOXe4bmUN3m4bUA2d3x8hKdGptJ2y2wYPA9HwkDuWriLRk+QYyVNPDOxA6LPjfaL+wlJRuquWESlVyQhysCYDjCwVRwmrUhNQxPTV53jnZt6cKrKxcNj2jJvRT53Ds3lYr0688ovszN8yCOYorMxlu+iMaE7r28r55tzdh4d25YOGaMYs2AXDl+QRTd2IyXGyOeHynD5Qqya0x+DVmqWaQmGZUoaPCw/UIpFr2HLA4MJyQq1Th+5SdbmIBJn0fPOjJ40egLYTLqfFKesdwe446NDnK1xsfZYBbseHob1H5bPvMEwvkCYKIMGKTK7ifArI/KOjNBMOCxzotzO7I8OUeXws2HuQO4b1Y5w1jA8c45x8srV3LOmDKllP7WU99pP1KR8SidI7owy9yhKQhuEb/6E2HBWld3vci1tky0EwjLzVx2ntLoO25FFUHEYs6+KJo+fmf2yuPHdfey/0Mjz22vw9LgDIaYFSdVb+XpGGvcMTOfmbjFEu84RhRsxpTMNw15gxMJDXL1oL698fRYZkRPlTu7+JJ9J7+Rzsd5DjVP1JokyaBmYG4dRK3HrgCyu6ZHOlZ1TuHVpIcsZgXPMQpwuF+/sraCozs1T6wpp9KiGWYoC645VEgzLTO6Wzvrjldz58SFMOqnZn94bCBOSFT7ae5E3t51n+rv7iDJq6JsT/0+lxQlWPa2TrM15nh9DEgSSor7LBUlopB82wDR5Ary9/TwzPzhAfrmdUPifBTQjRPi/JDJziaDiqKSxvo6HVjdwptrF4NYJNHoCVDm8xCb4oeEcp5xpDG8dh9+QgGng72D7X2DZNLhjF5q/TaVh+rfsDvUgoX0/2lUdJEobBns5LZVadtzdiaA2ihhvCUTdTKDzDTjFKG7uHUsAkWBYwWbS8vtx7fjqQjztPDqyznxL3LH3eeDe43BhO8Jbt4MgoNz8FQF0uANqNdf5WjcnKx0MaZuIzazjgU+P0SktmlBYJiPWRP8MPV3SOhIOy9w1JAevP8D17x1keI6FCSkOLB4/3qh0MmJNlDR46J8TT6xZR7cMGzVOH3cPa4VWEsmON7Px/kEICKpg5SXMeg2xZl3z3w9snYBB86910tvMOl6Z1pWjZU20TrISa/6h+KXDF+LlzapS9YOfHuPT2/sQb/3p/E2ECP+bRIJLBFWWZO1d6FP70zVtCPWuAL2yYrlm8V4Abh+QybzQOq5qOAeT3sBzYjmBtqPxxHQicPNuDNo4LOl9+OBgDQu+UY2m1tw2iLwoF4oiY2q8gEnjhm8fh8LVhFsO5tigd5nz9jHaJll4YWoem2e3I6S18PSGM3x1ooqMWBNrbnsEU/VBhIATKo6o/6uiINSdJrp1Rx4Z04a95xu4c2gOTm+QZ9ef5IGRbXjl2i4kRxkobXSz7Lae7L5oJykG/riukPtG5NIu2Uq3jBju7J+IQQzCN78nsaaQFdcuw2NMwaDTkGg18M6MHoRlublhUpJEEi9zAZdEgeQoPctv74MvGCbaqGue1fwrxFv1jGh3+e58g0YkwaKn1uWnS0YMOm1EFibCr4tIcImgGjyKOqx7XmDeVT24Y0gvat2h5ocdfhl59B+Rgg4QJOqyJ2B3wcflnfhs3QXuGCQwp+ccHEe+T157FC2EQ2r12O7XEHJHqvIngCtrNC99fY5ap59ap586h5uOchl2KR2nL0SH1CiemtCBV3ZUMGbw3+hsv4Cx+0xwViLoLBCbjXXvX5nS52FGt0/GG5SJN2l4aGA8J2sc3PTeATSiwNbfDWbmksMUVjqINet4/fpubCqopEd8mPkjs2j0Q3VTDR2LtoLfQeJ7PeGewxCdA/BPswV/MIw7EMZqkL4XoryETnNJqv5/iXiLnvVzB2D3Bomz6CLlzBF+dUSCSwTViGvCq3grThGIy8MUdNHKquUvk9pwscHPzT0T0dhLYNtz0HIACe2vwR7SsfxQJQDv7rrI3X26ctcQCxaDjlSLQFurD94ahHDXAShRBSdrJy3FGxbRabVMNNaxt6iB5CgDCUYRFl5BdEwmL9y0k4uNQR5ZeZxzNS4+3lfCznt7UC5raTHwUQzHlqiGYyP/yN6ieu755AiiIDBnQDoP6lZi6jGHaKMWpy+IjECNU+1FsXuDmHQSt/TLwPRBH0yx2XyR8woltXYyRrxA1J6/QMfJ0FQKcTn/dIoc3iBf5FfwyYFS7h2eS79WcRi1/3cfH1EUSIwykBgVWQqL8OskElwiqFiSqLSZqXcEEAQjaVEaRrfVEpYMFBSXk1j/peoIWXEUA17SzRpGtU9kU2EN707LxXDkXUz73+LBIY9BpykIFYdh+irV+njOXmpDRq59P5/ztS5uG5hF/1Zx7Jg3FLc/REK4HGZ+CUEvKeWb0WWMxnLJt10niaC3cO+SQ0zpYGVCzmRsrcdRY8wmLWgkN9FCMKxwTY8WcMiPRoRVc/oB6tLR69d34+O9F5ncPZ04k4b4+gOqfH3Qw+grLNx8sByTvi13X78G49kvVIn7y+AOhJi/6gQA9yw7wtbfDfk/DS4RIvzaiXw6IgDQ5A6wbH8Jb+8oJtGqZ9WcfizcWUqDJ4hNG2Zg/6sR3hoI4QDC2U3YOlzNn8dP5o+DrMQbw4g1Mox+FqG6AMVVDV/NUz3vR/0JProKz20FnK8tAGDLyRpyE61k2MIEXXUIu+dB8XbCXW+ifvCzKOEwi6a0YueZKrq2jMeMl07p0fzx61I+SbLw8czu1LvUXpw7BufQIyOaNKmRYPYw5LDMuRoXf/yikKcmdMCgFZl3RVscviCHSpoYk9MBpedsBHc1GiXE/SNa0yEtGqPRD50mgznxsudHI6oJ/aI6N3np0WgkEX8ojMMbxKiVsESWpSJE+AGR4BIBALsvwK5z9YDafe/0hSi3++iQEs2S3cU8PjiuWQeMgAuyB2MT3Ygf9oObv1INsLa/CMN/j3BxFzQUqV/VBRCdhiVsZ2KXVHaereOeYa1AUTBoRDITDQjVBaA1Ut39AcYt2EOTN8iiqa2Z7FoGnqE0aVsztE0Ck7qkYdFLSEIYs0HDC1PykBWFBMGOuHgQorcRKaM/7UcvZuF1XVGAI6VNLNhyjkGtE3hh42m6zxtKzJAn2XyikufeP8WVnVPo0dIGRttPnp8Eq55ls/pg9wWJNesw6SS2n6nj6S8KGdMxmTsG53zvHhkhQoRfrs+lsrKS6dOnM3bsWMaNG8eSJUsAaGpqYubMmYwaNYqZM2dit6tJXkVReOaZZxg5ciTjx4+noKCg+VirVq1i1KhRjBo1ilWrVjVvP3HiBOPHj2fkyJE888wzfOfY/GNjRPgR7OXg9/DQ6DbkJJi5vlcLEowKfx5mY1QrMyvn9Edx1cB1y6HXbLjqLfA7ERSZ8PQ1KHoL7FmommZteAQy+6ue9PooSOsO8W0IKgLzRrfhszv6EmfW0eQJcqSkEVEAZeoSuO1ripwaGj1qb8nKAge+/g/hTuiCNuAg3SLw9ckqdCEHMQdf53yNi0lv7GLym7sJBILgawJAdJShhIP89eszRBu1pEUbeXFqHlpR4N0ZPdBrRQ6UuslJS2D1nP7cPigbv8tOQ101+F0/eorqXH6e+qKQp9YW4A/KOLxBHl99nJIGD29tL8LlD/3o30aI8J/ILxZcJEnikUce4csvv2T58uUsXbqUc+fOsXjxYvr27cumTZvo27cvixcvBmD79u1cuHCBTZs28fTTT/OHP/wBUAPFwoUL+fTTT/nss89YuHBhc7D4wx/+wNNPP82mTZu4cOEC27dvB/jRMf6TCITCnKtxsmx/CVV230/v7G0kpuEIsRo/i27owiNDkohznSMmWE2u0UG68xhiVIpqK9z1Jtj6HLw9FM5uRFZEQroYiG+tHitnGNhLVROtGWup0aZwZvDrnHapiWeNKBAvuZnZysW4NC/iqXUIuxfA57NpnRpLz0wbKdEG7h6ajUYJYiz6CpNOQ2uTi/nD0mgVqyfQ5SY6pkXzwIhcruvZAtEUjTzlA2g/EffVH+GUYthb1IDDG6SkwUOLWBOzB+cwvF0SVQ4/81YcJxhWaPIGuOPjwwx49SBPby6h6TJKx9+xt6ieL49Xsut8PW98ew6DVmRw6wQAsuPNGLQSDe4A6/Mr2X6mliZP4EeP9a9S6/Tx7PqTLNtfQuO/ME5Fk5dl+0sornMTjjRhRviZ+cWCS2JiIh06dADAYrGQnZ1NdXU1W7ZsYdIkVZF20qRJfP311wDN2wVBoEuXLjgcDmpqati5cyf9+/cnJiaG6Oho+vfvz44dO6ipqcHlctGlSxcEQWDSpEls2bLlB8f6xzH+k2hwB7nytZ08uvI4sz48SL3L/+M7mxKIzuxMXlyYXKWEqB1PgxyAphIEQUI4uwkWDYBjS0Grh4KVoMgIexZCbEsUrQll6gdqUn7wozjqKykPx1IrJeKUDVzx6g5mvHeANUfLEQRob5MRdr2GSxdHbdJA/EMehz534g/JXNUtjcfGtmPbmTqCJ9YgfXEv4ql16KoOI22YhxLyQjhAHA4sBg0PjGyNWzBS3+IKPOMWEra2YP3RUl6f0hodQa7MSyEQ+v7CKQpwc/+WvPbNWRy+EIdL1BnPppP1BJTLrxLXOn0kRxnQXNIM65sTR5RRxyNj2rHtoSEsv70PCVY9Kw6VcdfSw9z03n4KKhw/22v59/iDYZ7fcJrFO4p4dOVxztf8+Gzrp6h1+rnu7b08uvI4ExfupM79ywXDCP+Z/K/Iv5SVlXHy5Eny8vKor68nMVFNmiYkJFBfr67zV1dXk5z8vWFScnIy1dXV/7Q9KSnpstu/2x/40TH+k1AUhWBYXSYMhmXky1mGyDK460EJQUMxLJ2GsuUp6HGLag6W/6nam7LzZXXZafsLIOkhvZc6RtfpSL5GggGful0OE0DDOgbTf9EZbv2siEq7r3nsU1UuonUKihymYdhzvPjNRa75tIa9tUb8WSMI+P3MX3WCu5cdobDC0bzMSc4wWDkLEtuj2fpnjG90Rbv8Om7saMIXlnnk8+P0fHYL7++rRnvgdR5yv8SIysW0sAr8cV0h7+wsar7DT7cZGdomAV8wzOkqJ9P7ZBJn1vHoFa0x6S7/cVh1pIKP9l5k5Zx+bLhvIINaJyDLCoGQqlj8nXZYj8wYHhvblpwEC57AL7NM5gmGsBi+D4Im3f+seVJBwXtJ4cAfkiFiKRPhZ+YXT+i73W7mzp3L/PnzsVgsP3hMEAQE4XKm4T8f/xtj/BqJNmlZe1d/9FqJQCiM9N058Dap/u16K4gacNeAzgr7FkHtKYTaU4QGPISm/owqad9+EkruaISzG1HajFWDztT3ERwVCOe/QVg8BPet+6nXJ2PQ65D9AmvzVcn5/DIHLeNM3N4/nYv2EI8OTqC+0U4TehSDFovJxEvXtEQriTQhEN+wm3end+VEpYtpPdIxhmworlIwJyDorRCfCzv/qj4PewkNspnSRi/PTOrIY6uOs+VUDZOvnUudz4PBZGHpwUpOVTn56kQVYzqmYDPpiDaqXy9P7cyHu4u5rkcqcwZnEWXSY9Zf/uPQJyuWzYVV3P7RQV67rhvWJA3ljV4e+OwY+4sbmDMkm+t7Z/LuzmKqHX7evLEbidZfJrmvKDCuUwo5CRZSow3/4yKCOLOepbP6sGx/CRPyUokxR6rdIvy8/KLBJRgMMnfuXMaPH8+oUaMAiIuLo6amhsTERGpqaoiNVWXLk5KSqKqqav7bqqoqkpKSSEpKYv/+/c3bq6ur6dWr14/u/1Nj/Cdh0mmIs+gY/coO7N4g1/fOYP7Ytliq8qF0PzScxx8I0dT3YUxR6VjajEMoXAN6Kx5jMpYWMYiSDjbOh1s2oIx5HsVZheBtRGgsgq1/gap80FuRFYHzdR7u/FsBo9sn8btRbbhn2RHaJFsJhkLck1uP5K5Bb4zHqYnD2VSP0ailXbKVq9/cjSDAZ7N70Tm9C93CIsMzbbD8KjXwTXoTj9aG4Y7dhFx1aEc9jfDN09RftZz7PitgT1E9GbEmFt3YDUEQeHbjOdYeq6RbRgxPT+pI+9RojpY0/tMdfqrNzCPjOv6XzmW8Vc/ELmn0yoolyqChwu7D6Q+xv7gBgD1FDXRMi2H98e98XM7z/OTOP+8LeolYs57v0iPpNtMPNM7+O0iiQKtEC7+/sv3P+N/9G+JthJpToMiQ2A5MP/O1JOgDb4N6fKMNdOaf9/j/h/xiy2KKovDYY4+RnZ3NzJkzm7cPGzaM1atXA7B69WqGDx/+g+2KonD06FGsViuJiYkMGDCAnTt3Yrfbsdvt7Ny5kwEDBpCYmIjFYuHo0aMoinLZY/3jGP8p1Lv8lDYLAqHsAAAgAElEQVR4CMlKc57gWGmTugzirFaT700lnOz8MCPfPY+vsQLBWQG3bkKevZ2TTRKyzkL4roOEZ2+jQYylXI6lXjYhNF4gVPAF4WlLCU96i7rrN/NtqcInB0rxBWXWHKtEIyosm92ba3u14Oq39vHymXjCuVdwMRSLFTdpu+YTt/1Jzteq+QJFgfxyJ/M2VrJgV42aWC/dq5Yyf/M0m05UMGNFBRWmNuwzDaXy2s34ba0pqFQLO0oaPFj0WkxaiU2F6tLo4ZImXP4Qsz48yNXd0tFpRCrtXsobvTS4fyL/9A/UufzcuuQAj68+wcSFuyhr9DL4+W8xaEXGdExGJ4lM6pJKRqyJDilRLJ3VmzsG5zSLav4SJFj19GgZS3K0AU1Eav+XpWQvvH8FfDAWirf9/MdvKIIFXeDVzurN2r8Rv9jM5dChQ6xZs4bWrVszceJEAB544AFmz57Nfffdx4oVK0hNTeWVV14BYPDgwWzbto2RI0diNBp59tlnAYiJiWHOnDlMmTIFgLvuuouYmBgAnnzySR599FF8Ph+DBg1i0KBBAD86xn8Cje4Aj606wYaCKnpm2nhnRg+eWX+Sh69og0WvQckZSrj2HA0TPyFRUVhxqwWh7ih8/QcAxLZX0nnUX7ALMby4tYgkqwFPsInF2w+THW9m+a398Zg6cM0bp7miY0dmZ2QwJNtNRqwJtz+IQSuRGG1kwms7WTenDytubIVV9GP5ai61ff7I6/kBru9xH5r6s4zOSOZYmR2NKDC8XRIvbjqDJxBm1oBMYuJaQUMRzrxb+SrfyakaF1pRICXeRqnTT6ogsuDarizYcpbJ3dM5Ud7E0dImHhrdhkVbixifl0LhpaS6KKquka9uOcuo9klM79OSjmkCMab//12/onyfmwjJ8qXvCnvO1fP4uHY8cWV7NJLA+RoXb8/owdRFeyhv8jJ/bDtu6puBIdLF/9vG+f3qCI6Kn//4JXsgdOlm58wmyOj784/xf8Qv9s7v0aMHp0+fvuxj3/W8/D2CIPDkk09edv8pU6Y0B5e/p1OnTnzxxRf/tN1ms112jP8EgrLMllPq3fuBi41Y9BqevaojiVY9Tn8Ih2ImYO3A+Nf24PGHWTajAy0yu0JqV7CXIg94AC8GyhxBrAYtV+alMPvDQwAU1bnxyhIXvAZkBZbsuUg4FObpFodIajuGvp2OgymOIC3whxRkVw05H/dRve6j0qhzeHlpcxEJE9swLK0Hc/52mAldUpEVBU8gTOskK60TLZQ0+akf9QkZMXrKfFqCShnv3NQdBXD5w7SMM+PwBYkyapg/th1ZCWY2FVRjNWqZkJfK+LxUZFnh/V3FPHtVJ7wBmXd3FKMosLGgmlsHZBP4L5bexlv0fHBLL5buLWHkJQO1fjlxdM20YTPrMOnUj1CC1cDZaiflTV4A1udXMKV7OpHG/d847cZDU4n6Hu58zc9//DZj1CrMkB96zPz/7/8bInJb9W+GSSvx6Nh2vPnteSZ2TaXG6ceq11DvDjB10R7apURxTfc0mjxqT8eK4w08PSqN4IQ3COtjWLCnnmHtRW54Zy/+kEwgFObhMW15fPUJpvVIQ0HgQr2Xt2d0p8kTJDfRwjl/JtkHFiLteAEA3Y0r+eKe/ri9LkLTPkFz4lN8/R7kxDkto9onEaMHsxRi1sAsXt58lkldU7HqNUzvk3nJF8VMjVOiGg0X7U76ZMcSlmHoi1t59dqurMuvoLDCwUOj2xAfrcfu8jGibTwaScIblImz6HB6Q7gDYVYfLafW6eOGPpks2naeIa0TMOlETH83o3D6gji8ISQRYkw6DH8nXx+WFcw6iVmDstBKIm5fiKx4M1aDpjmwfEesWccVHZI4UtrEw2PaYjVEPl6/eczxMOz36s/iL7AEGZWqNiejqJbh/0ZE3v3/ZkiSyMS8FEa1S0IUBBQUtJLIJwdKVLvg0iaeu7ojLeNMOHwhburbEkq3U584AGPQg1VSS2gFAa7uHM+d3UxYrBrW3NkbBJHJi/ZSafcRbdTy4S292HD4LFM7xyEktPn+n1DCpOvceHQmCuXO7LZlMJQUDlw8w+DW8XSLD2B+uy8T5p6mdXI30m1G/ravhAVbzgHwt9t6YzVI7CuqZ2SHJHoKsXy09yI6ScSsk1i0rUgdBhjUOoE/rT/JhLwUpvVsQVqMiWqHjxY2E7cNzOaT/SUMap1ARpyJGf0yEYAogxbT31WGHShu4JYlB9FJIuvnDiA3ydr8WJ3Lz8iXt+P0h/jDhA5M7paGLCtEX2ZJLc6i57nJnQmEZGJM2uYS5Qi/cX6JoPL3mON/2eP/HxEJLv9GNLj9LNhyjgldUlm8rYjCSgcvXZOHzaRlUtc0RAHMei1aSeLtm3rg8of45EApDw0bQsLFb5C+/j235o7jhG8WK+f0Jyt4HuMHfUBRkG/4Eqeto9oTAQRCMla9yA3eZWi31dPQ9xGMs/ch1hSg1UWj2fAQlt53kquPw9IxlfuWHyW/zM6Xx6sYeG8PlOFPIIkCcWYdBo2EL/j9MpXdGyTeqqfeHSDOpCMYlhnfORUUyIgzo9eI+EMy7VOjuFDnBmB/cSMj2iXhC8q8/u053preg5ZxZh4Z0w5vIITdG0ISBOItekTxh6XpW8/Uqs8pLHOiwt4cXDz+EN5gmJv6ZbL8QCnfnqphSre05sAiywqBsPyDmU6MSUeDO4A/JKP7F90oI0T4xQl4IOgGfTRoft7y+Uhw+S0ih9U3hc4EooQvqKrzegIh0mwGzDqJdilWTHqJlzedZtAly+JbeqdQ7Qyw+WQ1n+wv5c4hOVzfOxMp6ELaMA9c1egOvEnH3rdTFJDRl2wHBJpGvIjPnI5OK7BsVh9WHCpjQl4KNpxo606S3/dlHv+8gn45sUzIG0brY8+jcdcRNsYhaoxoZZnUGCP5ZXYMWpGgZKak3e0YRYkqhweA6X0yMeskbGYd2fFmzFqJaT1aUNbkw+sPEWPWYTPrWLL7AhvvG4TDFyTGqGXloTJyEy3cM6wVmwuruWVAFpV2H6GwzOkqB0lRBk5XObnx3X1YDVrW3t2fdJvpB6dz9qBsjpfZiTJqGNBKvYtsdAdYtO08O8/V8djYdlzVJRVJlJp7YRzeIF+frGZTYTUPjmxNq0QLgiBQ1uDB7g0SVhSSI34rEX7NeJvg8Idw/FMY9gRkDQTtz2d4F5m3/wZo8gT45lQNq4+U43K71JLIz2bAua9xuxy8sOE0D63IR5YVOqRE4Q2G2VvcQFa8mXtHtOZsjYvF24sJiXrirSaeWFNAYaWD3312jBqnn32lbkKt1D4kEtpS5RF48LPjKB2uomn8u5TG9SfgcdFYW0WV3UNZo4el+0ow60Wausxm/oZyCiocvL3jAiadBp3swTFpCUVyMlsrtby3u4Qnx7dnyS09+WRWH55Zf5J5nx8nEFZY+O1ZvMEwk17fSWqMgX45cey/0IBGEvAGw6w6XIY/LOP0BXlqXSEf7L7AuNd2EAzL1Dr9TO7Rgvdn9iQ73szdw1pxoLied2f05KsTVTh8IXadreXTg6UEwwoN7gD5ZWr5cigsU2X3caLcjkWv4Z0ZPXj12q4kXLIxtnuDvLW9iIIKB39YV8DJKidWo6a5ITcQCvPcV6fYcKKKu5Yept4VwBcMU9bkZfzCnUxYuIs9Rf95yhARfkMEnLD591B1HFbf3uwU+3MRmbn8BjhRbueWD1Tr3uO/6wJLp0E4AMXb0M09ztXd03B6gxTVe5AEgd+vOcb5Wjd7ztez+f5BrDpSzuDWCRy62Ei3DBttkqycrnbSpUUMlXYf7+6oYNmN89H1uQ+dwczawy7+OKkDTp0FbaaRNt88hS7/I8JZw0gY9zozTlQhCnDP8Fx0LQfS62IJp6uc3DUkB71GomnoX6h2+tFKIjpJ4Kpu6VQ7fLRNimLEX7fh9IW4d3grJEFg9sBs6l0B7hjSitZJUYz663ZkBbaerqVnSxvj81J5+PN8Fl7fjdxEC2drXHROj+FMtYvsBDP+UBi7N4RFL/LFsQqu6pbO9W/vo8rhI8qoYcnMXtzSP4tvT9diM+nolmFDURQcviAjX96G0x/i+l4tmD+ufbNBGaiyKt951HfNsNHgDiAKEAyHKa7zsKmgijdv7MaLm05z99Bc3JfkXirt3ma5m6OlTUzskvbffr2bPAGcvhB6rUiiNTLzifALIekgNlvttWnRR/39ZyQSXH4DfJfnuHVAFqIgQ2wW1J6GmAxOVbuZ8MER3prWnqFZBmrkaNokRXG+1o3NpMWs17Du7gEIIQ919Y3oQ1o+nNmdRm8YQYDnN5zijRu7s73Mzv5iL7cNTGblkVP4gmESeuhJlkLoCj8FQCr+BoMQItGq57aBWfhDYSqcIXpmxXJD7ww2n6zhmrf2cNvAbMZ2Sua5r05x64Bspr+3j1BYZvVdA1g1px8GrUSjO8C2M7U8svI4AH+dlodRKzVfmP2hMH2y49CIAn+d1gVvIMSC67oSlhXqXH4+2nuRGTEtERA4U+0gK87MrvP19MyKay4zDoYUYs06kqx6Ntw7kJCsAApLdl+gZbyJqT3SeW/XBQoqHKq4pf77cx5v0bPungE4fEGCYZk4s55Ys55qh49Jr+/CEwiTEm3g09v78sSaE3x7upY+2bH8dVoXJnVJpckbZPag7P/2a+0JhPhg9wVe+fos6TYjK+/sF1lai/DLYElS1ct9DjDG/OzqA5Hg8hugW4aN5yZ3IjfRilYThOuWozQU449ty9z3zqAosOpEA4M9B7lgGcqcodk8MqYNYVlBALKtIYzeRoTkAFCPcuR9rJ1v5NntDQxolYAI3Lf8KADFdW6en5zHwQsNTHh9FwuuasWAQfMQd71KqP8D+AQj78zoweaCajaeqKbBHWDxjiKW396HFzaqfU3PrC9kRPskDl5sZHQHD22SrIzukMyrX59hXX4lGbEmPr29LzXO2ubn6PGHsRokPpjZg4NF9VzfpyU1rgB6rUSiVc/S/SU8ubaAe4fnclXXNJ4c3wERhafXnyQ9xkiPzFhuH5SNRoTls/vw+eFyruycQnKUHr1WQ5XDz4TXdxJr0vH+zT0Jywq3DcqiuM7No2PbYTOpDSmBUJgGdxC3P0SsRUfraCs/hSQKbLtUELC3qAFREPjTVZ2QFQXr/6DJxRsIs7FAbdwra/Ti8oe4vDdmhAg/A5Yk9esXIBJcfgPYzDrGdUrB7Q9R7NVgFiU0UW0JiDZsJh2+6DD39LGhPVvMeX8f0rR+Hv78OAUVDqZ0T+fxkRmYPpsBdWeg12yEvOtRTq7jTE0eTd4gI9onoREFQrJCjElLcpSB1745hzsQ5ualJzkybybeTrez5VQ90aVB0mM1vLW9iI9v7UWcRc+mwiqcvhA9M20cuNjIgFbxaCWBucNbkW4zMqRNAiPaJ7Jo23lAlWuptHuZ2j2dencAnSQwqkMS4XCYFjYzSXkGfCGZj/dcIMqoZc6QVgxvm8RnB8v48nglQ9skcq7GxVvbz3OmWpWQGd0xhXapUSRFGdBrJB4Z0xanN4DdG8KqCOw4W4tGFHllWhf+9OVJLHoNswdl88KUPOIsuuZcSq0rwPCXtuILyjw6pi23DMj6QUlxrFnL6rv6s7mwmis7pxBl0PDYuHYs3l7ETX1bYtBKPyqA+V8hyqjhsbHteGhFPr2yYok2RrowI/w2iQSX3wANLh/55Q42nKjikwOl9MuJ480bunK6wsG9w7JpFaslqvE4wX73s2ttGfe01nOm2gnAlpPVzBveUg0sAKe/gp6z0Gb2or/PQmqMkaX7VDn54jo3vbPiEAWZKzom8/nhcrq2sFHj17LicBlvbVf7Sz6/sy9bHxrC0n0XyWsRw0e39kKW4dXruuINhDHoJF7edIbUGCNWvZbCCgct4838+epOPL/hNEPbJuDyhVh+uhRPIES8zUQgJDPm1Z04fCGeHN+eMR2T6ZAazZFSVSNMK8FfJneixunHHwqjKAo9W8ZyptpFglWPJAroNCJNniChcACtJPD8xtNsOVnN769sz4h2iZyucrL6aAVfn6wBoGuGjSs7J1PnCmAzadFIIlV2X3NZ9P4LDdzYJ/MHwUUrScRbdPRqGUtYVpBEgWt7ZjC+cyomneYHcvj/E7SSRM+Wsay5uz96jUi0MWKdHOG3SSS4/MoJOatRghpEYET7ROYOaUmC5xyaTQ/Qp9tMDoktqfGJkNQLCYFHxrShrMHL+rkDeWJNARPyUhAkCbreCOe/gaHzCWvNnHFbGJ8XxdgFO/AFZYrq3DxxZXuaPKqb4oOjWjN3eC7nalz8bV8J4b/z+wiEZKa9tYfSRi/Te2fQLiWKaqeP5zec4sFRrfl4bwnrj1cC8Nb07rRKtLDiUBkt40y8fkM3dJKATlSY/dEhvMEwndKiGdUhCYdPTYpvP1PHsDaJPPVFIQC1Lj9/vqoT4xfuIiwrRBk0rJ87kG6ZMczsn4VBIxKUZRQFRr2yDYc3xKb7B7HiUBkAz284zdq7+/O70W3YfraWD3arTaJ5LWJ4/dsivj1dw8vX5NEhNYqUaAPvzejBkdImpnZv8U+zEJcvyB/WFrD2WCUaUWD7vKGkxhj/pdnKP6LXSiRqIz0yEX7bRILLrxk5RIMnzHPbKrl7SCs+OVhKK6MH7dLxEJVCXdd72FxYw9s7i+mWEcNL1+Qx8/0DXKj3kG4z8sHMnry7o5g+WTasPe9C22U6RLegVogl3qbgDyn0zLRxosLBHYNzGLNgB76AzBs3dsPpC6OVBBZtPc/tQ3Jok2QlKVpPcpSBzDgzOo1ElxYxDGuXyNbTtbRNtvLC1M5sO11Dyzi1j0QUVAvgGoePeaPb8rvPjlHt8PPkle0xB2r58IY2bC1ycX2fLDSSxOj2SRTXu5k9KButRkQrCQTDCqnRBiQJ4i06qh1+0mxGLtZ7KG3wkJNoprTBy+LtRdzQJ4Mbe2fyxtbzOH0hOqRGUVDhYHxeCkadhNWgZXBuAl8/MBitJKAo8N6uYgCe/qKQZ6/uxPr8SnpnxSIrymUbs0OyQq0r0Pzz37tcRogQ4XsiweVXTFAWeOdgEysPl3PXkFYs3l7EuOxcsLWkYtxHnPFaWHX0GKBKzGslkUq7D4Bqh48mT5CsBAsaSaLQm0zL+BysUghzXTH53kSMOomnJ3VCElVPEodXnTl8c7KGucNzkBF4bkpn3t9VzD1LjzCsbSJjO6YQCst8dGsvBOBMtZO9RfU8vvoEN/XNvJRUFxmYm0CMWUuTN0Ci1cCe83Vc3S0NuzeITvZi+vphejZepKetJYrjTmpt3Xl4TFsCIRlRAF8gzMb7BnG22kWn9Gj0ksDnd/TjfK2LdJuJGe/vp7zJy455Q7nu7X2EZYUn1hSw5q7+rD9eSbRBwwczexEIyWrPTCCsLjOZdM0d9jUOX3O58bC2iaw/VsnYzimMf20nIVnhm1M1fHRrb+It35eRxZh0vDQ1jwVbztI3J47Y/6FZV4QI/+5Emih/hciygqIoNHqCZMSp5kF6rUhylIFHNlYRumEVa88H+fZ0LbcNzMakk5jYJRWtKLB4endGtk/ijRu6Y9JJRBs1fH2yhmqHny/zK2jwS/iiszlRYef+T49S5fChKNA900ZOgpkEq56b+mWSX+6gtN5DVZOXgnIH3mCY9ccrsXuDeINhKpu8nKpykBVv5ot8dQlMXT5TkBUFbzCESSdhM2lpl2qlU3o0b249z9qjFWj0JpSWg6D6BBR9C1Fp3PTefj4/XM6mwiqCsoIgCnj9YUw6ic8PlfL4mgIaPAHapUbx8Of5pEQbWHF7XwQBurZQLRg6pEahkQQ+mNmTrAQLCVY9eo3I7R8dYsTL28gvsyPLSvNz0EoCS27pyao5/biqaxoj2ichCmoFGIBOEhH5ZxfT1Bgjz17ViYld0oiKJNwjRLgskZnLr4w6l583vj2HzaxjeNtE2iRbeXdGD0JhmZVz+uH2h2hES69sLdcu3suMfpl8de9ABEAA2qZY6Zsdx5fHK5jetyVbT9cya2A2e4vqmdQljRqXn1OVDtYeq+C5qzszf+VxiurczB/bluen5JESbWDXuVoeWqH2n6ye048/T+7EU+sK6ZFpI8akJRhWSLMZOX/GRbvUKCZ1SWX10Qqm9WyBPyhjMEq8/u156t0BXpjSma2nK5jRryVLZ/VGI4q8ub2Y+/tMRMwdAZKeby74OVXtItrUwF+ndUEjChh0EudrnJj0Gl7afBZQtb/uHJzD4+PaYTFombJoNxadhmWz+xAIyeg0IiFZJt6ibw4QJY0ejpY2kZNgxmbScrLSwTPrT5LXIprre2UwdsFOAGb0zaRfq3jWHC3nvZt7cqLczsQuqcT+iNPjP+qTRYgQ4YdEgsuvCLsnwOLtRby36wIASVF6+uckcLSkEVlWaJsSxfr8Cqb2aEGF3cuKO/ti0WvQSSJzlh5iwbXdOFfjZGibBMZ0TAZFYfagbE5WOpjUNY1QWKak3o3DG2TWwGw0okDRJeHH5QdKGdMxmR1najle4eDmfi0Z0zEZq1HLkl3F/GlSRxzeACjw6MrjWHQSz03pTIPLz0Oj23DnkBx8QZkKu5cjpU0cvNgIwNL9JVzZKYUHPzvG9jN1RBk0rLqrP0U+hWDYhAJsPHeBDqlRPDG+PUU1TrplxmLSa+iWGUujO9BcJt3CZiIz1kS9O0Cj24+sKJQ1eflwzwUeG3d5u970GCOp0QbuHJLD7vP1fHm8ij1F9ewpqmdCXirxFh11rgBtU6ykxRj58ngVx0rtPHFlO5Kjfz6dpQgR/tOIBJdfCTVOH/lldq7qmoZGFFi07TwxRh2lDW66ZtjIjDPhD8mM7ZyKrMDdS48AYNZJrL6rP0dK7Lyzo4i7h+Wy7UwN7VOiSI3SIwiwqbCaP6wtZMktPfEEwhTXuRnSJgGjTsOEvBT2nG/gnmG5SKLIS5vP8NGtvckva+K6t/fSLjmKv16bR5MnSKLVwNs7ijh0KXBsLqxmYKt4PtpzgZv7Z7G5sIzFO4r+X3t3HhBltT9+/P3MyrDvi4qiiPuC5gJikiCYCorbNctMs1uWaWZ1+3r7VXZbbbtdNc1uZt1WzVy6mmkKqKi4m6loLiCILLIN+wwzc35/jE5yXSrFMDqvv+DMs52Zh/nwPOc5nw8fTeqDi05NdZ2V28P8UKsUzpbYi2i19nVBAbxctGQXV/P+1tMM7ODP1AGhfLU3h492niHlyWic9Rq8XXQYtCq+nzWAc2W1tPJ2Jqu4mpnLDtIxyJ337+3F1E/3MbZX8FXfV393J9Y8GoXZYmPFvlw6BLmx83Qxzjo13i461s24ndo6Kx4GLWqVwqZZ0ZTX1BHsLQOLJN0IGVxuEVarYN2hPL79MY/HBoWxYeYADFoVGrWKPVklNPNwYt7mkyzfm8N/7u/jyLPVp7U3uWU1JHQLYli3ZixJO83Y24IxaBXqBGw6WkjqcfsM8iPnytl8rJCdp4qx2ARPxrene7AngzsH4axTIYTggdtbs+t0EWsOnmPawLYM796M8hoL07/Yz0PRbbijvT//ST+DRqXQKcidNQdzmRTVmnmbT9CthX3s47NdZ1j/2O3YBGhUCooK5t/dg01HC4gM9eXlbzMY3r0ZvUK8eDbBfsXx4fYslqRlcnuYLxeLRNpsAoNOw4q9Z1m+7yz3RYaw5adCcstqyC2rYeagMDY+PgCfK9RWEUJwrqyWvWdK6B3iTXMvZ0b1bE5JlYlRPZvb07m46tCp6z/ya6yp46W1J1Cp4PXR3fF101+2bUmSftlNCy6zZ88mNTUVHx8fRynisrIyHn/8cXJzc2nevDnvvPMOHh4eCCF4+eWX2bJlC05OTrz22mt07twZgFWrVrFo0SIAHn74YUaOHAnA4cOHmT17NrW1tURHR/PMM8+gKMpV93GrswrBqgO5AKRkFBLfKYBP07MZ36cluzJLCA/25EC2/Yph2d4c/j2xFwUVtVSbrIT4OPN/QzoQ+9YWTBYb//0hj08f6MuJwnJiOvhz8nwlGpXC0C5BvP29fTKlv7sevUahV4g3NquNcpOFAW+k8HB0KIkRregY5M7urFLi/rmV21p58dLIrtz/0R52PD2QrU8NpKbOyqLUU2w8kk/n5h5MjQ5Fq1bRs5UXRZX2pJX7zpTSwsuJrOJq2vi6MCK8OWMX7+R8hYnkY4VsfWogc9cfI9dYw5tjunNvRCvyjLWoFFi6PZOThZVMj2nLuN7B/JhbRtfm7jhpVezJKsXfTY+fm/6qiR2LKk0kvbud85Umgjyc+ObR/gR66CmvrWPu+uN4OWt5LrETPq4/BxebTbAg+aSjvkt6ZjEJ3ZrdzI9dkpqsm/a02KhRo/jggw/qtb3//vtERkayceNGIiMjef/99wHYunUrWVlZbNy4kRdffJE5c+YA9mC0YMECli9fzldffcWCBQswGu1poefMmcOLL77Ixo0bycrKYuvWrdfcx63OoFUTFepDxyA3/l9CJ2av/JEKkwWrEEwb2JYvdmXzzLCOdG7mztAugSxIOcm4xelM/mgPJworURQFzYVBZr1GxZFcI/7uTsz572HC/FyZOSiM8xW1fHx/Hxbd05O7erfkZGElvi46Qv1d+fZQPlYbLEg5xa7MEoI8DCzfmwPAvjOluOjVDOsaiKIoKMCp85VMjgrh3Xt60i7ADUWBoiozd76zlbv/vYuPdmSRcryQx5cfwmwVjFq0E51GoaW3fQ6Mj4sOtUrhaJ6R5xI68eyawzz51Q+08DJwzljDC/89yme7snl1/THWHsrjb3d2JCzAFYtV8NXUSBZN6InmGmevTUCFyV7KuaLWgkBQXmPhieU/sPXEedb8cA5jTV29dVQqhTva+znew46B7g38KUvSn8dNCy69e/e+7Iph8+bNJCUlAZCUlMSmTZvqtSuKQnh4OOXl5RQWFrDMSXkAAB0wSURBVJKWlkZUVBSenp54eHgQFRXFtm3bKCwspLKykvDwcBRFISkpic2bN19zH7cyU50VV72G+eN78OF9vXl9wzH2ZJXy2a5sbDbBjpPFLNxymg+2ZfLU4Pb0C/VhUr8Qwvxd6dvam87NPPgw7TRf/DWC2UM68NZfujMv+QTZJdXMu6sHd/UJxk2voZmXE8099XRp7kFZtZmdp4sRwn67bHzfloT4OBMe7EnPll5o1Soe6N8aRYGINt4EeznzZHx7hv5rG3/9zx66NffkL4t3MmnpHj7ZeQabgCqTxZHVOM9Yi5uTli7N3Ylq68O2vw0EAW+O7canU/qwZlp/zhRVsvyhfuzOLGHHqWL2nill1YGz9VKe+LjoyCqu5qV1R1EpCkvSMhn73k4+2JaJ5hrlZ72ctSx7MJK7egfz5YMReDlrMejUDO0aCEALL8MVU7VEtfUl7W8D2fLUHbTwkuMuknS9ftcxl+LiYvz97Tle/fz8KC62F1MqKCggMDDQsVxgYCAFBQWXtQcEBFyx/eLy19rHraqwvJa3v/8Jq03w9J0d0GtV9GzpxYHsMnxcdBh0GtoHuqFVK6SdLGJ8n2B0ahVOGvucFmOthbLqOpbtOcuOU8XMu6sHS7dncmfnQLq38OD0+Sqe/+YIC+/pgU6jpqTKjLNOzYwvDzI5KgSVCt7YcIxF99zGyyO7olYpZJ6v4kBOKeN6BzOwvT8Wm2Du+mNEhPpwd0QrPkzLpKTK5MjBlZFfjhD2wfpH7gjlbGkNTw1uT5XJgp+bHp8LkxDzjDU89NE+lk7qzehF28kvNxHTwY+Zg9rhpFHh566nT2tvAt2dWDejP2dLa3DWqXng4708GmOv/7JuRn+Kq8z4u+mvWMf+Ip1GTfdgT7q18HAkpdSqYWJkCKN6tkCnqV8rpbLWQnltHSpFIcBDj1Yt069I0o1otAF9RVEcf/R/5H3ciNIqMyv3n+XLPfbbT238XHDWqukX6sOI8OaU1dgzBvu66tj8xB1YrDZsQlBptqDTqCkoN1FUZaJHsCfzx/dgQcpJjuQZie8cyDc/nGPp9ky6NPdk0YSelNdYePrrA5worCTUz4V5d4Wz66dcFPx5bVQ33ttyioeiQ5n73XG+/TGPFVMjGfKvbbw4oguvfpvBOWMta344x4qpkaw7dA4vZx0zYtpyIKeMx2LDeGndUZ5P7MxdvYMpqzZTYKylQzM3XPU/TzIMdHfi48l9sIqfU6j8kGMkwE1P6lMDycgrJ9jLGYNOTcdAd1y0aspNFr6aGolBq2bbySJG9Wzxm+qb/O/n7+msw/MKQWlXZjEP/GcvTho16x+7nRBfl+v5SCVJuuB3naHv4+NDYaE9I21hYSHe3vbiNAEBAeTn5zuWy8/PJyAg4LL2goKCK7ZfXP5a+7gV1NZZKSiv5XxFLcYaM1lFlbTy+flLrIWXMx2C3NFp1Nz5r61U1FhYtOUU/1h7FKvVxrjF6Tzy2X6yiqrZk1XKc98cZl9WCU5aNe0DXEnoFkSXZh5MWrqHlftzST52nvKaOgrKTfi66sgqts9pySquxstZw/35L+JvycXHRUdYgBtbfzqPi16Dr6seY439ishYU0fLC7nCvF10BHka+GRKH4qqTAwPb87kfiH8fdWP5JfXUlJl5ovdOTy+/BClNWY0KhU1dRYKy2spr6lDURSCPA246DQsnnAbw7oGseS+XuSW1TD9i/1M/mgPQ+elUVRpQqVSaO5twN1Jw/4zpTz25UEi2vjclM/FZhNsOJKPEFBTZ+VoXvlN2Y8k/Zn8rsElJiaG1atXA7B69WpiY2PrtQshOHjwIG5ubvj7+9O/f3/S0tIwGo0YjUbS0tLo378//v7+uLq6cvDgQYQQV9zW/+7jVnAgu4zb56YwYsF2Kk1WDHoNzTyd+PLBCD6Z0odzZTX4uukprTbTwtNASZWZD7dn8e2P+SzccorYjv7U1FnxNGg5Z6zmyfj2+Lo6UVJl5kheBYM6BmCy2Li7TzDB3gYeGxRGyvFC8o21OGlVvHtPTyJDfXj37h7oLVVwfD3q/85g/09ZnCiopHuwJ3f3CWbB3T3wc9MR1zGAlftzeWNMdz6Z0ocv/tqXxaknycirIOndHQx6ewvOOg2PDmzL4gm9UBRYtOUUp85XMnvlj5TX1LHpaCHD5qfx8rqjFFzIe+blomNQpwCm9A9hXvIJPAw6R0608to6rDZBZlEVz605grGmjju7BPKfKX1o5nlzxkBUKoWH72hLuwBXItp40yvE66bsR5L+TG7abbFZs2axe/duSktLGTBgANOnT+fBBx9k5syZrFixgmbNmvHOO+8AEB0dzZYtW4iLi8NgMPDKK68A4OnpySOPPMKYMWMAmDZtGp6e9rkUzz//vONR5AEDBjBgwACAq+6jsZksVj5Jz8ImBDMGhWG12sgrqyHM341dmcUcyCkj/XQxg7sE0szDib/0akGIrwuKAkJA+wA3BrTzZVK/ELxctQzt0oy4f27BJsDTWUuesZZpn+0nqUcz/jqgDaN6tsDNScPdfVvi5azDYoONR/Lp29qbTUcLCA8KAcDiHcbhghqW7jjHkK6BKMCS7Vk8Eh3KS0ldqDTZr14KjLW46DQ8fEdbll14igzgQE4ZWjU4aVV4O+to4+vC6aIqItv4YrUJXv02g/MVJpbtPct9/UII8HC65D0RtPR2YcORfOaO7san6WdI6BaERgX3fryHU+erWLYnh+1Px9RLHnmjymvq2JVZwv7sUib1CyHA3YkQH2c+/2sEakXBSyajlKQbpgghxC8v1vSNGjWKlStX3tR9HD1nJPlYISXVZpZuz+Ld8T3o2cqLj3ZkYbUJpvRvw5mSSlp6uaBWKRwvqMBFp6G02kz7ADcKKmrJK6vF311PoIeB6DdSEAJWTI1kwpJdjgH2TbOieW7NYeYkdmLFvrOcKqpiTmInDmSXEeDhREG5id4hnnic34/ROYSBi35EQeGrqZEEejjh5qTBZhPMXHaQH3KMvHtPT/624hBOWhVLJvbCiuCVdRlo1ComRLRiykd72PRENP5uThRemHvj5qRBp1Hx5sbjfLzjDO0CXHlnXDgdg9wd4yAVtXVUm628/t0xMvIq6NvGm/v7heDqpGHKx3vZn12Gs05NypN3ENCAdeTPFFcR/UYqAHe092Pe+B64X0dJYkmSrv7dKWfo/06KKkwcz68gtmMAqw/kIgT8J/0MJdVm3ttir/Do6qRhX1YpJdVm3hkXTgsvZzLyy9GrVZgtNlKOFbIg5RSKAsmzovlsSl/77H1PA6N7tuCzXdkMaOeLm17N66O7cehsKff3b0212YpGreK/P+TxfUYBsR386R3iRczyWp4eovDhpN609HbGWF2HQatGr1FTbbbgotOQX17Lc2sO89Hk3jjr1Pi46rHaBM8ndiazqJI3NxzntdHdcLswcO/v5gSXlJ2fdkdb7unbCiEE/m76egPsbk5a3Jy0/N+Qjny9/yxh/q64O2vxMOh4b8Jt7DxdTPcWnni7NOwXv1qloFLsc2Fc9BqZGlySbgIZXH4HVSYLy/ZmsyD5FBabjc2zoll/OJ+oUN96/5H7uuipNlvJN9aSWVTFQ5/sY+UjUWScM+LrqneMSwgBZ8tqsAnB3X1bYrFYmRodyrSBbVEU+Kmgkrb+LrT2c2PHqWL6hfpgsQm+z7A/rr35WCH/sAkeHBDKWxuPM6lfK9r6udLazxlnnf2UcNZp+PuwjkSE+tDO3w0vZ51jXohapeDv7oSHQcvCe3peuEq5/NHd4ioTqT+dp4Wnga4tPHC7ytWBn5ueqdGh9dr83Z0YEd78ht734koTapVy2dNhXs46Vk+LIiOvnNiOAbjKqxZJanAyuNwENWYLZRdmf2vVKjYczqfKZOWj+3szeekeUBS+fjgSAKtNsGJqJHVWgbtBw/ZTRTw5uD2LUk9hE/aiX618nPE0aHkyvj0AAe5OVJosmC02MvIqCPFxxlhbh5+rnjv/tZWy6jq+eTSKCUt2UV5joW9rb/5vSAemx7Tl4x1Z3BvZCpPFRgsvA/PH96CFlzN+l+TQMtVZKa2uwyYEw7oGXbWEr16rRn+NcryrD+Ty4toMAP498TbiOgVeddmGll1SzbTP9uNh0PDPceH4XTKnxUWvoVsLT0cuNEmSGp68I3ATnCis5Pa5KUxcsptDZ408s/owC1NPsfFIAV8+2BdPgxZFUfjbikMMX7CdAA8n/N11vLQ2g9Y+Lvi66tBrVEyIaEmvVl70CvGmvLaOOquNsb2CyS2r4dHPD3A418jxvHJKq+tIenc7dVYb5ReCms0mqLhQk/6csQa1Yi/r+/7EXozq0Zw1B3N58JN9jFy4g92ZJfWO/0xJNdFvpNB/bjI/nC277vfBJq78880mhGBx6il+zDWSdrKY9NMlv7ySJEkNSl653AQXsw7X1Fkd+b7A/lRXtxb2x1yPnDOSciFb8QdbT/HwHW3pEezJbRceg31xRGdsAuqsgqpaC0fzyvloexbz7+5Jtdl+NXJXn5YIAU9+dRCrTaBWFBbfexurD5zDw1nHwrt7svZQHhMiWuHhrCW+cwA5pdV4u2jrXY046+tffRzILsV0oTZ8ckYh/UJ9r+t9GN2zOU4aFc56DX1Cfr/5RoqiENPRn892Z6PXqOgUJHOESdLvTQaXm2Bc72C2nyzCWFNHWIArnz/Ql+IqM/3a/jwJ0M9VT6C7E/nltYQFuOPlrGNyVAhvbDxObZ2Nfm19mPPNEXqHePP66G48s+owFptg3OKdLH8oEoNOjcViRaVRER7sxdToUOpsNkqrzDwzrAMB7gb8XHWcLa3h3ZQTjLktmJnLDgJwZ5dAXhje2TEbPjy4/u2hge3tA/7VZiuT+oX8Yn9LqswkZxQ4Ej96u9hvsXm76Lk38pfXvxn6tPZm+9MDUatUeDnLMRVJ+r3J4NKAjDVmtp8s4mCOkbmju+GkVeHloifoChUN/dz0fPNoFGarDZWiYBMCocDWn4p4NKYtS7ZlUltnY9uJIqrNViLaeJN2sphmngYMOjUGnYrCWgu+BjVzhnemtMpE/7kpVJmteDprHXVOujR3Z+mOTNoFuOKiU1NlthLZxgcnrYohXYOu2A9/dyfev7cXNiEcecGuZcORfGavtJdF/tdd4Tc8EN8QLj6JJklS45DB5QZZbDaEsA/cF1WYeeQze4XI0+creWdc+FXXUxSFs2U1jH1vJwqwaloUYf6uvJTUhYM5pYzq2Zy53x2nQ6AbLno1zyZ0pspkwUWvwUWnxsNZh5fzz1/8dVaBRq1CUax4OmlRUFCr7UkwVz8ShVat4vtZ0ZgtNgw6db3Mw1dycSJhlclCtdk+b8XpKoP3l06VsslpU5IkIYPLDSmuMvFe6ilq6qzMjG2HXqNyzKh3d9KiUl07aWbaiSKsF0a6d50upmtzD25v50v3YE8QgsTuzVCrFLRqhb8s3umoP7L96Rg8nOtvy8dVz7fT+2O22TDWWLg4nUSvVeN/ISj81qQmZdVmPtqRxeoDufztzg4M7OCHQXv5KXNnlyBUKgWNohDdzv837kWSpKZIBpcbkJJRyL+3ZQL221wPDmjDmmlRnCysZEA7PxQFdmcWs/rAOcb3CcbHVUeQh8ExkXDMbS1IPlaIWqU4Kh7qNWr0GhuHzxnJLKpicOdANGoVQ7oE8uWeHLq38EB/hSpZapWCVqNi1IIdFJSbuL2tD/PG97yhVCZVJivvbDoBwOyVP/L94wOuGFy8XXTc1bvlde9HkqSmRwaXG3BpIsVW3i4YtPXnT+Qba7j737uw2ASpxwv5x4guaNUqx5yLZp4GltzXC0VR8L4kCORdWA8g41w5zyV24m93duDRmLboNeqr1nWvswkKyk0AHCuopM5mu6H+6TQqwvxd7Y9Wh/miu1bpR0mSpEvI4HIDOjfzYO30/pgsNkL9Lq//oSgKBq2aCpMFd4MWs/XyL/srDZhbLpkUYrLYx3S8XXT1AtCVuDlpeG1UV9YcPMesuHY3/JSUn5uez//al2qzvVLmleqgSJIkXYkMLjfAw1mLh7PHVV/3cdGxdkZ/9mSVEh7siUGr+lXZfVt4GnhvQk9OFlYyrnfLa86Cv5S7k5ZRPVswpGsQrnoN6l8Y8/k1Lp3ZLkmS9GvJ4HITadQqWvm41CsI9mt4OOu4s8uVHxP+JTqNSt6+kiSp0clvoVuY2WKlznJj4yaSJEmNQQaXW1RhRS2zV/7Ia99lUFxpH6S32QSnCit5ZuWPpJ8uptpsaeSjlCRJujJ5W+wW9e+tp/l6fy4APVp6kdCtGcVVJu5bupuzpTUs25vDtqcHOlLkS5Ik3Uqa7JXL1q1bGTx4MHFxcbz//vuNfTi/Waifq+PnFp72GZMqRXFUTDRo1aiUGx+wlyRJuhma5L+9VquVf/zjHyxdupSAgADGjBlDTEwMbdu2bexD+9Xu7BJIhyB3nHVqgi4UFPNx1bN0cm92niomvKUnPrLWuyRJt6gmGVwOHTpEq1atCA4OBmDYsGFs3rz5DxVcPJ11hF9hXkmAuxNJPRo/MaQkSdK1NMnbYgUFBQQG/lz1MCAggIKCgkY8IkmSpD+XJhlcJEmSpMbVJINLQEAA+fn5jt8LCgoICAhoxCOSJEn6c2mSwaVr165kZWWRk5OD2Wxm3bp1xMTENPZhSZIk/Wk0yQF9jUbDc889xwMPPIDVamX06NGEhYU19mFJkiT9aTTJ4AIQHR1NdHR0Yx+GJEnSn1KTvC0mSZIkNa4me+XyW+Xm5jJq1KjGPgxJkqQ/lNzc3Cu2K0IIccVXJEmSJOk6ydtikiRJUoOTwUWSJElqcDK4SJIkSQ1OBhdJkiSpwcngIkmSJDU4GVwkSZKkBieDyx/M7NmziYyMJCEhwdFWVlbG5MmTiY+PZ/LkyRiNRgCEELz00kvExcWRmJjIkSNHHOusWrWK+Ph44uPjWbVq1e/ej2vJy8vj3nvvZejQoQwbNoyPP/4YaFr9NJlMjBkzhuHDhzNs2DDmzZsHQE5ODmPHjiUuLo6ZM2diNpsBMJvNzJw5k7i4OMaOHcvZs2cd21q8eDFxcXEMHjyYbdu2NUp/rsVqtZKUlMRDDz0ENM0+xsTEkJiYyIgRIxzz5ZrS+XpdhPSHsnv3bnH48GExbNgwR9vcuXPF4sWLhRBCLF68WLz++utCCCFSU1PFlClThM1mEwcOHBBjxowRQghRWloqYmJiRGlpqSgrKxMxMTGirKzs9+/MVRQUFIjDhw8LIYSoqKgQ8fHx4sSJE02qnzabTVRWVgohhDCbzWLMmDHiwIEDYsaMGWLt2rVCCCGeffZZ8dlnnwkhhPj000/Fs88+K4QQYu3ateKxxx4TQghx4sQJkZiYKEwmk8jOzhaxsbHCYrE0Qo+u7sMPPxSzZs0SDz74oBBCNMk+Dhw4UBQXF9dra0rn6/WQVy5/ML1798bDw6Ne2+bNm0lKSgIgKSmJTZs21WtXFIXw8HDKy8spLCwkLS2NqKgoPD098fDwICoq6pb6b9Df35/OnTsD4OrqSps2bSgoKGhS/VQUBRcXFwAsFgsWiwVFUUhPT2fw4MEAjBw5ks2bNwOQnJzMyJEjARg8eDA7d+5ECMHmzZsZNmwYOp2O4OBgWrVqxaFDhxqnU1eQn59PamoqY8aMAez/tTe1Pl5NUzpfr4cMLk1AcXEx/v7+APj5+VFcXAxcXpEzMDCQgoKCP1SlzrNnz5KRkUH37t2bXD+tVisjRoygX79+9OvXj+DgYNzd3dFo7FmZLvYD7H0MCgoC7Fm/3dzcKC0tveX7+Morr/DUU0+hUtm/akpLS5tcHy+aMmUKo0aNYtmyZUDT/rv8NWRusSZGURQURWnsw2gQVVVVzJgxg7///e+4urrWe60p9FOtVrNmzRrKy8uZNm0ap0+fbuxDalApKSl4e3vTpUsXdu3a1diHc1N98cUXBAQEUFxczOTJk2nTpk2915vC+fpbySuXJsDHx4fCwkIACgsL8fb2Bi6vyJmfn09AQMAfolJnXV0dM2bMIDExkfj4eKBp9hPA3d2dvn37cvDgQcrLy7FYLMDP/QB7H/Py8gD7bbSKigq8vLxu6T7u37+f5ORkYmJimDVrFunp6bz88stNqo8XXTweHx8f4uLiOHToUJM9X38tGVyagJiYGFavXg3A6tWriY2NrdcuhODgwYO4ubnh7+9P//79SUtLw2g0YjQaSUtLo3///o3ZhXqEEDzzzDO0adOGyZMnO9qbUj9LSkooLy8HoLa2lh07dhAaGkrfvn3ZsGEDYH9y6GIF1ZiYGMfTQxs2bCAiIgJFUYiJiWHdunWYzWZycnLIysqiW7dujdOp//HEE0+wdetWkpOTefvtt4mIiOCtt95qUn0EqK6uprKy0vHz9u3bCQsLa1Ln63VpxIcJpOvw+OOPi6ioKNGpUydx++23i+XLl4uSkhIxceJEERcXJ+677z5RWloqhLA/kTRnzhwRGxsrEhISxKFDhxzb+eqrr8SgQYPEoEGDxIoVKxqrO1e0Z88e0a5dO5GQkCCGDx8uhg8fLlJTU5tUPzMyMsSIESNEQkKCGDZsmJg/f74QQojs7GwxevRoMWjQIDF9+nRhMpmEEELU1taK6dOni0GDBonRo0eL7Oxsx7YWLlwoYmNjRXx8vEhNTW2U/vyS9PR0x9NiTa2P2dnZIjExUSQmJoqhQ4eKhQsXCiFEkzpfr4dMuS9JkiQ1OHlbTJIkSWpwMrhIkiRJDU4GF0mSJKnByeAiSZIkNTgZXCRJkqQGJ4OLJF2noqIinnjiCWJjYxk1ahTjxo3j+++//1Xr9ujR47K2L774wjEv4teyWCxERETw5ptv/qb1JOlmk+lfJOk6CCGYNm0aSUlJvPXWWwDk5uaSnJx82bIWi8WRS+taxo8f/5uPY/v27YSEhPDdd9/xxBNPXDHFiNVqRa1W/+ZtS9KNkFcuknQd0tPT0Wq19QJC8+bNuffeewFYuXIlU6dOZeLEiUyaNOlXbXP+/PksWbKEU6dOObIIgz15Z2Ji4hXXWbduHRMnTiQoKIgDBw442mNiYnjjjTcYOXIk3333HWlpaYwbN46RI0cyY8YMqqqqAFiwYAGjR48mISGBZ599FjntTWooMrhI0nU4ceIEnTp1uuYyR48eZd68eXz66ae/aduhoaHU1dWRk5MDwLfffsuQIUMuW85kMrFjxw5iYmJISEhg3bp19V739PRk1apVREZGsmjRIpYuXcqqVavo0qULS5cuBWDChAl8/fXXrF27ltraWlJSUn7TsUrS1cjgIkkN4IUXXmD48OGMHj3a0XaxNsf1GDJkCOvXrwdg/fr1DB069LJlUlJS6Nu3L05OTsTHx7Np0yasVqvj9Yvr/PDDD5w8eZLx48czYsQIVq9ezblz5wDYtWsXY8eOJTExkfT0dE6ePHldxytJ/0uOuUjSdQgLC2Pjxo2O359//nlKSkrq3c4yGAzXvf2hQ4fy2GOPERcXh6IohISEXLbMunXr2LdvnyPxY1lZGenp6URFRdXbvxCCqKgo3n777Xrrm0wmXnjhBb7++muCgoKYP38+JpPpuo9Zki4lr1wk6TpERERgMpn4/PPPHW21tbUNtv2WLVuiUqlYuHDhFW+JVVZWsnfvXlJTU0lOTiY5OZnnnnuOtWvXXrZseHg4+/fv58yZM4A9c29mZqYjkHh5eVFVVeXIVCxJDUFeuUjSdVAUhXfffZdXX32VDz74AG9vbwwGA08++eSvWr+mpoYBAwY4fr+0tMBFQ4cO5fXXX3eUAb7U999/T0REBDqdztEWGxvLG2+8gdlsrrest7c3r776KrNmzXK8NnPmTFq3bs3YsWNJSEjA19eXrl27/qpjl6RfQ2ZFliRJkhqcvC0mSZIkNTgZXCRJkqQGJ4OLJEmS1OBkcJEkSZIanAwukiRJUoOTwUWSJElqcDK4SJIkSQ3u/wOhoP3Nc/aKzAAAAABJRU5ErkJggg==\n", 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\n", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"recently_remodeled\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 96, - "metadata": {}, - "outputs": [], - "source": [ - "del df[\"Yr Sold\"]\n", - "del df[\"Year Built\"]\n", - "del df[\"Year Remod/Add\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 97, - "metadata": {}, - "outputs": [], - "source": [ - "age_columns = [\n", - " \"remodeled\", \"years_since_built\", \"years_since_remodeled\",\n", - " \"recently_built\", \"recently_remodeled\",\n", - "]\n", - "new_variables.extend(age_columns)" - ] - }, - { - "cell_type": "code", - "execution_count": 98, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - " remodeled years_since_built years_since_remodeled \\\n", - "Order PID \n", - "1 526301100 0 50 50 \n", - "2 526350040 0 49 49 \n", - "3 526351010 0 52 52 \n", - "4 526353030 0 42 42 \n", - "5 527105010 1 13 12 \n", - "\n", - " recently_built recently_remodeled \n", - "Order PID \n", - "1 526301100 0 0 \n", - "2 526350040 0 0 \n", - "3 526351010 0 0 \n", - "4 526353030 0 0 \n", - "5 527105010 0 0 " - ] - }, - "execution_count": 98, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df[age_columns].head()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Outliers\n", - "\n", - "The instructors' notes state:\n", - "\n", - "> **Five observations** that an instructor may wish to remove from the data set before giving it to students (a plot of SALE PRICE versus GR LIV AREA will quickly indicate these\n", - "points). Three of them are true **outliers** (Partial Sales that likely don’t represent actual market values) and two of them are simply unusual sales (very large houses priced\n", - "relatively appropriately). I would **recommend removing any houses with more than\n", - "4000 square feet** from the data set (which eliminates these five unusual observations)\n", - "before assigning it to students.\n", - "\n", - "To apply a more \"rigorous\" approach, outlier detection is conducted with a so-called Isolation Forest." - ] - }, - { - "cell_type": "code", - "execution_count": 99, - "metadata": {}, - "outputs": [], - "source": [ - "# Use only numeric columns that are strongly correlated with the target.\n", - "# This mitigates the risk that a \"not so good\" chosen factor variable introduced\n", - "# in this notebook causes an observation to be removed as an outlier.\n", - "with open(\"data/correlated_variables.json\", \"r\") as file:\n", - " content = json.loads(file.read())\n", - "strongly_correlated = content[\"strongly_correlated\"]\n", - "df_encoded = encode_ordinals(df[list(set(strongly_correlated) & set(df.columns))])\n", - "iso = IsolationForest(n_estimators=100, bootstrap=True, contamination=0.005)\n", - "outliers = pd.DataFrame(\n", - " iso.fit_predict(df_encoded), columns=[\"outlier\"], index=df.index\n", - ")\n", - "outliers[\"outlier\"] = outliers[\"outlier\"].apply(lambda x: 1 if x < 0 else 0)\n", - "df = pd.concat([df, outliers], axis=1)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The five aforementioned outliers are among the ones detected." - ] - }, - { - "cell_type": "code", - "execution_count": 100, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sns.scatterplot(x=\"Gr Liv Area\", y=\"SalePrice\", hue=\"outlier\", s=15, data=df);" - ] - }, - { - "cell_type": "code", - "execution_count": 101, - "metadata": {}, - "outputs": [], - "source": [ - "# Remove the outliers.\n", - "df = df[df[\"outlier\"] == 0]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Save the Results" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Save the Data" - ] - }, - { - "cell_type": "code", - "execution_count": 102, - "metadata": {}, - "outputs": [], - "source": [ - "# Re-order the columns for convenience.\n", - "final_columns = (\n", - " sorted(set(list(ALL_COLUMNS.keys()) + new_variables) & set(df.columns))\n", - " + TARGET_VARIABLES\n", - ")\n", - "df = df[final_columns]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Discarding useless and adding new predictors changed the final dataset significantly." - ] - }, - { - "cell_type": "code", - "execution_count": 103, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "(2883, 109)" - ] - }, - "execution_count": 103, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.shape" - ] - }, - { - "cell_type": "code", - "execution_count": 104, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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1st Flr SF1st Flr SF (box-cox-0)2nd Flr SF3Ssn PorchBedroom AbvGrBsmt CondBsmt ExposureBsmt Full BathBsmt Half BathBsmt QualBsmt Unf SFBsmtFin SF 1BsmtFin SF 2BsmtFin Type 1BsmtFin Type 2ElectricalEnclosed PorchFenceFireplace QuFireplacesFull BathFunctionalGarage AreaGarage CarsGarage CondGarage FinishGarage QualGr Liv AreaGr Liv Area (box-cox-0)Half BathKitchen AbvGrKitchen QualLand SlopeLot AreaLot Area (box-cox-0.1)Lot ShapeLow Qual Fin SFMas Vnr AreaMisc ValMo SoldOpen Porch SFOverall CondOverall QualPaved DrivePool AreaPool QCScreen PorchTotRms AbvGrdTotal BathTotal Bsmt SFTotal Porch SFTotal SFTotal SF (box-cox-0.2)UtilitiesWood Deck SFabnormal_saleair_condbuild_type_1Fambuild_type_2Fambuild_type_Twnhsfound_BrkTilfound_CBlockfound_PConchas 2nd Flrhas Bsmthas Fireplacehas Garagehas Poolhas Porchmajor_streetnew_homenhood_Blmngtnnhood_Bluestenhood_BrDalenhood_BrkSidenhood_ClearCrnhood_CollgCrnhood_Crawfornhood_Edwardsnhood_Gilbertnhood_Greensnhood_GrnHillnhood_IDOTRRnhood_Landmrknhood_MeadowVnhood_Mitchelnhood_NPkVillnhood_NWAmesnhood_Namesnhood_NoRidgenhood_NridgHtnhood_OldTownnhood_SWISUnhood_Sawyernhood_SawyerWnhood_Somerstnhood_StoneBrnhood_Timbernhood_Veenkerparkpartial_salerailwayrecently_builtrecently_remodeledremodeledyears_since_builtyears_since_remodeledSalePriceSalePrice (box-cox-0)
OrderPID
15263011001656.07.4121600.00.03GdGd10TA441.0639.00.0BLQUnfSBrkr0.0NAGd21Typ528.02TAFinTA1656.07.41216001TAGtl31770.018.196923IR10.0112.00.0562.056P0.0NA0.072.01080.0272.02736.019.344072AllPub210.0011000100111010000000000000000000100000000000000005050215000.012.278393
2526350040896.06.7979400.00.02TANo00TA270.0468.0144.0RecLwQSBrkr0.0MnPrvNA01Typ730.01TAUnfTA896.06.79794001TAGtl11622.015.499290Reg0.00.00.060.065Y0.0NA120.051.0882.0260.01778.017.333478AllPub140.0011000100101011000000000000000000100000000000000004949105000.011.561716
35263510101329.07.1921820.00.03TANo00TA406.0923.00.0ALQUnfSBrkr0.0NANA01Typ312.01TAUnfTA1329.07.19218211GdGtl14267.016.027549IR10.0108.012500.0636.066Y0.0NA0.061.51329.0429.02658.019.203658AllPub393.0011000100101010000000000000000000100000000000000005252172000.012.055250
45263530302110.07.6544430.00.03TANo10TA1045.01065.00.0ALQUnfSBrkr0.0NATA22Typ522.02TAFinTA2110.07.65444311ExGtl11160.015.396064Reg0.00.00.040.057Y0.0NA0.083.52110.00.04220.021.548042AllPub0.0011000100111000000000000000000000100000000000000004242244000.012.404924
5527105010928.06.833032701.00.03TANo00Gd137.0791.00.0GLQUnfSBrkr0.0MnPrvTA12Typ482.02TAFinTA1629.07.39572211TAGtl13830.015.946705IR10.00.00.0334.055Y0.0NA0.062.5928.0246.02557.019.016856AllPub212.0011000011111010000000000100000000000000000000000011312189900.012.154253
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" - ], - "text/plain": [ - " 1st Flr SF 1st Flr SF (box-cox-0) 2nd Flr SF 3Ssn Porch \\\n", - "Order PID \n", - "1 526301100 1656.0 7.412160 0.0 0.0 \n", - "2 526350040 896.0 6.797940 0.0 0.0 \n", - "3 526351010 1329.0 7.192182 0.0 0.0 \n", - "4 526353030 2110.0 7.654443 0.0 0.0 \n", - "5 527105010 928.0 6.833032 701.0 0.0 \n", - "\n", - " Bedroom AbvGr Bsmt Cond Bsmt Exposure Bsmt Full Bath \\\n", - "Order PID \n", - "1 526301100 3 Gd Gd 1 \n", - "2 526350040 2 TA No 0 \n", - "3 526351010 3 TA No 0 \n", - "4 526353030 3 TA No 1 \n", - "5 527105010 3 TA No 0 \n", - "\n", - " Bsmt Half Bath Bsmt Qual Bsmt Unf SF BsmtFin SF 1 \\\n", - "Order PID \n", - "1 526301100 0 TA 441.0 639.0 \n", - "2 526350040 0 TA 270.0 468.0 \n", - "3 526351010 0 TA 406.0 923.0 \n", - "4 526353030 0 TA 1045.0 1065.0 \n", - "5 527105010 0 Gd 137.0 791.0 \n", - "\n", - " BsmtFin SF 2 BsmtFin Type 1 BsmtFin Type 2 Electrical \\\n", - "Order PID \n", - "1 526301100 0.0 BLQ Unf SBrkr \n", - "2 526350040 144.0 Rec LwQ SBrkr \n", - "3 526351010 0.0 ALQ Unf SBrkr \n", - "4 526353030 0.0 ALQ Unf SBrkr \n", - "5 527105010 0.0 GLQ Unf SBrkr \n", - "\n", - " Enclosed Porch Fence Fireplace Qu Fireplaces Full Bath \\\n", - "Order PID \n", - "1 526301100 0.0 NA Gd 2 1 \n", - "2 526350040 0.0 MnPrv NA 0 1 \n", - "3 526351010 0.0 NA NA 0 1 \n", - "4 526353030 0.0 NA TA 2 2 \n", - "5 527105010 0.0 MnPrv TA 1 2 \n", - "\n", - " Functional Garage Area Garage Cars Garage Cond \\\n", - "Order PID \n", - "1 526301100 Typ 528.0 2 TA \n", - "2 526350040 Typ 730.0 1 TA \n", - "3 526351010 Typ 312.0 1 TA \n", - "4 526353030 Typ 522.0 2 TA \n", - "5 527105010 Typ 482.0 2 TA \n", - "\n", - " Garage Finish Garage Qual Gr Liv Area \\\n", - "Order PID \n", - "1 526301100 Fin TA 1656.0 \n", - "2 526350040 Unf TA 896.0 \n", - "3 526351010 Unf TA 1329.0 \n", - "4 526353030 Fin TA 2110.0 \n", - "5 527105010 Fin TA 1629.0 \n", - "\n", - " Gr Liv Area (box-cox-0) Half Bath Kitchen AbvGr \\\n", - "Order PID \n", - "1 526301100 7.412160 0 1 \n", - "2 526350040 6.797940 0 1 \n", - "3 526351010 7.192182 1 1 \n", - "4 526353030 7.654443 1 1 \n", - "5 527105010 7.395722 1 1 \n", - "\n", - " Kitchen Qual Land Slope Lot Area Lot Area (box-cox-0.1) \\\n", - "Order PID \n", - "1 526301100 TA Gtl 31770.0 18.196923 \n", - "2 526350040 TA Gtl 11622.0 15.499290 \n", - "3 526351010 Gd Gtl 14267.0 16.027549 \n", - "4 526353030 Ex Gtl 11160.0 15.396064 \n", - "5 527105010 TA Gtl 13830.0 15.946705 \n", - "\n", - " Lot Shape Low Qual Fin SF Mas Vnr Area Misc Val Mo Sold \\\n", - "Order PID \n", - "1 526301100 IR1 0.0 112.0 0.0 5 \n", - "2 526350040 Reg 0.0 0.0 0.0 6 \n", - "3 526351010 IR1 0.0 108.0 12500.0 6 \n", - "4 526353030 Reg 0.0 0.0 0.0 4 \n", - "5 527105010 IR1 0.0 0.0 0.0 3 \n", - "\n", - " Open Porch SF Overall Cond Overall Qual Paved Drive \\\n", - "Order PID \n", - "1 526301100 62.0 5 6 P \n", - "2 526350040 0.0 6 5 Y \n", - "3 526351010 36.0 6 6 Y \n", - "4 526353030 0.0 5 7 Y \n", - "5 527105010 34.0 5 5 Y \n", - "\n", - " Pool Area Pool QC Screen Porch TotRms AbvGrd Total Bath \\\n", - "Order PID \n", - "1 526301100 0.0 NA 0.0 7 2.0 \n", - "2 526350040 0.0 NA 120.0 5 1.0 \n", - "3 526351010 0.0 NA 0.0 6 1.5 \n", - "4 526353030 0.0 NA 0.0 8 3.5 \n", - "5 527105010 0.0 NA 0.0 6 2.5 \n", - "\n", - " Total Bsmt SF Total Porch SF Total SF \\\n", - "Order PID \n", - "1 526301100 1080.0 272.0 2736.0 \n", - "2 526350040 882.0 260.0 1778.0 \n", - "3 526351010 1329.0 429.0 2658.0 \n", - "4 526353030 2110.0 0.0 4220.0 \n", - "5 527105010 928.0 246.0 2557.0 \n", - "\n", - " Total SF (box-cox-0.2) Utilities Wood Deck SF \\\n", - "Order PID \n", - "1 526301100 19.344072 AllPub 210.0 \n", - "2 526350040 17.333478 AllPub 140.0 \n", - "3 526351010 19.203658 AllPub 393.0 \n", - "4 526353030 21.548042 AllPub 0.0 \n", - "5 527105010 19.016856 AllPub 212.0 \n", - "\n", - " abnormal_sale air_cond build_type_1Fam build_type_2Fam \\\n", - "Order PID \n", - "1 526301100 0 1 1 0 \n", - "2 526350040 0 1 1 0 \n", - "3 526351010 0 1 1 0 \n", - "4 526353030 0 1 1 0 \n", - "5 527105010 0 1 1 0 \n", - "\n", - " build_type_Twnhs found_BrkTil found_CBlock found_PConc \\\n", - "Order PID \n", - "1 526301100 0 0 1 0 \n", - "2 526350040 0 0 1 0 \n", - "3 526351010 0 0 1 0 \n", - "4 526353030 0 0 1 0 \n", - "5 527105010 0 0 0 1 \n", - "\n", - " has 2nd Flr has Bsmt has Fireplace has Garage has Pool \\\n", - "Order PID \n", - "1 526301100 0 1 1 1 0 \n", - "2 526350040 0 1 0 1 0 \n", - "3 526351010 0 1 0 1 0 \n", - "4 526353030 0 1 1 1 0 \n", - "5 527105010 1 1 1 1 0 \n", - "\n", - " has Porch major_street new_home nhood_Blmngtn \\\n", - "Order PID \n", - "1 526301100 1 0 0 0 \n", - "2 526350040 1 1 0 0 \n", - "3 526351010 1 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 1 0 0 0 \n", - "\n", - " nhood_Blueste nhood_BrDale nhood_BrkSide nhood_ClearCr \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " nhood_CollgCr nhood_Crawfor nhood_Edwards nhood_Gilbert \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 1 \n", - "\n", - " nhood_Greens nhood_GrnHill nhood_IDOTRR nhood_Landmrk \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " nhood_MeadowV nhood_Mitchel nhood_NPkVill nhood_NWAmes \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " nhood_Names nhood_NoRidge nhood_NridgHt nhood_OldTown \\\n", - "Order PID \n", - "1 526301100 1 0 0 0 \n", - "2 526350040 1 0 0 0 \n", - "3 526351010 1 0 0 0 \n", - "4 526353030 1 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " nhood_SWISU nhood_Sawyer nhood_SawyerW nhood_Somerst \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " nhood_StoneBr nhood_Timber nhood_Veenker park \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " partial_sale railway recently_built recently_remodeled \\\n", - "Order PID \n", - "1 526301100 0 0 0 0 \n", - "2 526350040 0 0 0 0 \n", - "3 526351010 0 0 0 0 \n", - "4 526353030 0 0 0 0 \n", - "5 527105010 0 0 0 0 \n", - "\n", - " remodeled years_since_built years_since_remodeled \\\n", - "Order PID \n", - "1 526301100 0 50 50 \n", - "2 526350040 0 49 49 \n", - "3 526351010 0 52 52 \n", - "4 526353030 0 42 42 \n", - "5 527105010 1 13 12 \n", - "\n", - " SalePrice SalePrice (box-cox-0) \n", - "Order PID \n", - "1 526301100 215000.0 12.278393 \n", - "2 526350040 105000.0 11.561716 \n", - "3 526351010 172000.0 12.055250 \n", - "4 526353030 244000.0 12.404924 \n", - "5 527105010 189900.0 12.154253 " - ] - }, - "execution_count": 104, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 105, - "metadata": {}, - "outputs": [], - "source": [ - "df.to_csv(\"data/data_clean_with_transformations_and_factors.csv\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "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": "3.7.8" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/LICENSE b/LICENSE.txt similarity index 94% rename from LICENSE rename to LICENSE.txt index 0ec444a..e7802f3 100644 --- a/LICENSE +++ b/LICENSE.txt @@ -1,6 +1,6 @@ MIT License -Copyright (c) 2018-2020 Alexander Hess [alexander@webartifex.biz] +Copyright (c) 2018-2021 Alexander Hess [alexander@webartifex.biz] Permission is hereby granted, free of charge, to any person obtaining a copy of this software and associated documentation files (the "Software"), to deal diff --git a/README.md b/README.md index fc1feaf..0aeffea 100644 --- a/README.md +++ b/README.md @@ -1,52 +1,80 @@ # Ames Housing -This repository is a case study of applying various machine learning models to -the problem of predicting house prices. +This repository is a case study of applying various machine learning models + to the problem of predicting house prices. -The dataset is publicly available and can be downloaded, for example, at -[Kaggle](https://www.kaggle.com/c/house-prices-advanced-regression-techniques). +The dataset is publicly available + and can be downloaded, for example, at [Kaggle](https://www.kaggle.com/c/house-prices-advanced-regression-techniques). -The case study is based on this [research paper](paper.pdf). +The case study is based on this [research paper](static/paper.pdf). + +A video presentation of the case study is available on [YouTube ](https://www.youtube.com/watch?v=VSeGseoJsNA). + + +### Table of Contents The analyses are presented in four notebooks that may be interactively worked with by following these links: -- [Data Cleaning](https://mybinder.org/v2/gh/webartifex/ames-housing/master?urlpath=lab/tree/01_data_cleaning.ipynb) -- [Correlations](https://mybinder.org/v2/gh/webartifex/ames-housing/master?urlpath=lab/tree/02_pairwise_correlations.ipynb) -- [Visualizations](https://mybinder.org/v2/gh/webartifex/ames-housing/master?urlpath=lab/tree/03_descriptive_visualizations.ipynb) -- [Predictions](https://mybinder.org/v2/gh/webartifex/ames-housing/master?urlpath=lab/tree/04_predictive_models.ipynb) - -A video presentation of the case study is available on -[YouTube ](https://www.youtube.com/watch?v=VSeGseoJsNA). +- *Notebook 0*: [Data Cleaning](https://mybinder.org/v2/gh/webartifex/ames-housing/main?urlpath=lab/tree/00_data_cleaning.ipynb) +- *Notebook 1*: [Correlations](https://mybinder.org/v2/gh/webartifex/ames-housing/main?urlpath=lab/tree/01_pairwise_correlations.ipynb) +- *Notebook 2*: [Visualizations](https://mybinder.org/v2/gh/webartifex/ames-housing/main?urlpath=lab/tree/02_descriptive_visualizations.ipynb) +- *Notebook 3*: [Predictions](https://mybinder.org/v2/gh/webartifex/ames-housing/main?urlpath=lab/tree/03_predictive_models.ipynb) -## Installation +### Objective -The project can be cloned and may be worked with under the MIT open source -license. -Python 3.7 was used to prepare and test the provided code. -Albeit the [poetry](https://python-poetry.org/) tool was used to manage the -dependencies, a [requirements.txt](requirements.txt) file is also provided as -an alternative. +The **main goal** is to **show** students + how **Python** can be used to solve a typical **data science** task. -On a Unix system, run: -- `git clone https://github.com/webartifex/ames-housing.git` (or use HTTPS - instead) -- either `poetry install` or `pip install -r requirements.txt` (in the latter - case, it is suggested that a virtual environment be used) -- after installation, `jupyter lab` opens a new tab in one's web browser where - the notebooks and data files may be opened -Alternatively, the project should also be runnable with the -[Anaconda Distribution](https://www.anaconda.com/products/individual). +### Prerequisites + +To be suitable for *beginners*, there are *no* formal prerequisites. +It is only expected that the student has: +- a *solid* understanding of the **English** language and +- knowledge of **basic mathematics** from high school. + +Some background knowledge in Python is still helpful. +To learn about Python and programming in detail, + this [introductory course ](https://github.com/webartifex/intro-to-python) is recommended. + + +### Getting started & Installation + +To follow this workshop, an installation of **Python 3.8** or higher is expected. + +A popular and beginner friendly way is + to install the [Anaconda Distribution](https://www.anaconda.com/products/individual) + that not only ships Python itself + but also comes pre-packaged with a lot of third-party libraries + including [Python's scientific stack](https://scipy.org/about.html). + +Detailed instructions can be found [here ](https://github.com/webartifex/intro-to-python#installation). + +As this project assumes a couple of third-party packages + that are *not* part of the Anaconda Distribution, + it is most likely necessary + to run the command `pip install -r requirements.txt` + before working with the notebook files. + + +## Contributing + +Feedback **is highly encouraged** and will be incorporated. +Open an issue in the [issues tracker ](https://github.com/webartifex/ames-housing/issues) + or initiate a [pull request ](https://help.github.com/en/articles/about-pull-requests) + if you are familiar with the concept. +Simple issues that *anyone* can **help fix** are, for example, + **spelling mistakes** or **broken links**. +If you feel that some topic is missing entirely, you may also mention that. +The materials here are considered a **permanent work-in-progress**. ## About the Author -Alexander Hess is a PhD student at the Chair of Logistics Management at the -[WHU - Otto Beisheim School of Management](https://www.whu.edu) where he -conducts research on urban delivery platforms and teaches an introductory -course on Python (cf., [Fall Term 2019](https://vlv.whu.edu/campus/all/event.asp?objgguid=0xE57C2715B01B441AAFD3E79AA05CACCF&from=vvz&gguid=0x6A2B0ED5B2B949E69957A2099E7DE2F1&mode=own&tguid=0x3980A9BBC3BF4A638E977F2DC163F44B&lang=en), -[Spring Term 2020](https://vlv.whu.edu/campus/all/event.asp?objgguid=0x3354F4C108FF4E959CDD692A325D9AFE&from=vvz&gguid=0x262E29795DD742CFBDE72B12B69CEFD6&mode=own&lang=en&tguid=0x2E4A7D1FF3C34AD08FF07685461781C9)). - -Connect him on [LinkedIn](https://www.linkedin.com/in/webartifex). +Alexander Hess is a PhD student + at the Chair of Logistics Management at [WHU - Otto Beisheim School of Management](https://www.whu.edu) + where he conducts research on urban delivery platforms + and teaches coding courses based on Python in the BSc and MBA programs. +Connect with him on [LinkedIn](https://www.linkedin.com/in/webartifex). diff --git a/data/data_clean_with_transformations_and_factors.csv b/data/data_clean_with_transformations_and_factors.csv index 1fed641..eecf2a8 100644 --- a/data/data_clean_with_transformations_and_factors.csv +++ b/data/data_clean_with_transformations_and_factors.csv @@ -428,7 +428,6 @@ Order,PID,1st Flr SF,1st Flr SF (box-cox-0),2nd Flr SF,3Ssn Porch,Bedroom AbvGr, 430,528108130,2020.0,7.61085279039525,0.0,0.0,3,TA,Av,1,0,Ex,788.0,1232.0,0.0,GLQ,Unf,SBrkr,0.0,NA,Gd,1,2,Typ,896.0,3,TA,RFn,TA,2020.0,7.61085279039525,0,1,Ex,Gtl,12350.0,15.654685543608181,Reg,0.0,450.0,0.0,5,98.0,5,9,Y,0.0,NA,0.0,7,3.0,2020.0,290.0,4040.0,21.31759972987615,AllPub,192.0,0,1,1,0,0,0,0,1,0,1,1,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,1,1,0,1,1,404000.0,12.909170156943286 431,528108140,2020.0,7.61085279039525,0.0,0.0,3,TA,No,1,0,Ex,570.0,1436.0,0.0,GLQ,Unf,SBrkr,0.0,NA,Gd,1,2,Typ,900.0,3,TA,Fin,TA,2020.0,7.61085279039525,1,1,Ex,Gtl,12220.0,15.627551834008008,Reg,0.0,305.0,0.0,9,54.0,5,10,Y,0.0,NA,0.0,9,3.5,2006.0,210.0,4026.0,21.29933447351643,AllPub,156.0,0,1,1,0,0,0,1,0,0,1,1,1,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,1,0,1,1,0,0,0,402861.0,12.906346868281233 432,528110010,1728.0,7.454719949364001,568.0,0.0,3,TA,Gd,1,0,Ex,384.0,1338.0,0.0,GLQ,Unf,SBrkr,0.0,NA,Gd,1,2,Typ,842.0,3,TA,RFn,TA,2296.0,7.738923757439457,1,1,Ex,Gtl,13478.0,15.879897099046154,IR1,0.0,420.0,0.0,6,274.0,5,10,Y,0.0,NA,0.0,10,3.5,1722.0,656.0,4018.0,21.28887435905055,AllPub,382.0,0,1,1,0,0,0,0,1,1,1,1,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,1,1,0,1,1,451950.0,13.021326833226556 -433,528110020,2674.0,7.891330757661889,0.0,0.0,2,TA,Gd,2,0,Ex,342.0,2288.0,0.0,GLQ,Unf,SBrkr,0.0,NA,Gd,2,2,Typ,762.0,3,TA,Fin,TA,2674.0,7.891330757661889,1,1,Ex,Gtl,13693.0,15.920887120524267,Reg,0.0,472.0,0.0,3,50.0,5,10,Y,0.0,NA,0.0,8,4.5,2630.0,410.0,5304.0,22.790138257062,AllPub,360.0,0,1,1,0,0,0,0,1,0,1,1,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,1,0,0,1,1,0,2,2,610000.0,13.321214236149494 434,528110090,1734.0,7.458186157340487,1088.0,0.0,4,TA,Gd,0,0,Ex,1734.0,0.0,0.0,Unf,Unf,SBrkr,0.0,NA,Gd,1,3,Typ,1020.0,3,TA,RFn,TA,2822.0,7.945201132412759,1,1,Ex,Gtl,13891.0,15.958126895168148,Reg,0.0,424.0,0.0,1,170.0,5,9,Y,0.0,NA,192.0,12,3.5,1734.0,414.0,4556.0,21.95794279603217,AllPub,52.0,0,1,1,0,0,0,0,1,1,1,1,1,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,1,0,1,1,1,1,0,582933.0,13.275827535915461 435,528112040,1736.0,7.459338895220296,0.0,0.0,3,TA,No,0,0,Ex,1736.0,0.0,0.0,Unf,Unf,SBrkr,0.0,NA,Gd,1,2,Typ,834.0,3,TA,RFn,TA,1736.0,7.459338895220296,0,1,Ex,Gtl,11578.0,15.489619617350394,Reg,0.0,302.0,0.0,7,90.0,5,9,Y,0.0,NA,0.0,7,2.0,1736.0,409.0,3472.0,20.53206536701657,AllPub,319.0,0,1,1,0,0,0,0,1,0,1,1,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,1,1,0,1,1,360000.0,12.793859310432293 436,528116010,1782.0,7.485491608030754,0.0,0.0,3,TA,Gd,1,0,Ex,251.0,1531.0,0.0,GLQ,Unf,SBrkr,0.0,NA,Gd,2,2,Typ,932.0,3,TA,Fin,TA,1782.0,7.485491608030754,0,1,Gd,Gtl,16870.0,16.46741385670273,IR1,0.0,238.0,0.0,4,82.0,5,8,Y,0.0,NA,0.0,7,3.0,1782.0,181.0,3564.0,20.66596179182348,AllPub,99.0,0,1,1,0,0,0,0,1,0,1,1,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,1,1,1,5,4,296000.0,12.598114733306197 @@ -700,7 +699,6 @@ Order,PID,1st Flr SF,1st Flr SF (box-cox-0),2nd Flr SF,3Ssn Porch,Bedroom AbvGr, 706,902201110,768.0,6.643789733147672,560.0,0.0,3,TA,No,0,0,TA,384.0,384.0,0.0,BLQ,Unf,FuseA,0.0,MnPrv,NA,0,1,Typ,308.0,1,TA,Unf,TA,1328.0,7.191429330036379,1,1,TA,Gtl,6000.0,13.86795031058074,Reg,0.0,0.0,0.0,3,12.0,7,5,Y,0.0,NA,0.0,6,1.5,768.0,12.0,2096.0,18.080661941177674,AllPub,0.0,0,1,1,0,0,0,1,0,1,1,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,59,39,129500.0,11.771436160121729 707,902202150,811.0,6.698268054115413,576.0,0.0,3,TA,No,0,0,TA,811.0,0.0,0.0,Unf,Unf,FuseA,0.0,NA,NA,0,2,Typ,256.0,1,TA,Unf,TA,1387.0,7.234898420314831,0,2,Gd,Gtl,6000.0,13.86795031058074,Reg,0.0,0.0,0.0,11,0.0,4,5,Y,0.0,NA,0.0,7,2.0,811.0,0.0,2198.0,18.30105269110471,AllPub,0.0,0,1,0,1,0,0,1,0,1,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,55,55,93000.0,11.440354772135393 708,902204080,861.0,6.7580945044277305,0.0,0.0,2,TA,No,0,0,Fa,861.0,0.0,0.0,Unf,Unf,SBrkr,128.0,NA,NA,0,1,Typ,288.0,2,TA,Unf,TA,861.0,6.7580945044277305,0,1,TA,Gtl,7404.0,14.375113185074957,Reg,0.0,0.0,0.0,11,0.0,6,4,N,0.0,NA,0.0,5,1.0,861.0,128.0,1722.0,17.190987754073017,AllPub,0.0,0,1,1,0,0,1,0,0,0,1,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,89,59,80000.0,11.289781913656018 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1776,528427040,1369.0,7.221835825288449,0.0,0.0,3,TA,No,0,0,Gd,1369.0,0.0,0.0,Unf,Unf,SBrkr,0.0,NA,NA,0,2,Typ,605.0,2,TA,Unf,TA,1369.0,7.221835825288449,0,1,Gd,Gtl,9910.0,15.096165253640338,Reg,0.0,0.0,0.0,9,203.0,6,7,Y,0.0,NA,0.0,5,2.0,1369.0,203.0,2738.0,19.34762998557629,AllPub,0.0,0,1,1,0,0,0,0,1,0,1,0,1,0,1,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,1,0,1,1,0,0,0,213133.0,12.269671662972327 @@ -2621,6 +2620,7 @@ Order,PID,1st Flr SF,1st Flr SF (box-cox-0),2nd Flr SF,3Ssn Porch,Bedroom AbvGr, 2664,902329070,684.0,6.52795791762255,684.0,0.0,3,TA,No,0,0,TA,684.0,0.0,0.0,Unf,Unf,FuseA,0.0,NA,NA,0,1,Typ,216.0,1,Fa,Unf,TA,1368.0,7.221105098182496,0,1,TA,Gtl,3600.0,12.679331552660544,Reg,0.0,0.0,0.0,10,158.0,7,6,N,0.0,NA,0.0,7,1.0,684.0,158.0,2052.0,17.982934302945672,AllPub,0.0,0,0,1,0,0,0,1,0,1,1,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,96,13,114504.0,11.648365035864053 2665,902329090,998.0,6.905753276311464,764.0,0.0,4,TA,No,1,0,Fa,596.0,0.0,0.0,Unf,Unf,SBrkr,221.0,NA,NA,0,1,Typ,576.0,2,TA,Unf,TA,1762.0,7.474204806496124,1,1,Gd,Gtl,7200.0,14.307105706203597,Reg,0.0,0.0,0.0,10,0.0,7,7,N,0.0,NA,0.0,8,2.5,596.0,257.0,2358.0,18.630818497230923,AllPub,36.0,0,1,1,0,0,1,0,0,1,1,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,86,56,157000.0,11.964001084330445 2666,902400090,1200.0,7.090076835776092,0.0,0.0,4,TA,No,0,0,TA,1200.0,0.0,0.0,Unf,Unf,FuseA,228.0,NA,NA,0,1,Typ,312.0,1,Fa,Unf,Fa,1200.0,7.090076835776092,0,1,TA,Gtl,11340.0,15.43673148163438,Reg,0.0,0.0,0.0,3,0.0,5,6,Y,0.0,NA,0.0,7,1.0,1200.0,228.0,2400.0,18.71440609779312,AllPub,0.0,0,1,1,0,0,1,0,0,0,1,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,83,56,125000.0,11.736069016284437 +2667,902400110,1518.0,7.325148957955575,1518.0,0.0,4,TA,Mn,0,0,TA,1107.0,0.0,0.0,Unf,Unf,SBrkr,0.0,GdPrv,TA,2,2,Typ,840.0,3,TA,Unf,Ex,3608.0,8.190908881182514,1,1,Ex,Gtl,22950.0,17.294696462432224,IR2,572.0,0.0,0.0,6,260.0,9,10,Y,0.0,NA,410.0,12,2.5,1107.0,670.0,4715.0,22.143531063375193,AllPub,0.0,0,1,1,0,0,1,0,0,1,1,1,1,0,1,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,114,13,475000.0,13.071070083016778 2668,902401090,624.0,6.436150368369428,624.0,0.0,2,TA,No,0,0,TA,624.0,0.0,0.0,Unf,Unf,FuseA,256.0,NA,NA,0,2,Typ,0.0,0,NA,NA,NA,1248.0,7.129297548929373,0,2,TA,Gtl,5976.0,13.858385901870495,Reg,0.0,0.0,0.0,12,130.0,7,5,N,0.0,NA,0.0,8,2.0,624.0,386.0,1872.0,17.56478361538355,AllPub,0.0,0,0,0,1,0,0,0,1,1,1,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,1,86,56,93500.0,11.44571671527678 2669,902406030,960.0,6.866933284461882,0.0,0.0,3,TA,No,0,0,TA,960.0,0.0,0.0,Unf,Unf,SBrkr,0.0,NA,NA,0,1,Typ,624.0,2,TA,Unf,TA,960.0,6.866933284461882,0,1,TA,Gtl,9750.0,15.055349293727405,Reg,0.0,0.0,4500.0,7,0.0,5,5,Y,0.0,NA,0.0,5,1.0,960.0,0.0,1920.0,17.679331552660543,AllPub,0.0,0,1,1,0,0,0,1,0,0,1,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,48,48,125000.0,11.736069016284437 2670,902456015,1020.0,6.927557906278317,0.0,0.0,2,Fa,No,0,0,TA,1020.0,0.0,0.0,Unf,Unf,FuseP,105.0,NA,NA,0,1,Typ,0.0,0,NA,NA,NA,1020.0,6.927557906278317,0,1,Fa,Gtl,4761.0,13.322216261602419,Reg,0.0,0.0,0.0,10,0.0,3,3,N,0.0,NA,0.0,5,1.0,1020.0,105.0,2040.0,17.95599057784113,AllPub,0.0,0,0,1,0,0,1,0,0,0,1,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,1,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,1,88,56,64500.0,11.074420502783864 diff --git a/poetry.lock b/poetry.lock index 92a06fd..3bf28af 100644 --- a/poetry.lock +++ b/poetry.lock @@ -1,86 +1,134 @@ [[package]] -category = "dev" -description = "A small Python module for determining appropriate platform-specific dirs, e.g. a \"user data dir\"." -name = "appdirs" -optional = false -python-versions = "*" -version = "1.4.4" - -[[package]] +name = "anyio" +version = "3.1.0" +description = "High level compatibility layer for multiple asynchronous event loop implementations" category = "main" -description = "Disable App Nap on OS X 10.9" -marker = "sys_platform == \"darwin\" or platform_system == \"Darwin\"" -name = "appnope" optional = false -python-versions = "*" -version = "0.1.0" - -[[package]] -category = "dev" -description = "An abstract syntax tree for Python with inference support." -name = "astroid" -optional = false -python-versions = ">=3.5" -version = "2.4.2" +python-versions = ">=3.6.2" [package.dependencies] -lazy-object-proxy = ">=1.4.0,<1.5.0" -six = ">=1.12,<2.0" -wrapt = ">=1.11,<2.0" - -[package.dependencies.typed-ast] -python = "<3.8" -version = ">=1.4.0,<1.5" - -[[package]] -category = "main" -description = "Classes Without Boilerplate" -name = "attrs" -optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" -version = "19.3.0" +idna = ">=2.8" +sniffio = ">=1.1" [package.extras] -azure-pipelines = ["coverage", "hypothesis", "pympler", "pytest (>=4.3.0)", "six", "zope.interface", "pytest-azurepipelines"] -dev = ["coverage", "hypothesis", "pympler", "pytest (>=4.3.0)", "six", "zope.interface", "sphinx", "pre-commit"] -docs = ["sphinx", "zope.interface"] -tests = ["coverage", "hypothesis", "pympler", "pytest (>=4.3.0)", "six", "zope.interface"] +doc = ["sphinx-rtd-theme", "sphinx-autodoc-typehints (>=1.2.0)"] +test = ["coverage[toml] (>=4.5)", "hypothesis (>=4.0)", "pytest (>=6.0)", "pytest-mock (>=3.6.1)", "trustme", "uvloop (<0.15)", "mock (>=4)", "uvloop (>=0.15)"] +trio = ["trio (>=0.16)"] [[package]] -category = "main" -description = "Specifications for callback functions passed in to an API" -name = "backcall" +name = "appdirs" +version = "1.4.4" +description = "A small Python module for determining appropriate platform-specific dirs, e.g. a \"user data dir\"." +category = "dev" optional = false python-versions = "*" -version = "0.2.0" [[package]] -category = "dev" -description = "The uncompromising code formatter." -name = "black" +name = "appnope" +version = "0.1.2" +description = "Disable App Nap on macOS >= 10.9" +category = "main" optional = false -python-versions = ">=3.6" -version = "19.10b0" +python-versions = "*" + +[[package]] +name = "argon2-cffi" +version = "20.1.0" +description = "The secure Argon2 password hashing algorithm." +category = "main" +optional = false +python-versions = "*" + +[package.dependencies] +cffi = ">=1.0.0" +six = "*" + +[package.extras] +dev = ["coverage[toml] (>=5.0.2)", "hypothesis", "pytest", "sphinx", "wheel", "pre-commit"] +docs = ["sphinx"] +tests = ["coverage[toml] (>=5.0.2)", "hypothesis", "pytest"] + +[[package]] +name = "astroid" +version = "2.5.6" +description = "An abstract syntax tree for Python with inference support." +category = "dev" +optional = false +python-versions = "~=3.6" + +[package.dependencies] +lazy-object-proxy = ">=1.4.0" +wrapt = ">=1.11,<1.13" + +[[package]] +name = "async-generator" +version = "1.10" +description = "Async generators and context managers for Python 3.5+" +category = "main" +optional = false +python-versions = ">=3.5" + +[[package]] +name = "attrs" +version = "21.2.0" +description = "Classes Without Boilerplate" +category = "main" +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" + +[package.extras] +dev = ["coverage[toml] (>=5.0.2)", "hypothesis", "pympler", "pytest (>=4.3.0)", "six", "mypy", "pytest-mypy-plugins", "zope.interface", "furo", "sphinx", "sphinx-notfound-page", "pre-commit"] +docs = ["furo", "sphinx", "zope.interface", "sphinx-notfound-page"] +tests = ["coverage[toml] (>=5.0.2)", "hypothesis", "pympler", "pytest (>=4.3.0)", "six", "mypy", "pytest-mypy-plugins", "zope.interface"] +tests_no_zope = ["coverage[toml] (>=5.0.2)", "hypothesis", "pympler", "pytest (>=4.3.0)", "six", "mypy", "pytest-mypy-plugins"] + +[[package]] +name = "babel" +version = "2.9.1" +description = "Internationalization utilities" +category = "main" +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" + +[package.dependencies] +pytz = ">=2015.7" + +[[package]] +name = "backcall" +version = "0.2.0" +description = "Specifications for callback functions passed in to an API" +category = "main" +optional = false +python-versions = "*" + +[[package]] +name = "black" +version = "21.5b1" +description = "The uncompromising code formatter." +category = "dev" +optional = false +python-versions = ">=3.6.2" [package.dependencies] appdirs = "*" -attrs = ">=18.1.0" -click = ">=6.5" -pathspec = ">=0.6,<1" -regex = "*" -toml = ">=0.9.4" -typed-ast = ">=1.4.0" +click = ">=7.1.2" +mypy-extensions = ">=0.4.3" +pathspec = ">=0.8.1,<1" +regex = ">=2020.1.8" +toml = ">=0.10.1" [package.extras] -d = ["aiohttp (>=3.3.2)", "aiohttp-cors"] +colorama = ["colorama (>=0.4.3)"] +d = ["aiohttp (>=3.6.0)", "aiohttp-cors"] +python2 = ["typed-ast (>=1.4.2)"] [[package]] -category = "main" -description = "An easy safelist-based HTML-sanitizing tool." name = "bleach" +version = "3.3.0" +description = "An easy safelist-based HTML-sanitizing tool." +category = "main" optional = false python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "3.1.5" [package.dependencies] packaging = "*" @@ -88,138 +136,135 @@ six = ">=1.9.0" webencodings = "*" [[package]] -category = "main" -description = "Python package for providing Mozilla's CA Bundle." name = "certifi" +version = "2020.12.5" +description = "Python package for providing Mozilla's CA Bundle." +category = "main" optional = false python-versions = "*" -version = "2020.6.20" [[package]] +name = "cffi" +version = "1.14.5" +description = "Foreign Function Interface for Python calling C code." category = "main" -description = "Universal encoding detector for Python 2 and 3" +optional = false +python-versions = "*" + +[package.dependencies] +pycparser = "*" + +[[package]] name = "chardet" +version = "4.0.0" +description = "Universal encoding detector for Python 2 and 3" +category = "main" optional = false -python-versions = "*" -version = "3.0.4" +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" [[package]] -category = "dev" -description = "Composable command line interface toolkit" name = "click" +version = "8.0.1" +description = "Composable command line interface toolkit" +category = "dev" optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "7.1.2" +python-versions = ">=3.6" + +[package.dependencies] +colorama = {version = "*", markers = "platform_system == \"Windows\""} [[package]] -category = "main" -description = "Cross-platform colored terminal text." -marker = "sys_platform == \"win32\"" name = "colorama" +version = "0.4.4" +description = "Cross-platform colored terminal text." +category = "main" optional = false python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "0.4.3" [[package]] -category = "main" -description = "Composable style cycles" name = "cycler" +version = "0.10.0" +description = "Composable style cycles" +category = "main" optional = false python-versions = "*" -version = "0.10.0" [package.dependencies] six = "*" [[package]] -category = "main" -description = "Decorators for Humans" name = "decorator" -optional = false -python-versions = ">=2.6, !=3.0.*, !=3.1.*" -version = "4.4.2" - -[[package]] +version = "5.0.9" +description = "Decorators for Humans" +category = "main" +optional = false +python-versions = ">=3.5" + +[[package]] +name = "defusedxml" +version = "0.7.1" +description = "XML bomb protection for Python stdlib modules" +category = "main" +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" + +[[package]] +name = "entrypoints" +version = "0.3" +description = "Discover and load entry points from installed packages." +category = "main" +optional = false +python-versions = ">=2.7" + +[[package]] +name = "idna" +version = "2.10" +description = "Internationalized Domain Names in Applications (IDNA)" +category = "main" +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" + +[[package]] +name = "ipykernel" +version = "5.5.5" +description = "IPython Kernel for Jupyter" category = "main" -description = "XML bomb protection for Python stdlib modules" -name = "defusedxml" -optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "0.6.0" - -[[package]] -category = "main" -description = "Discover and load entry points from installed packages." -name = "entrypoints" -optional = false -python-versions = ">=2.7" -version = "0.3" - -[[package]] -category = "main" -description = "Internationalized Domain Names in Applications (IDNA)" -name = "idna" -optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" -version = "2.10" - -[[package]] -category = "main" -description = "Read metadata from Python packages" -marker = "python_version < \"3.8\"" -name = "importlib-metadata" -optional = false -python-versions = "!=3.0.*,!=3.1.*,!=3.2.*,!=3.3.*,!=3.4.*,>=2.7" -version = "1.7.0" - -[package.dependencies] -zipp = ">=0.5" - -[package.extras] -docs = ["sphinx", "rst.linker"] -testing = ["packaging", "pep517", "importlib-resources (>=1.3)"] - -[[package]] -category = "main" -description = "IPython Kernel for Jupyter" -name = "ipykernel" optional = false python-versions = ">=3.5" -version = "5.3.0" [package.dependencies] -appnope = "*" +appnope = {version = "*", markers = "platform_system == \"Darwin\""} ipython = ">=5.0.0" jupyter-client = "*" tornado = ">=4.2" traitlets = ">=4.1.0" [package.extras] -test = ["pytest (!=5.3.4)", "pytest-cov", "flaky", "nose"] +test = ["pytest (!=5.3.4)", "pytest-cov", "flaky", "nose", "jedi (<=0.17.2)"] [[package]] -category = "main" -description = "IPython: Productive Interactive Computing" name = "ipython" +version = "7.23.1" +description = "IPython: Productive Interactive Computing" +category = "main" optional = false -python-versions = ">=3.6" -version = "7.16.1" +python-versions = ">=3.7" [package.dependencies] -appnope = "*" +appnope = {version = "*", markers = "sys_platform == \"darwin\""} backcall = "*" -colorama = "*" +colorama = {version = "*", markers = "sys_platform == \"win32\""} decorator = "*" -jedi = ">=0.10" -pexpect = "*" +jedi = ">=0.16" +matplotlib-inline = "*" +pexpect = {version = ">4.3", markers = "sys_platform != \"win32\""} pickleshare = "*" prompt-toolkit = ">=2.0.0,<3.0.0 || >3.0.0,<3.0.1 || >3.0.1,<3.1.0" pygments = "*" -setuptools = ">=18.5" traitlets = ">=4.2" [package.extras] -all = ["Sphinx (>=1.3)", "ipykernel", "ipyparallel", "ipywidgets", "nbconvert", "nbformat", "nose (>=0.10.1)", "notebook", "numpy (>=1.14)", "pygments", "qtconsole", "requests", "testpath"] +all = ["Sphinx (>=1.3)", "ipykernel", "ipyparallel", "ipywidgets", "nbconvert", "nbformat", "nose (>=0.10.1)", "notebook", "numpy (>=1.16)", "pygments", "qtconsole", "requests", "testpath"] doc = ["Sphinx (>=1.3)"] kernel = ["ipykernel"] nbconvert = ["nbconvert"] @@ -227,220 +272,272 @@ nbformat = ["nbformat"] notebook = ["notebook", "ipywidgets"] parallel = ["ipyparallel"] qtconsole = ["qtconsole"] -test = ["nose (>=0.10.1)", "requests", "testpath", "pygments", "nbformat", "ipykernel", "numpy (>=1.14)"] +test = ["nose (>=0.10.1)", "requests", "testpath", "pygments", "nbformat", "ipykernel", "numpy (>=1.16)"] [[package]] -category = "main" -description = "Vestigial utilities from IPython" name = "ipython-genutils" +version = "0.2.0" +description = "Vestigial utilities from IPython" +category = "main" optional = false python-versions = "*" -version = "0.2.0" [[package]] -category = "dev" -description = "A Python utility / library to sort Python imports." name = "isort" +version = "5.8.0" +description = "A Python utility / library to sort Python imports." +category = "dev" optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" -version = "4.3.21" +python-versions = ">=3.6,<4.0" [package.extras] -pipfile = ["pipreqs", "requirementslib"] -pyproject = ["toml"] -requirements = ["pipreqs", "pip-api"] -xdg_home = ["appdirs (>=1.4.0)"] +pipfile_deprecated_finder = ["pipreqs", "requirementslib"] +requirements_deprecated_finder = ["pipreqs", "pip-api"] +colors = ["colorama (>=0.4.3,<0.5.0)"] [[package]] -category = "main" -description = "An autocompletion tool for Python that can be used for text editors." name = "jedi" -optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "0.17.1" - -[package.dependencies] -parso = ">=0.7.0,<0.8.0" - -[package.extras] -qa = ["flake8 (3.7.9)"] -testing = ["Django (<3.1)", "colorama", "docopt", "pytest (>=3.9.0,<5.0.0)"] - -[[package]] +version = "0.18.0" +description = "An autocompletion tool for Python that can be used for text editors." category = "main" -description = "A very fast and expressive template engine." -name = "jinja2" -optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "2.11.2" - -[package.dependencies] -MarkupSafe = ">=0.23" - -[package.extras] -i18n = ["Babel (>=0.8)"] - -[[package]] -category = "main" -description = "Lightweight pipelining: using Python functions as pipeline jobs." -name = "joblib" optional = false python-versions = ">=3.6" -version = "0.15.1" + +[package.dependencies] +parso = ">=0.8.0,<0.9.0" + +[package.extras] +qa = ["flake8 (==3.8.3)", "mypy (==0.782)"] +testing = ["Django (<3.1)", "colorama", "docopt", "pytest (<6.0.0)"] [[package]] +name = "jinja2" +version = "3.0.1" +description = "A very fast and expressive template engine." category = "main" -description = "A Python implementation of the JSON5 data format." +optional = false +python-versions = ">=3.6" + +[package.dependencies] +MarkupSafe = ">=2.0" + +[package.extras] +i18n = ["Babel (>=2.7)"] + +[[package]] +name = "joblib" +version = "1.0.1" +description = "Lightweight pipelining with Python functions" +category = "main" +optional = false +python-versions = ">=3.6" + +[[package]] name = "json5" +version = "0.9.5" +description = "A Python implementation of the JSON5 data format." +category = "main" optional = false python-versions = "*" -version = "0.9.5" [package.extras] dev = ["hypothesis"] [[package]] -category = "main" -description = "An implementation of JSON Schema validation for Python" name = "jsonschema" +version = "3.2.0" +description = "An implementation of JSON Schema validation for Python" +category = "main" optional = false python-versions = "*" -version = "3.2.0" [package.dependencies] attrs = ">=17.4.0" pyrsistent = ">=0.14.0" -setuptools = "*" six = ">=1.11.0" -[package.dependencies.importlib-metadata] -python = "<3.8" -version = "*" - [package.extras] format = ["idna", "jsonpointer (>1.13)", "rfc3987", "strict-rfc3339", "webcolors"] format_nongpl = ["idna", "jsonpointer (>1.13)", "webcolors", "rfc3986-validator (>0.1.0)", "rfc3339-validator"] [[package]] -category = "main" -description = "Jupyter protocol implementation and client libraries" name = "jupyter-client" +version = "6.2.0" +description = "Jupyter protocol implementation and client libraries" +category = "main" optional = false -python-versions = ">=3.5" -version = "6.1.3" +python-versions = ">=3.6.1" [package.dependencies] jupyter-core = ">=4.6.0" +nest-asyncio = ">=1.5" python-dateutil = ">=2.1" pyzmq = ">=13" tornado = ">=4.1" traitlets = "*" [package.extras] -test = ["ipykernel", "ipython", "mock", "pytest"] +doc = ["sphinx (>=1.3.6)", "sphinx-rtd-theme", "sphinxcontrib-github-alt"] +test = ["async-generator", "ipykernel", "ipython", "mock", "pytest-asyncio", "pytest-timeout", "pytest", "mypy", "pre-commit", "jedi (<0.18)"] [[package]] -category = "main" -description = "Jupyter core package. A base package on which Jupyter projects rely." name = "jupyter-core" +version = "4.7.1" +description = "Jupyter core package. A base package on which Jupyter projects rely." +category = "main" optional = false -python-versions = "!=3.0,!=3.1,!=3.2,!=3.3,!=3.4,>=2.7" -version = "4.6.3" +python-versions = ">=3.6" [package.dependencies] -pywin32 = ">=1.0" +pywin32 = {version = ">=1.0", markers = "sys_platform == \"win32\""} traitlets = "*" [[package]] +name = "jupyter-server" +version = "1.8.0" +description = "The backend—i.e. core services, APIs, and REST endpoints—to Jupyter web applications." category = "main" -description = "The JupyterLab notebook server extension." -name = "jupyterlab" optional = false -python-versions = ">=3.5" -version = "2.1.5" +python-versions = ">=3.6" [package.dependencies] -jinja2 = ">=2.10" -jupyterlab-server = ">=1.1.0,<2.0" -notebook = ">=4.3.1" -tornado = "<6.0.0 || >6.0.0,<6.0.1 || >6.0.1,<6.0.2 || >6.0.2" +anyio = ">=3.1.0,<4" +argon2-cffi = "*" +ipython-genutils = "*" +jinja2 = "*" +jupyter-client = ">=6.1.1" +jupyter-core = ">=4.6.0" +nbconvert = "*" +nbformat = "*" +prometheus-client = "*" +pyzmq = ">=17" +Send2Trash = "*" +terminado = ">=0.8.3" +tornado = ">=6.1.0" +traitlets = ">=4.2.1" +websocket-client = "*" [package.extras] -docs = ["sphinx", "recommonmark", "sphinx-rtd-theme", "sphinx-copybutton"] -test = ["pytest", "pytest-check-links", "requests", "wheel", "virtualenv"] +test = ["coverage", "pytest", "pytest-cov", "pytest-mock", "requests", "pytest-tornasync", "pytest-console-scripts", "ipykernel"] [[package]] +name = "jupyterlab" +version = "3.0.16" +description = "JupyterLab computational environment" category = "main" -description = "JupyterLab Server" -name = "jupyterlab-server" optional = false -python-versions = ">=3.5" -version = "1.1.5" +python-versions = ">=3.6" [package.dependencies] +ipython = "*" +jinja2 = ">=2.1" +jupyter-core = "*" +jupyter-server = ">=1.4,<2.0" +jupyterlab-server = ">=2.3,<3.0" +nbclassic = ">=0.2,<1.0" +packaging = "*" +tornado = ">=6.1.0" + +[package.extras] +test = ["coverage", "pytest (>=6.0)", "pytest-cov", "pytest-console-scripts", "pytest-check-links (>=0.5)", "jupyterlab-server[test] (>=2.2,<3.0)", "requests", "requests-cache", "virtualenv", "check-manifest"] + +[[package]] +name = "jupyterlab-pygments" +version = "0.1.2" +description = "Pygments theme using JupyterLab CSS variables" +category = "main" +optional = false +python-versions = "*" + +[package.dependencies] +pygments = ">=2.4.1,<3" + +[[package]] +name = "jupyterlab-server" +version = "2.5.2" +description = "A set of server components for JupyterLab and JupyterLab like applications ." +category = "main" +optional = false +python-versions = ">=3.6" + +[package.dependencies] +babel = "*" jinja2 = ">=2.10" json5 = "*" jsonschema = ">=3.0.1" -notebook = ">=4.2.0" +jupyter-server = ">=1.4,<2.0" +packaging = "*" requests = "*" [package.extras] -test = ["pytest", "requests"] +test = ["codecov", "ipykernel", "pytest (>=5.3.2)", "pytest-cov", "jupyter-server", "openapi-core (>=0.13.8,<0.14.0)", "pytest-console-scripts", "strict-rfc3339", "ruamel.yaml", "wheel"] [[package]] -category = "main" -description = "A fast implementation of the Cassowary constraint solver" name = "kiwisolver" +version = "1.3.1" +description = "A fast implementation of the Cassowary constraint solver" +category = "main" optional = false python-versions = ">=3.6" -version = "1.2.0" [[package]] -category = "dev" -description = "A fast and thorough lazy object proxy." name = "lazy-object-proxy" +version = "1.6.0" +description = "A fast and thorough lazy object proxy." +category = "dev" optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" -version = "1.4.3" +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*, !=3.5.*" [[package]] -category = "main" -description = "Safely add untrusted strings to HTML/XML markup." name = "markupsafe" -optional = false -python-versions = ">=2.7,!=3.0.*,!=3.1.*,!=3.2.*,!=3.3.*" -version = "1.1.1" - -[[package]] +version = "2.0.1" +description = "Safely add untrusted strings to HTML/XML markup." category = "main" -description = "Python plotting package" -name = "matplotlib" optional = false python-versions = ">=3.6" -version = "3.2.2" + +[[package]] +name = "matplotlib" +version = "3.4.2" +description = "Python plotting package" +category = "main" +optional = false +python-versions = ">=3.7" [package.dependencies] cycler = ">=0.10" kiwisolver = ">=1.0.1" -numpy = ">=1.11" -pyparsing = ">=2.0.1,<2.0.4 || >2.0.4,<2.1.2 || >2.1.2,<2.1.6 || >2.1.6" -python-dateutil = ">=2.1" - -[[package]] -category = "dev" -description = "McCabe checker, plugin for flake8" -name = "mccabe" -optional = false -python-versions = "*" -version = "0.6.1" +numpy = ">=1.16" +pillow = ">=6.2.0" +pyparsing = ">=2.2.1" +python-dateutil = ">=2.7" [[package]] +name = "matplotlib-inline" +version = "0.1.2" +description = "Inline Matplotlib backend for Jupyter" category = "main" -description = "Missing data visualization module for Python." -name = "missingno" +optional = false +python-versions = ">=3.5" + +[package.dependencies] +traitlets = "*" + +[[package]] +name = "mccabe" +version = "0.6.1" +description = "McCabe checker, plugin for flake8" +category = "dev" optional = false python-versions = "*" + +[[package]] +name = "missingno" version = "0.4.2" +description = "Missing data visualization module for Python." +category = "main" +optional = false +python-versions = "*" [package.dependencies] matplotlib = "*" @@ -452,20 +549,63 @@ seaborn = "*" tests = ["pytest", "pytest-mpl"] [[package]] -category = "main" -description = "The fastest markdown parser in pure Python" name = "mistune" +version = "0.8.4" +description = "The fastest markdown parser in pure Python" +category = "main" optional = false python-versions = "*" -version = "0.8.4" [[package]] -category = "main" -description = "Converting Jupyter Notebooks" -name = "nbconvert" +name = "mypy-extensions" +version = "0.4.3" +description = "Experimental type system extensions for programs checked with the mypy typechecker." +category = "dev" optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "5.6.1" +python-versions = "*" + +[[package]] +name = "nbclassic" +version = "0.3.1" +description = "Jupyter Notebook as a Jupyter Server Extension." +category = "main" +optional = false +python-versions = ">=3.6" + +[package.dependencies] +jupyter-server = ">=1.8,<2.0" +notebook = "<7" + +[package.extras] +test = ["pytest", "pytest-tornasync", "pytest-console-scripts"] + +[[package]] +name = "nbclient" +version = "0.5.3" +description = "A client library for executing notebooks. Formerly nbconvert's ExecutePreprocessor." +category = "main" +optional = false +python-versions = ">=3.6.1" + +[package.dependencies] +async-generator = "*" +jupyter-client = ">=6.1.5" +nbformat = ">=5.0" +nest-asyncio = "*" +traitlets = ">=4.2" + +[package.extras] +dev = ["codecov", "coverage", "ipython", "ipykernel", "ipywidgets", "pytest (>=4.1)", "pytest-cov (>=2.6.1)", "check-manifest", "flake8", "mypy", "tox", "bumpversion", "xmltodict", "pip (>=18.1)", "wheel (>=0.31.0)", "setuptools (>=38.6.0)", "twine (>=1.11.0)", "black"] +sphinx = ["Sphinx (>=1.7)", "sphinx-book-theme", "mock", "moto", "myst-parser"] +test = ["codecov", "coverage", "ipython", "ipykernel", "ipywidgets", "pytest (>=4.1)", "pytest-cov (>=2.6.1)", "check-manifest", "flake8", "mypy", "tox", "bumpversion", "xmltodict", "pip (>=18.1)", "wheel (>=0.31.0)", "setuptools (>=38.6.0)", "twine (>=1.11.0)", "black"] + +[[package]] +name = "nbconvert" +version = "6.0.7" +description = "Converting Jupyter Notebooks" +category = "main" +optional = false +python-versions = ">=3.6" [package.dependencies] bleach = "*" @@ -473,27 +613,29 @@ defusedxml = "*" entrypoints = ">=0.2.2" jinja2 = ">=2.4" jupyter-core = "*" +jupyterlab-pygments = "*" mistune = ">=0.8.1,<2" +nbclient = ">=0.5.0,<0.6.0" nbformat = ">=4.4" pandocfilters = ">=1.4.1" -pygments = "*" +pygments = ">=2.4.1" testpath = "*" traitlets = ">=4.2" [package.extras] -all = ["pytest", "pytest-cov", "ipykernel", "jupyter-client (>=5.3.1)", "ipywidgets (>=7)", "pebble", "tornado (>=4.0)", "sphinx (>=1.5.1)", "sphinx-rtd-theme", "nbsphinx (>=0.2.12)", "sphinxcontrib-github-alt", "ipython", "mock"] -docs = ["sphinx (>=1.5.1)", "sphinx-rtd-theme", "nbsphinx (>=0.2.12)", "sphinxcontrib-github-alt", "ipython", "jupyter-client (>=5.3.1)"] -execute = ["jupyter-client (>=5.3.1)"] +all = ["pytest", "pytest-cov", "pytest-dependency", "ipykernel", "ipywidgets (>=7)", "pyppeteer (==0.2.2)", "tornado (>=4.0)", "sphinx (>=1.5.1)", "sphinx-rtd-theme", "nbsphinx (>=0.2.12)", "ipython"] +docs = ["sphinx (>=1.5.1)", "sphinx-rtd-theme", "nbsphinx (>=0.2.12)", "ipython"] serve = ["tornado (>=4.0)"] -test = ["pytest", "pytest-cov", "ipykernel", "jupyter-client (>=5.3.1)", "ipywidgets (>=7)", "pebble", "mock"] +test = ["pytest", "pytest-cov", "pytest-dependency", "ipykernel", "ipywidgets (>=7)", "pyppeteer (==0.2.2)"] +webpdf = ["pyppeteer (==0.2.2)"] [[package]] -category = "main" -description = "The Jupyter Notebook format" name = "nbformat" +version = "5.1.3" +description = "The Jupyter Notebook format" +category = "main" optional = false python-versions = ">=3.5" -version = "5.0.7" [package.dependencies] ipython-genutils = "*" @@ -502,18 +644,27 @@ jupyter-core = "*" traitlets = ">=4.1" [package.extras] -test = ["pytest", "pytest-cov", "testpath"] +fast = ["fastjsonschema"] +test = ["check-manifest", "fastjsonschema", "testpath", "pytest", "pytest-cov"] [[package]] +name = "nest-asyncio" +version = "1.5.1" +description = "Patch asyncio to allow nested event loops" category = "main" -description = "A web-based notebook environment for interactive computing" -name = "notebook" optional = false python-versions = ">=3.5" -version = "6.0.3" + +[[package]] +name = "notebook" +version = "6.4.0" +description = "A web-based notebook environment for interactive computing" +category = "main" +optional = false +python-versions = ">=3.6" [package.dependencies] -Send2Trash = "*" +argon2-cffi = "*" ipykernel = "*" ipython-genutils = "*" jinja2 = "*" @@ -523,259 +674,283 @@ nbconvert = "*" nbformat = "*" prometheus-client = "*" pyzmq = ">=17" -terminado = ">=0.8.1" -tornado = ">=5.0" +Send2Trash = ">=1.5.0" +terminado = ">=0.8.3" +tornado = ">=6.1" traitlets = ">=4.2.1" [package.extras] -test = ["nose", "coverage", "requests", "nose-warnings-filters", "nbval", "nose-exclude", "selenium", "pytest", "pytest-cov", "nose-exclude"] +docs = ["sphinx", "nbsphinx", "sphinxcontrib-github-alt", "sphinx-rtd-theme", "myst-parser"] +json-logging = ["json-logging"] +test = ["pytest", "coverage", "requests", "nbval", "selenium", "pytest-cov", "requests-unixsocket"] [[package]] -category = "main" -description = "NumPy is the fundamental package for array computing with Python." name = "numpy" +version = "1.20.3" +description = "NumPy is the fundamental package for array computing with Python." +category = "main" optional = false -python-versions = ">=3.6" -version = "1.19.0" +python-versions = ">=3.7" [[package]] -category = "main" -description = "Core utilities for Python packages" name = "packaging" +version = "20.9" +description = "Core utilities for Python packages" +category = "main" optional = false python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" -version = "20.4" [package.dependencies] pyparsing = ">=2.0.2" -six = "*" [[package]] -category = "main" -description = "Powerful data structures for data analysis, time series, and statistics" name = "pandas" +version = "1.2.4" +description = "Powerful data structures for data analysis, time series, and statistics" +category = "main" optional = false -python-versions = ">=3.6.1" -version = "1.0.5" +python-versions = ">=3.7.1" [package.dependencies] -numpy = ">=1.13.3" -python-dateutil = ">=2.6.1" -pytz = ">=2017.2" +numpy = ">=1.16.5" +python-dateutil = ">=2.7.3" +pytz = ">=2017.3" [package.extras] -test = ["pytest (>=4.0.2)", "pytest-xdist", "hypothesis (>=3.58)"] +test = ["pytest (>=5.0.1)", "pytest-xdist", "hypothesis (>=3.58)"] [[package]] -category = "main" -description = "Utilities for writing pandoc filters in python" name = "pandocfilters" -optional = false -python-versions = "*" -version = "1.4.2" - -[[package]] +version = "1.4.3" +description = "Utilities for writing pandoc filters in python" category = "main" -description = "A Python Parser" -name = "parso" optional = false python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" -version = "0.7.0" + +[[package]] +name = "parso" +version = "0.8.2" +description = "A Python Parser" +category = "main" +optional = false +python-versions = ">=3.6" [package.extras] -testing = ["docopt", "pytest (>=3.0.7)"] +qa = ["flake8 (==3.8.3)", "mypy (==0.782)"] +testing = ["docopt", "pytest (<6.0.0)"] [[package]] -category = "dev" -description = "Utility library for gitignore style pattern matching of file paths." name = "pathspec" +version = "0.8.1" +description = "Utility library for gitignore style pattern matching of file paths." +category = "dev" optional = false python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "0.8.0" [[package]] -category = "main" -description = "A Python package for describing statistical models and for building design matrices." name = "patsy" +version = "0.5.1" +description = "A Python package for describing statistical models and for building design matrices." +category = "main" optional = false python-versions = "*" -version = "0.5.1" [package.dependencies] numpy = ">=1.4" six = "*" [[package]] -category = "main" -description = "Pexpect allows easy control of interactive console applications." -marker = "sys_platform != \"win32\"" name = "pexpect" +version = "4.8.0" +description = "Pexpect allows easy control of interactive console applications." +category = "main" optional = false python-versions = "*" -version = "4.8.0" [package.dependencies] ptyprocess = ">=0.5" [[package]] -category = "main" -description = "Tiny 'shelve'-like database with concurrency support" name = "pickleshare" +version = "0.7.5" +description = "Tiny 'shelve'-like database with concurrency support" +category = "main" optional = false python-versions = "*" -version = "0.7.5" [[package]] +name = "pillow" +version = "8.2.0" +description = "Python Imaging Library (Fork)" category = "main" -description = "Python client for the Prometheus monitoring system." -name = "prometheus-client" optional = false -python-versions = "*" -version = "0.8.0" +python-versions = ">=3.6" + +[[package]] +name = "prometheus-client" +version = "0.10.1" +description = "Python client for the Prometheus monitoring system." +category = "main" +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" [package.extras] twisted = ["twisted"] [[package]] -category = "main" -description = "Library for building powerful interactive command lines in Python" name = "prompt-toolkit" +version = "3.0.18" +description = "Library for building powerful interactive command lines in Python" +category = "main" optional = false python-versions = ">=3.6.1" -version = "3.0.5" [package.dependencies] wcwidth = "*" [[package]] -category = "main" -description = "Run a subprocess in a pseudo terminal" -marker = "sys_platform != \"win32\" or os_name != \"nt\"" name = "ptyprocess" +version = "0.7.0" +description = "Run a subprocess in a pseudo terminal" +category = "main" optional = false python-versions = "*" -version = "0.6.0" [[package]] +name = "py" +version = "1.10.0" +description = "library with cross-python path, ini-parsing, io, code, log facilities" category = "main" -description = "Pygments is a syntax highlighting package written in Python." +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" + +[[package]] +name = "pycparser" +version = "2.20" +description = "C parser in Python" +category = "main" +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" + +[[package]] name = "pygments" +version = "2.9.0" +description = "Pygments is a syntax highlighting package written in Python." +category = "main" optional = false python-versions = ">=3.5" -version = "2.6.1" [[package]] -category = "dev" -description = "python code static checker" name = "pylint" +version = "2.8.2" +description = "python code static checker" +category = "dev" optional = false -python-versions = ">=3.5.*" -version = "2.5.3" +python-versions = "~=3.6" [package.dependencies] -astroid = ">=2.4.0,<=2.5" -colorama = "*" -isort = ">=4.2.5,<5" +astroid = ">=2.5.6,<2.7" +colorama = {version = "*", markers = "sys_platform == \"win32\""} +isort = ">=4.2.5,<6" mccabe = ">=0.6,<0.7" toml = ">=0.7.1" [[package]] -category = "main" -description = "Python parsing module" name = "pyparsing" +version = "2.4.7" +description = "Python parsing module" +category = "main" optional = false python-versions = ">=2.6, !=3.0.*, !=3.1.*, !=3.2.*" -version = "2.4.7" [[package]] -category = "main" -description = "Persistent/Functional/Immutable data structures" name = "pyrsistent" +version = "0.17.3" +description = "Persistent/Functional/Immutable data structures" +category = "main" optional = false -python-versions = "*" -version = "0.16.0" - -[package.dependencies] -six = "*" +python-versions = ">=3.5" [[package]] -category = "main" -description = "Extensions to the standard Python datetime module" name = "python-dateutil" +version = "2.8.1" +description = "Extensions to the standard Python datetime module" +category = "main" optional = false python-versions = "!=3.0.*,!=3.1.*,!=3.2.*,>=2.7" -version = "2.8.1" [package.dependencies] six = ">=1.5" [[package]] -category = "main" -description = "World timezone definitions, modern and historical" name = "pytz" +version = "2021.1" +description = "World timezone definitions, modern and historical" +category = "main" optional = false python-versions = "*" -version = "2020.1" [[package]] -category = "main" -description = "Python for Window Extensions" -marker = "sys_platform == \"win32\"" name = "pywin32" +version = "300" +description = "Python for Window Extensions" +category = "main" optional = false python-versions = "*" -version = "228" [[package]] -category = "main" -description = "Python bindings for the winpty library" -marker = "os_name == \"nt\"" name = "pywinpty" +version = "1.1.1" +description = "Pseudo terminal support for Windows from Python." +category = "main" optional = false -python-versions = "*" -version = "0.5.7" +python-versions = ">=3.6" [[package]] -category = "main" -description = "Python bindings for 0MQ" name = "pyzmq" +version = "22.0.3" +description = "Python bindings for 0MQ" +category = "main" optional = false -python-versions = ">=2.7,!=3.0.*,!=3.1.*,!=3.2.*" -version = "19.0.1" +python-versions = ">=3.6" + +[package.dependencies] +cffi = {version = "*", markers = "implementation_name == \"pypy\""} +py = {version = "*", markers = "implementation_name == \"pypy\""} [[package]] -category = "dev" -description = "Alternative regular expression module, to replace re." name = "regex" +version = "2021.4.4" +description = "Alternative regular expression module, to replace re." +category = "dev" optional = false python-versions = "*" -version = "2020.6.8" [[package]] -category = "main" -description = "Python HTTP for Humans." name = "requests" +version = "2.25.1" +description = "Python HTTP for Humans." +category = "main" optional = false python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" -version = "2.24.0" [package.dependencies] certifi = ">=2017.4.17" -chardet = ">=3.0.2,<4" +chardet = ">=3.0.2,<5" idna = ">=2.5,<3" -urllib3 = ">=1.21.1,<1.25.0 || >1.25.0,<1.25.1 || >1.25.1,<1.26" +urllib3 = ">=1.21.1,<1.27" [package.extras] security = ["pyOpenSSL (>=0.14)", "cryptography (>=1.3.4)"] -socks = ["PySocks (>=1.5.6,<1.5.7 || >1.5.7)", "win-inet-pton"] +socks = ["PySocks (>=1.5.6,!=1.5.7)", "win-inet-pton"] [[package]] -category = "main" -description = "A set of python modules for machine learning and data mining" name = "scikit-learn" +version = "0.24.2" +description = "A set of python modules for machine learning and data mining" +category = "main" optional = false python-versions = ">=3.6" -version = "0.23.1" [package.dependencies] joblib = ">=0.11" @@ -784,73 +959,73 @@ scipy = ">=0.19.1" threadpoolctl = ">=2.0.0" [package.extras] -alldeps = ["numpy (>=1.13.3)", "scipy (>=0.19.1)"] +benchmark = ["matplotlib (>=2.1.1)", "pandas (>=0.25.0)", "memory-profiler (>=0.57.0)"] +docs = ["matplotlib (>=2.1.1)", "scikit-image (>=0.13)", "pandas (>=0.25.0)", "seaborn (>=0.9.0)", "memory-profiler (>=0.57.0)", "sphinx (>=3.2.0)", "sphinx-gallery (>=0.7.0)", "numpydoc (>=1.0.0)", "Pillow (>=7.1.2)", "sphinx-prompt (>=1.3.0)"] +examples = ["matplotlib (>=2.1.1)", "scikit-image (>=0.13)", "pandas (>=0.25.0)", "seaborn (>=0.9.0)"] +tests = ["matplotlib (>=2.1.1)", "scikit-image (>=0.13)", "pandas (>=0.25.0)", "pytest (>=5.0.1)", "pytest-cov (>=2.9.0)", "flake8 (>=3.8.2)", "mypy (>=0.770)", "pyamg (>=4.0.0)"] [[package]] -category = "main" -description = "SciPy: Scientific Library for Python" name = "scipy" +version = "1.6.1" +description = "SciPy: Scientific Library for Python" +category = "main" optional = false -python-versions = ">=3.6" -version = "1.5.0" +python-versions = ">=3.7" [package.dependencies] -numpy = ">=1.14.5" +numpy = ">=1.16.5" [[package]] -category = "main" -description = "seaborn: statistical data visualization" name = "seaborn" +version = "0.11.1" +description = "seaborn: statistical data visualization" +category = "main" optional = false python-versions = ">=3.6" -version = "0.10.1" [package.dependencies] -matplotlib = ">=2.1.2" -numpy = ">=1.13.3" -pandas = ">=0.22.0" -scipy = ">=1.0.1" +matplotlib = ">=2.2" +numpy = ">=1.15" +pandas = ">=0.23" +scipy = ">=1.0" [[package]] -category = "main" -description = "Send file to trash natively under Mac OS X, Windows and Linux." name = "send2trash" +version = "1.5.0" +description = "Send file to trash natively under Mac OS X, Windows and Linux." +category = "main" optional = false python-versions = "*" -version = "1.5.0" [[package]] -category = "main" -description = "Python 2 and 3 compatibility utilities" name = "six" +version = "1.16.0" +description = "Python 2 and 3 compatibility utilities" +category = "main" optional = false python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*" -version = "1.15.0" [[package]] +name = "sniffio" +version = "1.2.0" +description = "Sniff out which async library your code is running under" category = "main" -description = "A set of python modules for machine learning and data mining" -name = "sklearn" -optional = false -python-versions = "*" -version = "0.0" - -[package.dependencies] -scikit-learn = "*" - -[[package]] -category = "main" -description = "Statistical computations and models for Python" -name = "statsmodels" optional = false python-versions = ">=3.5" -version = "0.11.1" + +[[package]] +name = "statsmodels" +version = "0.12.2" +description = "Statistical computations and models for Python" +category = "main" +optional = false +python-versions = ">=3.6" [package.dependencies] -numpy = ">=1.14" +numpy = ">=1.15" pandas = ">=0.21" patsy = ">=0.5" -scipy = ">=1.0" +scipy = ">=1.1" [package.extras] build = ["cython (>=0.29)"] @@ -858,225 +1033,300 @@ develop = ["cython (>=0.29)"] docs = ["sphinx", "nbconvert", "jupyter-client", "ipykernel", "matplotlib", "nbformat", "numpydoc", "pandas-datareader"] [[package]] -category = "main" -description = "Pretty-print tabular data" name = "tabulate" +version = "0.8.9" +description = "Pretty-print tabular data" +category = "main" optional = false python-versions = "*" -version = "0.8.7" [package.extras] widechars = ["wcwidth"] [[package]] -category = "main" -description = "Terminals served to xterm.js using Tornado websockets" name = "terminado" -optional = false -python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" -version = "0.8.3" - -[package.dependencies] -ptyprocess = "*" -pywinpty = ">=0.5" -tornado = ">=4" - -[[package]] +version = "0.10.0" +description = "Tornado websocket backend for the Xterm.js Javascript terminal emulator library." category = "main" -description = "Test utilities for code working with files and commands" -name = "testpath" -optional = false -python-versions = "*" -version = "0.4.4" - -[package.extras] -test = ["pathlib2"] - -[[package]] -category = "main" -description = "threadpoolctl" -name = "threadpoolctl" -optional = false 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= "^2.1.5" -matplotlib = "^3.2.2" +python = "^3.8" +jupyterlab = "^3.0.16" missingno = "^0.4.2" -numpy = "^1.19.0" -pandas = "^1.0.5" -python = "^3.7" -requests = "^2.24.0" -seaborn = "^0.10.1" -sklearn = "^0.0" -statsmodels = "^0.11.1" -tabulate = "^0.8.7" -tqdm = "^4.47.0" -xlrd = "^1.2.0" -xlwt = "^1.3.0" +matplotlib = "^3.4.2" +numpy = "^1.20.3" +pandas = "^1.2.4" +requests = "^2.25.1" +scikit-learn = "^0.24.2" +seaborn = "^0.11.1" +statsmodels = "^0.12.2" +tabulate = "^0.8.9" +tqdm = "^4.61.0" +xlrd = "^2.0.1" [tool.poetry.dev-dependencies] -black = "^19.10b0" -pylint = "^2.5.3" +black = "^21.5b1" +pylint = "^2.8.2" diff --git a/requirements.txt b/requirements.txt index b4ec225..861e9e5 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,82 +1,85 @@ -appdirs==1.4.4 -astroid==2.4.2 -attrs==19.3.0 -backcall==0.2.0 -black==19.10b0 -bleach==3.1.5 -certifi==2020.6.20 -chardet==3.0.4 -click==7.1.2 -cycler==0.10.0 -decorator==4.4.2 -defusedxml==0.6.0 -entrypoints==0.3 -idna==2.10 -importlib-metadata==1.7.0 -ipykernel==5.3.0 -ipython==7.16.1 -ipython-genutils==0.2.0 -isort==4.3.21 -jedi==0.17.1 -Jinja2==2.11.2 -joblib==0.15.1 -json5==0.9.5 -jsonschema==3.2.0 -jupyter-client==6.1.3 -jupyter-core==4.6.3 -jupyterlab==2.1.5 -jupyterlab-server==1.1.5 -kiwisolver==1.2.0 -lazy-object-proxy==1.4.3 -MarkupSafe==1.1.1 -matplotlib==3.2.2 -mccabe==0.6.1 +anyio==3.1.0; python_full_version >= "3.6.2" and python_version >= "3.6" +appnope==0.1.2; sys_platform == "darwin" and python_version >= "3.7" and platform_system == "Darwin" +argon2-cffi==20.1.0; python_version >= "3.6" +async-generator==1.10; python_full_version >= "3.6.1" and python_version >= "3.6" +attrs==21.2.0; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.6" +babel==2.9.1; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.4.0" and python_version >= "3.6" +backcall==0.2.0; python_version >= "3.7" +bleach==3.3.0; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.6" +certifi==2020.12.5; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.6" +cffi==1.14.5; implementation_name == "pypy" and python_version >= "3.6" +chardet==4.0.0; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.6" +colorama==0.4.4; python_version >= "3.7" and python_full_version < "3.0.0" and sys_platform == "win32" or sys_platform == "win32" and python_version >= "3.7" and python_full_version >= "3.5.0" +cycler==0.10.0; python_version >= "3.7" +decorator==5.0.9; python_version >= "3.7" +defusedxml==0.7.1; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.6" +entrypoints==0.3; python_version >= "3.6" +idna==2.10; python_full_version >= "3.6.2" and python_version >= "3.6" and (python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.6") +ipykernel==5.5.5; python_version >= "3.6" +ipython-genutils==0.2.0; python_version >= "3.7" +ipython==7.23.1; python_version >= "3.7" +jedi==0.18.0; python_version >= "3.7" +jinja2==3.0.1; python_version >= "3.6" +joblib==1.0.1; python_version >= "3.6" +json5==0.9.5; python_version >= "3.6" +jsonschema==3.2.0; python_version >= "3.6" +jupyter-client==6.2.0; python_full_version >= "3.6.1" and python_version >= "3.6" +jupyter-core==4.7.1; python_full_version >= "3.6.1" and python_version >= "3.6" +jupyter-server==1.8.0; python_version >= "3.6" +jupyterlab-pygments==0.1.2; python_version >= "3.6" +jupyterlab-server==2.5.2; python_version >= "3.6" +jupyterlab==3.0.16; python_version >= "3.6" +kiwisolver==1.3.1; python_version >= "3.7" +markupsafe==2.0.1; python_version >= "3.6" +matplotlib-inline==0.1.2; python_version >= "3.7" +matplotlib==3.4.2; python_version >= "3.7" missingno==0.4.2 -mistune==0.8.4 -nbconvert==5.6.1 -nbformat==5.0.7 -notebook==6.0.3 -numpy==1.19.0 -packaging==20.4 -pandas==1.0.5 -pandocfilters==1.4.2 -parso==0.7.0 -pathspec==0.8.0 -patsy==0.5.1 -pexpect==4.8.0 -pickleshare==0.7.5 -prometheus-client==0.8.0 -prompt-toolkit==3.0.5 -ptyprocess==0.6.0 -Pygments==2.6.1 -pylint==2.5.3 -pyparsing==2.4.7 -pyrsistent==0.16.0 -python-dateutil==2.8.1 -pytz==2020.1 -pyzmq==19.0.1 -regex==2020.6.8 -requests==2.24.0 -scikit-learn==0.23.1 -scipy==1.5.0 -seaborn==0.10.1 -Send2Trash==1.5.0 -six==1.15.0 -sklearn==0.0 -statsmodels==0.11.1 -tabulate==0.8.7 -terminado==0.8.3 -testpath==0.4.4 -threadpoolctl==2.1.0 -toml==0.10.1 -tornado==6.0.4 -tqdm==4.47.0 -traitlets==4.3.3 -typed-ast==1.4.1 -urllib3==1.25.9 -wcwidth==0.2.5 -webencodings==0.5.1 -wrapt==1.12.1 -xlrd==1.2.0 -xlwt==1.3.0 -zipp==3.1.0 +mistune==0.8.4; python_version >= "3.6" +nbclassic==0.3.1; python_version >= "3.6" +nbclient==0.5.3; python_full_version >= "3.6.1" and python_version >= "3.6" +nbconvert==6.0.7; python_version >= "3.6" +nbformat==5.1.3; python_full_version >= "3.6.1" and python_version >= "3.6" +nest-asyncio==1.5.1; python_full_version >= "3.6.1" and python_version >= "3.6" +notebook==6.4.0; python_version >= "3.6" +numpy==1.20.3; python_version >= "3.7" +packaging==20.9; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.6" +pandas==1.2.4; python_full_version >= "3.7.1" +pandocfilters==1.4.3; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.4.0" and python_version >= "3.6" +parso==0.8.2; python_version >= "3.7" +patsy==0.5.1; python_version >= "3.6" +pexpect==4.8.0; sys_platform != "win32" and python_version >= "3.7" +pickleshare==0.7.5; python_version >= "3.7" +pillow==8.2.0; python_version >= "3.7" +prometheus-client==0.10.1; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.4.0" and python_version >= "3.6" +prompt-toolkit==3.0.18; python_full_version >= "3.6.1" and python_version >= "3.7" +ptyprocess==0.7.0; sys_platform != "win32" and python_version >= "3.7" and os_name != "nt" +py==1.10.0; python_version >= "3.6" and python_full_version < "3.0.0" and implementation_name == "pypy" or implementation_name == "pypy" and python_version >= "3.6" and python_full_version >= "3.4.0" +pycparser==2.20; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.4.0" and python_version >= "3.6" +pygments==2.9.0; python_version >= "3.7" +pyparsing==2.4.7; python_version >= "3.7" and python_full_version < "3.0.0" or python_full_version >= "3.4.0" and python_version >= "3.7" +pyrsistent==0.17.3; python_version >= "3.6" +python-dateutil==2.8.1; python_full_version >= "3.7.1" and python_version >= "3.7" and (python_version >= "3.7" and python_full_version < "3.0.0" or python_full_version >= "3.3.0" and python_version >= "3.7") +pytz==2021.1; python_full_version >= "3.7.1" and python_version >= "3.6" and (python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.4.0" and python_version >= "3.6") +pywin32==300; sys_platform == "win32" and python_version >= "3.6" +pywinpty==1.1.1; os_name == "nt" and python_version >= "3.6" +pyzmq==22.0.3; python_full_version >= "3.6.1" and python_version >= "3.6" +requests==2.25.1; (python_version >= "2.7" and python_full_version < "3.0.0") or (python_full_version >= "3.5.0") +scikit-learn==0.24.2; python_version >= "3.6" +scipy==1.6.1; python_version >= "3.7" +seaborn==0.11.1; python_version >= "3.6" +send2trash==1.5.0; python_version >= "3.6" +six==1.16.0; python_version >= "3.7" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.7" +sniffio==1.2.0; python_full_version >= "3.6.2" and python_version >= "3.6" +statsmodels==0.12.2; python_version >= "3.6" +tabulate==0.8.9 +terminado==0.10.0; python_version >= "3.6" +testpath==0.5.0; python_version >= "3.6" +threadpoolctl==2.1.0; python_version >= "3.6" +tornado==6.1; python_full_version >= "3.6.1" and python_version >= "3.6" +tqdm==4.61.0; (python_version >= "2.7" and python_full_version < "3.0.0") or (python_full_version >= "3.4.0") +traitlets==5.0.5; python_full_version >= "3.6.1" and python_version >= "3.7" +urllib3==1.26.4; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version < "4" and python_version >= "3.6" +wcwidth==0.2.5; python_full_version >= "3.6.1" and python_version >= "3.7" +webencodings==0.5.1; python_version >= "3.6" and python_full_version < "3.0.0" or python_full_version >= "3.5.0" and python_version >= "3.6" +websocket-client==1.0.1; python_version >= "3.6" +xlrd==2.0.1; (python_version >= "2.7" and python_full_version < "3.0.0") or (python_full_version >= "3.6.0") diff --git a/static/link/README.md b/static/link/README.md new file mode 100644 index 0000000..f5c9136 --- /dev/null +++ b/static/link/README.md @@ -0,0 +1,2 @@ +This folder contains small images +that are used to enhance the links in the notebooks and markdown files. diff --git a/static/link/to_gh.png b/static/link/to_gh.png new file mode 100644 index 0000000..01f1a8a Binary files /dev/null and b/static/link/to_gh.png differ diff --git a/link_to_yt.png b/static/link/to_yt.png similarity index 100% rename from link_to_yt.png rename to static/link/to_yt.png diff --git a/map.pdf b/static/map.pdf similarity index 100% rename from map.pdf rename to static/map.pdf diff --git a/paper.pdf b/static/paper.pdf similarity index 100% rename from paper.pdf rename to static/paper.pdf