From b50c7bd4c495cefdf705c46608069c82682b02a9 Mon Sep 17 00:00:00 2001 From: Anuj Singla Date: Thu, 22 Sep 2022 17:04:29 -0500 Subject: [PATCH 01/14] Add baseline code with small visualizations --- main.ipynb | 1043 ++++++++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 1043 insertions(+) create mode 100644 main.ipynb diff --git a/main.ipynb b/main.ipynb new file mode 100644 index 0000000..e181cc5 --- /dev/null +++ b/main.ipynb @@ -0,0 +1,1043 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 108, + "metadata": {}, + "outputs": [], + "source": [ + "import sklearn\n", + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "import warnings\n", + "warnings.filterwarnings('ignore')" + ] + }, + { + "cell_type": "code", + "execution_count": 109, + "metadata": {}, + "outputs": [], + "source": [ + "df = pd.read_csv('consumer_complaints.csv', parse_dates = ['date_received', 'date_sent_to_company'], low_memory = False)\n", + "df = df.drop(['complaint_id', 'consumer_consent_provided'], axis = 1)\n", + "df = df.replace(['Yes', 'No'], [1, 0])" + ] + }, + { + "cell_type": "code", + "execution_count": 110, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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date_receivedproductsub_productissuesub_issueconsumer_complaint_narrativecompany_public_responsecompanystatezipcodetagssubmitted_viadate_sent_to_companycompany_response_to_consumertimely_responseconsumer_disputed?
02013-08-30MortgageOther mortgageLoan modification,collection,foreclosureNaNNaNNaNU.S. BancorpCA95993NaNReferral2013-09-03Closed with explanation11
12013-08-30MortgageOther mortgageLoan servicing, payments, escrow accountNaNNaNNaNWells Fargo & CompanyCA91104NaNReferral2013-09-03Closed with explanation11
22013-08-30Credit reportingNaNIncorrect information on credit reportAccount statusNaNNaNWells Fargo & CompanyNY11764NaNPostal mail2013-09-18Closed with explanation10
32013-08-30Student loanNon-federal student loanRepaying your loanRepaying your loanNaNNaNNavient Solutions, Inc.MD21402NaNEmail2013-08-30Closed with explanation11
42013-08-30Debt collectionCredit cardFalse statements or representationAttempted to collect wrong amountNaNNaNResurgent Capital Services L.P.GA30106NaNWeb2013-08-30Closed with explanation11
...................................................
5559522014-07-01MortgageOther mortgageLoan modification,collection,foreclosureNaNNaNNaNBank of AmericaNaNNaNNaNReferral2014-07-07Closed with explanation10
5559532014-07-01MortgageOther mortgageLoan servicing, payments, escrow accountNaNNaNNaNResidential Credit SolutionsNaNNaNOlder American, ServicememberReferral2014-07-23Closed with explanation00
5559542012-07-10MortgageConventional fixed mortgageLoan modification,collection,foreclosureNaNNaNNaNBB&T FinancialNaNNaNNaNPhone2013-11-18Closed with explanation10
5559552015-04-14Debt collectionI do not knowCommunication tacticsFrequent or repeated callsNaNNaNGlobal Recovery GroupNaNNaNNaNPhone2015-04-14Untimely response00
5559562014-08-14Debt collectionI do not knowCont'd attempts collect debt not owedDebt is not mineNaNNaNCCS Financial Services, Inc.NaNNaNNaNPhone2014-08-18Closed with explanation10
\n", + "

555957 rows × 16 columns

\n", + "
" + ], + "text/plain": [ + " date_received product sub_product \\\n", + "0 2013-08-30 Mortgage Other mortgage \n", + "1 2013-08-30 Mortgage Other mortgage \n", + "2 2013-08-30 Credit reporting NaN \n", + "3 2013-08-30 Student loan Non-federal student loan \n", + "4 2013-08-30 Debt collection Credit card \n", + "... ... ... ... \n", + "555952 2014-07-01 Mortgage Other mortgage \n", + "555953 2014-07-01 Mortgage Other mortgage \n", + "555954 2012-07-10 Mortgage Conventional fixed mortgage \n", + "555955 2015-04-14 Debt collection I do not know \n", + "555956 2014-08-14 Debt collection I do not know \n", + "\n", + " issue \\\n", + "0 Loan modification,collection,foreclosure \n", + "1 Loan servicing, payments, escrow account \n", + "2 Incorrect information on credit report \n", + "3 Repaying your loan \n", + "4 False statements or representation \n", + "... ... \n", + "555952 Loan modification,collection,foreclosure \n", + "555953 Loan servicing, payments, escrow account \n", + "555954 Loan modification,collection,foreclosure \n", + "555955 Communication tactics \n", + "555956 Cont'd attempts collect debt not owed \n", + "\n", + " sub_issue consumer_complaint_narrative \\\n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 Account status NaN \n", + "3 Repaying your loan NaN \n", + "4 Attempted to collect wrong amount NaN \n", + "... ... ... \n", + "555952 NaN NaN \n", + "555953 NaN NaN \n", + "555954 NaN NaN \n", + "555955 Frequent or repeated calls NaN \n", + "555956 Debt is not mine NaN \n", + "\n", + " company_public_response company state zipcode \\\n", + "0 NaN U.S. Bancorp CA 95993 \n", + "1 NaN Wells Fargo & Company CA 91104 \n", + "2 NaN Wells Fargo & Company NY 11764 \n", + "3 NaN Navient Solutions, Inc. MD 21402 \n", + "4 NaN Resurgent Capital Services L.P. GA 30106 \n", + "... ... ... ... ... \n", + "555952 NaN Bank of America NaN NaN \n", + "555953 NaN Residential Credit Solutions NaN NaN \n", + "555954 NaN BB&T Financial NaN NaN \n", + "555955 NaN Global Recovery Group NaN NaN \n", + "555956 NaN CCS Financial Services, Inc. NaN NaN \n", + "\n", + " tags submitted_via date_sent_to_company \\\n", + "0 NaN Referral 2013-09-03 \n", + "1 NaN Referral 2013-09-03 \n", + "2 NaN Postal mail 2013-09-18 \n", + "3 NaN Email 2013-08-30 \n", + "4 NaN Web 2013-08-30 \n", + "... ... ... ... \n", + "555952 NaN Referral 2014-07-07 \n", + "555953 Older American, Servicemember Referral 2014-07-23 \n", + "555954 NaN Phone 2013-11-18 \n", + "555955 NaN Phone 2015-04-14 \n", + "555956 NaN Phone 2014-08-18 \n", + "\n", + " company_response_to_consumer timely_response consumer_disputed? \n", + "0 Closed with explanation 1 1 \n", + "1 Closed with explanation 1 1 \n", + "2 Closed with explanation 1 0 \n", + "3 Closed with explanation 1 1 \n", + "4 Closed with explanation 1 1 \n", + "... ... ... ... \n", + "555952 Closed with explanation 1 0 \n", + "555953 Closed with explanation 0 0 \n", + "555954 Closed with explanation 1 0 \n", + "555955 Untimely response 0 0 \n", + "555956 Closed with explanation 1 0 \n", + "\n", + "[555957 rows x 16 columns]" + ] + }, + "execution_count": 110, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df" + ] + }, + { + "cell_type": "code", + "execution_count": 111, + "metadata": {}, + "outputs": [], + "source": [ + "corr1 = 'state'\n", + "corr2 = 'product'\n", + "corr_counts = pd.crosstab(df[corr1], df[corr2])\n", + "\n", + "# fig, ax = plt.subplots(figsize = (20, 40))\n", + "# sns.heatmap(corr_counts, annot = True, linewidths = .5, ax = ax)" + ] + }, + { + "cell_type": "code", + "execution_count": 112, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Int64Index: 551070 entries, 0 to 553096\n", + "Data columns (total 16 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 date_received 551070 non-null datetime64[ns]\n", + " 1 product 551070 non-null object \n", + " 2 sub_product 393951 non-null object \n", + " 3 issue 551070 non-null object \n", + " 4 sub_issue 211160 non-null object \n", + " 5 consumer_complaint_narrative 66620 non-null object \n", + " 6 company_public_response 84411 non-null object \n", + " 7 company 551070 non-null object \n", + " 8 state 551070 non-null object \n", + " 9 zipcode 551060 non-null object \n", + " 10 tags 77330 non-null object \n", + " 11 submitted_via 551070 non-null object \n", + " 12 date_sent_to_company 551070 non-null datetime64[ns]\n", + " 13 company_response_to_consumer 551070 non-null object \n", + " 14 timely_response 551070 non-null int64 \n", + " 15 consumer_disputed? 551070 non-null int64 \n", + "dtypes: datetime64[ns](2), int64(2), object(12)\n", + "memory usage: 71.5+ MB\n" + ] + } + ], + "source": [ + "# df[(df['state'] == 'FL') & (df['product'] == 'Mortgage')]\n", + "df[df['state'].notna() & df['product'].notna()].info()" + ] + }, + { + "cell_type": "code", + "execution_count": 113, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Percent of CA complaints under Mortgage:\t40.38%\n", + "Percent of total complaints under Mortgage:\t33.54%\n" + ] + } + ], + "source": [ + "state = 'CA'\n", + "product = 'Mortgage'\n", + "\n", + "\n", + "ca_mortgages = df[(df['product'] == product) & (df['state'] == state)].shape[0]\n", + "ca_total = df[df['state'] == state].shape[0]\n", + "prop_ca_mortgages = round(ca_mortgages / ca_total, 4)\n", + "\n", + "df_mortgages = df[df['product'] == product].shape[0]\n", + "df_total = df['product'].shape[0]\n", + "prop_df_mortgages = round(df_mortgages / df_total, 4)\n", + "\n", + "print(f'Percent of {state} complaints under {product}:\\t{prop_ca_mortgages * 100}%')\n", + "print(f'Percent of total complaints under {product}:\\t{prop_df_mortgages * 100}%')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 114, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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date_receivedproductsub_productissuesub_issueconsumer_complaint_narrativecompany_public_responsecompanystatezipcodetagssubmitted_viadate_sent_to_companycompany_response_to_consumertimely_responseconsumer_disputed?
5559522014-07-01MortgageOther mortgageLoan modification,collection,foreclosureNaNNaNNaNBank of AmericaNaNNaNNaNReferral2014-07-07Closed with explanation10
5559532014-07-01MortgageOther mortgageLoan servicing, payments, escrow accountNaNNaNNaNResidential Credit SolutionsNaNNaNOlder American, ServicememberReferral2014-07-23Closed with explanation00
5559542012-07-10MortgageConventional fixed mortgageLoan modification,collection,foreclosureNaNNaNNaNBB&T FinancialNaNNaNNaNPhone2013-11-18Closed with explanation10
5559552015-04-14Debt collectionI do not knowCommunication tacticsFrequent or repeated callsNaNNaNGlobal Recovery GroupNaNNaNNaNPhone2015-04-14Untimely response00
5559562014-08-14Debt collectionI do not knowCont'd attempts collect debt not owedDebt is not mineNaNNaNCCS Financial Services, Inc.NaNNaNNaNPhone2014-08-18Closed with explanation10
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" + ], + "text/plain": [ + " date_received product sub_product \\\n", + "555952 2014-07-01 Mortgage Other mortgage \n", + "555953 2014-07-01 Mortgage Other mortgage \n", + "555954 2012-07-10 Mortgage Conventional fixed mortgage \n", + "555955 2015-04-14 Debt collection I do not know \n", + "555956 2014-08-14 Debt collection I do not know \n", + "\n", + " issue sub_issue \\\n", + "555952 Loan modification,collection,foreclosure NaN \n", + "555953 Loan servicing, payments, escrow account NaN \n", + "555954 Loan modification,collection,foreclosure NaN \n", + "555955 Communication tactics Frequent or repeated calls \n", + "555956 Cont'd attempts collect debt not owed Debt is not mine \n", + "\n", + " consumer_complaint_narrative company_public_response \\\n", + "555952 NaN NaN \n", + "555953 NaN NaN \n", + "555954 NaN NaN \n", + "555955 NaN NaN \n", + "555956 NaN NaN \n", + "\n", + " company state zipcode \\\n", + "555952 Bank of America NaN NaN \n", + "555953 Residential Credit Solutions NaN NaN \n", + "555954 BB&T Financial NaN NaN \n", + "555955 Global Recovery Group NaN NaN \n", + "555956 CCS Financial Services, Inc. NaN NaN \n", + "\n", + " tags submitted_via date_sent_to_company \\\n", + "555952 NaN Referral 2014-07-07 \n", + "555953 Older American, Servicemember Referral 2014-07-23 \n", + "555954 NaN Phone 2013-11-18 \n", + "555955 NaN Phone 2015-04-14 \n", + "555956 NaN Phone 2014-08-18 \n", + "\n", + " company_response_to_consumer timely_response consumer_disputed? \n", + "555952 Closed with explanation 1 0 \n", + "555953 Closed with explanation 0 0 \n", + "555954 Closed with explanation 1 0 \n", + "555955 Untimely response 0 0 \n", + "555956 Closed with explanation 1 0 " + ] + }, + "execution_count": 114, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.tail()" + ] + }, + { + "cell_type": "code", + "execution_count": 115, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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date_receivedproductsub_productissuesub_issueconsumer_complaint_narrativecompany_public_responsecompanystatezipcodetagssubmitted_viadate_sent_to_companycompany_response_to_consumertimely_responseconsumer_disputed?
02013-08-30MortgageOther mortgageLoan modification,collection,foreclosureNaNNaNNaNU.S. BancorpCA95993NaNReferral2013-09-03011
12013-08-30MortgageOther mortgageLoan servicing, payments, escrow accountNaNNaNNaNWells Fargo & CompanyCA91104NaNReferral2013-09-03011
22013-08-30Credit reportingNaNIncorrect information on credit reportAccount statusNaNNaNWells Fargo & CompanyNY11764NaNPostal mail2013-09-18010
32013-08-30Student loanNon-federal student loanRepaying your loanRepaying your loanNaNNaNNavient Solutions, Inc.MD21402NaNEmail2013-08-30011
42013-08-30Debt collectionCredit cardFalse statements or representationAttempted to collect wrong amountNaNNaNResurgent Capital Services L.P.GA30106NaNWeb2013-08-30011
...................................................
5559522014-07-01MortgageOther mortgageLoan modification,collection,foreclosureNaNNaNNaNBank of AmericaNaNNaNNaNReferral2014-07-07010
5559532014-07-01MortgageOther mortgageLoan servicing, payments, escrow accountNaNNaNNaNResidential Credit SolutionsNaNNaNOlder American, ServicememberReferral2014-07-23000
5559542012-07-10MortgageConventional fixed mortgageLoan modification,collection,foreclosureNaNNaNNaNBB&T FinancialNaNNaNNaNPhone2013-11-18010
5559552015-04-14Debt collectionI do not knowCommunication tacticsFrequent or repeated callsNaNNaNGlobal Recovery GroupNaNNaNNaNPhone2015-04-14000
5559562014-08-14Debt collectionI do not knowCont'd attempts collect debt not owedDebt is not mineNaNNaNCCS Financial Services, Inc.NaNNaNNaNPhone2014-08-18010
\n", + "

555957 rows × 16 columns

\n", + "
" + ], + "text/plain": [ + " date_received product sub_product \\\n", + "0 2013-08-30 Mortgage Other mortgage \n", + "1 2013-08-30 Mortgage Other mortgage \n", + "2 2013-08-30 Credit reporting NaN \n", + "3 2013-08-30 Student loan Non-federal student loan \n", + "4 2013-08-30 Debt collection Credit card \n", + "... ... ... ... \n", + "555952 2014-07-01 Mortgage Other mortgage \n", + "555953 2014-07-01 Mortgage Other mortgage \n", + "555954 2012-07-10 Mortgage Conventional fixed mortgage \n", + "555955 2015-04-14 Debt collection I do not know \n", + "555956 2014-08-14 Debt collection I do not know \n", + "\n", + " issue \\\n", + "0 Loan modification,collection,foreclosure \n", + "1 Loan servicing, payments, escrow account \n", + "2 Incorrect information on credit report \n", + "3 Repaying your loan \n", + "4 False statements or representation \n", + "... ... \n", + "555952 Loan modification,collection,foreclosure \n", + "555953 Loan servicing, payments, escrow account \n", + "555954 Loan modification,collection,foreclosure \n", + "555955 Communication tactics \n", + "555956 Cont'd attempts collect debt not owed \n", + "\n", + " sub_issue consumer_complaint_narrative \\\n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 Account status NaN \n", + "3 Repaying your loan NaN \n", + "4 Attempted to collect wrong amount NaN \n", + "... ... ... \n", + "555952 NaN NaN \n", + "555953 NaN NaN \n", + "555954 NaN NaN \n", + "555955 Frequent or repeated calls NaN \n", + "555956 Debt is not mine NaN \n", + "\n", + " company_public_response company state zipcode \\\n", + "0 NaN U.S. Bancorp CA 95993 \n", + "1 NaN Wells Fargo & Company CA 91104 \n", + "2 NaN Wells Fargo & Company NY 11764 \n", + "3 NaN Navient Solutions, Inc. MD 21402 \n", + "4 NaN Resurgent Capital Services L.P. GA 30106 \n", + "... ... ... ... ... \n", + "555952 NaN Bank of America NaN NaN \n", + "555953 NaN Residential Credit Solutions NaN NaN \n", + "555954 NaN BB&T Financial NaN NaN \n", + "555955 NaN Global Recovery Group NaN NaN \n", + "555956 NaN CCS Financial Services, Inc. NaN NaN \n", + "\n", + " tags submitted_via date_sent_to_company \\\n", + "0 NaN Referral 2013-09-03 \n", + "1 NaN Referral 2013-09-03 \n", + "2 NaN Postal mail 2013-09-18 \n", + "3 NaN Email 2013-08-30 \n", + "4 NaN Web 2013-08-30 \n", + "... ... ... ... \n", + "555952 NaN Referral 2014-07-07 \n", + "555953 Older American, Servicemember Referral 2014-07-23 \n", + "555954 NaN Phone 2013-11-18 \n", + "555955 NaN Phone 2015-04-14 \n", + "555956 NaN Phone 2014-08-18 \n", + "\n", + " company_response_to_consumer timely_response consumer_disputed? \n", + "0 0 1 1 \n", + "1 0 1 1 \n", + "2 0 1 0 \n", + "3 0 1 1 \n", + "4 0 1 1 \n", + "... ... ... ... \n", + "555952 0 1 0 \n", + "555953 0 0 0 \n", + "555954 0 1 0 \n", + "555955 0 0 0 \n", + "555956 0 1 0 \n", + "\n", + "[555957 rows x 16 columns]" + ] + }, + "execution_count": 115, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Change all types of closed cases to 1, unclosed cases to 0\n", + "df.loc[df['company_response_to_consumer'].str.contains('Closed'), 'company_response_to_consumer'] = 1\n", + "df.loc[df['company_response_to_consumer'] != 'Closed', 'company_response_to_consumer'] = 0\n", + "df" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3.9.13 64-bit", + "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": "3.9.13" + }, + "orig_nbformat": 4, + "vscode": { + "interpreter": { + "hash": "9d9b8f8f01158b4162c6eca0c9e04004bdc609bdc275ae8230f5f735bd433193" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 5eebb6ffb6f51979e9c3634b7f8e9a124f898e97 Mon Sep 17 00:00:00 2001 From: Anuj Singla Date: Thu, 22 Sep 2022 17:11:06 -0500 Subject: [PATCH 02/14] Create .gitignore Add dataset to .gitignore --- .gitignore | 3 +++ 1 file changed, 3 insertions(+) create mode 100644 .gitignore diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..b5c8e95 --- /dev/null +++ b/.gitignore @@ -0,0 +1,3 @@ + +consumer_complaints.csv +.DS_Store From d39b3394fbc17ac476f9f829fe2b3073a2742c5b Mon Sep 17 00:00:00 2001 From: Anuj Singla Date: Sun, 25 Sep 2022 22:12:10 -0500 Subject: [PATCH 03/14] Add map visualization and XGBoost model --- main.ipynb | 2340 ++++++++++++++++++++++++++++++++++++---------------- 1 file changed, 1617 insertions(+), 723 deletions(-) diff --git a/main.ipynb b/main.ipynb index e181cc5..c0c452f 100644 --- a/main.ipynb +++ b/main.ipynb @@ -1,35 +1,43 @@ { "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Import libraries and disable warnings" + ] + }, { "cell_type": "code", - "execution_count": 108, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ - "import sklearn\n", + "%pip install xgboost\n", + "%pip install plotly-express\n", + "\n", + "import plotly.express as px\n", + "from sklearn.preprocessing import MinMaxScaler\n", + "from sklearn.impute import SimpleImputer\n", + "from sklearn.linear_model import LogisticRegression\n", + "from sklearn.tree import DecisionTreeClassifier\n", + "import xgboost as xgb\n", + "from sklearn.model_selection import train_test_split\n", + "from sklearn.metrics import confusion_matrix, accuracy_score\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "import warnings\n", - "warnings.filterwarnings('ignore')" - ] - }, - { - "cell_type": "code", - "execution_count": 109, - "metadata": {}, - "outputs": [], - "source": [ - "df = pd.read_csv('consumer_complaints.csv', parse_dates = ['date_received', 'date_sent_to_company'], low_memory = False)\n", - "df = df.drop(['complaint_id', 'consumer_consent_provided'], axis = 1)\n", - "df = df.replace(['Yes', 'No'], [1, 0])" + "warnings.filterwarnings('ignore')\n", + "\n", + "%matplotlib inline" ] }, { "cell_type": "code", - "execution_count": 110, + "execution_count": 21, "metadata": {}, "outputs": [ { @@ -64,11 +72,13 @@ " state\n", " zipcode\n", " tags\n", + " consumer_consent_provided\n", " submitted_via\n", " date_sent_to_company\n", " company_response_to_consumer\n", " timely_response\n", " consumer_disputed?\n", + " complaint_id\n", " \n", " \n", " \n", @@ -85,11 +95,13 @@ " CA\n", " 95993\n", " NaN\n", + " NaN\n", " Referral\n", " 2013-09-03\n", " Closed with explanation\n", - " 1\n", - " 1\n", + " Yes\n", + " Yes\n", + " 511074\n", " \n", " \n", " 1\n", @@ -104,11 +116,13 @@ " CA\n", " 91104\n", " NaN\n", + " NaN\n", " Referral\n", " 2013-09-03\n", " Closed with explanation\n", - " 1\n", - " 1\n", + " Yes\n", + " Yes\n", + " 511080\n", " \n", " \n", " 2\n", @@ -123,11 +137,13 @@ " NY\n", " 11764\n", " NaN\n", + " NaN\n", " Postal mail\n", " 2013-09-18\n", " Closed with explanation\n", - " 1\n", - " 0\n", + " Yes\n", + " No\n", + " 510473\n", " \n", " \n", " 3\n", @@ -142,11 +158,13 @@ " MD\n", " 21402\n", " NaN\n", + " NaN\n", " Email\n", " 2013-08-30\n", " Closed with explanation\n", - " 1\n", - " 1\n", + " Yes\n", + " Yes\n", + " 510326\n", " \n", " \n", " 4\n", @@ -161,239 +179,120 @@ " GA\n", " 30106\n", " NaN\n", + " NaN\n", " Web\n", " 2013-08-30\n", " Closed with explanation\n", - " 1\n", - " 1\n", - " \n", - " \n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " \n", - " \n", - " 555952\n", - " 2014-07-01\n", - " Mortgage\n", - " Other mortgage\n", - " Loan modification,collection,foreclosure\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Bank of America\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Referral\n", - " 2014-07-07\n", - " Closed with explanation\n", - " 1\n", - " 0\n", - " \n", - " \n", - " 555953\n", - " 2014-07-01\n", - " Mortgage\n", - " Other mortgage\n", - " Loan servicing, payments, escrow account\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Residential Credit Solutions\n", - " NaN\n", - " NaN\n", - " Older American, Servicemember\n", - " Referral\n", - " 2014-07-23\n", - " Closed with explanation\n", - " 0\n", - " 0\n", - " \n", - " \n", - " 555954\n", - " 2012-07-10\n", - " Mortgage\n", - " Conventional fixed mortgage\n", - " Loan modification,collection,foreclosure\n", - " NaN\n", - " NaN\n", - " NaN\n", - " BB&T Financial\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Phone\n", - " 2013-11-18\n", - " Closed with explanation\n", - " 1\n", - " 0\n", - " \n", - " \n", - " 555955\n", - " 2015-04-14\n", - " Debt collection\n", - " I do not know\n", - " Communication tactics\n", - " Frequent or repeated calls\n", - " NaN\n", - " NaN\n", - " Global Recovery Group\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Phone\n", - " 2015-04-14\n", - " Untimely response\n", - " 0\n", - " 0\n", - " \n", - " \n", - " 555956\n", - " 2014-08-14\n", - " Debt collection\n", - " I do not know\n", - " Cont'd attempts collect debt not owed\n", - " Debt is not mine\n", - " NaN\n", - " NaN\n", - " CCS Financial Services, Inc.\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Phone\n", - " 2014-08-18\n", - " Closed with explanation\n", - " 1\n", - " 0\n", + " Yes\n", + " Yes\n", + " 511067\n", " \n", " \n", "\n", - "

555957 rows × 16 columns

\n", "" ], "text/plain": [ - " date_received product sub_product \\\n", - "0 2013-08-30 Mortgage Other mortgage \n", - "1 2013-08-30 Mortgage Other mortgage \n", - "2 2013-08-30 Credit reporting NaN \n", - "3 2013-08-30 Student loan Non-federal student loan \n", - "4 2013-08-30 Debt collection Credit card \n", - "... ... ... ... \n", - "555952 2014-07-01 Mortgage Other mortgage \n", - "555953 2014-07-01 Mortgage Other mortgage \n", - "555954 2012-07-10 Mortgage Conventional fixed mortgage \n", - "555955 2015-04-14 Debt collection I do not know \n", - "555956 2014-08-14 Debt collection I do not know \n", + " date_received product sub_product \\\n", + "0 2013-08-30 Mortgage Other mortgage \n", + "1 2013-08-30 Mortgage Other mortgage \n", + "2 2013-08-30 Credit reporting NaN \n", + "3 2013-08-30 Student loan Non-federal student loan \n", + "4 2013-08-30 Debt collection Credit card \n", "\n", - " issue \\\n", - "0 Loan modification,collection,foreclosure \n", - "1 Loan servicing, payments, escrow account \n", - "2 Incorrect information on credit report \n", - "3 Repaying your loan \n", - "4 False statements or representation \n", - "... ... \n", - "555952 Loan modification,collection,foreclosure \n", - "555953 Loan servicing, payments, escrow account \n", - "555954 Loan modification,collection,foreclosure \n", - "555955 Communication tactics \n", - "555956 Cont'd attempts collect debt not owed \n", + " issue \\\n", + "0 Loan modification,collection,foreclosure \n", + "1 Loan servicing, payments, escrow account \n", + "2 Incorrect information on credit report \n", + "3 Repaying your loan \n", + "4 False statements or representation \n", "\n", - " sub_issue consumer_complaint_narrative \\\n", - "0 NaN NaN \n", - "1 NaN NaN \n", - "2 Account status NaN \n", - "3 Repaying your loan NaN \n", - "4 Attempted to collect wrong amount NaN \n", - "... ... ... \n", - "555952 NaN NaN \n", - "555953 NaN NaN \n", - "555954 NaN NaN \n", - "555955 Frequent or repeated calls NaN \n", - "555956 Debt is not mine NaN \n", + " sub_issue consumer_complaint_narrative \\\n", + "0 NaN NaN \n", + "1 NaN NaN \n", + "2 Account status NaN \n", + "3 Repaying your loan NaN \n", + "4 Attempted to collect wrong amount NaN \n", "\n", - " company_public_response company state zipcode \\\n", - "0 NaN U.S. Bancorp CA 95993 \n", - "1 NaN Wells Fargo & Company CA 91104 \n", - "2 NaN Wells Fargo & Company NY 11764 \n", - "3 NaN Navient Solutions, Inc. MD 21402 \n", - "4 NaN Resurgent Capital Services L.P. GA 30106 \n", - "... ... ... ... ... \n", - "555952 NaN Bank of America NaN NaN \n", - "555953 NaN Residential Credit Solutions NaN NaN \n", - "555954 NaN BB&T Financial NaN NaN \n", - "555955 NaN Global Recovery Group NaN NaN \n", - "555956 NaN CCS Financial Services, Inc. NaN NaN \n", + " company_public_response company state zipcode tags \\\n", + "0 NaN U.S. Bancorp CA 95993 NaN \n", + "1 NaN Wells Fargo & Company CA 91104 NaN \n", + "2 NaN Wells Fargo & Company NY 11764 NaN \n", + "3 NaN Navient Solutions, Inc. MD 21402 NaN \n", + "4 NaN Resurgent Capital Services L.P. GA 30106 NaN \n", "\n", - " tags submitted_via date_sent_to_company \\\n", - "0 NaN Referral 2013-09-03 \n", - "1 NaN Referral 2013-09-03 \n", - "2 NaN Postal mail 2013-09-18 \n", - "3 NaN Email 2013-08-30 \n", - "4 NaN Web 2013-08-30 \n", - "... ... ... ... \n", - "555952 NaN Referral 2014-07-07 \n", - "555953 Older American, Servicemember Referral 2014-07-23 \n", - "555954 NaN Phone 2013-11-18 \n", - "555955 NaN Phone 2015-04-14 \n", - "555956 NaN Phone 2014-08-18 \n", + " consumer_consent_provided submitted_via date_sent_to_company \\\n", + "0 NaN Referral 2013-09-03 \n", + "1 NaN Referral 2013-09-03 \n", + "2 NaN Postal mail 2013-09-18 \n", + "3 NaN Email 2013-08-30 \n", + "4 NaN Web 2013-08-30 \n", "\n", - " company_response_to_consumer timely_response consumer_disputed? \n", - "0 Closed with explanation 1 1 \n", - "1 Closed with explanation 1 1 \n", - "2 Closed with explanation 1 0 \n", - "3 Closed with explanation 1 1 \n", - "4 Closed with explanation 1 1 \n", - "... ... ... ... \n", - "555952 Closed with explanation 1 0 \n", - "555953 Closed with explanation 0 0 \n", - "555954 Closed with explanation 1 0 \n", - "555955 Untimely response 0 0 \n", - "555956 Closed with explanation 1 0 \n", + " company_response_to_consumer timely_response consumer_disputed? \\\n", + "0 Closed with explanation Yes Yes \n", + "1 Closed with explanation Yes Yes \n", + "2 Closed with explanation Yes No \n", + "3 Closed with explanation Yes Yes \n", + "4 Closed with explanation Yes Yes \n", "\n", - "[555957 rows x 16 columns]" + " complaint_id \n", + "0 511074 \n", + "1 511080 \n", + "2 510473 \n", + "3 510326 \n", + "4 511067 " ] }, - "execution_count": 110, + "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df" + "df = pd.read_csv('consumer_complaints.csv', parse_dates = ['date_received', 'date_sent_to_company'], low_memory = False)\n", + "df.head()" ] }, { "cell_type": "code", - "execution_count": 111, + "execution_count": 22, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "date_received 0\n", + "product 0\n", + "sub_product 158322\n", + "issue 0\n", + "sub_issue 343335\n", + "consumer_complaint_narrative 489151\n", + "company_public_response 470833\n", + "company 0\n", + "state 4887\n", + "zipcode 4505\n", + "tags 477998\n", + "consumer_consent_provided 432499\n", + "submitted_via 0\n", + "date_sent_to_company 0\n", + "company_response_to_consumer 0\n", + "timely_response 0\n", + "consumer_disputed? 0\n", + "complaint_id 0\n", + "dtype: int64" + ] + }, + "execution_count": 22, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "corr1 = 'state'\n", - "corr2 = 'product'\n", - "corr_counts = pd.crosstab(df[corr1], df[corr2])\n", - "\n", - "# fig, ax = plt.subplots(figsize = (20, 40))\n", - "# sns.heatmap(corr_counts, annot = True, linewidths = .5, ax = ax)" + "df.isna().sum()" ] }, { "cell_type": "code", - "execution_count": 112, + "execution_count": 23, "metadata": {}, "outputs": [ { @@ -401,267 +300,1306 @@ "output_type": "stream", "text": [ "\n", - "Int64Index: 551070 entries, 0 to 553096\n", - "Data columns (total 16 columns):\n", + "RangeIndex: 555957 entries, 0 to 555956\n", + "Data columns (total 18 columns):\n", " # Column Non-Null Count Dtype \n", "--- ------ -------------- ----- \n", - " 0 date_received 551070 non-null datetime64[ns]\n", - " 1 product 551070 non-null object \n", - " 2 sub_product 393951 non-null object \n", - " 3 issue 551070 non-null object \n", - " 4 sub_issue 211160 non-null object \n", - " 5 consumer_complaint_narrative 66620 non-null object \n", - " 6 company_public_response 84411 non-null object \n", - " 7 company 551070 non-null object \n", + " 0 date_received 555957 non-null datetime64[ns]\n", + " 1 product 555957 non-null object \n", + " 2 sub_product 397635 non-null object \n", + " 3 issue 555957 non-null object \n", + " 4 sub_issue 212622 non-null object \n", + " 5 consumer_complaint_narrative 66806 non-null object \n", + " 6 company_public_response 85124 non-null object \n", + " 7 company 555957 non-null object \n", " 8 state 551070 non-null object \n", - " 9 zipcode 551060 non-null object \n", - " 10 tags 77330 non-null object \n", - " 11 submitted_via 551070 non-null object \n", - " 12 date_sent_to_company 551070 non-null datetime64[ns]\n", - " 13 company_response_to_consumer 551070 non-null object \n", - " 14 timely_response 551070 non-null int64 \n", - " 15 consumer_disputed? 551070 non-null int64 \n", - "dtypes: datetime64[ns](2), int64(2), object(12)\n", - "memory usage: 71.5+ MB\n" + " 9 zipcode 551452 non-null object \n", + " 10 tags 77959 non-null object \n", + " 11 consumer_consent_provided 123458 non-null object \n", + " 12 submitted_via 555957 non-null object \n", + " 13 date_sent_to_company 555957 non-null datetime64[ns]\n", + " 14 company_response_to_consumer 555957 non-null object \n", + " 15 timely_response 555957 non-null object \n", + " 16 consumer_disputed? 555957 non-null object \n", + " 17 complaint_id 555957 non-null int64 \n", + "dtypes: datetime64[ns](2), int64(1), object(15)\n", + "memory usage: 76.3+ MB\n" ] } ], "source": [ - "# df[(df['state'] == 'FL') & (df['product'] == 'Mortgage')]\n", - "df[df['state'].notna() & df['product'].notna()].info()" + "df.info()" ] }, { "cell_type": "code", - "execution_count": 113, + "execution_count": 24, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Percent of CA complaints under Mortgage:\t40.38%\n", - "Percent of total complaints under Mortgage:\t33.54%\n" + "There are 82069 improperly formatted or NaN zipcodes\n" ] } ], "source": [ - "state = 'CA'\n", - "product = 'Mortgage'\n", + "faulty_zipcodes = 0\n", + "for i in range(len(df['zipcode'])):\n", + " try:\n", + " int(df['zipcode'][i])\n", + " except:\n", + " faulty_zipcodes += 1\n", + " df['zipcode'][i] = np.NaN\n", "\n", + "print(f\"There are {faulty_zipcodes} improperly formatted or NaN zipcodes\")" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "sub_product 0.284774\n", + "sub_issue 0.617557\n", + "consumer_complaint_narrative 0.879836\n", + "company_public_response 0.846887\n", + "zipcode 0.147618\n", + "tags 0.859775\n", + "consumer_consent_provided 0.777936\n", + "dtype: float64" + ] + }, + "execution_count": 25, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "drop_threshold = 0.10\n", + "cols_na_counts = df.isna().mean(axis=0)\n", + "cols_over_dt = cols_na_counts[cols_na_counts >= drop_threshold]\n", + "cols_over_dt" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Drop features and reformat data into numerical features\n", + "\n", + "Drops due to unhelpfulness (if we use the ML model for our company, these categories are either unhelpful or will create data leakage):\n", + "* complaint_id\n", + "* company\n", + "\n", + "Drops due to high NaN counts (> 10%):\n", + "* sub_product\n", + "* sub_issue\n", + "* consumer_complaint_narrative\n", + "* company_public_response\n", + "* zipcode\n", + "* tags\n", + "* consumer_consent_provided\n", + "\n", + "Data reformatted:\n", + "* Yes/No columns converted from str to int: 'No' -> 0 and 'Yes' -> 1\n", + "* company_response_to_consumer converted from str to int: 'Closed' -> 1, otherwise str -> 0\n", + "* date_received and date_sent_to_company converted from DateTime to int as its ordinal value" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [], + "source": [ + "# Drop data\n", + "col_drops = list(cols_over_dt.index) + ['company', 'complaint_id']\n", + "df = df.drop(col_drops, axis=1)\n", "\n", - "ca_mortgages = df[(df['product'] == product) & (df['state'] == state)].shape[0]\n", - "ca_total = df[df['state'] == state].shape[0]\n", - "prop_ca_mortgages = round(ca_mortgages / ca_total, 4)\n", + "# Reformat data\n", + "df = df.replace(['Yes', 'No'], [1, 0])\n", "\n", - "df_mortgages = df[df['product'] == product].shape[0]\n", - "df_total = df['product'].shape[0]\n", - "prop_df_mortgages = round(df_mortgages / df_total, 4)\n", + "# Change all types of closed cases to 1, unclosed cases to 0 (converts to numerical feature)\n", + "case_col = 'company_response_to_consumer'\n", + "df.loc[df[case_col].str.contains('Closed'), case_col] = 1\n", + "df.loc[df[case_col] != 1, case_col] = 0\n", "\n", - "print(f'Percent of {state} complaints under {product}:\\t{prop_ca_mortgages * 100}%')\n", - "print(f'Percent of total complaints under {product}:\\t{prop_df_mortgages * 100}%')\n" + "# Change all datetime objects to ordinal value of date (converts to numerical feature)\n", + "date_cols = ['date_received', 'date_sent_to_company']\n", + "for date_col in date_cols:\n", + " df[date_col] = df[date_col].apply(pd.Timestamp.toordinal)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Drop NaN rows for state column" ] }, { "cell_type": "code", - "execution_count": 114, + "execution_count": 27, "metadata": {}, "outputs": [ { "data": { - "text/html": [ - "
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date_receivedproductsub_productissuesub_issueconsumer_complaint_narrativecompany_public_responsecompanystatezipcodetagssubmitted_viadate_sent_to_companycompany_response_to_consumertimely_responseconsumer_disputed?
5559522014-07-01MortgageOther mortgageLoan modification,collection,foreclosureNaNNaNNaNBank of AmericaNaNNaNNaNReferral2014-07-07Closed with explanation10
5559532014-07-01MortgageOther mortgageLoan servicing, payments, escrow accountNaNNaNNaNResidential Credit SolutionsNaNNaNOlder American, ServicememberReferral2014-07-23Closed with explanation00
5559542012-07-10MortgageConventional fixed mortgageLoan modification,collection,foreclosureNaNNaNNaNBB&T FinancialNaNNaNNaNPhone2013-11-18Closed with explanation10
5559552015-04-14Debt collectionI do not knowCommunication tacticsFrequent or repeated callsNaNNaNGlobal Recovery GroupNaNNaNNaNPhone2015-04-14Untimely response00
5559562014-08-14Debt collectionI do not knowCont'd attempts collect debt not owedDebt is not mineNaNNaNCCS Financial Services, Inc.NaNNaNNaNPhone2014-08-18Closed with explanation10
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}, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def get_disputes(row):\n", + " state = row['state']\n", + " return df[(df['consumer_disputed?'] == 1) & (df['state'] == state)]['consumer_disputed?'].sum()\n", + "\n", + "state_abbr = [ 'AK', 'AL', 'AR', 'AZ', 'CA', 'CO', 'CT', 'DC', 'DE', 'FL', 'GA',\n", + " 'HI', 'IA', 'ID', 'IL', 'IN', 'KS', 'KY', 'LA', 'MA', 'MD', 'ME',\n", + " 'MI', 'MN', 'MO', 'MS', 'MT', 'NC', 'ND', 'NE', 'NH', 'NJ', 'NM',\n", + " 'NV', 'NY', 'OH', 'OK', 'OR', 'PA', 'RI', 'SC', 'SD', 'TN', 'TX',\n", + " 'UT', 'VA', 'VT', 'WA', 'WI', 'WV', 'WY'\n", + " ]\n", + "usa_df = df[df['state'].isin(state_abbr)][['state', 'issue', 'consumer_disputed?']]\n", + "usa_df = usa_df.groupby(['state']).count().reset_index()\n", + "usa_df.head()\n", + "usa_df['consumer_disputed?'] = usa_df.apply(get_disputes, axis=1)\n", + "usa_df['percent_disputes'] = usa_df.apply(lambda row: (row['consumer_disputed?'] / row['issue']) * 100, axis=1)\n", + "\n", + "fig = px.choropleth(\n", + " usa_df,\n", + " locations='state',\n", + " locationmode=\"USA-states\",\n", + " scope=\"usa\",\n", + " color='percent_disputes',\n", + " color_continuous_scale=\"Viridis_r\",\n", + " )\n", + "fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "date_received 1608\n", + "product 11\n", + "issue 95\n", + "state 62\n", + "submitted_via 6\n", + "date_sent_to_company 1557\n", + "company_response_to_consumer 2\n", + "timely_response 2\n", + "consumer_disputed? 2\n", + "dtype: int64" ] }, - "execution_count": 114, + "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df.tail()" + "df.nunique()" ] }, { "cell_type": "code", - "execution_count": 115, + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Int64Index: 551070 entries, 0 to 553096\n", + "Data columns (total 9 columns):\n", + " # Column Non-Null Count Dtype \n", + "--- ------ -------------- ----- \n", + " 0 date_received 551070 non-null int64 \n", + " 1 product 551070 non-null object\n", + " 2 issue 551070 non-null object\n", + " 3 state 551070 non-null object\n", + " 4 submitted_via 551070 non-null object\n", + " 5 date_sent_to_company 551070 non-null int64 \n", + " 6 company_response_to_consumer 551070 non-null int64 \n", + " 7 timely_response 551070 non-null int64 \n", + " 8 consumer_disputed? 551070 non-null int64 \n", + "dtypes: int64(5), object(4)\n", + "memory usage: 42.0+ MB\n" + ] + } + ], + "source": [ + "df = df.infer_objects()\n", + "df.info()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [], + "source": [ + "categorical_cols = ['product', 'issue', 'state', 'submitted_via']\n", + "for col in categorical_cols:\n", + " col_ohe = pd.get_dummies(df[col], prefix=col)\n", + " df = pd.concat((df, col_ohe), axis=1).drop(col, axis=1)\n", + "ohe_cols = df.columns\n", + "df = MinMaxScaler().fit_transform(df.to_numpy())\n", + "df = pd.DataFrame(df, columns=ohe_cols)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, "metadata": {}, "outputs": [ { @@ -686,330 +1624,286 @@ " \n", " \n", " date_received\n", - " product\n", - " sub_product\n", - " issue\n", - " sub_issue\n", - " consumer_complaint_narrative\n", - " company_public_response\n", - " company\n", - " state\n", - " zipcode\n", - " tags\n", - " submitted_via\n", " date_sent_to_company\n", " company_response_to_consumer\n", " timely_response\n", " consumer_disputed?\n", + " product_Bank account or service\n", + " product_Consumer Loan\n", + " product_Credit card\n", + " product_Credit reporting\n", + " product_Debt collection\n", + " ...\n", + " state_WA\n", + " state_WI\n", + " state_WV\n", + " state_WY\n", + " submitted_via_Email\n", + " submitted_via_Fax\n", + " submitted_via_Phone\n", + " submitted_via_Postal mail\n", + " submitted_via_Referral\n", + " submitted_via_Web\n", " \n", " \n", " \n", " \n", " 0\n", - " 2013-08-30\n", - " Mortgage\n", - " Other mortgage\n", - " Loan modification,collection,foreclosure\n", - " NaN\n", - " NaN\n", - " NaN\n", - " U.S. Bancorp\n", - " CA\n", - " 95993\n", - " NaN\n", - " Referral\n", - " 2013-09-03\n", - " 0\n", - " 1\n", - " 1\n", + " 0.397013\n", + " 0.399502\n", + " 1.0\n", + " 1.0\n", + " 1.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " ...\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 1.0\n", + " 0.0\n", " \n", " \n", " 1\n", - " 2013-08-30\n", - " Mortgage\n", - " Other mortgage\n", - " Loan servicing, payments, escrow account\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Wells Fargo & Company\n", - " CA\n", - " 91104\n", - " NaN\n", - " Referral\n", - " 2013-09-03\n", - " 0\n", - " 1\n", - " 1\n", + " 0.397013\n", + " 0.399502\n", + " 1.0\n", + " 1.0\n", + " 1.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " ...\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 1.0\n", + " 0.0\n", " \n", " \n", " 2\n", - " 2013-08-30\n", - " Credit reporting\n", - " NaN\n", - " Incorrect information on credit report\n", - " Account status\n", - " NaN\n", - " NaN\n", - " Wells Fargo & Company\n", - " NY\n", - " 11764\n", - " NaN\n", - " Postal mail\n", - " 2013-09-18\n", - " 0\n", - " 1\n", - " 0\n", + " 0.397013\n", + " 0.408836\n", + " 1.0\n", + " 1.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 1.0\n", + " 0.0\n", + " ...\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 1.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 3\n", - " 2013-08-30\n", - " Student loan\n", - " Non-federal student loan\n", - " Repaying your loan\n", - " Repaying your loan\n", - " NaN\n", - " NaN\n", - " Navient Solutions, Inc.\n", - " MD\n", - " 21402\n", - " NaN\n", - " Email\n", - " 2013-08-30\n", - " 0\n", - " 1\n", - " 1\n", + " 0.397013\n", + " 0.397013\n", + " 1.0\n", + " 1.0\n", + " 1.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " ...\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 1.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", " \n", " \n", " 4\n", - " 2013-08-30\n", - " Debt collection\n", - " Credit card\n", - " False statements or representation\n", - " Attempted to collect wrong amount\n", - " NaN\n", - " NaN\n", - " Resurgent Capital Services L.P.\n", - " GA\n", - " 30106\n", - " NaN\n", - " Web\n", - " 2013-08-30\n", - " 0\n", - " 1\n", - " 1\n", - " \n", - " \n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", + " 0.397013\n", + " 0.397013\n", + " 1.0\n", + " 1.0\n", + " 1.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 1.0\n", " ...\n", - " ...\n", - " ...\n", - " \n", - " \n", - " 555952\n", - " 2014-07-01\n", - " Mortgage\n", - " Other mortgage\n", - " Loan modification,collection,foreclosure\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Bank of America\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Referral\n", - " 2014-07-07\n", - " 0\n", - " 1\n", - " 0\n", - " \n", - " \n", - " 555953\n", - " 2014-07-01\n", - " Mortgage\n", - " Other mortgage\n", - " Loan servicing, payments, escrow account\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Residential Credit Solutions\n", - " NaN\n", - " NaN\n", - " Older American, Servicemember\n", - " Referral\n", - " 2014-07-23\n", - " 0\n", - " 0\n", - " 0\n", - " \n", - " \n", - " 555954\n", - " 2012-07-10\n", - " Mortgage\n", - " Conventional fixed mortgage\n", - " Loan modification,collection,foreclosure\n", - " NaN\n", - " NaN\n", - " NaN\n", - " BB&T Financial\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Phone\n", - " 2013-11-18\n", - " 0\n", - " 1\n", - " 0\n", - " \n", - " \n", - " 555955\n", - " 2015-04-14\n", - " Debt collection\n", - " I do not know\n", - " Communication tactics\n", - " Frequent or repeated calls\n", - " NaN\n", - " NaN\n", - " Global Recovery Group\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Phone\n", - " 2015-04-14\n", - " 0\n", - " 0\n", - " 0\n", - " \n", - " \n", - " 555956\n", - " 2014-08-14\n", - " Debt collection\n", - " I do not know\n", - " Cont'd attempts collect debt not owed\n", - " Debt is not mine\n", - " NaN\n", - " NaN\n", - " CCS Financial Services, Inc.\n", - " NaN\n", - " NaN\n", - " NaN\n", - " Phone\n", - " 2014-08-18\n", - " 0\n", - " 1\n", - " 0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 0.0\n", + " 1.0\n", " \n", " \n", "\n", - "

555957 rows × 16 columns

\n", + "

5 rows × 179 columns

\n", "" ], "text/plain": [ - " date_received product sub_product \\\n", - "0 2013-08-30 Mortgage Other mortgage \n", - "1 2013-08-30 Mortgage Other mortgage \n", - "2 2013-08-30 Credit reporting NaN \n", - "3 2013-08-30 Student loan Non-federal student loan \n", - "4 2013-08-30 Debt collection Credit card \n", - "... ... ... ... \n", - "555952 2014-07-01 Mortgage Other mortgage \n", - "555953 2014-07-01 Mortgage Other mortgage \n", - "555954 2012-07-10 Mortgage Conventional fixed mortgage \n", - "555955 2015-04-14 Debt collection I do not know \n", - "555956 2014-08-14 Debt collection I do not know \n", + " date_received date_sent_to_company company_response_to_consumer \\\n", + "0 0.397013 0.399502 1.0 \n", + "1 0.397013 0.399502 1.0 \n", + "2 0.397013 0.408836 1.0 \n", + "3 0.397013 0.397013 1.0 \n", + "4 0.397013 0.397013 1.0 \n", "\n", - " issue \\\n", - "0 Loan modification,collection,foreclosure \n", - "1 Loan servicing, payments, escrow account \n", - "2 Incorrect information on credit report \n", - "3 Repaying your loan \n", - "4 False statements or representation \n", - "... ... \n", - "555952 Loan modification,collection,foreclosure \n", - "555953 Loan servicing, payments, escrow account \n", - "555954 Loan modification,collection,foreclosure \n", - "555955 Communication tactics \n", - "555956 Cont'd attempts collect debt not owed \n", + " timely_response consumer_disputed? product_Bank account or service \\\n", + "0 1.0 1.0 0.0 \n", + "1 1.0 1.0 0.0 \n", + "2 1.0 0.0 0.0 \n", + "3 1.0 1.0 0.0 \n", + "4 1.0 1.0 0.0 \n", "\n", - " sub_issue consumer_complaint_narrative \\\n", - "0 NaN NaN \n", - "1 NaN NaN \n", - "2 Account status NaN \n", - "3 Repaying your loan NaN \n", - "4 Attempted to collect wrong amount NaN \n", - "... ... ... \n", - "555952 NaN NaN \n", - "555953 NaN NaN \n", - "555954 NaN NaN \n", - "555955 Frequent or repeated calls NaN \n", - "555956 Debt is not mine NaN \n", + " product_Consumer Loan product_Credit card product_Credit reporting \\\n", + "0 0.0 0.0 0.0 \n", + "1 0.0 0.0 0.0 \n", + "2 0.0 0.0 1.0 \n", + "3 0.0 0.0 0.0 \n", + "4 0.0 0.0 0.0 \n", "\n", - " company_public_response company state zipcode \\\n", - "0 NaN U.S. Bancorp CA 95993 \n", - "1 NaN Wells Fargo & Company CA 91104 \n", - "2 NaN Wells Fargo & Company NY 11764 \n", - "3 NaN Navient Solutions, Inc. MD 21402 \n", - "4 NaN Resurgent Capital Services L.P. GA 30106 \n", - "... ... ... ... ... \n", - "555952 NaN Bank of America NaN NaN \n", - "555953 NaN Residential Credit Solutions NaN NaN \n", - "555954 NaN BB&T Financial NaN NaN \n", - "555955 NaN Global Recovery Group NaN NaN \n", - "555956 NaN CCS Financial Services, Inc. NaN NaN \n", + " product_Debt collection ... state_WA state_WI state_WV state_WY \\\n", + "0 0.0 ... 0.0 0.0 0.0 0.0 \n", + "1 0.0 ... 0.0 0.0 0.0 0.0 \n", + "2 0.0 ... 0.0 0.0 0.0 0.0 \n", + "3 0.0 ... 0.0 0.0 0.0 0.0 \n", + "4 1.0 ... 0.0 0.0 0.0 0.0 \n", "\n", - " tags submitted_via date_sent_to_company \\\n", - "0 NaN Referral 2013-09-03 \n", - "1 NaN Referral 2013-09-03 \n", - "2 NaN Postal mail 2013-09-18 \n", - "3 NaN Email 2013-08-30 \n", - "4 NaN Web 2013-08-30 \n", - "... ... ... ... \n", - "555952 NaN Referral 2014-07-07 \n", - "555953 Older American, Servicemember Referral 2014-07-23 \n", - "555954 NaN Phone 2013-11-18 \n", - "555955 NaN Phone 2015-04-14 \n", - "555956 NaN Phone 2014-08-18 \n", + " submitted_via_Email submitted_via_Fax submitted_via_Phone \\\n", + "0 0.0 0.0 0.0 \n", + "1 0.0 0.0 0.0 \n", + "2 0.0 0.0 0.0 \n", + "3 1.0 0.0 0.0 \n", + "4 0.0 0.0 0.0 \n", "\n", - " company_response_to_consumer timely_response consumer_disputed? \n", - "0 0 1 1 \n", - "1 0 1 1 \n", - "2 0 1 0 \n", - "3 0 1 1 \n", - "4 0 1 1 \n", - "... ... ... ... \n", - "555952 0 1 0 \n", - "555953 0 0 0 \n", - "555954 0 1 0 \n", - "555955 0 0 0 \n", - "555956 0 1 0 \n", + " submitted_via_Postal mail submitted_via_Referral submitted_via_Web \n", + "0 0.0 1.0 0.0 \n", + "1 0.0 1.0 0.0 \n", + "2 1.0 0.0 0.0 \n", + "3 0.0 0.0 0.0 \n", + "4 0.0 0.0 1.0 \n", "\n", - "[555957 rows x 16 columns]" + "[5 rows x 179 columns]" + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "target = 'consumer_disputed?'\n", + "X = df.drop(target, axis=1)\n", + "y = df[target]\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state = 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "metadata": {}, + "outputs": [], + "source": [ + "clf = xgb.XGBClassifier()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "clf.fit(X_train, y_train)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "metadata": {}, + "outputs": [], + "source": [ + "y_pred = clf.predict(X_test)" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy: 80.01%\n" + ] + } + ], + "source": [ + "cm = confusion_matrix(y_test, y_pred)\n", + "accuracy = accuracy_score(y_test, y_pred)\n", + "print(f\"Accuracy: {round(accuracy * 100, 2)}%\")" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([[88124, 38],\n", + " [21998, 54]])" ] }, - "execution_count": 115, + "execution_count": 38, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Change all types of closed cases to 1, unclosed cases to 0\n", - "df.loc[df['company_response_to_consumer'].str.contains('Closed'), 'company_response_to_consumer'] = 1\n", - "df.loc[df['company_response_to_consumer'] != 'Closed', 'company_response_to_consumer'] = 0\n", - "df" + "cm" ] } ], From 8456b81beb0732e92220f2476bdc59140506c970 Mon Sep 17 00:00:00 2001 From: Anuj Singla Date: Mon, 26 Sep 2022 15:27:15 -0500 Subject: [PATCH 04/14] Add visualizations --- main.ipynb | 2683 +++++++++++++++++++++++++++++++++++++++++++++++----- 1 file changed, 2433 insertions(+), 250 deletions(-) diff --git a/main.ipynb b/main.ipynb index c0c452f..c0feba6 100644 --- a/main.ipynb +++ b/main.ipynb @@ -15,14 +15,16 @@ "source": [ "%pip install xgboost\n", "%pip install plotly-express\n", + "%pip install wordcloud\n", "\n", "import plotly.express as px\n", + "from wordcloud import WordCloud, STOPWORDS\n", "from sklearn.preprocessing import MinMaxScaler\n", "from sklearn.impute import SimpleImputer\n", "from sklearn.linear_model import LogisticRegression\n", "from sklearn.tree import DecisionTreeClassifier\n", "import xgboost as xgb\n", - "from sklearn.model_selection import train_test_split\n", + "from sklearn.model_selection import train_test_split, StratifiedShuffleSplit\n", "from sklearn.metrics import confusion_matrix, accuracy_score\n", "import pandas as pd\n", "import numpy as np\n", @@ -37,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 64, "metadata": {}, "outputs": [ { @@ -242,7 +244,7 @@ "4 511067 " ] }, - "execution_count": 21, + "execution_count": 64, "metadata": {}, "output_type": "execute_result" } @@ -254,7 +256,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 65, "metadata": {}, "outputs": [ { @@ -281,7 +283,7 @@ "dtype: int64" ] }, - "execution_count": 22, + "execution_count": 65, "metadata": {}, "output_type": "execute_result" } @@ -292,7 +294,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 66, "metadata": {}, "outputs": [ { @@ -333,7 +335,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 67, "metadata": {}, "outputs": [ { @@ -358,7 +360,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": 68, "metadata": {}, "outputs": [ { @@ -374,7 +376,7 @@ "dtype: float64" ] }, - "execution_count": 25, + "execution_count": 68, "metadata": {}, "output_type": "execute_result" } @@ -413,7 +415,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 69, "metadata": {}, "outputs": [], "source": [ @@ -444,7 +446,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 70, "metadata": {}, "outputs": [ { @@ -462,7 +464,7 @@ "dtype: int64" ] }, - "execution_count": 27, + "execution_count": 70, "metadata": {}, "output_type": "execute_result" } @@ -474,7 +476,2292 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 71, + "metadata": {}, + "outputs": [], + "source": [ + "dispute_category = ''\n", + "def get_disputes(row):\n", + " return df[(df['consumer_disputed?'] == 1) & (df[dispute_category] == row[dispute_category])]['consumer_disputed?'].sum()\n", + "\n", + "def get_frequency_df(dispute_category: str, data: pd.DataFrame = df) -> pd.DataFrame:\n", + " cat_df = data[[dispute_category, 'issue', 'consumer_disputed?']].groupby([dispute_category]).count().reset_index()\n", + " cat_df['consumer_disputed?'] = cat_df.apply(get_disputes, axis=1)\n", + " cat_df['percent_disputes'] = cat_df.apply(lambda row: (row['consumer_disputed?'] / row['issue']) * 100, axis=1)\n", + " return cat_df" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.plotly.v1+json": { + "config": { + "plotlyServerURL": "https://plot.ly" + }, + "data": [ + { + "hovertemplate": "%{hovertext}

Product=Bank account or service
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", + "hovertext": [ + "Bank account or service" + ], + "legendgroup": "Bank account or service", + "marker": { + "color": "#636efa", + "size": [ + 61352 + ], + "sizemode": "area", + "sizeref": 462.9675, + "symbol": "circle" + }, + "mode": "markers", + "name": "Bank account or service", + "orientation": "v", + "showlegend": true, + "type": "scatter", + "x": [ + 12072 + ], + "xaxis": "x", + "y": [ + 19.676620159082017 + ], + "yaxis": "y" + }, + { + "hovertemplate": "%{hovertext}

Product=Consumer Loan
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", + "hovertext": [ + "Consumer Loan" + ], + "legendgroup": "Consumer Loan", + "marker": { + "color": "#EF553B", + "size": [ + 20838 + ], + "sizemode": "area", + "sizeref": 462.9675, + "symbol": "circle" + }, + "mode": "markers", + "name": "Consumer Loan", + "orientation": "v", + "showlegend": true, + "type": "scatter", + "x": [ + 4660 + ], + "xaxis": "x", + "y": [ + 22.36299069008542 + ], + "yaxis": "y" + }, + { + "hovertemplate": "%{hovertext}

Product=Credit card
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", + "hovertext": [ + "Credit card" + ], + "legendgroup": "Credit card", + "marker": { + "color": "#00cc96", + "size": [ + 65875 + ], + "sizemode": "area", + "sizeref": 462.9675, + "symbol": "circle" + }, + "mode": "markers", + "name": "Credit card", + "orientation": "v", + "showlegend": true, + "type": "scatter", + "x": [ + 13705 + ], + "xaxis": "x", + "y": [ + 20.804554079696395 + ], + "yaxis": "y" + }, + { + "hovertemplate": "%{hovertext}

Product=Credit reporting
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", + "hovertext": [ + "Credit reporting" + ], + "legendgroup": "Credit reporting", + "marker": { + "color": "#ab63fa", + "size": [ + 91244 + ], + "sizemode": "area", + "sizeref": 462.9675, + "symbol": "circle" + }, + "mode": "markers", + "name": "Credit reporting", + "orientation": "v", + "showlegend": true, + "type": "scatter", + "x": [ + 14970 + ], + "xaxis": "x", + "y": [ + 16.406558239445882 + ], + "yaxis": "y" + }, + { + "hovertemplate": "%{hovertext}

Product=Debt collection
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", + "hovertext": [ + "Debt collection" + ], + "legendgroup": "Debt collection", + "marker": { + "color": "#FFA15A", + "size": [ + 100348 + ], + "sizemode": "area", + "sizeref": 462.9675, + "symbol": "circle" + }, + "mode": "markers", + "name": "Debt collection", + "orientation": "v", + "showlegend": true, + "type": "scatter", + "x": [ + 18212 + ], + "xaxis": "x", + "y": [ + 18.148842029736517 + ], + "yaxis": "y" + }, + { + "hovertemplate": "%{hovertext}

Product=Money transfers
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", + "hovertext": [ + "Money transfers" + ], + "legendgroup": "Money transfers", + "marker": { + "color": "#19d3f3", + "size": [ + 3673 + ], + "sizemode": "area", + "sizeref": 462.9675, + "symbol": "circle" + }, + "mode": "markers", + "name": "Money transfers", + "orientation": "v", + "showlegend": true, + "type": "scatter", + "x": [ + 519 + ], + "xaxis": "x", + "y": [ + 14.130138851075417 + ], + "yaxis": "y" + }, + { + "hovertemplate": "%{hovertext}

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Consumer Disputes=%{x}
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Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", + "hovertext": [ + "Other financial service" + ], + "legendgroup": "Other financial service", + "marker": { + "color": "#B6E880", + "size": [ + 542 + ], + "sizemode": "area", + "sizeref": 462.9675, + "symbol": "circle" + }, + "mode": "markers", + "name": "Other financial service", + "orientation": "v", + "showlegend": true, + "type": "scatter", + "x": [ + 108 + ], + "xaxis": "x", + "y": [ + 19.92619926199262 + ], + "yaxis": "y" + }, + { + "hovertemplate": "%{hovertext}

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Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
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Total Complaints=%{marker.size}", + "hovertext": [ + "Prepaid card" + ], + "legendgroup": "Prepaid card", + "marker": { + "color": "#FECB52", + "size": [ + 2443 + ], + "sizemode": "area", + "sizeref": 462.9675, + "symbol": "circle" + }, + "mode": "markers", + "name": "Prepaid card", + "orientation": "v", + "showlegend": true, + "type": "scatter", + "x": [ + 324 + ], + "xaxis": "x", + "y": [ + 13.26238231682358 + ], + "yaxis": "y" + }, + { + "hovertemplate": "%{hovertext}

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Consumer Disputes" + } + } + } + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "dispute_category = 'state'\n", + "\n", + "state_abbr = [\n", + " 'AK', 'AL', 'AR', 'AZ', 'CA', 'CO', 'CT', 'DC', 'DE', 'FL', 'GA',\n", + " 'HI', 'IA', 'ID', 'IL', 'IN', 'KS', 'KY', 'LA', 'MA', 'MD', 'ME',\n", + " 'MI', 'MN', 'MO', 'MS', 'MT', 'NC', 'ND', 'NE', 'NH', 'NJ', 'NM',\n", + " 'NV', 'NY', 'OH', 'OK', 'OR', 'PA', 'RI', 'SC', 'SD', 'TN', 'TX',\n", + " 'UT', 'VA', 'VT', 'WA', 'WI', 'WV', 'WY'\n", + "]\n", + "\n", + "usa_df = df[df[dispute_category].isin(state_abbr)][[dispute_category, 'issue', 'consumer_disputed?']]\n", + "usa_df = get_frequency_df(dispute_category, usa_df)\n", + "\n", + "fig = px.choropleth(\n", + " usa_df,\n", + " locations=dispute_category,\n", + " locationmode=\"USA-states\",\n", + " scope=\"usa\",\n", + " color='percent_disputes',\n", + " color_continuous_scale=\"rdylgn_r\",\n", + " title='State vs Percentage of Consumer Disputes',\n", + " labels={\n", + " 'consumer_disputed?': 'Consumer Disputes',\n", + " 'percent_disputes': 'Percent of Complaints Disputed',\n", + " dispute_category: 'State',\n", + " },\n", + ")\n", + "fig.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 74, "metadata": {}, "outputs": [ { @@ -485,190 +2772,46 @@ }, "data": [ { - "coloraxis": "coloraxis", - "geo": "geo", - "hovertemplate": "state=%{location}
percent_disputes=%{z}", - "locationmode": "USA-states", - "locations": [ - "AK", - "AL", - "AR", - "AZ", - "CA", - "CO", - "CT", - "DC", - "DE", - "FL", - "GA", - "HI", - "IA", - "ID", - "IL", - "IN", - "KS", - "KY", - "LA", - "MA", - "MD", - "ME", - "MI", - "MN", - "MO", - "MS", - "MT", - "NC", - "ND", - "NE", - "NH", - "NJ", - "NM", - "NV", - "NY", - "OH", - "OK", - "OR", - "PA", - "RI", - "SC", - "SD", - "TN", - "TX", - "UT", - "VA", - "VT", - "WA", - "WI", - "WV", - "WY" - ], + "alignmentgroup": "True", + "hovertemplate": "Submitted Via=%{x}
Percent of Complaints Disputed=%{y}", + "legendgroup": "", + "marker": { + "color": "#636efa", + "pattern": { + "shape": "" + } + }, "name": "", - "type": "choropleth", - "z": [ - 18.96551724137931, - 19.78704525288376, - 18.11320754716981, - 21.68772270813087, - 21.56058751529988, - 22.159031068983676, - 20.155159038013963, - 18.951612903225808, - 22.934521768940694, - 19.456710077692698, - 19.561675085546685, - 22.560660815694373, - 17.81659388646288, - 19.74160206718346, - 21.178149205055036, - 18.325460172666556, - 18.96807720861173, - 19.614228456913825, - 18.1380714417916, - 20.279153534443946, - 21.97367677794724, - 22.039134912461382, - 19.763909982051636, - 20.532378580323783, - 20.074657818332643, - 21.673151750972764, - 18.365061590145576, - 20.31481839881298, - 18.69747899159664, - 21.526980482204365, - 18.719037508846426, - 19.841128168511247, - 16.210374639769455, - 21.891134385602594, - 19.502953013118695, - 19.95397008055236, - 18.292011019283745, - 22.153240460327076, - 19.440419685236073, - 20.800421274354925, - 18.551261942107512, - 16.116248348745046, - 19.347647541945324, - 18.38121493519056, - 19.75601491019993, - 21.349862258953166, - 18.55779427359491, - 21.23074259996538, - 20.8, - 18.256691832532603, - 19.782214156079856 - ] + "offsetgroup": "", + "orientation": "v", + "showlegend": false, + "textposition": "auto", + "type": "bar", + "x": [ + "Email", + "Fax", + "Phone", + "Postal mail", + "Referral", + "Web" + ], + "xaxis": "x", + "y": [ + 21.35593220338983, + 21.64188588130639, + 16.90350382188478, + 14.574374241923035, + 17.10833982852689, + 22.007825004446026 + ], + "yaxis": "y" } ], "layout": { - "coloraxis": { - "colorbar": { - "title": { - "text": "percent_disputes" - } - }, - "colorscale": [ - [ - 0, - "#fde725" - ], - [ - 0.1111111111111111, - "#b5de2b" - ], - [ - 0.2222222222222222, - "#6ece58" - ], - [ - 0.3333333333333333, - "#35b779" - ], - [ - 0.4444444444444444, - "#1f9e89" - ], - [ - 0.5555555555555556, - "#26828e" - ], - [ - 0.6666666666666666, - "#31688e" - ], - [ - 0.7777777777777778, - "#3e4989" - ], - [ - 0.8888888888888888, - "#482878" - ], - [ - 1, - "#440154" - ] - ] - }, - "geo": { - "center": {}, - "domain": { - "x": [ - 0, - 1 - ], - "y": [ - 0, - 1 - ] - }, - "scope": "usa" - }, + "barmode": "relative", "legend": { "tracegroupgap": 0 }, - "margin": { - "t": 60 - }, "template": { "data": { "bar": [ @@ -1484,6 +3627,29 @@ "zerolinewidth": 2 } } + }, + "title": { + "text": "Submition Method vs Percentage of Consumer Disputes" + }, + "xaxis": { + "anchor": "y", + "domain": [ + 0, + 1 + ], + "title": { + "text": "Submitted Via" + } + }, + "yaxis": { + "anchor": "x", + "domain": [ + 0, + 1 + ], + "title": { + "text": "Percent of Complaints Disputed" + } } } } @@ -1493,36 +3659,68 @@ } ], "source": [ - "def get_disputes(row):\n", - " state = row['state']\n", - " return df[(df['consumer_disputed?'] == 1) & (df['state'] == state)]['consumer_disputed?'].sum()\n", + "dispute_category = 'submitted_via'\n", "\n", - "state_abbr = [ 'AK', 'AL', 'AR', 'AZ', 'CA', 'CO', 'CT', 'DC', 'DE', 'FL', 'GA',\n", - " 'HI', 'IA', 'ID', 'IL', 'IN', 'KS', 'KY', 'LA', 'MA', 'MD', 'ME',\n", - " 'MI', 'MN', 'MO', 'MS', 'MT', 'NC', 'ND', 'NE', 'NH', 'NJ', 'NM',\n", - " 'NV', 'NY', 'OH', 'OK', 'OR', 'PA', 'RI', 'SC', 'SD', 'TN', 'TX',\n", - " 'UT', 'VA', 'VT', 'WA', 'WI', 'WV', 'WY'\n", - " ]\n", - "usa_df = df[df['state'].isin(state_abbr)][['state', 'issue', 'consumer_disputed?']]\n", - "usa_df = usa_df.groupby(['state']).count().reset_index()\n", - "usa_df.head()\n", - "usa_df['consumer_disputed?'] = usa_df.apply(get_disputes, axis=1)\n", - "usa_df['percent_disputes'] = usa_df.apply(lambda row: (row['consumer_disputed?'] / row['issue']) * 100, axis=1)\n", + "sub_df = get_frequency_df(dispute_category)\n", "\n", - "fig = px.choropleth(\n", - " usa_df,\n", - " locations='state',\n", - " locationmode=\"USA-states\",\n", - " scope=\"usa\",\n", - " color='percent_disputes',\n", - " color_continuous_scale=\"Viridis_r\",\n", - " )\n", + "fig = px.bar(\n", + " sub_df,\n", + " x=dispute_category,\n", + " y='percent_disputes',\n", + " title='Submition Method vs Percentage of Consumer Disputes',\n", + " labels={\n", + " 'consumer_disputed?': 'Consumer Disputes',\n", + " 'percent_disputes': 'Percent of Complaints Disputed',\n", + " dispute_category: 'Submitted Via', \n", + " },\n", + ")\n", "fig.show()" ] }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 75, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-0.5, 399.5, 199.5, -0.5)" + ] + }, + "execution_count": 75, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df.issue = df.issue.apply(str.lower)\n", + "words = ''\n", + "for issue in df.issue:\n", + " words += issue + ' '\n", + "\n", + "wordcloud = WordCloud(\n", + " stopwords=set(STOPWORDS),\n", + " min_font_size=5,\n", + " background_color='white',\n", + ").generate(words)\n", + "plt.imshow(wordcloud)\n", + "plt.axis('off')" + ] + }, + { + "cell_type": "code", + "execution_count": 76, "metadata": {}, "outputs": [ { @@ -1540,7 +3738,7 @@ "dtype: int64" ] }, - "execution_count": 29, + "execution_count": 76, "metadata": {}, "output_type": "execute_result" } @@ -1551,7 +3749,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 77, "metadata": {}, "outputs": [ { @@ -1584,22 +3782,23 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 78, "metadata": {}, "outputs": [], "source": [ "categorical_cols = ['product', 'issue', 'state', 'submitted_via']\n", + "ohe_df = df\n", "for col in categorical_cols:\n", - " col_ohe = pd.get_dummies(df[col], prefix=col)\n", - " df = pd.concat((df, col_ohe), axis=1).drop(col, axis=1)\n", - "ohe_cols = df.columns\n", - "df = MinMaxScaler().fit_transform(df.to_numpy())\n", - "df = pd.DataFrame(df, columns=ohe_cols)" + " col_ohe = pd.get_dummies(ohe_df[col], prefix=col)\n", + " ohe_df = pd.concat((ohe_df, col_ohe), axis=1).drop(col, axis=1)\n", + "ohe_cols = ohe_df.columns\n", + "ohe_df = MinMaxScaler().fit_transform(ohe_df.to_numpy())\n", + "ohe_df = pd.DataFrame(ohe_df, columns=ohe_cols)" ] }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 79, "metadata": {}, "outputs": [ { @@ -1818,57 +4017,41 @@ "[5 rows x 179 columns]" ] }, - "execution_count": 32, + "execution_count": 79, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "df.head()" + "ohe_df.head()" ] }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 80, "metadata": {}, "outputs": [], "source": [ "target = 'consumer_disputed?'\n", - "X = df.drop(target, axis=1)\n", - "y = df[target]\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state = 0)" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [], - "source": [ - "clf = xgb.XGBClassifier()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "clf.fit(X_train, y_train)" + "X = ohe_df.drop(target, axis=1)\n", + "y = ohe_df[target]\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=0)" ] }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 81, "metadata": {}, "outputs": [], "source": [ + "clf = xgb.XGBClassifier()\n", + "clf.fit(X_train, y_train)\n", "y_pred = clf.predict(X_test)" ] }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 82, "metadata": {}, "outputs": [ { @@ -1887,7 +4070,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": 83, "metadata": {}, "outputs": [ { @@ -1897,7 +4080,7 @@ " [21998, 54]])" ] }, - "execution_count": 38, + "execution_count": 83, "metadata": {}, "output_type": "execute_result" } From 234e1d6eaad709b36bc0ffdf9ec9f017afe43a3d Mon Sep 17 00:00:00 2001 From: Anuj Singla Date: Mon, 26 Sep 2022 15:43:06 -0500 Subject: [PATCH 05/14] Test plotly visualizations --- main.ipynb | 3245 +++------------------------------------------------- 1 file changed, 138 insertions(+), 3107 deletions(-) diff --git a/main.ipynb b/main.ipynb index c0feba6..6e1b087 100644 --- a/main.ipynb +++ b/main.ipynb @@ -14,10 +14,11 @@ "outputs": [], "source": [ "%pip install xgboost\n", - "%pip install plotly-express\n", + "%pip install plotly\n", "%pip install wordcloud\n", "\n", "import plotly.express as px\n", + "import plotly.io as pio\n", "from wordcloud import WordCloud, STOPWORDS\n", "from sklearn.preprocessing import MinMaxScaler\n", "from sklearn.impute import SimpleImputer\n", @@ -34,12 +35,14 @@ "import warnings\n", "warnings.filterwarnings('ignore')\n", "\n", + "pio.renderers.default = 'notebook_connected'\n", + "\n", "%matplotlib inline" ] }, { "cell_type": "code", - "execution_count": 64, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -244,7 +247,7 @@ "4 511067 " ] }, - "execution_count": 64, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -256,7 +259,7 @@ }, { "cell_type": "code", - "execution_count": 65, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -283,7 +286,7 @@ "dtype: int64" ] }, - "execution_count": 65, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -294,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": 66, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -335,7 +338,7 @@ }, { "cell_type": "code", - "execution_count": 67, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -360,7 +363,7 @@ }, { "cell_type": "code", - "execution_count": 68, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -376,7 +379,7 @@ "dtype: float64" ] }, - "execution_count": 68, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -415,7 +418,7 @@ }, { "cell_type": "code", - "execution_count": 69, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -446,7 +449,7 @@ }, { "cell_type": "code", - "execution_count": 70, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -464,7 +467,7 @@ "dtype: int64" ] }, - "execution_count": 70, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -476,7 +479,7 @@ }, { "cell_type": "code", - "execution_count": 71, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -493,1189 +496,62 @@ }, { "cell_type": "code", - "execution_count": 72, + "execution_count": 10, "metadata": {}, "outputs": [ { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "hovertemplate": "%{hovertext}

Product=Bank account or service
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Bank account or service" - ], - "legendgroup": "Bank account or service", - "marker": { - "color": "#636efa", - "size": [ - 61352 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Bank account or service", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 12072 - ], - "xaxis": "x", - "y": [ - 19.676620159082017 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Consumer Loan
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Consumer Loan" - ], - "legendgroup": "Consumer Loan", - "marker": { - "color": "#EF553B", - "size": [ - 20838 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Consumer Loan", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 4660 - ], - "xaxis": "x", - "y": [ - 22.36299069008542 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Credit card
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Credit card" - ], - "legendgroup": "Credit card", - "marker": { - "color": "#00cc96", - "size": [ - 65875 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Credit card", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 13705 - ], - "xaxis": "x", - "y": [ - 20.804554079696395 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Credit reporting
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", 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", "text/plain": [ "
" ] @@ -3720,7 +751,7 @@ }, { "cell_type": "code", - "execution_count": 76, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -3738,7 +769,7 @@ "dtype: int64" ] }, - "execution_count": 76, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -3749,7 +780,7 @@ }, { "cell_type": "code", - "execution_count": 77, + "execution_count": 15, "metadata": {}, "outputs": [ { @@ -3782,7 +813,7 @@ }, { "cell_type": "code", - "execution_count": 78, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -3798,7 +829,7 @@ }, { "cell_type": "code", - "execution_count": 79, + "execution_count": 17, "metadata": {}, "outputs": [ { @@ -4017,7 +1048,7 @@ "[5 rows x 179 columns]" ] }, - "execution_count": 79, + "execution_count": 17, "metadata": {}, "output_type": "execute_result" } @@ -4028,7 +1059,7 @@ }, { "cell_type": "code", - "execution_count": 80, + "execution_count": 18, "metadata": {}, "outputs": [], "source": [ @@ -4040,7 +1071,7 @@ }, { "cell_type": "code", - "execution_count": 81, + "execution_count": 19, "metadata": {}, "outputs": [], "source": [ @@ -4051,7 +1082,7 @@ }, { "cell_type": "code", - "execution_count": 82, + "execution_count": 20, "metadata": {}, "outputs": [ { @@ -4070,7 +1101,7 @@ }, { "cell_type": "code", - "execution_count": 83, + "execution_count": 21, "metadata": {}, "outputs": [ { @@ -4080,7 +1111,7 @@ " [21998, 54]])" ] }, - "execution_count": 83, + "execution_count": 21, "metadata": {}, "output_type": "execute_result" } From 30b3cbabc0cd8e5deb28af01000d345a479431d3 Mon Sep 17 00:00:00 2001 From: Anuj Singla Date: Mon, 26 Sep 2022 15:48:52 -0500 Subject: [PATCH 06/14] Add balanced XGBoost model --- main.ipynb | 3292 +++------------------------------------------------- 1 file changed, 185 insertions(+), 3107 deletions(-) diff --git a/main.ipynb b/main.ipynb index c0feba6..e264f49 100644 --- a/main.ipynb +++ b/main.ipynb @@ -14,10 +14,11 @@ "outputs": [], "source": [ "%pip install xgboost\n", - "%pip install plotly-express\n", + "%pip install plotly\n", "%pip install wordcloud\n", "\n", "import plotly.express as px\n", + "import plotly.io as pio\n", "from wordcloud import WordCloud, STOPWORDS\n", "from sklearn.preprocessing import MinMaxScaler\n", "from sklearn.impute import SimpleImputer\n", @@ -34,12 +35,14 @@ "import warnings\n", "warnings.filterwarnings('ignore')\n", "\n", + "pio.renderers.default = 'notebook_connected'\n", + "\n", "%matplotlib inline" ] }, { "cell_type": "code", - "execution_count": 64, + "execution_count": 2, "metadata": {}, "outputs": [ { @@ -244,7 +247,7 @@ "4 511067 " ] }, - "execution_count": 64, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -256,7 +259,7 @@ }, { "cell_type": "code", - "execution_count": 65, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -283,7 +286,7 @@ "dtype: int64" ] }, - "execution_count": 65, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -294,7 +297,7 @@ }, { "cell_type": "code", - "execution_count": 66, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -335,7 +338,7 @@ }, { "cell_type": "code", - "execution_count": 67, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -360,7 +363,7 @@ }, { "cell_type": "code", - "execution_count": 68, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -376,7 +379,7 @@ "dtype: float64" ] }, - "execution_count": 68, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -415,7 +418,7 @@ }, { "cell_type": "code", - "execution_count": 69, + "execution_count": 7, "metadata": {}, "outputs": [], "source": [ @@ -446,7 +449,7 @@ }, { "cell_type": "code", - "execution_count": 70, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -464,7 +467,7 @@ "dtype: int64" ] }, - "execution_count": 70, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -476,7 +479,7 @@ }, { "cell_type": "code", - "execution_count": 71, + "execution_count": 9, "metadata": {}, "outputs": [], "source": [ @@ -493,1189 +496,62 @@ }, { "cell_type": "code", - "execution_count": 72, + "execution_count": 10, "metadata": {}, "outputs": [ { "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - "hovertemplate": "%{hovertext}

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Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Bank account or service" - ], - "legendgroup": "Bank account or service", - "marker": { - "color": "#636efa", - "size": [ - 61352 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Bank account or service", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 12072 - ], - "xaxis": "x", - "y": [ - 19.676620159082017 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Consumer Loan
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Consumer Loan" - ], - "legendgroup": "Consumer Loan", - "marker": { - "color": "#EF553B", - "size": [ - 20838 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Consumer Loan", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 4660 - ], - "xaxis": "x", - "y": [ - 22.36299069008542 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Credit card
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Credit card" - ], - "legendgroup": "Credit card", - "marker": { - "color": "#00cc96", - "size": [ - 65875 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Credit card", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 13705 - ], - "xaxis": "x", - "y": [ - 20.804554079696395 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Credit reporting
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Credit reporting" - ], - "legendgroup": "Credit reporting", - "marker": { - "color": "#ab63fa", - "size": [ - 91244 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Credit reporting", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 14970 - ], - "xaxis": "x", - "y": [ - 16.406558239445882 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Debt collection
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Debt collection" - ], - "legendgroup": "Debt collection", - "marker": { - "color": "#FFA15A", - "size": [ - 100348 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Debt collection", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 18212 - ], - "xaxis": "x", - "y": [ - 18.148842029736517 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Money transfers
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Money transfers" - ], - "legendgroup": "Money transfers", - "marker": { - "color": "#19d3f3", - "size": [ - 3673 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Money transfers", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 519 - ], - "xaxis": "x", - "y": [ - 14.130138851075417 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Mortgage
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Mortgage" - ], - "legendgroup": "Mortgage", - "marker": { - "color": "#FF6692", - "size": [ - 185187 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Mortgage", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 43030 - ], - "xaxis": "x", - "y": [ - 23.235972287471583 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Other financial service
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Other financial service" - ], - "legendgroup": "Other financial service", - "marker": { - "color": "#B6E880", - "size": [ - 542 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Other financial service", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 108 - ], - "xaxis": "x", - "y": [ - 19.92619926199262 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Payday loan
Consumer Disputes=%{x}
Percent of Complaints Disputed=%{y}
Total Complaints=%{marker.size}", - "hovertext": [ - "Payday loan" - ], - "legendgroup": "Payday loan", - "marker": { - "color": "#FF97FF", - "size": [ - 3846 - ], - "sizemode": "area", - "sizeref": 462.9675, - "symbol": "circle" - }, - "mode": "markers", - "name": "Payday loan", - "orientation": "v", - "showlegend": true, - "type": "scatter", - "x": [ - 602 - ], - "xaxis": "x", - "y": [ - 15.6526261050442 - ], - "yaxis": "y" - }, - { - "hovertemplate": "%{hovertext}

Product=Prepaid card
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", 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P8EKAdsG1nniChXqaIwszBGFIXzJNVyxOodHg9ZkJQqXoiiUYSKZxdJ2c7fCtM8fZkuugO54gtoJgs4q3B0opLMsgmbRJJh3CsMpCvkoq5RCLWXQbGjHHpFZ3icdNstk4Qgjy+SpCCLLZGJlMnDAMqZTrANi2TjrtkEhEazQMFYahk0zaOE7EHPf9AMcxCQLVMkEAZDIx2tuT+H6AnrCIxy32vTFCb1+Gdeu6yGTiy8ZQr3u4rk8yaZNOxxBCUK97eF5ANhsnm41TKtXw/RBd10gkbAxdi0wLYYjUJPGETS6XoFSsc+b0DI5jUqm6JJM2c/NlTFPHsnWy2ThtbQnKlQZdXSlOn55hbHSBcqnGli09l+Q+GNIma/UxFN9NXM+QMjuZc0cpe/OcrexvCQOmdOi215E2OkjobRjSIm12suBOMlY9wnxjjH5nK7o06LAGybuTnC3v4662H0ZDBxQVP89Y9Shr4tswpYNEEKoQISRD8Z2Umm3q0qTf2UyvswkNnWpQwg2rBMLlaPE5cmYvg/EdtJn9aMKgZpY4XXmdkeohOuzBljAAoAmdHmcjw4lbSOhZ3LDOyfLLVPw8BW+qVS5jduIrn7ieQRMaKbOTDmtN00wQHdsW0QhrLQ1C1uyhyx7CVx5twQACgSGXfwOvBgvuBGcr+2kz+1kb30NMz6AISWgZJmonOFF+ieHkrcRIowioB2VqQZGk3kanPYQtE/jKJWv14OiplhYhVD7nKvspeFNsTb+PdYlbyJnRppsze5BCx5LLTaKaMEjoGdYl9pDU2wjwUGrR/BPhROkl/NClz9nEcOIWHD1N1uyhFpSYqJ3gWPE5NiXvImv24IV1qn6BQPnMNM7R72yhEdYo+wsEymfBnSBr9qDLa//uviXCgAomUcE4KixecFUgja0IreOGtpUyLbwLNtCtuU5en5lgslrGC0Nu7eojZhj0xJPELiDlbc52MFerUXLr2JqOYxgMpjIcnp+h7DUoNBokTQs/jNjQccPA1DTcwGdXRzdPj52l2KiTsmx2dXbjBQFuENBmx0gYJm22g6MbnCkuUPFcbF1nU7YdU9MZSmdbfTE1na1tnZwqLBDTDRzNwNKWT4tSkYkiRNHuxDCawk1/MkXCMBEIeuJJcrbDmmQaW9MpuHVihkG7HSOXc3hy7Cx+GLI2naUnnsTWddalc60TvCYkCcNkXTrbutYZS+AGIZPVMpau4+g6nbEEMd3g8LwW8TRMCz8MSVs2m7PtTFXL1AOf8DIeBUo1UP4JCPMIYzOINEK89bKpCuZQwTioIsK8BbBattTvRziOgaZF49M0STodo1ptUK25pFPRpn7ixBTzcxU0TcNzfbKZGJlMjMnJAuVygzAIW5v/4oa/CCEgHrcYH8/T3p7Atk2CIGRmpkSxWKNQqOK6PkIILPt8X2zbxLZNTp+ZwTB1Nm3qxTCWb7amqaPrGsVClbGxBWIxE8PQ0TWfyck85XKdZMKmWnPRtIh3oGnn+1eve8zOlhBCkErZzM9X8P0itbpHR3uSSNen0HUN09SQMuIZpFIOhqFTqTRwXZ9779t0SWEgZbTTbg3Q3lTDO1qCLnsdVb/IVP10q5wUOqaM4SuPvDeJH7oA+KGLQlHxC62y7VY/8+4Yp8qvUfCmyZhdeGGdgjdD3ptiT/aDLZuzFBJTOuTMPkwZQxcGjpak01pLXM9iyTh+6OKHHoHwOFvZT87qp+TN44ceEKnLNWEw0ThG1c8v8QbKGF102+voaAoItkrSbq1hvHaUml9qrgOBQEdDXaAZlEu4EBfCkg5xLUNJzjJdP40UkoSeJam3YUr7ut/JojfLeO0YWbOHvDdJwZsBoB6U0ITOSPUgbliPtKxIbC1OymhnwZ2IzBRGB3E9TZc9vETLGSifsephdGnRH9tCf2xL6/kvmhFWQlxPNYWroWW/RaRwn4naCdqtAfqdLeSsPiBaQ73OJoreLOeq+wmUR8boYqZxlmoQCQNzjTHuaPsBjpaepeLnCZRP3p2kyxlGFzeJMBA2XiCofR7l7QNCUA1AoGd+F8354A1ta0O2nQ0X/LsrnuAD8Q1NEkl0aga4v39tq4wQgjYnxieGNxM2WfqLJ+RPbdi27NonhperrH5k047WZrfYRlc8UoNJBFqThDS0PdtS1y9+on5o/dZWPbqM1PI/s+0WgjCMiFQr6CNNTaM3keLHNu285LO4f+D8GH9h5+0ESiGb9SlgXTpHSORPurjIf2Tj9tY9tq4zkMwwkMy0rsUNk025djZm2wiUQltkjMeTrM9cdA14aM0wXhhiyOVkqyUIF/BL/w94L6Jl/j3S2AsicenyNwiht5+g+sfg7Udv/zJCdgHfn9oLIQSmqTc3OLBtg1tvHeKLX3yJet0j8EMSCQulFG+8cQ4hBL29GfbsGSSbTfDNb76OYej09WcZXt+JlFF9F0LTJENDHTz7zHE2buymuycNCPbvG2F8fIHTp2ewbQPD0Fr9ME2dMFRUK5Gg4bke587N4jjGEps8QHd3mmqlwQvPn2RurszQ2g462pMYuuSJJ45gmQZbtvYwOrqAYehIKTEMDdOKCHOzsyXOnplFSsHOXWtQoWJyqkCxWEMAlmlgmBqaJpvERrAsAyEEuVyc9vYks7MlYrFL+8s7WgpHSy65ltCz6NJgwZ1tXWuEVcZqRzldfo3J+knK/jxKKRphBVOLhIRFRKfldejS4FT5NXZmHmLeHWemcQ5FyFBid2sz0oSG2VQLa03zoyZ0zOZJVUoNRUTWC8LI7j3vjnOq/MoFBtbzWEoshIzZjaktja9iCItQhQQX9Pla0G6vYSixi2pQ4MmZP6fdGmA4cStr4tvpsNZgyWiDvRZTo0LRCKvMNUaZbZzjZPmVFXlfqkkWNDWHXmcjG5N38kb+uxjSosNaw1B8F5tSd0VzqmTTnBsy706QMTpxtOQS8t/l4GgpMkbXJX+vBxUaQRlbxkgabUt+SxhZYnoq0l6EZbJmD+O1o5T9ebywQdGbZjC+g8PFp6kFRdywxoI7wdb0fTePmUDa70Pow6hwFsIp/NLvQDj9VjR1SSxVSl2+nHbRglvp2kq4WHbVxcUqd8G1OFVdiqdwPVixbSGQb8L/f6VnstI146rJgwqEQ7QM305+gWi2e57p/f0GKSM1/6c/fVfrmqZJOjtT/OIvPkQQKISAQqHG6Ng8H/3Ybjo7U1iW3voAf/YXHmp6GJyv96d+6t4l7Zimzoc+tAPfD9G080LhunWX1gD+yI/cziuvnOHQoTH+5f/+SRIJmz/+46eJxSz6+pbaXQ1DY9PmHjZt7mmaAs535ra961qs/wsxPNwJwJNPHkUIWL++i87OVEsrEYYRM37x3xfjl34pInZNTubJtcVZ16zvUgjVIrt8OS7s2QuzX+Zc9SC6NHmg66fpttahS5OX5/+aY6UXLrpPkjY62ZS6i/2F77IlfQ9j1WMsuOMMONuJa5klpcVFXyOB4GKSQ6QDCQiUxz0dP8rG5F3LhBiITqUX1mdIq8XCv5FYn7iNtfHdlPw5DhYe50DhcV5b+FsGYlt5uPvvEdOunTcQqgBDWuxt+zjb0w8sey4QbbKLM6MJgwe7fobb236A0eohTlVe4+nZz/H83Jf51MC/jEwBzVN2xNu6tv5IoaHJSweHC/CafiUrRGRQi1cFOiad9hCvLdSZbYyw4E6Qs/pwtBQpox2FYrp+hjl3lA5rLYa4djPLW6OXFWmEEUewHsIFqPwJhDNvSVMrNg/LXoRLll2h3NVIoyu1cb11XU/Za61PnL/4puu61msrQnZgpH8T8ECmebtO59K6E2nsAHyQbfAWfORuBlxpbhaDdBqGRldXBscx0HWtFSvgvPugumR9F15f3KSvdv7XrGkjDBXf+Mbr6LrG1q19DA21Lyt3oQvYhW1E/btQJb283YgDEWlEFjf+RXfKK7mtvf76OcbHI7PEtm19lx1LxZ+n6ueXXCt403hhnaR+fkwT9ZOY0mZT6h567A1oQickoBaUKF90vxCCpJ5jc/IeXp7/ayZqxzlXPUAtKHNL9r7r+lYIQBcWbVY/8+4ElhYjaeRWKHcFrd5l21gUTETTXe/S5RCgoZM2Otib+zjb0/fzwtxXmK6f4XjpBXZlHrnm9h0tScroYN4db3IXlm9xS8bX/E9cz7A+uZfB+A5uzX6EL4z8a06WXkZPGbRZ/Qg0cmYfx0svUPOLBKGPJt/89pnQs8T0NLWgSN6doMcZbv1W9GYo+3kSehZbi2HhYGtxCu40E7Xj9NjrkUKSM3ub5pGjmDJG4hLjvhLeEmEgsvdEH3clbL5fT1+ruH4IoYG2/EP01rdrg3Z95KTvJyx+DG3bYPPmHlIpZ4kf/fm94OqF6plaGSkEbfZ5G+qJ/CyWrjOQyCwpn047rB/uJJuNRXb+uI6ViE5QoVKMlPP0xlMYUsMNAiqeS8ayL+rf8r4FKqTQqJOxHNy0wtZ04nHrIp6DaLXz3OQ52uwYXbEECcOk7DbIWA79/Vna2uIYhr7MNHIx8t40Y7WjdFQGyZl95L1JzlUOEqqAwcSOVjlDWNTDEmVvDk81qAclTlVeZ7x2nFAtjyiqS5O02UmHNcjR4nPMu6NkjO5rdhm7EI6WYHPqHg4UHuNk+WX6nE3E9SxKhZT8eZQKyZrdJFYQEq4Gi54DhjQZrR6mz9mIFHoz1oGB1TQ3zNTP0girCGTTpGJSDYrUgwohAeZ1EAgFgpwVESOPlp7nROklOuwhTGkTKI+KX0CpkC5nLaZwaAQ15twR/NAlabRhCAtfeVSDAm5YjzQiTb6DLnSGE7dwpPgsR0sv4KkGPfYGTM1pEfocLUXavHpOnBBRPIq18d1M1U9xovwyKaOdlNFJ0ZvhZPlVKv4CG5K3N0mYkNBzLLiTTNZPsjaxB4EkZXSS96aZqZ8hY3YjhXZdwtxN6U2gghlUOAPhPEpVABAiAbIdITsRWnb5PSoEVUQFExAWUaoKRAQdhIOQ7QjZgdDaufAjosJiRHb0TyPt+6M2gxlUuAA0EFggMwitB2QbQtzYfABKeahgGoIRUFUU0UdBYIBMImQnyBxCLrenK+VCWEAFZ1BhAQgAiRCxqL/ammjTveijqYIpVDAGYQlh3R21G5yDcAGl6kRBYBIIfSPINAIDhUvYeByEg9TXI7TeS4zHRbnPo1QdaeyI+i+iwC6EUyj/OCosLblHmnsRMgcrEI2WVu6jwjlU2JwfVW3+oEebvEwh9GHAueBE6UMwTejvhyUnFYG0H0BgwgpkJRXOo4IJVDCKtO6HYBoVTjefs9tcF7noOcjsCuRH1Ww7qkOpKigfWK5OFjKFtO5ddv3tgGFodHZenxvXhaj7PhPVEqbUyVgORbdByW1wrDBLxnRI6CYFr0HKsHCDIHKztaBtIIUmJIcXpnFdhWZEzPMzxQU6nMgTZqZW4Uxxgd0dPdR9n6RpIYjCX3fGzr8XbuCTd+scnJtid0cvC7KBITwyXpWYMtCEpOQ10ITA1gwQ8OrMGDvberA1narncqIwx56OXnJtcaRYrkJfCbowaYRVzlUPMFM/Q96bph6U6bDX0B87zw/qcYaZqJ1gunGGI8VnQCnmmiF7E3pmWb1SaFgyxmB8BydLLxMSkjG7SBnLNShXC1OLMZy4hbPV/UzUTlDxC03buKIeVkgbncT0NNfL3hFCkjY66LLXMVM/w9Hic2jSJKnnyJm9LWGg4ucjMpxfxNETaCISBnzlkjP7yJkrf1+uhLTRyWB8Zyvmw4I7gS4tQhXghXWyZjft9gAAgfIouDNM1k/gaEl0YRASUvEL5Mxe2qz+FndBCo0uex0DsW1UgnyT2DmDIS3coEZcz9BpryXNtRDko2/U2sQe3LBO3p3keOlF4nqGip+n5M+R1NsZTtzWuiOhZ9GEQd6dpN0aQApJymhHQ6PgzjAQ37oiD+RqcFMJA0qpaGNyXyJ0nyX0Xkf5kwAIvRdp3I607gF5Bxd+8COEKO8wYf1vCf3jqGAKVAFUCFoH0rwFad6LtO5HyPMnFxWMEtb+mqDyBxjtX0e5rxC6L6K8gyi1gBBphL4JaT+MsO6JNtkbNl4PwjnCxncJ638TbTiqCoQIkQR9DZr1EMK6EyE3rHDvLKH7KkH18yj/FFAHTITsRNoPoMV+FCXbmwLM+WcVevsIa19BeYcx2j6P8o8R1L6C8g5FQpgKQevGSP0qwtgJIgmqhJ//F6Bl0BP/GGl/oiloXNinEMI8XuFfQVhET/8mmv0gi6p45R3EL/9XlH+MiFhaAwKM7P9EmHdcUhhQi7azcDZaF43nUd6BqK+EgIPQcgh9I3ryl0H2ttpEeShvH37xN5rCgwfKBRRm57Mgc6yUokP5Jwlr3yCo/iVGx9cJG4+jGi8S+sdAFaJ1YWxF2h9DmreCttSuvDi3Qf1vCevfjvgzqhKNWdWjfgs7mi9jG+bbLAyEzfgb4oIoe4s5BVSokJpcEoHvclBKUfYaTFRKJAyLoTDLkYUZJqtFpqplyrYLAk4W5hhO5Zhv1HCDAENqtDsx0qbNk+OnGU63YUiJremcKxfY3dFLzfM4mp/hqfEz9CaSnCsV2JBuQwjB8fzsEmGg6nucKS7wrXPH6YolmK5VqPseRbdBhxPHlDpnSvNYmk6XkyBhWIxXitza0Uc98DlTKvHdkRP0JlLYWhbzKi1IPc56HC3JvDvBaOUgujBZm9jDhuRe+pyNrXKbU/ehCZNjped5euZzxLQkW1L3MRTfiRvWW4S/CyGFznDiVvYtfI9uex1d1tolKmDZJAou2v4jhnwSS4u37OUxLdWy+5vSptfZyH3tP8b+/GOcLL1ENSghhUbW7CZr9rTqFwgcLYUpY2gXvZuLcQNW6nOXvZadmQd5Ye6rvDD3VUxpsya+HS1ptAIf6dKi4uc5W91PxcsTqoC4kWUgtpW18d10O+uv7uFfhLieYTC+A03ovDL3Dc5VDkTRGqVF2uiky17bjOAXeWEY0mSidoyiN9eK3JcwcuzOfJB+ZwumFo1PCImjpbi34+9wuPg0I9WDnKscIFAecSPDhsSdtF8QDyJ6dtE8XEllPxjfgS5MTpVf40T5RUrePAk9y1BiF+sStzAQPy9QppvCYD0o0WFFbphpoyMyiUiDTnvt9ZuC1VucUUaFC7hzPwX+cfTM/31ZbwKlQoLSfyKofQlUA6GvQZq3ABC6L6P8EZAp9PjPIGM/veRDpcIqfuFXCBsvIPRBhL42OpUSRB/yYBShrUU6P4Se+NnWfaF3qCkM/D7C2IsKTiNkD9LYipJt4L1C6O1HyAzSuh8t9a9vmG0/dA8Q1r5KUP1D0LcizT0ImW5qC8bBfQ5hP4JmfxJp3XnBc1Iobz9h/ZsElT8EbQBp3YUQSZTKo7zDKG8fwrofPfGPEMaeJX0O6t8hrH2F0H0FLfkrBMV/jTC2IrQhhMygwjzKfQo98ztIYwsIE6Ua+IVfI6x/Dy3+02ixH0No/UvGo8ICytuHN//TSPsjaPHPIs0di50GVSQMzkI4h/LH8Ct/AsEJjOz/QJp3wCVUg5GQuIC38E+aHiogjU1g3BrZj4NJVHAWwjxm+9cA5/wLocKm9ucohAVC9xWC+rchGMHsfLapkVj+sobuS01h4E+jdeEfRejrkfpGlEyB9yqh+zpC60E6H0NL/LPzz1gpQm8fQfVzhLXPI+yPoJl3gIyjgnGCyuchHEeL/QTCugepb0boa5b14a3E7PgCUpPEUg62E5n0PM9n9PgUC9NFete207Wm/arXulKKR8dOYkqNXe09/Nmx1/nZLbfx7ZHjnCrMEyrFYDJD3o3yhtzS0cuGdDt/feYIn960i2+eOcq6VI4dbd34KuRPjr7Gp9ZtJ2GajJYLPDV+hs9s3M3TE2eJnP8U9cDnkYHzQnKoFEW3zpdPHeQzG3fzzbNHyVoOu9p7+NLJA8zWqwwk0kDkJfOxoc38yZHX+PjazWQsh8lqme+NnOAnN+25aiHoj8/8Kh3WIBsSe9mQuuPaJ+IKCFXAZP0kf3n2N9iT/SDbMw/SZl2ew7CKVVwPbhrNgFJ1lHeEoPpnCK0HzflBpPNJEHFAoakKYe1LBLWv4Zf/H0zrbpQ2hFj0pxQ2WvJX0ZNaxBQXJosnPi3+U/jFfxOd+hvfgQuEgSV98A+gJ/8F0rwLtC6i07SPX/y3hO5zhN5+pHcQjG03RCBQwVlC71mQWczcH0Qn8NYpNWyeIAXIi9ImqxJB/euE9e8gzbvQs/8RWORmqOh0Xvo3qMbThI0nkSIW+fJfjHCOoPTv0dO/iTT3gEifrwO32Z/FJaIh7Y8QNp4n9A4i3JfRnIuEgWCSoP4oANJ6BKF1L21PJBH6ViBEaOOI+rdQwcmreFIefuk/obwDSHMP0v4w0v7gBX0LAb+phr/4pCIi84G8JWpXBQj3FVQwchXtRnUrfz966reQ5u4m6bC5Lgq/Tui+QujuQ/qHEcaiBO+j/BPRWtM3Y6R+vUmSFKCqCH0L/sIvosJ8ZA7S3v6P+5FXTmM6JkNberGbDH5Nk2i6pFqu8fpTR/ngZ65OHa2UYqRc4Hh+Fk1K0pZNzorx7XPHmagWSRgmadOm5nvsyHVxsji/JIGVLiQFt854pRjFDQlDji7McCQ/w4ZMO0GomK1XOFNaYE9HL184sQ83CPiJTXuW9KPJJmCuVuVsaQFF5JILEU9gfTqHGwRkLYc1yaWmxih4T7Od4gL9ifRVp0JfZIO/FQiUz5His8SNHJ32WrJm95VvWsUqrgM3jTCAqhI2ngRVQVr3IMxbEbLtvOpYOQhzLzKYIaj+BUHjCTSnq7npA4jm5qNF6rEL7cDKQmh9KHEIgkXV8nLnQ2HsRBjbQO9HiPN+mtLYHgXIUQVUOI5g240Zs9AAA8IGKpxH6FmEWNzMFJCIVPYX9TP09qP80whhIu0HQSwGDmqqe4WGZt2L33gqstEHW2AlYUCYSH0D0rztIj6EAhZNKYtta0hjN0K2gz+C8g6A8wnOP8cQwhmU+3JkQze2grzAFt3s36LqUl0grF0WKjy/NoSFMO9AWu9DyPRF5RQItVxFJhaDVTfbEvrVtduCRBq7onWh9ZwXPmmuF/8kqDIqmISmMKBUBaUKoBpIfS2IVGteFTrS2AzIFu/hYnPL1WLs1DSNmktbd4ZULs5L3zuAaRkoBeV8lVKhwqY9a8l1pZifKnDq4Bhu3eXW+7dSqzSYncgzMzqPbursvncTue40dszCSdgsTEcBw9y6x8kDI4yfmUEIwda96+jozaJdEIBHCEGbHeORgQ2Rf77lkLMiAXZb0IUUAkPT8IKAjGXTE08RN0xiusED/euQCN7fuw5L00iaFkrBT2zaQ288RUI3MGMaHxncTIcTp+xFBD9dSJyLMnsKIYjrBh9fu4WeWIqEYWFrOjHd5MG+YUxNww9DTE0jrptIBA/0ryNhWK0xfHRwMx2x+JIonG83gtBrEgwrTTvyC6xP7CVr9q4YwOdSWEwsVA1qOJqDfhkzXEBAza8R1+PXnOBmFd8fuImEgQbKPwiECGMzQhtYakMWGkIbQBibgADl7gf7k+d/BkAjDEabJLNi0yYdnRhVcBalak3hQXHxBgsCqW+KiIbiooANWidCJgn9OQgLN2zIQnYgjC0o7yhB7etIYydC60Nonc1gOHJlO7p/MlK1qxrKP0dY+9JFBQKUfxJUgArnIvfOFWFGGoNlxMiV3NIArT2KH+G9gfLPooJZkB0IcQERMxhHGBsRWseSjfN6ofCiMQQTCGNbZP65WOPQ6uBb4bUiEfomhMwuG4/QukHEADfip6zQ+5X7JC74/frPlAvTBcqFGk7CJpWLc3L/KLGEjR0zo6BZusbxN86y/c71KAWe6zM3VeDMkXHqVbeVrU/TJUdePc2t929F07Ul7PmJMzOMn55hdnwB0zY4+PxJ7vnY7iXCAERq9+H0+aApadM+nwFOiFYQMAFkrPPam8HmCX1NMtMqC7Cj7fwcG1KxPt2GABYaNYaS2UvmD9GlZGOmHQEkzfPv8VAqaidUakk7gxdoCBxNZ0Pz3ncyr0YtKDFeO8Zs4xwVv4ApHYbiO0ldFJTmSlAo/NCn4pexpHlpTk6zXDmo4GjONQkD9aBO1a+SNaPn+E4+t4JXQKKR0OPvaD/erbiJhAGf0B8FQMiu5Sc/AJkB2QUolH8OFqNfKYUigGCMsP4dlH+06VWQb7LjG7AoHKy0kSxC67tA03AeAgswOE96uzEQ+hDSeoSw8RJh9S9Q2jMIY3uT7Li3qZKON101L+BHBBMQliCYJKh9AWqXeHmFSUSkWzkgCsKIhK6rDs8kEOatkWAVThH6h5FNVxrlj0TaExpNZrx5lfVeAcqN+BOECG0QIVZYF28pBEIfWJFXIBYDJqnaknUhRAwhUoDTDH2cbyp4BKgayjselZNtzXLXh3rFpVKs4bmRB8rCTBHP9XES7Qyu72L9jgH+27/6Euu29dPem2HjnkGcuMnpQ2PohkZHb5b+9V30r+/iv/4fX2TLbeuWbfLHXj9LtdIg150mmU3w4rf2c/sj27Fjl49wdmHEzZX+fTEuF3DrwnttzWBTph1bX9mr50a1c7VI6NkWQe9GoRoUOVN5gzOVfZjSYVv6fvpjW7G0WOu0XwuiXBGmNFrkvkbQQKHQhNaKfV/yy5T8Mmkj3UwzHFAPG5EQKCSGNFBAyStT9su0mTn80MdXfiuYkilNpIiiGLqhS6gUtmYhEMy585yrjrAjtQ1TM9HQCFSAG3oIwJIWUkh85eOFUUphXegYcnmK3XpQJ1BRSmuJJCRqxws9fBUsqc8NXYKmd5AudKSQnKmcxZAmg7EBTGmiCY1G0CAgKqcJDUta1IMGIQECiSVNpJDUgzphU2OsCdksV0ehIqKhMNBvQFyBmxk30ejCiG1N0+bPSi+71fQEEChVZnGTU/gQzOAt/P1IfW5sRBg7kPqHEVoniARB7a8I3ecv2wMhc5do962BkG1I630YuS2E1f9JUP8uqvbV6KQv02ixn0WL/XDTI+ACYUBVUHig9aDZH2r2+xKQHQhjw6V+bNqyrx6adV/T4+IlVP1RMN8XCWPegSa5z0KzP7SiUHV9CJrrgog7cYNdO68MASLHNQUnEiZCX4e07iOsfwW//HtI8/aI/xKMR8RJIZH2/Qhjy5voWtNf3g8J/JDQjzwBTEsnlYtjWFEGwUMvnsS0TbyGR9dgWzMCH2iGhumYaIZG4IetePQtSrGCes1FCoFlm8QSFh/9u/fhxG/cxnet6HAuHQf+7YYQgk8N/MsbXm+nPcQHej674m++8sl7Rb43/T1QsDW1lV4nOuA8Pfss9aBOr93Dmvga0kaap2afpsvqosvqQhMe0/UZnpx5ioZy6bQ62JzcSEJP8tzc83RanfQ7fYzXxzlXHSXv5lnwFtiV3kmX3UXJL/LawhtUgyrva78XXeocL5/k5YVXmG3Msj4xTIfVwXh9gkOFQwDc23EPST3BSHWU4+UTuIHLuvhatqW3EtOXcqFeXXiNyfoUvvJJ6UlqYZ172u/haOkoY9UxDGlwV9udJPUE+4sHmahNRCHf44PkzBwvzr+MH3qsS6xjbXyIbruLZ+eeZ6Yxg0DSbXdyW/ZWnp97gdnGHHE9xt7cbaSNNI9NP0HeK2BInS67kztzd/C96ceo+lVyZpYtqS30x76/iZs3kTAgiWLT+00XMBe4+KNTR4UVQEWud4u232CCoPZllH8S6fwAmvOjCHMn58PNCkTjKQRapEG4qaAhtC605D9Di/8DlH+M0H2eoPZ1gvJ/QQUjaM4PIKzzTGUhYq04BNJ6pDnWS0FybTbyK3V3EGFsBO8AQf0JtFTkphd6+wn9c03b+tANbFNrquKBYL5Jqrz5IYwd6MlfxlMLhLW/Iqx+BYSNkGmEvhY9/huRIPAm8jF0D7axMFPgi7/3HfrXdRGqyCXwYmi6Rr3aYGpkjmqpRvT+wMixSY69fpYwDLntga1USzXOHJng8MunyU8X6R/uYtc9G9n/7HEOvXSStp4Ma7f2M7BhlcT2TmGmMcsb+X28v/0+0kaG5+aeZ96dY2NyA1P1aT4z+Gns5uk5UAG3ZW9hf+EgvvJZcGvMuLMMJ9ZhSANPediaQ8ZIsye7iwOFQwQqpOrXCFTAcHIdg7E1fGPib4nrcQZia4jrCU5XTnO0fJzdmV0MOH3MNGZ4pOthDKnz4vzLERej835Seoovj/0Vd7XdSdErEYQhP9j/yWYAouXC9VRjmg6rg4yZZrI+RcNv8Nzsc6xLrGVL12Z0ofO18a/zoe4PsNBYIGtkua/jnoiJJCT9Ti8JPcntub3oUuNg8TA5M0ebmWtpJ5JGir1te5msTzJTn2Vf4QC9Ti/ddhe9Tg9R2naX5+ZewJY2HfF2qn6VR6cf56eGPvMOzPjbh5tHGBAmUh8m9I80Mx4uLLcNh/MQjBGpbte2TolK1aKgOYQI47bI7t6KzRzZZZXKRwFjVgje807iPPHPBmmCsRVN60Gat+Dlf5XQfTFisXOBMKD1R+Q8VYlcIbntbbORCSER+gaksYWw8TTKfSOyeoeTCJlsujjewBC/wkTKPkA2zRML0Eq3dBMjLBP6p1HeIbTYj0dkQ5kDdJBxhLYGRIw3kzGxvTfLnvs2s3ZLH07CxvcCDFPHjpnEktH6/8TP3Y8dtwj9kHq1gemYkXgsBWGgCPyAIAhJtyWwHJNULsHw9n4816e9J4vlmNz+iM32uzagGxqJdAx9heyCq3h7EKiARtjA0R0sLQqmE6m8BQk9jinPq7NDFaIJrRX5PqknSekVnsk/Q4/Tw6bERrJGhiix0flyi6aGhJ4gpsWijH21MSpBhaofkRHn3QUioTLKTGhIA4nADVwszSSmOViaSSNsoAgxpUFMdzAvk1o38vvXMaUZmTlUZDrQhIaj2QhEs77IfOBoNsYFcf+FiIQMXepIBH12L8/OPYsX+nTZXWxIrOdo6ShFr4RAYEqDou/T7/TxxMwT6EKn2+lhKDbEywuvkNSTWNIibsVps66Nr/FuxE0kDNhI85YoaJC7D6GtiZjri7Za5aP8U4TefkBGG+QKyRiEtJfZd0PvUNN2W4Xrjq11o6GiwDTKOx8ESchI4yHiUXQ74aDChaY25DwiQltnFDzIfQFpfwhFYtnGEvElNATaUu+KNwmhrUXom6H+GMp7HRCocB5kLgrAcwMh0FEyB9qaKCqgfwzlb0Xo6y4qqTif2EMu9yp4m6FUIQquFM4hjT0I845m5Mwb1y/bMbFsg2xXupWs52KhcM3GKEiWaibnuVhzoJRChaoVfCiWsGnrzixtJ2ZGtupQXXUgolW8NbA1mzazjVPl08S0GFJqJLQ4ArFkY/RCj7JfZqw2zoK7wGxjjk6rA01IphszxPQYrnJphC6VoLqkXD2oIxDoQo88cRRUgxqhG5J3C7RbbS2TkilNbGlxrHScLruDlJGkHjY4WTmFLW3arfYWP0C/QvCdxZTBiyd9gE67k7Jf5mT5FJrQ6LA6kEKiCX2ZdiGuxaiHdU6VT9FhtWNpFgWvSC2oE9NjBCqg6BWZrk9jShOjKZjY0mLeXUAXOgk9iXIUXXYXM40ZFIq0kSJjZG7gLN6cuLHCgFqULN2mS1wIYYXzBLZ6MxTtouufATTjKAsn8u+XHSjvVUKtq2nvb9q0VSEKPOS9DrI9ClKzKAwICyEjLYLyz6K0tedt1qpGWP8WBJM3dKg3BOFs5O8ue0FYnLdL+1EAH+U3QxIvFXqEsRmhbwD/MKrxXBRgSF+HaplVAlAeKpxCaL0omW2SIG8MhN4f8RCETei+Fl1UVYS+FqmvZANXTTt0o7UuIgGnGY9d1aKw02GwwrrQQMaR1j2EtW+g3FcJZRYpLCIzkojGi4tSbuSFIWKLTpbNj9Ziu6ppZmi2G5ZRwgKlL2/3zULVm14cIvJiCUZQao6W2Qq9KfTFm1qs64waJgSaduV7hVx0sVx+v7ia+6+ynXcKhUKVStUl8ANicYtsJr4sm+HFWBRw5ubKeF6AYWjkcvElORpuNiT1JGvjQ7y48BKGMOm2u+i0O9CkTlJPtubYVwFlv8J0YwYv9Ch4BXShUwtqxLQYhjCZqk+DAk1qzDZm8UKfBXeBEEVMczCam3faSJHUE2hCQ4gibuiRMBLo0sCQBu1WOyfKJ7GkSbfdzVRjmtOV0xjCYDgxTEyLY2sV4vrl+R5JPYGjRdqDmOaQ0pNsSAxzpnqO8doElrTYmNyIIUxiuoNzUfTDdquDyfokp6tnMaSBLnR0oWNLO4qFURvB0Rw0qRESolAk9QR5L48pLQxh4Cuf8do4GxLDTNWnqQd1bM16CyNJ3Dy4ocKAgoj97R9CqVL0QQwW3fFCQvcNIkKWAyKO0IcRMguYCGGi9PXo8Z/Br/4xQfWPCBuPIoxbAIXyXkX5IwiZQI//BOgbWifhiIh3P0HlDwkqf4TyT0Z2bSBsvBptlloXQuuPBJWbAiFh/dv4xX8fER71LQgtF+1X4Ryh+2ozSt2noxwBF0DIJNL5GAiDoPL7eAv/AGk9hNC6AC2KIOifQXlvoKd/PQrQc7G75JuAEA5C60WYu6N+EkYuf/pWkMvjuUeCQNAM8VyGsAbBZOSaiCL0XkWoanSviEWaB62D82ROAz3xD/H8ExE3wTuIrH8T9B3RuNRC09VxEjP3+6CtA/SmIFAndPdHJERVjcwaYaTiDNwnELIjalMmQfav7LZ4jVBKIbRepPU+gtrn8Qu/ynkXQhGZt2Qvmv0w0n4IjLfPzPP9iq9+/TUee/IIU1NFHn5wK7/4Cw9iW1cmm+bzVf7Df/4mZ8/NsXaog3/6Sx+ks/PqchK8E7A1i75YLz/ofBKFap2mAT7ccz66q6PZDMT6GYidDwx2sHCQM9Vz/OTgjxPTY3xt7K9J6HF2JXeyNj50yTY/2vsRoJmqmXDZCb/dbCcgQGsK0t1OFzvT24Hzp/32q1CzP9B5f+v/h+KDrf/vi/W1NBGLGoPbc3uX3b8ltYlNyQ2EhGhofGH0S9zVdgdddhdFv8Q3xv+Gnxr6CbaltyKREY8g9PnC6Jf4QNdD5KwcU/Upnph+iluzt/Dx3o+0UlO/F2Iv3GAzQQjhOF7+l5vBfRY/gJFLSVj9E8LqnzWvCbTkr6A5H4ZW0huBjP80hrGJsPFkFIe+9kUijsAatNinooAz5p0sOUmJBMLchZ79LwSV/0XovgyNJyPTg7EVPfc7qHCesP4Y6goeBW8fJELfinR+kNB7DVX/Jig3YqLLNFLrQyY/izTvB5lddrfQN6DFu5HWXfiVP0Z5rxM28izmNRB6DzL+cwhj95siqV0KQnah2R/CbzwOKKTx0Sh40YqIkkh5C5+FsMx5//oAUASV/8l5DoCGlvgsWuzHQbsg6YfsxMj8/wjdpwgbTxO6r4P3eRaJp0LrRrPuA9F+QV0eyj+DP//TzX+rqC9EWoKg+G9ZPKmjdaA5n0ZLfJY3ndZYzRHWHyOo/gmILDL+yaYLoQ6EKFVFea8SVP8S5R9HOp9Ccz765tpcxTVDKThxapqxiTzTMyUcx+T4icmbWhhoQYBQ1yZA9jp9IATfmfoemtTYmNpIn331uVYEAu0S78bF1683Wc7l2r7acot9uT23lyOlY7yWf4OYFuP+zve38hIsQgrJnW138Gr+dbzQI2WkuK/j3iX1vVdwg4UBCVoPRuZ3AO+KpSMi3PmNLpJwdTB2oWlDSOcHzrPHhR19UGV6WebAKKiJiTTvQGiDzXuiDH6IOELrQeAh9K1o4U9yIflMaENosR9H2g8itKEVT7bC3I2m9aGpWvP0fWVEkqxPxd2PLjPoWhu6TLeuB2EFtDVoib+PpsqgGpwPUqNHpg+tgyh63XKpVAgZ8QT0reiJf4QfTKAJq6k+15qmkxSITKSSvgDS3IvQ16GF5WZ+gevY/GQaYd4Lmd9Flzmk1t2Mi3DxcwhRyiMIXYzsH3DJmAcXjk32RDElWmNtvpAyg7TejzB2o6lKJDxBc7wmQsSbUQ8XX2ADoQ1htP3pVQzIaGojmtomfTNavAvpfDxaF+LiMMcgzNvQ0/1A0MyDESGsfYuw8V1QIUbmt5umiwuyR6oApT6JX/hXUV4F73VYFQbedggB/b1ZOtqSNBoenZ0pBgevLyOgUlAq1/nLL7zArp1r2LSxm1Rq+Zq5EWhtUNe4TyX1BGtjQ3RZnUSJdC5P6FvW7iW0VxdfF4gbSY25pvouTLrVY3eTNlIEKkQTEqeZMXFJOmsEPXYPaSMVBeoSGo7mLKvvRkIpmJwq8M2/3cfuXQNs3dKHbb/dLtPLcUOFgejBOQhz15urRyYjW/m1ti3SKwcratW7wglbxkDGEPSvcMdimcvXezn4YQk/LGAqF92M6giVRxAWkdJBaoNXqOE8lAqp+6ew9AGEMBFCQxFDaf2EGEitHXlhCOBLjieDuGCzvT7oKJkg1IeR+tAyAe08QkJcfFVCN3Zdk6eBF8wSqjqm3gsIhNARInf5uAoXQAgZmQAuqbG4zL2tNXjpBEKXeo6hfwzljyK0PqSxEzAuIjQqBL0ImUL5cxH5chXvCLLZOB/64A6KxRq5XJy23PVp0VzXY3q6yNPPHieXTTA42EZqWZ6Mdxa61NGlvsy///sRQggszcLSrhwcy9Ys7CuUu5Go1VzGxhZ49vnjtLcn2Lihm7czvs2lcPN4E9yEiE7xAX6YRykXhIYuUoS4UWZB5SOEhiYSF13T0WQCgYkUJg3/XMSKV5sAhRtMEYR5dHIYWkSu84JpIhW/gRQ2Qlj4wRyKAE3EkMImxKdYf4aUfS+G1obERggdN5jEDxfQZCo6iePjB3MAaDIBaCjlovAIlRfVJ52mFuHC8YYoXPxgoXlvKgrBqwJ8VQQVIIWDlA5K+bjBFH64gGINqIBQ1QnCIooQKSw0mSRUjeZ4m3b6sEKoGih8lPLQZRohTEJVJwwrKEIMmUMBNe8kXjBFUhhoItEsVyEMa4BA17IItGaddUAhpYMmkm/KZe9NIyygaESamRVesYhnWwL85onn+98eeTNCCEEsZvKhD+x403VVKi4jo/OcPTdHoVgj8K+sAVvFexOFYpWR0TnOnpujVKoThjcHOXFVGLgC/LDAXOVruMEomkyRdR6m5p3GC6bxw3k0mSJl303dO4MXTOGF8xhaG2n7Xmx9I7rM4YnzngxK+eRr30ITaeLmtia5zme2/DlCVcPQe3CMjdj6embKf4Yf5ombO4mZWwlUg7nKV/GCGWLmVhx9GFPvY776DUytF0N2oskkXjDFdPnPAUhZdyJFAjcYwQ0m8fxJ4tYtxMwdOMZS97xQ1WkE55irfAWAjP0Qpt5HEJZYqH6TkDoxYwtxcyeKkPnqN7G0AWLGdhQeVfcw+dq3CFQNW19LxnmAIKxSqD+JqfURN/dQcffT8E/jBbN4wQxp52FsfR117xilxosEqkxn4sdQQLH+DFV3P14wQcK6BVPro9R4map3CCEM2pxPoGs5SvXnqHnHUITEze2knQduqPfENUPGEIRRvAxVjbxelth3Q8LGU82U3PEV3CRX8W6CUpDPVzh2/Cb0WFrFTQWlYGqqyOkzs+90V5ZhVRi4AnSZIxf7KHX/FA3vLPna40hh4hhbsI21+ME8M+XPYeuDxMxtWPpa3GCc2fIX6c8sD1UqhEHWeYRS4xV8VSRUVUqNFzH1flLOfRitFLnQHv87VL2DuP4EVfcIufjHiJkb6Eh+GlNGngMQknM+TLHxNKGq0fDPka99j474j2HoXcyVv0DDH8HUeokZ24knPsNM+S/AZZkwUHUPUPUO0RH/MUy9m8nif8UO12NqPbjBOEO532q2KQhVlazzEIX6E0BAwx/BDxeIm3uQwiGkihQxdKODNPdRbDwDhPjBPAKdpHUnMXMzIwv/ju7Uz5OwbsPS+6i4B8nXnqA98SPEzM1o0qIz+XcRGEyX/wRLH6Ar8dNIGWM0/+/oSv48bjiNrmXpTPwULULgOwhpvZ8wLBLWv4s3/+NRlEiZJnIZnUd5Bwgbz4NMoJkfRnM+9Y72dxVvHrNzZfYfGH2nu7GKdwFGxxY4euzmExxXhYHLQlGoP4EfzEXqe2mjQh+lDKQwkcJCCD1SwSuFpHkNjVAtd2FczN7WUguriN0eqgqaTCIxEELDD0uU6y/iBTNoWhqEjmqlXZatIEICEWXuFbLpt6FQyidUdTQZR2KiCKLcDUJiaDm0FhFuuRpT4aGU2zJxhMpHqQCBjqG1EfngL/YdLlRvW3o/fjjHfOVRbGMj2djD6Fq2+RyWqsGFsNG1DFI4QEC58QpSWM1+p1BBFAdgMfWwEIsCSB2BhpRROOaobhWZENBubOTDNwFp3o2QOYQ+SNh4jqD2ZVB+kzdgImQK6fwgmv0AQt8CV8mBuBhzc2VOn51l//4RTp2eoVCo4fsBmi6JxyzSmRgb13exc3s/PT0ZEonlQbpmZ0t8+auv8PIrZ/ixH72DHdv6SSQtRkbm+d5jhzh7bo5yOUpsE49bDAzk+MBD2+nvyxK/RI6CMFTUai6PPnGYY8cmmZ4pUi43AGhvT7B5Yw87tvezYUM3lnnlT1CpXOfUqRkee+IwIyPzNFwPw9Bpb0tw6y1DvO/eTUhNoq0QivliPPr4YV56+TTHT0wt+21wTRs/9zP30dOduSxxzHV95hcqfO/RQ4yNLzA9U2JmpsR0M+3z1//mdZ546gi6vnw9fviDO/jkx/es+NuNRj5f5QtfeomXXjnND//gbezaOUAmE2NkdJ7vPHqIkZFITR2EinjMZM1AGw89uJWB/hzJFdYKRKbTatXl8SePcOz4JFPTRUqliOTd3p5g4/putm3rY8umHqzLuHb+xm99lYmpAps3dvNL//ARZmfLPPr4IU6cnGZmtkSj4ZNK2WzZ3MveW9eydqiDWOzKZMdypcH4xALPPnuCY8cnKZbqKKWwbYPOjhS33TrErbcMkUo6V4xD8Reff559+0fJZGJ88mO72bSph7Pn5njl1TOcODnF1HSRatUlHrfo7kqzdUsvt+wZpOeCoF21usvUVJGnnznG6NgCU9NFpqYKzM9X8P2QL3/1Fb732CHkCimzf/on7uauO9e/LWsFVoWBKyIIyzT8UaSwkNJh8dRZ847hBhOAwjaGAah6R2gE4ygCLGMtfjhP1T1E3T+JqZWp+2vQRZKKu5+6dwqlGph6N5Y+SLH+FBBiaF0IoROoEnX/LCadhMpr2vcFhtZFufEKlr4GQ7YjhEbZfYOGd4a61o2pdWPr6yjWn0GKBAIDo+k7L4ROJEysDEPrxNDmKNafRhNJDK0NXeaItuXzL3YQVnGDCarufhreOWreKUyti1B5uMEkutaGHxYQwsQP5ql6B2h456h7JwlVNeJEEPUFIFQ1/LBIEOYxtPOsfCmTgEah9gSOsQlbX4sf5inUnkIKC8fYiMC4qQQBaJIP9Y1I4SD09ahgnsi9VjS9HpJROm59fdPj4+pfw0V/69deP8e+AyOcPDnN2PgCc3NlanWPMAiRmsQ0NBzHZHRkno72JO3tK7vLeX7A1FQx+rhNFcikHRquz+NPHOHwkQnmFyo0Gh5KgWXpjI8vcO/dGwjVynbOWt1leqrIdx49xP4DI0xNFalUG3helBNkbHyByckCZ8/NsW3rLPe/bxOJhH3JzXdsbIFDh8d5+rnjHDs+SX6hikKha5KREZPZuTLlcoPZ2RL6VQgDuiaj4EkCGg2fWs0ln68SBCFSCtxmBsjLwfdDCoUa+w+OUijUKJXrlEt1XC+6t15zUaFCrhCkqVZ7++Kc+H7A1HSBk6emmZwqkBtLcK4p5B06Ms7CQoV63UcphWnqTEzkufP2YdQlbNj1hsfMTIlvf+cA+w+OMjUdCXme56NUNLcTEwXOnJ3lzJlZHrx/C8nkynM7MjrPqdMzSCE4fWaWv/nmGxw8PMbcXIVKpYHrBZimxuxsmYnJArt3ruGeu9Zf1kPj7Lk5Dh4a4/U3znLy1AzTM0X8ZgIuKQXnRuaZmS0yNrbALXsG2bC+67ICy+xcmbPnZikU40zNlNB0jW988w2On5hieqZEqVTDdQMsS2d0dB7HMdi1c2BJHZ4bMD9f4cDBMfKFKsVSnVKpjudH70Ot5rUigF6MxlWsxRuJVWHgCjC0dvxwITqjCgdNi+OHC/hhgSCsoGsZ4uYuqu7+C67liJs7CFWDUNWam7BoehBEJDgpohS/oWpEmzdP4QUzLBLjDK0DXZtGChtNJNG1dgSSmLkN159CEwmkiCExCcMKmog1yYsmMXMb+dr3ECKPra9BoDc34UiYMbQe9BVY8IbWhW14FOtPI0Ue21iPpfUBClPvY1EQioiIdQJVRZNJAlXGDRRBWMXUBzC0dmreMQQyIgaqGppM4oclNJmKtCDN6JGWsRZD6yZUUaRKKSwsrQ+Jgal14Wt5Gv4YptaHY2yh5h2i4Y8ghEXCuhVNxjC0C2ML3BxoeaAY229ovUoppqaKPPbEYV565TRzc2XiMYu29iSObbS0T54XUKu5zMyWoo3uKqIHzs6V8Q6NMT1T4pXXzpDNxBlc04YQEASKhutTqTRwbHPFjTcIQqanSzz/4im++rVXQUBbLkFHexLLNlBKUSzWmJwsMDFZYGR0no72BHtvW4eUy924ajWXg4fHeezxwzz/4knSKYc1a3LEYxZSCuoNn7m5Mt/+7gFiMZNG48ruzH19WXZ7g3R2pqhWPebmS7zwwilK5WtIgCVA0yTZTJxsJoqqNzVd4MjRCWo1j76+LH29WRxn+Ul2oD/3jgSYmpuvcPjwOLNzZV5+5TSZTJw1A+fn1nV9ypUGtq2j6yvP7exsmRdfOsVXmnOby0brw75gbqdnikxM5jk7MkdXZ4q9t61D01Z20QtDxfx8hWefO8GTTx8jnXbo6clg6BpBGFIoVBkfzzMxWWB+vkxbLs7e29YCS+tTSlEuN3j1tTM89cwx9h8YJZ2K0d+Xa2kTPC+gXK5z4OAYY2N5anUP09TZsL5rWX0Xo9HwGBtf4OSpaV586RSGodOWi9PVmUIpRaPhUat5kWfCxS6CAnRDI5uNk81Ga+X0mRnOnpuj0fAZ6M8x0J/DWCHfR2dH6m1dK6vCwGUghCRl30XS2kvk2qYRKo/p0h+Rtu/H0vvQtBRK+VTdA2ScBzH1vqaaPZrczuSPL6u3I/HpZdd6Ur+IUkGzHYlSiqR1O6AvWRBZ55Eop0FLfQ6dyZ+8qDaFbaxjMaHPxYEz2uKfWHG8ukyhm1uImZtZjPG/eK99Ab9Al2l0M03cPL/RzVW+TqDK9KV/GU2mGM3/No6xiYR1Kwnr0vkKelJRqtZo7KopODXb0bLY+jDRqTra6Gyjv5VQZbF/aef9l6z/+wlKKVw34GvfeI1HHz9MvebR3p5k544BPvyhHawdbMc0dVzPZ36+wvETk4yOLbBhfRfp1JXdyY4dn6RYrNFo+Nyxd5iPfWQXvb1ZpBSUy3UmJwscODTGQH9uxY2uXK7z6mtn+bO/eI5KtcHeW9fy8Y/uZsuWXnLZBEopjh2f5HN/+QIHDo5x4uQUf/i/nmLHjjVNQWZpfedG5nj6mWO88NJJDEPjttvW8hOfvovurjSGoVGturzw4kn+2/94gtNnZvH9YMV+XYjhdZ0Mr+tsPc+p6SInTkxfkzAQc0zWD3fya//bR1rXnnz6KL//B49RqxW4+84NfOgD2+npyVx1nW81TpycYt/+EcqVOrfvXcfHPrKb3t4MmiapVhtMTBTYf3CUNWvaicWWm38qlQb794/wx3/6DJVqg1v3DPGRD+9kx7Z+2tqSKKU4fmKSL3z5ZfbtG+HMmVn++/98ku3b+onHrUumCpmaLvCnf/Est92ylr/zo7czNNhOIm7j+wH7D4zwX//744yMznP4yASf+8sXuGXP4BJz0KKC6sDBUf7mb/dx8tQ0qZTDA/dv5od/8DZyuQS6LqlUXA4fGeMP/vCJSDvy6CGKxRq/9A8fwTQvr1XM56u8+uoZDh4e5647hrn37o1s2NBFLhfH8wJGRuY5eWqa3t4s7W1LNXCppMPO7f3s3H7edf0vv/giX/qrl5n3K7zv3o18/KO737KYFNeCVWHgqnB+sQgktjGIpiUjt7tmimBLH0TKRFOdfr2n1Ivvu9T0XHnaBKCuux/XTsJLWHuoukeYKv0vhDDIxT6KpQ9c+cYWLtVXwXIf3MX4/u+d6GAArhswMZHni19+Gd8P2bVjgAcf2MLHPrJ7ycc2hkkmHWPd2o5LV7YCDhwcY/u2fh5432Z+4JO3LKkz0bSL7t516bgLTz1zjKeeOUq15jLQ38a/+NWPkUqdVxMLAZs2dvOLn32IL/7VS3zxyy9x+swMTz51hHvu2rDsg/jNb+/nxMkpLMtgaLCdX/vnH1lyak0kLB56cCsK+MKXXlqRB7CKCIcOj7N5Uw8f/sAOfvhTe5fNbWdHapmK+0I8/+JJHnvyCOVKg/6+HL/2v32EbDa+JEHWxg3d/MLP38/Xv/EGf/Lnz3D6zCxPPn2Uu+9a39KgXAxd0+hoT/G//78+hmWdFwh1XbJn9yC//I8/wP/646cjnsfJKV557Sy37B5ccpJWCv7Xnz7DyOgCfb1Z7r5rPZ/9+QeWjDEeN7n1lrX85kAb/8dvfIWTp6bZt3+Ex544zAcfubz2bn6hQrXq8rGP7OLv/tS9S7kLDqS39bF9W99l63g34ObSrd6kEOLCTG2SpHU3ptYb2YSbSWdS9j2YWk/THn79SWfOfzjFRe1eqj8r1sTiZnntfRFL/lwtTK2LlH0XXcmfpTPxU8SMrWjXEAb5SmM9/9v1juvdj3y+wosvn8L3QwxD464713PPXRtamQQv9/dqYJo6u3cO8P73b7pinRdiMeHP4SMTHD8xjWMbPPzgVhzHvOCe83OZy8VZM5BjYKCNMFS88uoZqhfY0pVSBEHI0aOTzM6VyeXi3Hv3+pYgcHE/9t66ls6O1FURCN+rMAyN7dv6eOjBLdc0txCp848dn+LI0QlMU+fhh7YRj1sX1ENrfrPZOAMDOQbXtKOU4tXXzrbIoyshkbS57dYhTEu/YI2cn+PhdZ0MrWkjm43heQGvvX62ZW+HiBdx6vQ0ExN5XNdj7VAHD7zvUmOEtrYEe3atobcnQ75Q4+lnj3MJ+ksLUgpSKYdP/eCt2E1T3Jt5z25WrL491wghRMTUF0aLWb/StfcahDDQZBxDy2FoWaS0bypS3/cDqjWXM2cj/+TurjTd3WnS6RsXTa6tLUFnZ4rMddS5sFBhYaFKtdpANzSGhzvRtJU/kLouSSZsctl4k3iWbxEMW/Xlq5TLdXw/IOaYDA5GWo5loW+FIJm0yWScq2Kbv1fRlkvQ2ZG6rvUSzW1E7NM1yfrhTjR95cyOmiZJxC1yuUgTMDaRvywp07J0+vqyyEtsppap09aWIJeNE4aK0dF5wuC8J5QfBJwbmcd1faSUZDMx+vqWR5qFaK3ousbAQI5sNka9Hr1PYRi2iLkrwbYNurpStLcnr+iB8G7GqplgFat4l8B1fWZmSgB0diRJJuwVyV7Xi2wmRiJuXdcJe2GhQq3uEobRqX58Is9Lr5xGXuK0dPrMbIvwl89X8S+I2KdUlJLY8wKUijQW7W2X1jJpmiQet4k5JsXSNRAB30PIZGIkk/Z1uanl81Wq1ebchorx8TwvcwbtEhvjyVPTNOoXzm2wYjkAXdfIZi4voCSTDqmUQxgqFhYqSzxZwkAxM1NsrZNY3FrRhfZCtLcliMctfD9kYaGC5wVIKS/Ja7CsaP29XS5+7xRWhYFVrOJdAt8PqVQjdXoq5VyR+HStcBxzRVbz1aBcqbc++qVSnd/9ve9d1X1CQL3uXXQyi3zZF69Fm/3lI0palo5p6VC6ru5/38OxDUzj+j735cqFrnAuv/v7Vz+3jbp32XC7Uq7AwL8IlqVjWZHHQrXmnU+GS2TCWIyD4TgGVtPccDnEYmbrWQRBSK3mYpqRx9dK0DVtRVLl9xtWhYFVrOJdhMUP66JN9EYiyg53fXWGoWrZXoUQxOPmVfVPCEE8YS1Tvy76i0T9ujI0KS55Ul0FTaP+9d2qlGrR9oWg6R1w9XN7WU1Tkx9yNe0LrpBF8ErG/2srtgTvdj7A1WBVGHgTCJTPVO0Ar879EXs7/h7t1ga0S2bvu3ooFeKpOn87+mtsz/4wXc424vr1pVZdxfcPNF2SSEQnlIWF6lX51b9dSKWcllYhm4nxf/76D9DVlbqkmeBCCCnIpC/0JBAk4ucFBD8IKV/B9a/R8Gm4l1ZHr+L6kUw6GM1IkYm4zW/+f36Irs7UilHzLoaQgvRl3OaCILwswRCgXvOo1lyEFCQSSwURqUWkRSEElaobBfFRl5dpS+U69ea7o+uyRYZ8r2NVGHhTUASqQdWfQ4VBJHLeoDWlVEjFnyVQ7mXJLau4+eCHLhAi0NDkjUtNalsGvd0ZXuUsY+MLFIpR+OGbwZbZ0Z4i3uQbLAZiacvFr6tvi6xv09BbZoTJyQKbN/UsK6uUQilFoVij/I7yBa5fq3Kzo709SSJhR3OLotHwyeUS121SuhCuFzA9U7xsmYV8lfmFClKKphBy/jnrmmRgINeKHlkq1ZibK10y4ibA5GSBYrGGaep0d6XfofdnMYDbzYP3JvX9BkEgcLQc/fG92FrmhnoSSKGzJn4HSb0bXX7/26u+n1DwRplvnKYWzN/QeuMxi3XrIlb9/EKVcyPzTE5d/kP6diGRiHzVM5kYrhdw4OBokwB4fZ+7RNwil41j2waVaoMTJ6cBVqxvbq5MPl99W0P9XgwpRCsqY73hEdwkaWlvBBJxi472JLlsHN8POXBwFNf1b8ghpV73OHNmthU2+GIUizVmZkvk8zU0KRkabIvCSTeh6Rr9fdlW2OPZ2XJrrVwMpVTU3tlZFhYqOI7B8HDn2+4WKKVsCs0r8WXeOawKA28CUui02xu4u/Mfk7EGkNcQY/5yEEJiSJt7uv4J3bEd2FrqhtS7irceCsVo5UVOl58g7569oXUnkzbbt/Vj2wae5/P6G+d46ZXTEcHLC5p2e9Vi9LvN8MGu6xOGl7fLvhkIIdA0ycYNXQyv7cB1fZ546igzM0VqNRfPP9+3IAjx/YCG61OtuhSLNYJg6UawWN+G9V3ksnEKhRqvvHaGYqneKrv41/MC3tg/wsxsCf8Ktue3ErohW66NMzNFqtXGsr4uPoN3GzRNsn5dJxvWd+H7AY8/eZSp6QLVqnvRuovm1nV9qrVobi+1yS+iWnU5dHic2fkybqsumnPrc/TYJKOj81QqdSzbYNvWfjTt/Ele1yTdXWmG13YQc0xGx+Z57vmTVCpLn3/YXCujowscPjLB3HyFTDrGbbesfdsVOqap4ThGMwJmgXrdW2GtXP65vRW4acwElxv4SkFOVi7IkmA0V3qYi/Ve/CG6XFsr3XOpe6+1H1dq81rqvJp6r+aeK+Hy89b6v6tq/1LP9uI45NeDt3oNnS+rmHdP4wZl+mK3vKmxXNxn2zYY6M/xoQ/s4Fvf2c/rb5xjbGyBo8cm+PAHdzI02I6hS1zXp1CsMTq6wKuvn2XvbWtZP9y5LFTqjcY9d23A8wKOHZ/i7Lk5/tVvfpUPPryd7dv76evNYtsGxWKNfDPm/IlmFLh//ssfpKcn02R0n8fDD21jaqbI2PgxTp6a5j//39/ip3/inmZZjXrd46WXT/Pf/8eTLOQrV7T7XsvauZp38EKkUw5rhzo4emySZ547zvrhTkxTZ3BNW7M+KJZqmMa7k5l++951+EHI4SPjnBuZ41//m6/z0ANb2bVzgIH+LLZtUizWKBRrTEwWOHlyildfP8s/+6UP0tubuWRCoCAImZsv829/+6/5qc/czYb1XaRSDr4f8sb+UX7vDx5lfCJPIm6zYX3XJaMk/sSP383v/v73OHJ0gkcfP4RSik//2B0tl8BaU+j4nd/7LhOTBVJJm82berj/fZvfyse2Itrbkwz05zh1eoYnnzrKnp1ruOWWIbo6o0NfGEZmr1jMxL5MIqUbjZtCGJhvnGGk8gKnS09S8afRhImj52i3NrA9+ylSRm/rZaz7Bcaqr3Ig/1dU/GkMYZM2BxiI386m9EdaqX1D5VP2p/jK2V/kowP/mYnqG4xXX2WucQIFbEp9kA2pD2JIm8naAZ6a+k98tP//S9ocaKnllVLk3TM8MfUf6HV2sTn9UVJmFHbyb8Z+hYXGWULloUuL+zr/OT2xXSuq9GvBPFO1g5wqP8FM/Sh+WMeSCdrtDQzE72J96sFW2YP5r7Bv/vN4YQ1Q7G3/efpit5Eyl9pL9+e/yEz9KAOx25muH2S8+jqh8onpOTqdbdzS9pMYxFrPzQ0qHCl8g1Olx6gGeYKwgSLKhWDIGHvbf5ae2O5rIiq6YZW/GfkVNqU/RNmfYa5+gnn3JLqwGU4+yHDqQTJmf+tZlr0pTpYeZap+iII7ihuWcbQcA/G9rEncRbezHaUUC43TPDn1H+mN7WZz5qOkjN5Wm9VgjpHKi7w69yd8oPdfU/Vnma4fpuJHwXhGqy+zM/MjCCGYa5xiqrafbmcnd3f+I3RpN59FldHqSxzMf4WyN4UmdJJGD4Pxu9ic+RgIDYFgrnGSZ6d/hy3pjzJbP8ZM/RhlfxpdGHTHdrEn9xkcvQ1N6DSCEo9O/BYF9xwVf54Qn/Hq62hNbdHaxPtYm3wf/fG9rbGcqzzHSOUlpmsHqQbzGNIhZfQxlLiXgfgdJIzl4YQtS+dnfuo+wlDx4kunmJou8tjjh3nm2ePnWdvNk1UQKnw/oLcnw5qBtque1+tFPG5xz13ryWZj/M7vfY+R0Xn+6E+fQde1lvdDuHjyCUKCQKFQBJfQWgyv6+ADD21Dk5LHnzzCs8+f4NXXz2LbJlIKPNen0fAZHu5g9+41zM6WOHR4YsW6lFK8vm+EffvPMT9fiTIW1j3y+SqTUwUgyrr3H/+vb5PLxrBtE8vSyWZirF/fxb13b7isQDAwkOMDj2zjmeeOUy7X+ZM/f46//NJLmKaOrknqDR9dk/zQD9zKj/3oHW/+Yb/NiMdNbr9tLanUR/i//su3GR1b4M8+9xyf/+KLaBfPbVMzFQThJed2EV2dKT7wyDa+/JVX+Y3f+hqmqaHpGkopalWXas3FsU327F7DT37mnkvWs2ljNz/543fzvccO88RTR/jWdw/wxNNHW26Lvh/gNiKNRWdnig9/cAcPP7j1hsbpuFps3dxLo+Hx6utnKJUa/O7vP4pl6RiGhra4VnTJP/zsg7z/bRRW3nFhoORNMlZ5iXPlZxlM3IWlJQlCl0ZYQhMWpjwfkKLizzJVO8jB/Ffpje3G0TIEyqPiT3Oi9CiWlmRN/M7WR1+pkFqQ58DCF4lpOTqdrfTFbsFVVdJGH4a0MWSchNGJJnTGq6/h6NnzwgCKseqrhMrH1jI4+vnIVrtzn6ERFJmpHeFA/ssEajmzWymFG5Y5UvgG07UjCCHYlPoIpozhhmVMLbGkToD+2G3E9XbcoMrjk/8Wv7VpL4Uf1plvnKbsTdFpb2ZL5uMEyqPojjJefY2MOcD65MPowqLqzzFVO8SJ0vfYlP4wtpai4s8xXTvImdIz3NHxWTrtrVjyGk+OStEIixwt/C1t1jDdzg7647dS8qY4U34aQ8ZQ8b1krSEgMqtIoZM1B+lxdqIJi7I/yURtHwC2TJI21xA3OrG1JCV/kqnaoSXCQN49x1z9BLowSRpdVPxp5huncMMyfbHb6HV2c7L0KCmzn4TewdrE+zhW/BZF74dIGX14YY2Z+lEOLHyJHmcndvweFCHVYJ4Tpe9haSn643uxtCSh8qkFCxzIf5k2awP98dvQpUU9KHK69CRpc4DB+F2kzX50abM9+ynqQYH9C3+JHzYYTNxNzorSWyeNLpJ6d2td5N2znCh+F5CsSz6AqcXwwzpVfx5Hy2DISwdOSSQsPvnxPWze1M3x41McPzHF6PgClUrkb63rkRoyl44xvK6TtUMdl8xPfyOxGLZ129Y+fukXH+GFl05x6vQ0MzMliqUoAZLjmMRiJtlMnO6uFOuHu+joSK34UdZ1ja1b+4jFLbq707z08ikmJgsUi1UMQyedcrjt1rU8/OBWCsUqL718+rL9O3t2lpdePs30TIkwiDYszwtaEfLqdY9Tp6cZGY0+ypqUtLUlCMKQe+/ecNm6Hdtk7VAHv/D3HuCxJw4zMjJPsVSPovY156O9PUEy+dbPw1sBISIm/5ZNPfzSP3yEF186zekz00xPFykUL5hbxySTidHVmWLD+i46O1KXJehZls7QUAd//2ffz3MvnGBkdIF8oYrr+sRiJrt2rmHPrjXs2N5PX1/2kiHLdV1jy5Ze4nGL9cOdvPzqGU6fnqFYrKGUwjC0KKz1lg3cdutaNqzvor0t+Y64DCYSFls39/L3fu5+Hn0sWiuVSoNyuYGuS2zHpKszhfM2R9R8x4WBRlCk6E1Q9mfosLeQs9YShA2qwQKBcjEuEAYK7ihTtUMofNbEbyeud+KrBjP1o8zWT3C29Cy9sT3oLH3hKv4sHfYWOuyNxPQ2vLCKQGJIB12aOFqWNms9E7V99Mdvx9FzAChCxquvk9A7SRrdS/rSF9tDoDwEEvJfvuT45hunmawdxA9rrE28j/747VhanHpQRKGWCDsAabOflNHb6uPlECiXWtCgy9lBu72BUPlM1g4w3zjNePUN1iXuB6LNa65xAjcsN4WNDmrBAqaIcab0DB32ZmJ623UTFRthkYTRRV/8FhwtS8mbZLL2BrONY8T19pYwYEiHNms9CEjoXRjSoeiOMVndT9GboOhNkLEGsbQE7fZG5hunmakfYTh5fysLZMEdpeRN0mavx5QJQOCFVSQ63c4OUmYvT089R9Yaot3eiKNl2L/wJSr+LHG9g7I/xWRtP4Hy6I/vJWF0EaqAvHuW6dohzpafo9PZiqVFglGk0ZhhY+pDdNqbsbQUVX+ekcpLzNQO02FtIm32I9HpdXYTKJeTxe/hiirdzg76YrcBIIVcMp+1YJ4F9xxt1jq6nR2kzT7csErJmyCud7QE2ouxGGN93doO0mmH/r4cg4PtTEzmW4F6dF1i2QbppMPQUDsDA7lLBnZxHJNdOwewLJ3BwfaWqvJ6oesamXSMvbetJRYzGV7bwex8uZX73bYNYjGTdDpGZ3uSocF24rFLxyTIZePYlk4ibpFJx5ieKeJ5kQdFOu2weVMPO3f0Mz1dJAhCbNtg65Y+tBXc3jo7U2zb0sdA/9V7HSQSFv19uSuW0zRJKmlz953r0aRgbCJPqVTHdf1m0CST9rZkK2Pi2wHLNti1YwDTNFgzkKOnO/2m6tN1jVTKYe+ta4nHLIbXdTA7V6JYjMZp2waOY5JOOXR0JFk71L7MFfBiCCmIOya7dwwQi5uMjS2QL9TwvIB43GRwTTtbNvfQ0525YnCiTDqGs9Ggoz1JJhPj3Lk5ypUGSoFlaWQycTZt6Gbzpp6rcifcsrkH09AIQnXNSb8uB13XaGtLcPedG5BCMD6ep1xpEAQBUpPEYyadHWl6ujI3rM2r6tfb2tpKEAJNGujCIlANlAowtSQxva0Z6//8hM03TjHTOEq7vQlHy6EI0IROXG8ja67hTPkZ/NBFyaX2vpy1lh5nJ1lrcMUuGNJhIL6X1+b/nFqwQEr1ItHwwxpT9YNsTX9yyem01XWuzEKdqL5OIyi1Tu+LG25Mv4La9iokVkPYJIwu1ibua/XDDxu02RuYrR8jbGoU/LBGLVggprdjaxk0YWJrGdJmPyE+9aBAwui6YnuXQsYcpMvZRoe9CYC43kG3s4vZxlHm3dMM80DUX+nQ6WzBDxuE+ITKI2504uhtKBW0VP0APbHd5N1R5honqQclHC2DH9bJN85RD/IMJe5ulZVCx9YydDnbqQZRHVlrLZ32FgBsPU09KBAqn4I7xkTtDTrsTc05UEghcbQMOWsdZ0pP4YWfbtmMhRBkzAHWxO8kYUQfckfL0O1sY6Z+HDestMpJdBCqxU7WhI4uLyXdi+ZaENG6J8TRsySNbgQrx32/GG25BG25BDsuSI96rcikY3ziY3v4xMf2XHcdF0MIgWFo7N615rJZDleCUgGoOqEqg/IQMonjxNm4oZuNGxY1Ky5K1VGqCspDagH9/VkGBtr44CM7Ltmnu+9cz913rn/T47sUpJRkMjE++IGV+7AIpTzCcB4pU4B1WS+kaB2GhOEUUqQRcuXsfyshmbD5+Mf28PGPXfUtV8Ti3O7aOXDZLIdXDRXZyLPZOA8/uO1NV2dZBj09mRuSPvrhB7fdkD6tBF3XaMvF+eiHd70l9V8P3nFhoM0aphEvUfFm+fb4r9NubWQwcTd9sVtptzcgVVMaFFAL8kzXDjFRfY0DC19csb5QuVzsvZkzh7G0S8c2N2SMtYn388LsHzBbP05cb8fRMkzU3qARVOiJ7SRtXt8HN++dw9aSJI0b7yJoaLHWqXsRUmgYIoanIs4BgCHjxPUOTpWeoOJNo5l9lL0ppuqH0IVFyuhBF9evkkoZPZgXfaTSZj+Ttf3Ug3zrmq8anCo9wXj1NeYax6n4cyhCvKBGp7OZ8AJTS4+zg8nqPoqVMc5VnmdT6kMR18AbRZc2ay4QBjRhoUsbAWhE4zCEgyEd/LCOJgwC5aMIccMSs/VjTNb2cTD/VyuOxw8brWcnkOSsYbQlz0dgygS+arQErmuCgJ7YLtYm3sfp0hN8e/z/Tc5ay4bUBxlM3I2jZUBp74moZxdDhXncxpPUKv8N3z+OE/85nNin0fTzgrzvHcJtPE6j9g2C4Bjp3J+jGzsQ4sZ73VwrkfBqEPhnKOX/CbHkP8Uw70CIy5nnFEoVyM98nHjq17BjP3rV/X23rJ93n3/FpfFm1stbsdauBe+4MACCHmcXHdYm9rT9BKdLT3C2/CzHi98hZ63j3s5/iq2lAUWofBwty6b0hxhOPrBibXGji4sj/+jSvKzKXSCx9Qx9sVuYaRwhYXTSYW/kVPFxBuK3Etc70cSb2cjFW5LNUCAxxJVtkGmznw2pDzDXOM7XR/8pmjAwZYyE3s0DPf+SmN7WUsNfD0IVoLiYKLQ8mOyz07/DQuM0bfZ67un8JxFZU5g8PfWf8dXSKGQCnQ57ExV/luPFb7Mp9UFGKs8jEHTYm6MNs1V2eUpj0UzjvLRH0RoypM3O9I8wnHpwxXWRNHqW3Gu8ibTUl4Zge+YHWZ96mKI3zmjlBd6Y/xwH83/FlvTH2ZB6pGWqeC9ByCyW8zEs+wMU5n8SKZZHr9ONHejGFmznU+Rnf4i30kNaqQphcIYgGMO03gdcOpreOw2lFIF/jDCcRMpOdGPLO92l9xx8FTJVK5I1Y9i6gXYN3w1fhZT9On4YkLMS13TvjcA7LgxEqnYNQ8ZIGb1sSH2A3thuTpWeZLp+mLHqK82NX2DLJLaWou7nl32wFyGJTlTX4oEmhAAlGYjfwfHid8i754jr7UzWD7I793ewtMR1S2lxvZOSN9mMJujdkHDFF/Scqwl5uLiRFb0JdmZ/hKw5hKUl0aXdVEu/uVNo1Z/FD5faYUveJJowlpASp2oHaLc20uvsps0aRpdO87ReJlRLT9hCCLLWOir+HGfKzzDvnmaytp+MOUCnvfk6havoRO9obdSCPAmjC8ny+dCEftHzuJZn05wTBaFamUm9OB+aNHFERBaMaTl6nF28MvdHzDVOkqkPLPE8eK8gmlcJwgA0Vnr2UWpsDSFib3nKcBXmcd2XiU7owQ3ySb+69/Z64LmvoHDR9Xef++JbgaPFCRK6RY+TQb4N6eXrgcdrC2fYkxukQ6auKQNoPXAZqcxT8urc1uZcV/bQN4N3XBioeLN4qgqAJVNYWgpFiC4tfNVobTICQcrsJ2sOMts4zlzjBEmjG4lOgI8XVFAo0mYf4jqH1eVsbwkDhrTxwiqdzjb0S5y+FRcGEVlZ+uiwNzNdP0y+cZbRykt02BvRhIUfNgiICIjJFez1SoXNFt58IJVQBbhhhbI3TZezjXZrI6Z29bbHK6HgjTHfOEVMb8PSktT8BWbrx3C0LCnzPNeipUEQEoTADctM1Q5S8edW7I+jZUibfVgywdnys1T8Ofpit5K11l5XPwWQMDpptzcwWz/OfP0kSaMHTZiEBLhBGYUi+SbMJovE1HpQoOCN0Agim6MUGlIYaCIKNlL0xgmVjy5NDBnD1tKEyiNUYbQ2VvBOudmhlE8YThP4JwiDCRQBAh1NH0Y3dgAGKpzD9w4QhnMofIQwMYxbkFoP4k2Yqpb2Q6FUGd87SBhOg6oDAs3Yiq6tRchY8/3y8NxXCYNJFIvfGRvL+TCoAN8/ie+9gtd4EoFDAwMhbKTWh2ndwdVoJKJnMofnPgfKRYh4xHVYEsuiThjM4nv7USpKuyi1XjRtDVJrmieFJAhGcBtPEwYTQIhu7ERqAwhhocIinvsSbuNxQBAG44TBKACW80mEuHRWvpsZp0rTlP0GIQpL6nhhwHCyk4lanqJXxxCSwUQ7ltQZqy5Q8qN5zJpx4rrFq/NniWkmm1LdtFkJUobDyfIMFb+BRJA0bAbibZwuTVMNXGzNoD+Ww9EMjpUmqQcempCkDIfBeBtHi5N4YUBCt+i0U6TNpQTwQIXMuxWOFCcY1RfosJK020ksqXOiNIUXBsR0k5ThkDFiHClOoFB0WEk0Ian4DUp+nXk3StWsN9s+WpokVCFddoqUEbmMny7N4KmAtGGTsxJkzTf3TX/HhYGiN07BG8MLqySNLnRhUfZnqPizWDJB8gL/+py1jmowz9T8QU6Xn6TT2owmo421HuQxtAQJo/O6IwFmzUFiWjtFd5x6UCCm58iag8gLTvNKKepBATcs44d1yv4UCkXZn2oKETFMGWu5DHY72xmrvMxs4wTHCt/GD2sYMokbllGE2FqqJQw0ghJuWMUPa7hhBUXEOi96YygUmtBJ6N3XfIoP8fHCKm5YpR4UKHpjaL6FQCCFhq1l0KWNFNdnKqgHRWYaRxFCI663s9A4Q9EbZ0PqEdqarnUAWWuQehh5NkRuoS5nSk8SKBdNZJfVq0uLmN5Op7OVE8XvIZCkjF5SxvIY9VeLlNFHX/w2xquvc7r8FB32RgwZJ1AeVX8eU4tH7qVc+8YkhECgkTS6m+6cB8kYaxBCw9FyxPQcjp4BIi+Tij+NLm0cLYMUBkV3DEVITM9emWB6E0KF8/jePtz6dwj8EcAHDEz7YXR9MwgNz3s1+j0YjwiCwkLZVSz7EZBtzVP/m+oFAIF3GLfxKIF/ChWWQQgM/xwi9kNooh8ICYJRGrWvEwbnUKoOKIRIYtkPopSL7x3AbTyN7+1HECNUC4CGYd6Oad1+VX1Rqobnvki9+jlQCql1IISD4rxZLAym8NzXcRvfIQxmQYCmDWGYe7HsRRa7JPBPoFQF3zsKqophTWLZH0HTegnDedzG9/C9NxDohMEovncIgcRyPspN8Km/Lrw2f455twyArRmU/AaOZnC4MMFMo4StGQQo1sTaeH3hHDONEkndZm2ig3Y7yZHCOKbU0YREEW3Wr86fYbZRQhOSHidNp53iYGGMiVqBhGERKkWXneKludMU3BqWptPtpEnoNi/MnqQR+rRbCTYme9idW06QVUpxqjSDQtHjZFgbdNDnZHly6hi2ptPppOix09RMj1fnzyIFDMTayFnRZu4GPucqc/hhgKOZ1CyPZ2eOAzCc6GQw3k7CsHli+ghx3WIglkMK+e4XBqTQKbljnC4/TcWfaQXO6XK2sTXzSfpit7TKps0+LC1JXM/xxvznOJL/BiEBhoyRNnrZnv3hFWy7V6lKFwKBTk9sJ6dKjzNfP8XG9IciFfoF94f4HMx/maOFb1L1F1oxAJ6d/p3mZtjBusT7ubPzFxBCENNz7G77DBPV1zhe+i5PTf1nfOViaym67G2sS76/Vfep0hOcKj3OZG1f62T4xvzn2Tf/BQzpkDEH+eSa/9Ia00p2cZoeDou/KaXQhIEt06TNPr73/2fvveMku677zu/Lr3JVd3V1zj05B2AGGQQJ5kyRlChSWbJke70O66T1yjlKXq2CZVu2KFvJIkUFiwIDiERkDIDB5Ng558rh5f3jVVd3T3fP9AQAM+D8yPlgpurVrVv3vXvvuef8zu9M/gu86oIpCSphJcWhuh+v5tZHbyhc0Bt5BMst0597innjMrKgsTX6YXojj63K4DhU/+OcSn+D/txTnFn8BroUZ3fis+hyAnDXzaAISAl6Io9yKfdd+iLvI6q2rjL2hFW/d+k+iqvGRUCs/SuspOiWHkQTQ5xM/zGXck/iuCay6BMp9yS+sIJHICwz+9d0rfreOs9WX+RxVDHCpex3eHLyl9CkCNuiH/HJgVVjQBJkJopvsmAO+GmmnkNYaaQn8ihd4QdqmRl3EozKt7HMEwhikFj9/wR0PHcBBBmEAJ5XoJD9JYLhnycQ/utIUguOPUZ24UcQpUYU9RDCOkbh9cB31LkU8/8GPfgjBIJfQZSa8NwsmfnPIModCKoGuJTy/xkoEYr+sypB0a321y+GEwh9CUXdT7n43xGlLQRCX0a8Di0Oz/Pw3FlKuX9NMPIPUbVH8DAwjReolL6Bb7i4GJUnsc3XCYT/JrKyC8/LU87/Jkb5CSS5F1FqB89GEHRU7X2EIr+I6wySmf8KkphCDHwIWdlCOPYfKGT/MaKYRNGOomoP3tRYvp0QRRFRFK5ZinuinGZrpJG4GmSoOE/FMfne1FnuSfbwQMrXfvjNi0/xM32PMGfkaQnE+UTbcmZMZyhJR6ie9zXtQEDgxdlLNOoxWgMJREHAch2iSoBHGrczXJhnvLTI6wuD9EUaaQvU0RP2jdOybfHU1FlCskanlmTOyPOdyVPrGgOCIHCgrpPeSIqTi6O8MHORz3Xew2Q5zV/f+hgtwQRTpQzfnDjBR1r2ktIjPDV1llfm+tmf6GCkOM9IcZ4PNO8kKGu8OHuZei1McyDO8YVhZis57m/YwmQ5w/+z55MEpFvjUXvXjYGUvp2kvpUD9V+pvuKxRLhbj9yliRE6QvfTHDhUzd2Gpc1RFKTaZwQkQnIzj7X8Vxr05lUaAVfDzvgn2RH7OB4ewor2liAic7D+x9hf96OsHxoQ1pxuwnKKvujj9EYeq27E/m9c4qsvYVvsI2yNfnCD0IDASsNmf90Psy/xhTUx04TaweHkT3Go/seRBBUPh5HCy5xKf5324FHe1/iLKJIf9jCcPOPF13lp9tf5YOu/ojGw64aIhKKgsiP+QerUrmrf/fsnXtFWvdbHI01/vxYCWbpnV6tb79dp8ElbHeEHiCmrszraQvfQGjpUa0ETo3yp52uIgoyAiCqG+Gznb9f+DSALOu2hI7QFD6+6H1c+Q0mtj093/Fb1OVv+LZKgcrD+y+yv+9K63pS42k5MbWVX/NMsP88S4opnqS10jy9XzMow09rr7iTY1hnAJRD8MlS1PgSx6uHwKjjWWQQhhKwcQJI6AQFJ7kTRjuLYFxHFFKJ6c8YAOLjuBLZ1iULu3yEIOstPloHrTOB6aQRELPMFoon/jCS1sLQUCuKNe52uhOcVcexJXDeNqj+OIIQQAEXZgyS3A0I1rDKEYTyDZZ1e0VcbSe7CcUZ8YwCQlf0o6iFAQpT6kJXtuO4Cjj2KqF5bC+F2wm/86o/iuh6CuFzgaT2oooQiSSiijCb696jiWsiCiC7JmI6D5foHsrgSJCyvDumuPC4JwMG6Tv7L5Wdx8dgRbebh1DaenDrDolkgqgTQJKV6XRe/euG7RGSN3fE2Dtd38+djb5JSomiSwvZoM4fqujbsd0BSav21q9yhlB5BFv31wsGl4pgEZRVZlHDxcDwXD1g0iwiCgOE4qKJL2TZJ6VE0Ueaxph2EZB1JEElpkRXHnJvHDRsDnufh4DBbmUMRFYJSkJDsb7gZM0vFqaCICnVaAjzIWFkMx0CTVOJqHDyYMWbQRZ2AFEAWZQp2kagcoeIaCJ6LJEDRKWM5VjUPO4gmqhTtEq8uHKM33EOjniIsr3WPeHhYnoXjCUiCgiiIWK5FxalguTYuLlElgiqqOJ5D1sxRdsoktXpUScV2bWYrc0SVCAEpgOeB7dlYrkXWypLSGhAECcdzaq816ilkQcZwDebNBQJygLAcRhRETMemYBepOBWaAo1YrsVYaYKJ8iR94V5aAs3+xrJJN6koyOvunoIgIiH6pzGgaC2SNccp2YvsiH2UkJKqbTYBKYHtVnhr8Y8w3QKOZ67L3t5Uf5CQNsypX0qTEap923y7plNgsnSCiNxEndaDLq8WThGrZLKVkK/I/Ljy30vu/GuNtSCI63IHlrxIG2mWLBmyG4WrNvv9dxxqJNArCZhVfk3NyF3OrvE8PyGUmoF4C7rheSCIhCL/B7JygJUPnCg1IApxHGe02l8FhM3pOtxAT2p/BGElSVek9sxWOUeyvIVw7F+zkocgCDqiuFIe3CdXLhOkBe7UxLwr61BcCytvz9FkL/35GU6mR9ElhXvqu5EEEUFY61xsCsSZLGf55vgJdsdbSahhclYZ23WZq+QZKsyD5zFXyZMzy1VjQMRyHXJmCdt1mCnnmNQzPNDQx1PT51gw8qT0KO2h9UN5nudxbGGQNxeG0SSZHdElA3O5czElyNFkL38+9mbVcFDYEmlCEgR2xlqo18KMlxZRRZmD9Z08PX2OrF2iNZBAFmWC0sZCXTeKm/IMGI5BySmRKWcJSDo7ottZMBeZLs8gCiJxNY7ruSyaaabK08iiTII4tmszUZ6k4lSoODPE1Th1ah2XCwMcjO9jrjKHLEqoosZYaZygHGTRWKQ50EyT3ojpmkxVpmkNtOB4G+d5u57LTGWWRr0BVVTIWflqewFmK/Nsi24hIAXIW3lmKrPokk5CjZM1syyaGQzXYKoyTV+4BxDIWjmmKzNE5QhJLYnplEmbaWaMOWJKBA+PRTNN1spRsAsUiyX2xnfXjIWMlUWXdDw8bM8mb+eZNeboCLWzfDq9tfC9FAKOZ1KyF3x1RUGq/Xu2cgFdiqKIgTUn+c1jadG7eXieh4eD7RqYbpEFY4DJ0lu0hg4RkOK3OBvjLm4lRKkBx5nGtk4jyd34m7xP3kMQEaUUYOG6U7huO4IQwXMzOM4YinpvVYTnZiEgClFEIeH/XaxDkjurLvsFBDGCbwCoSHI7tnUcUWpCFFX8og5lEAIsbbr+BqyAl+N6n3FBUP3vE3QcawBJ7sUXEJrHdbP4RkIIUYwjCGF8UuABX+ffLQA2ghDG8/wy1a4zheNMIEndeF4a151HEIKIYmzFd2pVQabNqyzezjhY10W9Fq5tmCk9ypZII7qkkLPKqKJMcyBOWNbYEW0hrKz2DGyLNlFvFHDxCEoqJ9Oj7I61EpQ1VEnmbHaCe+q7CcgqkiCiVk/zb6VHOFzfTUwJIuBnJXykZQ/7Ex3IokRE1qnX1mrX6JLC3kQ7JdvE9hyicoCkHiEkadxT302wmuWhSwo9kRRF20CqxvsjSgBREKjXIkQUnQWjgIhIUyDKwbouQrJKQg0RV4KoK4ygW4Ub9wwAOatA2akwWhpDFVW2RbYyXpogb+eJq3EkQcTx3NprdWodkihheRYX85fpCLYza8xhuCayIDFYGGR/bA9zxhyqpBGWgvQXBtke3cpEeQpV0qhX6xAQcDwHTdKQr0EWnDcXKDtlglKQnJ1nqDjClkgPI6UxmgNNGI7BjDFLwS4QVvwUwgUzzWhpjGa9idHiKA1aEkmQWDAWGS6OcChxAFEQqLgV5s0FRoujHEzsR0BgxphltjIHwFhpnL5ID2kzQ9rMYHkmYTnMUl78UjZCQHo78th9qGKIkNJAUKpntPgatmchChK2V6ZgzTBRepOmwG6Ccv1VT/bvJEynyII5QMGaJW0OU7YX2F/3pVq44C5uT0jyDjyvgmW+gST3IQgKnldAEBJIUhuS2IooteLY/QioCGIS150Dz0SSOxHE+iqzfqaqMliqusGH8XCRpCZ8HsIinpfzMxI8C9cZxxGCeFIKUUwgiDFkZS+OPYQlvFZl73s4zpTPwBcTCEIIRT2KZb6JKHX4horngldCUvYiCL46pH86b8R1RnHsi7hCDEGMIEnXDicIglo1RrZgmi+heCU/K8AeAM+vhyCIESS5G8cewTSeQxB8L6frZhAEFUmuKuAJGo4ziW2eAcWoZQqIUiOiuHxCFcUmHGcUxx7Gti4AEpLc+7anYL5duDfZU/t7S3A5hJTUI7VMrqWUwT2JtYqIPZEUneEknucrg35r8hT31HWT1MNkzBKXctP0RRrpCTcgCgKiIGI4Fv9z8CUebNhCXA0yWc4wsrhApMotcDwXYcX3roQuKRyshg/81GIBsXqCv69hWf1SESXqtTCPNu3w+8Za7kRzIF77+2ONO3Bxqx5H/7r7G65eL+N6cRPGgMtkeZK0lSZn5YgqUTw8pirTHEzsI67EUUUVy7WYqkxzOHGAmBJDERXKTpmMmeWRhocQAMM1yVg5BARcXD924i1FUz12RrdTdsoERA3Hs4kpUUJyiAYtSVBaf4MQEJAFmYgcrrbinzplUWZndAeL5iIikLWy5Kwc++N7iSpRREQMx8B0LfrCPeTtPGW7jCRKBCSdvlAPPaGuGmktKAXpDffQXX0ta+aYN+YJySHqtASe57JoLiIJErsju4gqkdrnInKEiBKmUXv79MoVUaclsB+pTuF05k+4mPs2jmciCxpBuZ7mwF72138JXbqxWK2I7HsUbpnLyiNrjfPa3H+hYM0SklNsi3+M9tC9d4yi2p2O9ZTQll7z8FaRNVdC0z+EKCaplL9BLv0LLJ1s9cDHCYR+GoQI4ej/Q7nw36mU/xLPLSAKUQKRv4Ws7EEUo9h2P6X8f8SxR3GcIdzKLJb5CqLYSCj6i0hyH0blCUzjGVxnGtfLUSr8BoIQR9GOoge+iCT3EIr9I8rFP6Bc+mNc51fBc5CUbkKRX0QUY4hiA4HQX6OQ/w8Uc//WT+kTRCSxnmjif0A1PCSKDWiBx8ln/iG59N9GEAKo+mOEo7+4iZH0vSGhyD+kmPvnVIr/C1FqQZRbUbSjLOkoqPoHEKVmysXfpVL6M/BsRKkeRXuQYNivWidL3QiChmW+Qqng/55A5OeR1YMIKzwqWuDDlAq/QaX0vygX/weiGCdW/w1A8x0feIjr1G1Yguu4y/d2xe1db+65rlt1aArX1PlfD57rXbM/G2EzUvBLkAQ/NOl5Hg+ltnFsfoCibZBQQ3yweTcC1GL5VP/+SOM2Xpq9jOXapPQo72/aubq9TeBaugYbzaN1rxUEpJsQhtsMBO8GC8TbrsPTs8/ieC7T5WniaoxPt36CifIkry2+jiwodATb2R3bwXRlllcXXkMTdbpCnWyN9HIpP8B4eZy8lacr1MmO6DbOZS8wVZlmwVykL9xDZ7CDN9Nv8bm2T/NG+jhhKURLoJmwHObr439GSmtgR2QbrcG1dQPKToXp8gzfmv4ubYFW9sf3UnErXMr38/HmD/PC/Iu0B9oISAGydo7XF49Tp9Zxb90hbM9mvDTBVGWarJXjA43vQ0AgbWYoO2X2x/ciCAJzxjzzxgKGa7AvtgdBEJgsTzFaGmeiPIEu6TzW8AgFp8hwcYT+wgBxJcH7Ug+jiSqXCv2czJymUWvgwYb7kd6mGLJ/i/2Y7dKSvuJRXCZdXudmu+TSX8W6vyV9BQ9nReBEvK7Jfxc3B8OxmK3kqdfC6JKCKAi4nkvFsXhtfoiuUD0pPUpIWc3FWHrO4Mr4f1VIqAbnivf9TXHZ6FgK/a28psotgBXtX/n+klufDa5ben/5ObqYm6QzVIcuySuu8b9npRHkp0ku/57NpkCuHZOVz/DKvlxr3JbGRKhet/z+0rxY7uvq8Z0byxFPRZkammVuYpHDH9i4dsKzf/wyalClpbeJzh0tzI0tkmxNIK1TefCNJ0+RTxdp7kmx/Z7edVq7OgZPj5Kdz3PgfW+P/v+VWBqfpVVwKScLVq99G133Xl9/btgY8DyPvF3wRVI8G1mQiSlRLM+iaBcBAbVKLLQ8i4JdREBAE1V0ScdwDSqOgYdXe63iVDBcA9fz0EQNtepFiCkxyk4ZURBRqmTAjJVFAAJSAE1aq7blei6Wa5Ozc6iCQkAO4HoehmsQlSMUnWKtLcdzKDolJCRCcgjwMF0Lw/XrHPjeBQHHs3GX3PqCgO3a2J6Nh4cu+q9ZroXpmhiuiSSIROQIrudiuCaGW0FEqnkHDNek7JQRBIGYfGNpfXdxF7ca85U8z89e5p76LpoCMRRRqpbjdnhlboCsVWJ/ooPO8J2nhbASjufy6+ef5kvdR2gM3Pq6Bu82LMNicnCGZ7/2Cvd8cB/5dJHJgRlSHfU0dTWg6ArpmSzlfIVURz2qrvC9P3iRju0tdO1qQxAEvv8nr/LIDx2luTtFMOp7YT3PY2pwlpe/+SaCKLDnoe3gwcLkIvFUjHAsCB4MnR2jdUsTlaJBfXOCWH2EyyeGCcUCzI0uMD+VJhDSef+XHniXR+ou4CbCBIIgEFUiuJ7nW07VjUwVVBRVqRmmgiCgCiqJK17TRR2tWlxm6bNBKUhACqyywpY2+qC8OjUwUSUnbhRrFwURTVJpkJKrXter7YXlZfKHjIy2ooiQIPghBr8vy/1TrhguWZSRr3hNERVkQSYoBWtGvyzISKJE0FsOaQiCgC5paKK6Ir3sLu7i1sByHQbzc+TtCiXbJK4GaQvGCUgqZzITGI5NUFap08I06GHeWhjFxaNJjyIKAjmrzMn0GJdyM7QFEzQFYgRllYiiM1XOYnsOjudSdixOLo7ieB5twQSSILJgFMhZFSKKju26JPUQ9WqYt9KjCAh0hetJahHC63gWclaFM5kJbM+lSY9Sr4WwXZfL+VkM12JnrAXTtREQSGhBIrLOyfQYLYE4hmvTn59FQGBbrImoorNoFBkpLuB6HtuiTYRklelyjolSGl1SWDSKOBvIRt/pEESRUDSIKAroYY1ysYIoCTR1NTDRP41p2Li2A4KAZdrseWAb4ViQRCpGXVMco2z6WimRAPIK9r8gCIRiAcLxILIqE09G6D85QjCsE02EESSB/GIB23QYvTCJbdloAZVgRGd6eBZZkWnqaqBSMrAs+yq/4C7eSdy0zoC4zmlWYK1Iy5Wv+TH3K65ZIR6zue++NaSYdfu7Tv823d4mx2T5e+56BO7i1sJyHS7mfDlV03VYNIoYjkVvJMVr80NEFd0/DQtQdkyGCvNIgkjJNlGrnoDZch5J9AlVtuewPdZMSNZqKZUVx2KilObk4jiSIJKzyngezFZyVflYhZJt0htpQIwIvDTbT2swTkILrpFxXWpvtpLjbGaCiBJAF2WCsorh2AwV5pmr5NBEmYpjoUkKsigSkXWOL4wg1QsUbJNX5wZpDsRoCyUwHJvhwjznspPIglgzMCZLGUaKC9RrYdwbc4zeEZBkkXgqSigeIhDWKWZKBCI6PXs6OPPyRcr5CoFIgGBExyybxFNREo1R/7+pGEbJIBQPooc1JHn1WhtLRomnYiiqTCQRppyv0Lm9lWRrHbmFPIVMCUVTmBmdQ1Yl8ukiiqaQnc8jSiJ9+7vIpws46eK7NDpvDzzPw3Qc0uUydcEgqrS5cFLRNHE8j6j27tWUuDMppndxF3dxVSxppPdEGvhI624a9AgvzfbXqqo93LiVD7Xspi1Yx7PTF3ikaRuf7TyIKAi8Oj+IKIjsrWvjMx0HsT2X4wuja75jvlLg2NwQCS3E9ngz/bk5XpsfJG2WeDC1hYCsYHsOFcek5JjYnstjzTvZFm0ipqwl/k6Vs4wWF2kNJvjhrns40tBDazBOczDGw41b2R5r5mJumtHiIlmrjOn6p8qZSp6sVabiWiiixOMtu+gK1dOfm2GilCalRdkRa+HpyfM8P3MJF4+HG7fyvqZtOLjvWc+cIAiIkkS5UGFxKoNZMdFD/mYjyxKNXQ2EY0EUVaF7ty/mJckSoujzEARRpJyvsDCZplIy1rQvSSKi5JPzJFlEC2qIouiHIwZnMComiiYTigZJz2S5cKwf27T9cMFbQ0wPz11XQbk7AY7nkS6XeeLiJRZLJV+Px3WxHcf/74o/TvWP7bpcXljg7MwM7oprV77vuO4aYu+txruuQHgXd3EXbx80UUYVZQTAdn13eIMeQamypz3Po2JbBGUFWRBxq4uXAAQl1fcSwLqudLtKKkwpOpoo8/7mHUyWMlzKTfsKcaKMiEBQ1tgabeJntzzEHw8dY1e8lZ3xFjpCq1XzTNdXk1tpKJzLTHEpP0PBrtARrMfzqokrHtiuT4m1PJeYGqI3kqQtmOAPB1/haEMvM5Wcz/GRFXRJ4Ud7jnIyPer/NlklIKlVz+Z71zMnCPClf/ApBHG1Z/JjP/N+n2Hv+unNYlUF8H1fvL92jaorfOX//iyCtP74HP7g3trfH/mho7W/d+9up3tXey2db4nJj7ecpeC5ni8/8R7jSUmCQCocriVXzZdKjGQyXJibY3uygflSiaJlIgsibbEYggCDi2kWSyVCqkpYVTk5PU1fXT2SKFKwTDLlMl3xBLsbUyib9DTcCO4aA+tgaHSe104M85ffPQnA3/rpx9i5tZloeP3qhSsxPZfjjZMjPPHUaSRJ4G/+1PvoaKkjGLi5HP5y2WR4fJGnXzzPyPgiuXyZimHjeR7BoEpDXZhtfU3s2d7Kvp1t12wvky1xYWCG//H1V5AlgR/97BF2bmkmFr2by38jsG2HwdF5/svvP49h2Ozd2conHt9HS2Ps2h9+m+B5Hs9MX0ASRGJKgP31a3XUI4rOY03b+aPBY+iSTEwNsifRRtos8tzMRZ6bvkhCC9IdaWC0sMDTU+cZKy4gIbI11siRhh7+cuwEC0aRtlAdJcdc8x15q0J/fpbX54epODaut/4ppy0Yx3As/nL8JEOFebrCSSzXwXIcJksZLMc/x7cFE5iuzdeGjvkkRs8jbRY5nTE4l5nCdB08z2NfXTsjxQXOpCdo1PNsiTayI9bCUH6Orw2/TnMghipI1+UeHZ9M88rxQf782yc2vObf/eKnaWqIbVplb3o2x/Ezo/zBn7624TX/7O99nI7WOnTt+kW3ljbzVRvvCjHEqzHl1/3s0ntX2ch9OfcrPrty8xev3catRMWwGBpb4De/+iwAj96/lYePbqUxuflaE5vB6gwUGMlkOD45SX0wyKWFeUqmxe6mRprCYV4aGcV2XR7v6+X83DyX5ud4cWSEVDjMUDqNpsjUBQLsbmykPRZDvoEUzOvBXWNgHZiWQzZXZmwyDUC5Ytbyb6+F6ZkslwZnuDw0iyAIDI7Mk0yEb8oYmJ3Pc75/iiefO8fg6ALZfAnDsLEdP89XUSQmp7Poukpn2+YY3ulsiYsD0/RX+zkwMkdTQ/Q9bwy4roftOBSKBqGghiJLN5QjfSUcx+XiwAyXh+aoVEwCusLYxOK7agwIgsDWaKNfLlUNUKeFicgajzRuJab4MXtNlOmKJDE9B1EQiMo6mqRQcgzKto3t+Sf1mBpAlxTua+hhb6KVlB6lTguhihIfaN5JQFKIqQEcz6U3kqShqsPeFU7WSrbuTbSxPdZESo/UKrStREBSaQ/V8f7mHQRFhYQWQhAE2kIJOsP1hGQNAYipASzXoU4NEVUDbI811QRaNFFmV7yZ1mCCsKwRVXQatAi6KFOvRwhKil/fPhgjJGv0RlJE1et45gX/GaoYFhXDpmJY2Lazyt1tWc71uXSrJ2fDsCkbFoZhYdmrDSbDtP3T9HXiWpvt1d6/mY36ys9e699LcF0X03IoVSzCARVFkW6JwVAxLC4OTHN5aBbP82hrTrClO3XLjQHbdVkolZgtFJkuFDBth4Ci4LguqVCICSePLsvosoLpOMiiyFg2R6Zc9vVnVAXbdakPBjBd15+TmoYuv/1b9V1j4BbDsh1M08Z1XURRxLYc3BuYxEvwPI/hsXleeK2f51/rRxQFmlMxwo0aqiIjCP5GVDEsYhGdoL65k4PjuJimjeO6SKKIbbs31c87BRXDYnY+z6kLExzc3U6qPnLdOunrwQMMw8J1/HF0XA/b3lgq++2GKAgEJIXt0SYaA1H0mksc9tUtK7VJokhMDXBPsmtdJbSljJ2l1w7Wd3IljiS7cT0PUVj92fgKkqDneSRUvw67uMFJVBJF6rQQ9yV7cD3XLxAlCLiehxt2q/rzyzn1naG6mmCNgH9dUyC66jtiapD2YN2q9uJqkJ5Icvnkeh1hgmDAN7gfOrKFUtmkVDaZmcsxt5BnMVPadDsrEdAVWpviPHSkz2+zYjK3UGB2Ps/8YuGG2rxTUSyZTM5k6R+e5cCudhobokgbhCmuB54HhmHjuj5DxHFcbPvWZ5F4noflun6oAIFYQKdXqKNi23TF4yiSREzT0WSJtmgUXVGwHIewqhJUFRKBACXLoj0apWBZKKJI4B0wBOCuMXDL0doUZ0t3ilPnJ9BUme1bmolsIrywEWzb5czFSV46NgBAKKjx0ffvZkdfE8lEGEkWKJRMpmayNKeiNKc2dxKtS4TY1ttEU0MUTVPY2ttIQ/2ttZJvR8wvFnjlzUH+8+99n//n//wYkQP6LTEGZElk59YWmhtjmJZDT0eSvu63T1nyWpAEkZZAnICsIgvSulk/S7iaEtpmMnYEQUDaxAlU3qRQj9/e8rW+TKx01Ws2um69a28mg6cuHuLowW6OHuyuvfbcK5d46oXzfP+VyzfUZiwSYP+udvbvWjbSjr01zPdeOM93nj17Q23eqZiYzvDsyxf5s2+d4Bf/jw9TlwghXaWq4Wahawo7tzTT1BBFkkV6uxroar/1OhmK5G/yP3XoYO01z/NLdIlAT90yT+bxLb488cr0/JXXvtN8irvGwC1Gc2OMz370AJ/96IFb0t7UTJaZuTyFkoEsiXzmI/v55Af3EYusNjB29DVdV7uJWJCHjvTx0JG+a1/8HsLcQoFzl6duebuSJLJjSxP/7Ze/fMvbvhFoosyDqVurXX4X6+MK5d5b1OgtVPi+gzA2mWZgeO6Wt6trMru3t/D7v/GTt7ztzeBq5syVt/ndSvG7awzcYtxqay5frFAxrFrbPe1J1FsQR3uvsXg3i/l0gYsDM7e83dttPG+3/tzFXWwGE9MZBkcXbnm77+Z8uB7exrvZz7s6A7c5KmaVKAgggK4rP5AnhluBbK7sx3bfY0Ind3EX7wUsZorMLeTJ5m6Me3EXN4cb8gwUSwb9w3MsZors2d5KQFcolkzGJtMUSwYBXaE5FaMuESKgK5iWw8DwHNl8Gdtx0RSJplSMtub4VStW2bZDJldmZi5HoWhgWg6u5xPeggGVukSI+niIUFDbFCPc8zxsx2VmLsfsfJ5yxcJxXARRIKApNNSHSSV9jfLNbLimZTO/WORi//SG1+zZ0UosEkBRrh0vnZjOkM2VKVcsLMvGMG0uD80yO5/3++96nLk4QaFkoF5ROCQc1ujpSFKfWFtj27Yd8kWDE2fGNvzurb2N1MdD6JskIF6JYskgV6iQzpTIFyr+vXL9sZUlEUWRiYY1IuEA0bBOOLRWacsnT3tkcmXS2RLFokG5YmKYNo7jEzIVRULXFCJhneZUlICurnvvPc+jUDSYWyxQKpkUSwYz8znOX57GMH2xmnOXpzAte91Mj3gsSCoZobUpvm7b5YrFW2fGMM315VTrEyG6OpKbSke9EsWySS5XZiFdJFcoY9l+3r8iiwR0lWR9mMZkFFneuDiUadqcuzxFJlumpSlGqj5CJKJTLBpMTGfIFwyMFUTXYFClPh6iLh4iHNauyjF4u+F5/jMwv1igUDSoGBaW7eC5HrIsIcsimioTCmrEo0HqE8GrryOOSyZbYmY+T6G4/GzW1pF40P/dIf2WZJbcTvCfVZPZ+QLZfJlS2cSyfGKrqkiEghqxaIBUMoKmytd1Mi0UDXKFMplsedWcF0UBSZJQFYlIWCca0YmGdULB5TnveR7pbIl0pkSp4s/PyZksQ2MLmJaDosDZS1NYtoOyTpGkpTmQWicbYCnb4/UTwxuSolua4rQ2xdddh66FfKFCJlcmky2RL1awLAdRFFAUiaDu70vNqRiiuHHKZqFocHlolkyuRGdbPan6CLomUygZTE5nyeXLmNVnXpT857ShLkyyLkxAV94WD8INGQOz83l+709e5diJYf71P/oUDXVhBkfm+fPvnGB4bIGWxhjvf2gHRw9109ORZHImyx/9xTHOX56mVDZJxII89sA2vvjJw4SC6pqJ7HkepuWQzhQ5cXac779ymcHRebL5EpbtoCkybc0JDu7t4PDeTvq6GoiE9asOvud5GKbNwmKBp1+8wEvHBpiazVIxbGRZpDEZ5f7DPTx6/1YqpoW0iZzOUsnkrTNj/PJ/ftKv4Od5axS1/u0vfoY921rWVVy7Eq++OcjJcxO+UZAvs5gu+mlL1fdtx+UP/vTYup/d0p3iZ770IPcfXmsMGKbDyPgi//xXn9iwn3/35z7AfYd6aLoOY2CpnVLZZGh0ngv905w6P0H/0CzpXBnLspEkkVBQIxrW6etOsaOvid3bW9i+DsfBdV3yBYNT58Y5eW6c4fEFpmdzLKSLlCsmmioTiwRoSEbo7Urx+MPb6etsQNeVNffL8/z441MvXGBsKs3o+AIL6QKGuczw/8YTxzf8bft3tfH+h7bT2rR/3d+9mCnxq7/9FHOLBTxvbdnfowe7+akfeYDoJrkcS58vlU2GxhY4d2mSN06McmlohnzRQBIFQkGN5lSUIwe7ed/920jWhdE1ed2NMF80+N2vvczJs+N87PG9PHrfFrZ2pzh3eYpvP3OW/uE50pkShmmjKBLtLQkO7ung8L5Otvc1Eakuku+k23LJWC+WDE6eG+fYW8MMjc4zu5AnX/B17MMhjXBIpz4RorOtjn0723jkvq1o6tox8DwPy/IPFG+dGeX7r1xmaGyBTK6Eadpoqr+O7N/dxsE9nWzrbSR6jXXkToLrehimxcDwHC++PsD5y9OMT2XI5csgQCIapKO1jh1bmnjoSB9dbfWo1zAIluZ8sWwwMDzHhf5pTl+YZHB4jnSuhGU5yLJEMKASjQTY0t3Azi3N7N3RuopQ63keF/pnePX4IJMzWUbGF5hfLNQY/pbl8LW/fGPDfjx0pI/HH95BKrltzXuO6zKfLvJvfuM7VAxr3fn5qQ/t49Mf3k9fqGFTY7n0+WLJ5OLADGcuTnLq/AQDI3PkCxUUWSQWCdDSGOfg3g4++PBOErEAiiKva2DOzOf46tde4sSZcb78uSM8fGQL9XUhLvZP853nznFpYIZsvoLjOKiqTGtznKMHe7j/cA+drb5uza1+Rm+aMzA+meaZFy/w1pmxWmrN0NgCf/CnrzE8Ns9PfvF+/uWvPsHgyDxOVQGtUDT4n3/yKqnqBpysW72BWbbDC69d5i+fPMVb65xmTdPhfP805/uneeKp0xza28HPfOkhWps2ZtKbps2rx4f4/W+8yqXB2dVvGlAozjEwMsdzr1ziwO4O6uvW5kFfCVmWiEcDbOlOkcuXyRUqVCrWslv/OnF5aJbTF8aZX7y1bmxJEggF1Fo/iyWDcsXCtG4+9a1YMvi133mG46dHmVtYJw3KcihXLOYXCwyOznNpwJfcXM8YmJzJ8h9+60lOnh1bVyDWz+vOMzOf58yFSZ546hR/52c/wL0HumhMRlZNDsd16R+e5U/+6s2b/o1rIaBrMt1VQ6RUMimWDUpl66ZaNS2Hr/7xy7zy5mBN42Illsbx9IVJ/uqp03zp0/fy0JE+6hOhqy4Mc/N5Tp0d5+zFSb76xy+vMQQt2+HiwAwXB2b4/iuXuO9wD3/zJ9+H9A6ekj3PwzRt+ofn+Oofv8yxE8PrXpfJlcnkyoxPpTl7cZKh0QWOHupBWycjxLJdXntriD/79gneODmy5n3TWrGOPH2GvTta+Rs/8ei63qA7Eflihb/63mm++rWX1/VgTc/lmJ7L8frJYf7kr47zd37uAzx0b++qE/yV8DwoFCv8v7/9NG+dGV03ndK0HEpl05/zI3NcHpxFlsVVxoDjuLx1ZvSq4k03CkEQ0FWZvq4U6WyRYsmgVDGpVG6uKJJh2vz67zzDsRPDLFwRarQsh1LZYmo2x5unR3ni6dP8jZ94lL072ohF9KvOz6mZDG+cHGYxW+JPnzi+Zn6alsPF/hku9s/w/KuX+eAjO/jhT92DfAtSLlfipo2Bv/jOSZJ1IR4+upUH7unl4sAM/+svXqdYMjh+eozFzFMsZkr87Z99jLp4kIuDM3znmbPMLvgn9G29qTXGwB/86TFeer2fwZF5BME/ZR052ENzKkZAlymWTU6eneDpF86TyZV55c0hJqYz/Id/8llikcC6J6Unnj7Dsy9fZGDEZ6ru29nGg/f00tFaR0BXyBYqvPz6AK+fGOG5ly9uyq0fDKrcs7+TPdtbatbnhQH/hn3ze6eueyx/4ccf4ae/9MAq19b5S1M88fQZXj0+hCJL/P2//kF2bW1Cu0KJTJZEwqH1XdKaKtPdmeQ//tIP1TwD49MZjr01zO9+7eXr7if4p/hcocI//ZVvcqF/hnLFQlNlkvURHrrXH1ddVbDsqoDT1CLHT41y/+GedQ0BgGBA4cDuNs5dmmRbbxN93Q10ttXTkooRCqlkc2WGxhY4c3GS108MY9suv/u1l9E0mUePbkXTlh9nWRJ5/OEdHFmRAjY8tsDTL17g28+cRRB8Zcn9u9rWTf1UZWnNGC9BEKAuHuSX/s5H/bzl6kb28htD/Off+z6l8loVvmuPp8cv/9aTHDsxTDZfJhLW2b+rjUfv20qyLozjuCxkily4PM23njnD3Hye3/vGKwyMzPGzX3qAWHRt4Z8lLImtmKZNLBLgUx/aR19XA6Gghmk5TEyl+fo332QhXWR6Lsext4b5ZttJPv2h/df9O24Ulu3yrWfP8sRTp2tztC4RYueWZrZ0p/wUWFUmk/Pd/aMTi0xMpfngwzvQNpirX//LN3j+tctcHvKN/6MHu7n3QBctjXGCAZVSxeTk2XGefekiC5kib54a5Zd++S/5lV/6IWKRwC1JaXu3MDy2wIvH+vm9b7yKadr0dCTZs6OVXdtaaKgLYVTv+5unRjlzYZJcocKv/benEUU4sKt93TRjx3VJZ0v8i199wg+3GRa6ppBKRmonVk1TME27OufTvHlqhAfu6aWva3WarSxL/Njnj/JDH19Owbs8OMuff/sEx04Mo6kyf/Mn38fBve3rGnqaKm+oxiiJAsm6EP/2Fz/tyy3jkS8YvH5imF/7nWduSE+lWDL5j//1e7z8xiDlikUqGWH39hYeuKeXVF0Ew7KZns1xvn+aZ168wPRsjt/4nWf45Af38akP7yMa3tgzfOr8BG+dGcO2XZKJMJ/44F629qRQFZlS2WRscpE/+/YJ5heLjIwv8NLrA9TFg3z0sT3X/Tuuhps2BtLZEg8f3cL7H9xGa1OCtuYEb54a4fLQLLlCmdGJRT706A7u2d9FKKASCetksmX+8slTDI3OUypZNb1xz/M4eW6c46dHGZtMo+sK9+7v4vMfP0hDfYSAriCKIo7j0taUoKM1wfeeP8+ZCxOMTab58++c4AsfP7wqDuR5HpMzWd99PTyHKAhs3ZLiJ75wH61NcYJBFUkUsWyH1qY4DXVhXj85wqWh2av8ah+iIKAqMqqyPIyRsIau3diwRsI6V5qFk9HA8iYnQCyiU18XJrBmIggb8hwEQUCWBKIr0hHzxQrBwI3xAwAW0kVefH2AS4OzlCum727d1cbDR7fS1BCthX+WQj6lslFzbdcn1ve6hIMaDx/ZQmtTnFQySizixxkDuoIsi9X8/QZ6OxuIRXS+8+w50tkSo+OLTM9m6VyRNywIArqmrFpIsrkyAX2ZHxAJ6dQnwmvSNKstXHU8BUEgssL4MkybcEi9IXJnqWxy7tIkb54eJVeo0NVWz6G9HVU3aARNVfwwl2WzpStFa3Oc3//Ga2RzFc5enORbz57lRz51z4bt5woVFFmioS7Mlz93hF3bWoiEdWTJr0XQ05Gkvi7M7/yvl5iYzpDOlnj1zSE+9cH97xhZ9fUTQ7x5aoTRiUVcx2PfjlY+/sG9tDcniEYC1bkvYFkOFcOiWPIFf1qb48hXGAOe53H6/ATHT48yMr6Iqsg8dG8XP/TxQ6TqwwQCKrIkYjsubU1xOtvqeObFixw/M8r4VIa/+M4JPvfRg3esGmexZHLu0hTfe/485YrF4b0dfPT9e+jpTBKL+OuJ63r0diTZ2tPIybPj/OGfH6NQMnjy++eJhgMk68JrTrOz83leen2ASwOzGBWLzrY6Duzu4IF7e2lM+nNeEkUc18OybEoVk/fdv41UMrJmzguCH/YKreDrzC0UapofgiAQDeskE+EN1tNrz8+VfB1RFK/q8bga0tkSZy74z1O5YrJzazNH9ndz/z09JOv8WL/jenS3J9nW20hPR5L/9ocvspAu8capEWLRAJ/84L4N289kyyiySE9nA5/5yH52VrVpRFHAcVx6uxpoTsX4/37nGbK5ClMzWd48NXr7GQOaKtPekqC3qwFVkYlGdLra6pmazVIoGhiGxZED3aSSERRZosmI1azEXN5Pm3NcF1kS8Tx4/cQIk9MZLMuhsSHKYw9uY+fWljVxl1g0QDikMT3rkwGnZrO8dGyAxx/agabJq0gnlwZnGZ9KUygahEMa9x/uY8+O1pqC3xISsSCW5bCYLTEwMofzDgvIicLa5GJRXBZIWRKmEAXxqoSptxuu6zK/WODlNwYoFH3C6L6dbTxydCuH93Ve9UR1NZVWVZXpaK2jpSmGrilrfmMwAPFokGBApVwx+c6z5/wTc7rAQqa4yhiA5UVhCX4sePl9X6RGeFfHEvxQy2vHfdejoohs62vkoSNb2LGledV1EaAuFiIc0nj1zSEu9E8zPZfjteNDfOIDewkF148j2rZLXTzErm0t3H9PL9HwardltEryevrFC+TyFYolg6HRBWzHRRE2JineCnieh+t6vHl6lIHhOQzTJhLWef+D27nvUA+Rq5D6rvYsvX5yhLGpNIZp05SK8v4Ht7Nra/OaZzMW8deRhcUiU7NZxqfSvPj6AI/ev41gVQ73TsPEdIbLQ7OMTiwiyyKP3reVQ3s7qIuv3pBjkQD1iTCKLPHq8SHOXJzkQv80Y5Npdm1rXmXsuq7L7HyeV98cpFgyCOoKB/Z08MjRLezf1b7xnO/a+D5dud75CpbL7wuCP2dv1fy80cd4MV3kjZMjLGZKaKrM/l3t3He4h229qz2c0bBOXTxILBrgmRcvMDAyz/DYAm+eHuWxB7cT2iDOb9kOzY0x9uxo5ejBbiJXzs9ogHgsSPu3T2Cac+SLFUbGF7FtF0m6dfyWmx7lhvow0Yi+6nTc3BirWXyyItHXnao9LLqmUBf3XZqO61IxrZqWt+u6vHp8kFyhQjCg0t6S4IF7+ja8icm6MLu3t7BrWwuu63FpcJaJ6QzlK9y0p86Pk8mVEQT/9PmBh3egyNK67W7va2JLd+qOPRW8EzAth9n5PCfO+nyO5lSM+w/3XNMQgKpAy1UselWVCQa0qy4A4ZDG9r7ljdJnNVeu/4fcBnA9j3yhwivHB33J3liInVt9wtV6EEWBxgafRJhKRigUDfqHZpmcyeBcxf3pz6VeYpHAujrxoaDG1m4/ZGc7LovZIkaVfPV2o1g2OHtxkum5HJoq09Ga4GMf2FMj822EpWdp5c9ZMi6OvTVMJlsmoCu0NSd44N6+DduqT4TZua2ZPTta8TzfXT0x5WdG3Yk4f3mKgZE5XM8jHNR43wPbiG+wnimKRLIuzOF9vsx0NldmaibD3Pxq/o9h2kzPZjl5bhzw1/iH7u27uiFQxdXm/O0O1/WYWyzwepVzkqwLs39XO1t61lcXlWWJxoYo99/TRzSis5gpMTA8x9RM9qrfs623kcP7OomuMz9Fwed87ehrIhrWMU2HTLaEYd4cR+lK3LQxEI8F17iswyENRZGQqikR0bBeS1WSRHFVLNayHGzb1+9P58oMjy9imDYtTXF2b2tFlq5+MunpSK5S3zt7YWoNuaN/aJZ8oUJAV2lORWlrim+4MIiiQKoh8q5Kyd7umJnLMzKxWCPkPHSkj7bmxC2JsS5nO2z8R5ZFopHljcK0HCzz3asDcDMwDJv5dImR8UUAdm9robXp2mN5aG9HLa3KtBzeOj121VoITQ3Ra1azrK8LE1oKsXl+RoLr3nr99pXwPLg8MEs2V8G2XeKxII89uP2GC9S4rp+WODy+QMWwaGyIsmfHtdeRztY6dm9rqf373KVp5u7AugCe5zEwPMf4VAZVkdjak0LXlJrU7Xp/VFWmtSle27DnFgtMzq7evKZnc4xNpqkY/px/5L6tNDfG7mhexWZQKpvMLeRrhN79u9tJ1oWumm0mAEcPdtXCFKWyyYkz41ctXtXdXs/23qtnHqWSkRpPwvU88kXjlhrrNx0mCOgq8hV5oFJ14smSuComBOtY8ksELMtheGyhVpkrHg1cNTtgCXWJEI0Ny2SX4YkF8sXVp0Q/hdCiPhGiuTF+zTYjIf0HQqf/RrGQLjA9m6v9u687RfwqBLbrhWU7nL04Rf/wHGMTi0zOZslmS5TKFqZtY1kO1qoCUD5J6E5EJldiciZT+3drU5x45NpeqbbmRI0b47huNay1/sYd1FVi0eA1vV2aKiOvWNxt233bR9XDY3Bsoab9EAyoGxJMNwPbcRkam8etrpLRsE57U+Kan0vEgqvqeoxOLpDNl2+4H+8GPM+fBVNzORbSBT/8cmqUT/7kb13jcz67f2ljMQyLcnm1V2RuocBMVe8EYGtP403VXLlTML9YqOm8ANW0vmtzDzpb62pcB8O0GRyd23DjXtLLiISv3q6uKYjSUqEubnmhpZs2BmRJ2PCULQjCNS3HpfFxXY9CsVJ7RVWkTZX9lSURVZHRVBnDtCkWDSzLHyTP87BstyqG4dXyX68FRZZumAT4gwDDsKlUll1UsYiOqt58bLVcMekfmuPPv/MWE9NZ8oUK5YpVc1erqoxSFZwJ6ModGxpYCdO0Ka1YeIMBdVNjqcgSquKPh+f6QigbnTw0Td60hPU77s2tpqotGXayJG7KGNqwOdcXm1paeTe7jkiSiKpIK9aRZXGeOwlLgmVL4+m4HsXS9WW3uK6H46x+liqGtWbOrycG9F6DX6p6+XeHgtoqg3kjKIqMqipIkk94z19lrQpoMvItKtV8M7jpHU+4RpWOzVcH81adRARRRNzEoAuCgCD6f8A/GaxcFF3XrXkbxE0YJ+CHCjZzw39Q4bgu9gp2pSJfvSreZlAoGYyOL/KtZ/w0StN0SNaF6WqvJ1kXJhrW0XUFRRaRJQnL9nPy73S43uqFd7OEIJ9YJVTdv9XnfoNrJUm8rd25tu3U5qwgCDdF2vPwVgl1+QeSTRhB1XVEXLGO3IklvZ0VpchlWaQ5FWPHlubrmp89nUlartBacFy3phMD1Tn/HlNrXA+O667yuEmSeM3fLVSJkDXCssdVQ3jybTKWt8AYuHWniZUiJ0tEoGuhFvuqPqhXMlJX1lhfuvYubg5+qGd5kJdqhN8MZufzvHFqhCeeOg1AZ1s9B/d2cGhPB9uq5ZWXvtf1PLK58nvCGBCE1Z41x93cM7oy5gtVw+Aq33E7E7hWHyg2N++v0hqSKNaa8zxqIYOrYWksl777ysyTOwUrh1JVZLb1NvKTX7z/ug43mrY2h19gdXjXXUfF9L0I8Yr56bruNefn0vue6/mOboGrEqL9ktrvPm4bX7goikQigZon4Ur36UZwHBfTsmsys6GgVuMwLJ0yZNl3wdiOuylBGNt2MIybU6t6L2PJTb+EfLGyocb/ZuB5HucvTfHk98/jVdv/a195iL072lZpI6y8fqP4+J0GTZUJrYhBlsrmppQhLdvBMG0s20VVJMKhq6uc3bYQfMLx0kHAtl1yhTJNqegNNSeKAtFIoLZzWba9KTe54/rhxJXchTsxrXBp/RNYlnVPJcMosnxTxo2mKasMhFyhUj3t3rhWyZ2AgK6u0iYploxNxepNy8awfDXagCgSvgYf4HbAbeM7VBWJ3s5kjSCRyZaYmMpc83O+atoKgkdb3Rpii1/Qxi+mNHUFS3Y9FIoG83cgk/idQl08tKpAyMDIHLn8jcfvHcdlbqHA6MQCggAH9rTT1V6/IaHGspw1GSN3KhKxIO0tywS3ickMmey1q7aNTqbJF31jWZJEejsbNlVP43aDgEBHa10tNblcsdbKhV8HFFmktyuJXDUusrkK4+tIO1+JxUxpVfpXR2sdsZvgLrxbEARobIiQSIQwLYdLgzPcioSQZF14Fam6f3h2DVH7vYhUMrLKMB0ZW9xUyunw+HK2labK9HQ03Paepttm9RBFX9Gtuz2JrslMz+e4MDCN7ThXdcuMTCxyeXC5Pv3WnsY1ObVd7fWEgr5QzXS1YuHVXJEL6SLD47e+pvZ7BQ31EdqaEyiy//i89tYw07O5G3bvWrZTvc/+v4MBtZaRsh5y+QpnLkxc9/dI4mqxprJhvu2pc9eCqsjEYwG6O5IAXBycZmoud03Px+lz4yxUDVZZlti1rRlJvm2m86YhCNDXlapVHs3my7z0+kBN5vn62xMIBzW62pMEdIX5xTznL0+t4iWsh4mpNBdWVB/d0p1aI9Jzu2NJZKunI0lrYwzHcVlMFzl7cWJTXtaroTEZoaUxhlx9xl49PsTcQuGWhl0lSaxxGzy8apGhdzcWoWky9YkwnW11AJy5OMFipriKP7Eejp8e9YmsQEBX2Lm1+bYXW7htVo+lzIPDezsIh/xSq2OTaU6eHd8wNpXJlWsFVgRBoLkxRltLYo3s5I4tzUQjAVy3KvDy5mCVaLi2zYnpDKMTi3c9A1dBQPf1yHs7fS2G0fFFTp4bo3949pqT13XXErMkUfRL01bjmpls2SeTrtNWuWIyPp3m1beGbqDf6rI8sefnTt+KYk03A1EUiIR17tnXiSAIzC8WuTw4W9PTvxKu67GYLnL89CjziwV0TaGlMUZ7S+KO9AyAn0bc05GkLhaiUrHoH57ltbeGKV9jM1gKF628ZmkdObing1gkQLFsMjaV5sTZjfO8s7kylwdnOX95GgFfRGtl6uadhm29TXR3JJFEX8L7mZcuMjmTrYVA1oNfW8V3g5vW2uuCAZXGhii9HX6Vv+GxBU6cHWNgZP6G5vx6CAWXQzOe6zE5m12T1fBOQxJFknUhDuxqB2BmPs/5/mlGq7ogV8JXRC3y+olh8sUK4ZBGS1Octub4bcELuBpuG84A+IbT0UM9nDw3Tr5QYXYuz1PPXyCVjFZVDn3Wuuv56TIX+qc5fX6C0YlFVEXi0J4OUvXhNYUtdm5ppjEZZXwyTaVi8cxLF9i1rYVkXQhNlasa0B7FksGbp0boH55blU5yU7ijSDab66wsSzTURzhysJuB0TkyuTLHTowgSiKKIhML6yjq8r1yHJ/hXS6bOK5HJKxRn1guTqUoMuGQVlPsmpzOMDWbJRLWfC+BKOK4LqWSycRMhlPnJjh9fgJRFK7LGxEKakRCGqoi+S7UoVmmZrO1GgZCtT3HdZEEAVmWbi5uvMmuhYMa9x3q4XvPnyebL3P+0hTxaKBaBz5QO43ZtkuxbHDmwiRnLkySzVdobIiyf1f7HXeKXcKS6uT+3e3MLRbInCsxt1Dg28+eIRBQaGqIomtKTTHUcVxsx8Wqxvcdx6WjtW5NxsCRg12cuThJJldifrHI954/TyoZIRYJoKoSoiDiej6H6OLALKfOTzA0No8s++tI4wqBl2vCewem+XV8R0+nX3PgjYYRJmeyPP9qPx2tddi2U9PSX6ob4rgutu3zrpbqPbQ0xtYUj5NliaaGKPce6GJwdJ5Mtsyrbw75ejKySDTkpxcLwtIc8ud8qWziuh6xiE7iGs9oJOzXIlFkCcf1uDgww8x8Ds+L1ESo/LRHF0kS/cyi60hvXGmzXI/DIZkIc++BLp556SL5YoXjp8YI6Cq6rhAJ6SiKhOd6mLZDPl/h/OUpzl6comJY9HU1sGdbyx0xP28zY0Bg38427j/ci2U5XByc4YlnTpPJlXjwSB+tTXECukqxbPLW6RG+9cxZFtNFvzZ3PMSP/dDRNV4BQRDo6Uyyb1cri5kCF/pnOH56jP/0u8/x8NEtdLfXEwyq5AoVXjs+xLMvXaRcsYhHg1eNSy8xj5eEPpZmqmWtTkWxbQfL9kVylkxDAZ8weSUr/+3ASpZ07fn3/H6uJMLY1T7WcquFFbUQ1qnv3tgQ5VMf2sv3X7nE+LTvYh2dWOTl1wd55OgW2lsTqLK/6WYLFebm85w8O44gwaNHt/K5jy1XKxMEaGmMsXNrMy8eG2B6Lsc3/uo4Dx3pY++OVqKRAJlcieOnRnn+tctcGpxFkkSiYZ3sdXAVImGNpgb/1Dc4Os9rx4eIhDQO7O6gpyOJHlAol02yOd+iT9WH16RYLZ2CnJWpfN7SfV72Nrmuh33FeC79ZynNb2lMgwGVA7vbeehIH8+/epmLgzNMzWYZHpvn8Ud2kqqP4LgeC4sFzlyc5C++c4JKtWLc9t5GPr+i8tudivc/uI1M1jcEZ+ZyPPfyJS4PzrJneytbe1M0NkSRRZFMvsxipsjkdJah0XlUVeJf/YNPreIJCYLA3h1t3H+4B9O0OXtpkm89c4ZsrsT99/TS3pIgGNAoVUyOnxrlye+fY3Yhj+dBIh7kKz90ZF3i6tJ8r2UnVP9j26tPvqblYtkuonjtOe96Xk14zbuizZWnYus61pFQUOPgnnbKFYv/8nvfJ5Mr8dt/+AJbulPs29nOlu4UkZCGadnkChXmFwuMTCzy1ulR+rob+dxHD6wxBsAXxPrE43t4/rV+xqfSnLk4yfD4Ai+81s9D9/bR0ZZAkX2dhly+zNxCgbfOjCHLIh96dCcfe//VC+vEIgFaGuM0paKMTaZ55Y1BGqryvy1NMVRVplKxSGdK1Cd83tKV4nBeNcvBdd0r1jt//JbvpbtmfgoAglAjsy6NaTwW5OCeDh460sfTL17g+JlRJqbTXOyf5tH7t9KYjGJaDpOzGc5cmOQ7z56lXLEIBTUO7e3kYx+4tQWF3i7cVsbAEr74ycN0ttXxxNNneOn1AV56Y4CX3xys3SyWbrjnEQpq7NvVxk//8P1XZSB/+kP7SdVH+INvvMbA6Dxvnh7h+JnRVW26HnS11fGR9+2mpTnOv/n1b2/Y3vRsjieePs2xqjuzWDIpl00My161yf7T//hNNNWvbKhrCsGgSlBX+OKnDrNvRxt1G1Twu1VYSBd59fgg33zydLWfBpWKVWWiL0+O3/wfz/Ff/+AFVFUmoCmEgioBXeF9D2zj0fu20rRCnQ38NND6RIhf/qXP8av/9SnOXZ4ikytzaXCG/mHfxV1NsfVRLfHc09nAeof5/bva0TSZS4OzfkGU44O89tbQqkXO8zwURWLX1ha+/Nkj/NVTp3jp9YHrGo+9O1v58ueO8O//03cxTJunX7zAMy9dXP1sAfcd6uFDj+5cYwxUDIuxyTS/+ttPV2ukWzVBloq5LPby+slhjp8eRdcUArpCIKCiqzLNjTF+9ksP0t5atzoFVhT4P3/6MeriIZ5/7TKDI/N8/9XLPP9a/xWpsf5/6+IhvvDJQzxydMsqMuedCl1T+NSH9rG1J8V//6OXON8/zcR0hsmZDE8+fw5Y/Tx5ni9QtGuFhPCV+OxHD9DVVs9fPnmS51/r5+U3B3nl+ND660hAZcfWZn7+Kw/T3Li+8um5y1N897mznLs0TcWwKJXNavaHveoA8Av/+I/QVAlNVWr3PxhU+fmvPMTWnsZV7PRLAzM89/JF3jg1SqViUSyblComlums0vL4u//sT1BVX1xN1xWCukowqPLlz97Lgd3ta1Tx2poTfOz9u4nHAvz6f3+GYsnk7MUpzl+arm18K6fh0rPV2+lt6M6WJJFUMsqv/NLn+OXfepLz/dPkCxUu9E9zqcrbWm/O93WnNu3Be+S+LUiSwH/7wxcxTJtvfu80f/XU6eV1oDo/P/LYbt7/wLY1xkChaNA/PMtv//4LFCsW5bJJxfDXO2PF/Hzi6TN897lzfmZUQCUYUNE1mW09jXzxU4dXkXrBN9j/7s99gICu8sKxfmbmcnzvhfM89eKFat+W5qb/m+sTYX7+xx7i4J6ODau03m64LY0BWRY5sKeDtuYE9x/u4flX+xkZXyCXL2PZLpqm0JiKsGtrC/t3tbOtt5HGBt8Q2OikrWt+OeTmxhjPvXSJ108OM7dQwDBtJEkkWR/m6P5u3wPRHGd6JltTj1oPFcNiajbL4Og8ruufFvwc1NXXua7nb76GTaFkIGb9SnnpbBnzKkIUtwqmabOwWKwVLnFdb11ylut6GKZdLTdsks6VEAWBXdtaqKwTa1wa52QixN/6mce4NDDDhYEZLvZPMzy+WFOVk2WJYFAhFg6wtbeR/Tvb1lTjA//+bOtp4pf+zsf4q++d5ny/X2OiYljIkkgiGmRLT4pD+zrZva2FpoYo5/sbeO2t4esaj3g0wOF9nfzS3/04333uLIMj86SzRSoVC1EUCAV1UnVhejqS60pSu65HqWTSPzzrawJU7/3SYrqEJSGgYtmgXDERq4WyDNOmtEEISlEkPv3h/ezb1caFy9PVSn6zFEsmoigQDKg01EfYu7ONh4/00d6SIBpeW9jkToRfLEll9/ZWfvFvfYRjbw1z8vw445NpFjJFymUL1/OIBFXCIT/M1NOR5OjB7uUS31dAlkT27GilKRXlyMEeXnjtMiMTi2RzZSzLQdVkmlJRdvQ1s29nG9v7mmqGwHpjmi9UmJjOMDw2Xzt9rpdv7zgu5YpLxbDJFyo1MaNC0VizKRaKBpMzWYaqUuwbtrm0jpg2+aLhi04JAtlced24uiAIBIMqDxzupSUV4/WTfln58ak084tFSmWjpsgajwZoTvmeuSMHumm7YiNc2aYo+nP+7/7cBzh/eYqLgzNcGphhZCJdm/NKVfUxGtHZ1tvIgV0d7Nq6ds6vh1R9hEfu20pDMsKTz52jf3iOXK6MZTu1+dnYEKGrrY5EfK0Eul1V+7s8vLzeeUvelxXX+eq0vsFVrlhksiWE6hwrX2V+fukz93BobwfnL09z+sIEw2Pz5IsGiiQTDmukkv6+9P4Ht9PaHN+wUuHtiBsyBhLxIB95bBdCRKKtux41qJIvG8zlivRPzxNOBPjIB3ZjlO01zH61WvL4r335IQC29qTWTOYlRrDW7Oez18VDLGb8jcFx/EI1kbBOcypGa1OcRCx4TYW1JaJWb2cDoiDS291AoWhg2w6iKBIOaXS11dPZVkdAV5FEgZ/70QdxXb/eu66vjh8mYkEevW8r3e3JGxlCdm5pIryJ+trNqRiPP7yDbb2NSJJIR2tdjcW/GUTCOvt3X7uy2EbwszPWrzsgVOPqLY1xdE2huTHGrq3NLGSKGIaN53lIooiiSgQ0n3TY1BBdt72lzW5rTyMfeczlwJ72Wk6vKAgEAv7n21sSJOsiyJLIPfu60DWFhvowXW316/RwLWRZIhrW2bujFVWRmF8sUCqb2LaDIAhoqs9faGmM0ZJae0JUFImmVJQf/8J9NxQoDoU0GurCa4jFSwtGfSKEqkokE2E62uqYrxqsoiCgqhLhkEZrU4LujmSN77IeggGFTzy+l3sPdBPQFbZsovDWlu4UH398T636ZDwaWCUE9nZDFEUCulrlAIh0tNWRyZYolk0sy655AwR8nkVLS4K25jiytH7cWBD8Z6q1KY6mKtQn/HWkXLFwHL9seiSi09QQpaUxTn0idNV50t6S4MOP7uLg7o4b+n0drXVrOCgtTTEee3A7W3sab6jNrT2NqOr6y7hUXde29TYSDKjs2NJMJleiWDQwLQdRElAVf42NRXSaGmK0NMXQ1I25ErU53xRH02Ram+Ps3tbCYra0POer0s66ptDYEKGpIbbpKrCKIlGfCLF/Zxu66meDLN0vUfT7Gw3rdLTV0VC31ljXNYXOtnp+4gv3bW4Ar0CyPkwysTZEsjQ/G+ojKLJEKhlla0+KhXTRn5+igK7JhEP+vtTX3VDluaw/f+riIT75+D6OHOgmHNSuOT8FQWBntQR3JluqGVu30s4QvBvM3bAch9/7/ps0x6O01PnxvOG5DFOZPNta6tnemiIVXTuod3EX7xYKVpmcXSZnlTAci75IM7qkIgn+BuB5HlmrxIKZp2KbKKJEezCJLt051v2dikK2jKxKaLpy1bE2Kxb5XBlBEKhruL3CI67jks+WicQDtTS/u7iLOwU3HCbwPJhI52irj9M/vcBMJo9hOfztjz3IH7xwnFQ0vGljYGN7xEMQ7sx0qZuBTyby3Voi6y8qm7nmnYJb7YsAiLfx/RoszvDa/EVemb/IUGGG3zz8c/SEmwjIvofGw+NUZohvTx3nUm6ChBrhH+38HL3hG6+idzUsjRtQM0huN9TIp67fV1EQESUB13GrRDpf+99z/fHz/+/VdCIcx68NIggCoiTWMgI8r0pQrcr+nj85Sn0qSnt3A5IsVl9fzRcBqFRMCtkSsiLjJcO4zrIsc43sKgo41dTUlTUHbNsBryo1XCXeObbrP7vVzVtc+mz1NbH6+dpnl3LhBVa1hyBglC2Ov3yZI49u940a8do69ndxF7cLboozEFRVDNthdCFD/9Q8juuRLVewNsjh3wguFq5nIgoKIioeNhVnEdstE1W7bqaLdyQM12KkOMd0ZZGDiT4iyloX25yRY7qSJmeVeCC5413o5TKGi7PMG1lCss6u2I25UN8J7Il1sjvWyYebD/J3jv/OGhEQAYGHGnbxYMMu/nD4OU6kr1/L4HowUV5gtpIFPA7V9b2t33WjKBUqnDw2yOD5KSzTZsvuNnYf6uLEqwMMXZxCkiUe/OBupkYXWJzPk10s4lgOj3xsH4n6MC88eZrp8TThSIAHP7SbaCLIy0+dY3YijSiJdG9roqE5zpN/9gaBoMaW3a307Whh+/61z5Fjuzz9F2+h6jKdW5poaI7x6jPnmZ3MkF7IE6+PsPtQF9v2tPEnv/N9SgWDumSE7m1NdG9r4s//50vYtkPv9ma27+sgGNH49tdfp1QwqG+M0tGbomtrI9/5kzcoFys0NMfp3NJIR0+K//37L2FbLtv3d9C3o4VIPMCffPV5rIpNR1+KVHMcx/X433/wMpMjC/TtbKGjL0Vz++bCV3dxF+82btgYkCWRz9+3l7H5DI/v2cKnD++iUDH4+sun2NPRRENs8wxKyymQswaZLr1EVO1GQAIERBRMJ0O9vvcHykNQsg3eXOxHEiVsb32S4Uhxlv78FLp8Y/UAbiVOZYaoOBYdoYZ3uytXxVJBEP/EufbEtnQS9d99+090F7LjzJs56rUb0+F/J+DYLtmFIqom84kv3Yeiybz+/YsUsiUa2+oIhjS+9bXXaG6vp6ktwdY97ei6wvf+/A0SDVF6tjez/2gfjuPy3W+8wad+7H7mZ7K0djdwz0NbUVQZSRZp7UzStbWJgw9sQdPXj1lLssjeo70MX5qikCv5AkyzeVq7khx6cCvz0xlee/YcpmlR1xDl/ve3U5eKYJQtnvnmCe7/wC7i9SEGzk/y8lNnefTj+5geX+QTP3ofjS0JBAFKBYPp8QU+9xMPUZeKkk0Xee25C8TqQtQ1RBm5PMPY4Czb9raTao5z+KFtBEMakixSyJVp7ajnA585SCQW3DCWfyvgeR4LmRKRkLZGV+V6YVoO2XyZZCKEIAiMTqUxTZu+zuX5fLlKmN1+g9yGu7j9ceNPkQeGZTM4u4gsCuiKgofHPb1ttCVjRPTNq3d5+C49XaqnaE3heAZRtYeg0kTRmuS9Ylubrs3F3ATHFwcwXZ+hH5I19id62B5tpeKY9OeneCs9yLGFy6iSzIKRIyCppPQ4H2k+SNGu8NLcBd5KDzBRXkSXFDKmr5b4YMNO+sLNePix7xfmzpE2C9iugyYq7I53sifWwUBhmjkjR84qMVlepDvUiINL2izgeC4PJndSr0X47tRxVEkhJGkMFWdwPJeDiV66Qo1ElQA5q8Rzs2d4ae4ctudyITfOxdw4AF/seIiApFJ2TGYqGV6eP0/JNnFxiSkhukKNHE1u3dS4eZ6H5dq8uTjAWHmerFnExUMVZT7VeoSYEsLybOYqOV6cP0fBriALIs2BOnZG22+pkWK5NhmzyPNzZ8maJTw86tQwWyIt7I53AmC7DlPlRc7lxhgrzeN4LrIgsT3axsFEL5Zn88z0aY4tXqJglQkrASZK8wB8ovVe6tXIbRNv9vCQFYlgWCdW5xv4+WwJDwiGVCKxAFt2t1HMlVE1hUgsgB5QyaZLCKKIHlCJ14eplE2y6SKe66GqMqGITnRFypWqygRDGqGIvi6Jb2k8AgHVFwxylvUeovEgdakIhVyJQq5CPlMiFNaIJoJEYkEcu0BmoUi8LkS83h/bfLaM54Gmq0TjQcLRAJZlUyoYaLpKJBEiHA2Qz5bIpYtE4kGCYZ3WriSWZVPMl4lEA8QSIdQqAdqsWCiqTCQWJBBcyzOZXciTK1SwbIdYREeSJOYWC2iKhKbKlCompukQjwWRJRHLcsgXKyTrwjXBKQEIh3REUeD1UyNs6WqgtTFOJLSsi5AvVljMlMgWKqTqw3iuRyZfrqY3y34fLIdYNIAqS+RLBuf6p3jgYC91sSCWZWOYFq7rMTWfZTFTYmI6QzS8VnvhLt47uGFjwPU8+qfnEQDLdrEcA1WWONDdct0LmSQoaFKUoNxMyZ4GV0BARkBCEt/9k++tguu5LBp5JsuL2J6D47kICOSsMlsjLTieR9E2WDDyLJh5wkqAOSOHJioooowHOJ5LxiywYOTJmAVCss5MxS+wUnZMPDws1+GtxUGGC7OUHAPbdRAFgYxZpCOYZKQ0x0BhmkUjj+t5DBWmSekJslaRsmNSr0a4p34Lz86eJq6E6A03MVPJULDLlB0TURDYGmnF9hy/r0bez10WBPSKWvutABmzyJnsKKczI4RkHcdzKTsmEXnzRWA8PAYK0xxPD5CxijjecjzYch0cXOaNHMcWLjGQn6rG4QWyZomSbdCgx9DFqxPTNtWPKsHwRHqIkeIcFcfE9TzmjRwLRoHOUIqQrDNVTnMuN8Zb6UFM1671tVGP4+LiuA6LZp5FI0/JMXDxavfQcm+/aplLCmtLiMSD5NJFykV/4+zsa+TCyVHyuTKzUxk0XfFP0skwhWyZqdFFbNshXhcCAVRdWcOq10MapUKF6bFFYnUhQhF9DWfAqFgszOXILBYIhDRyab+gk6oryFWFOkEQCIUDzE6mmZlIYxo2tu2QSIaZncpQLBoYFYtILIAA6EF1Dc9FD6g1jXxZkYnEg5SLBuVihXh9CFmRqJRMZqcyTI0uEIrqBEMagigQiuhMjsxT1xAlFNbQVlTynFsskMmVq8xzhek5P21S13wdknyxQl0sRL5k1ISEBKBYNv1UVdtB02RUVUYURMam0zQ1RHGuSFecXSjU9PMtK8DEjB+KQvC5D+lsiWQiRKFsEAsHMEybsak0VrV+Q0D3a4O4rsvw+GK1DwaaeudVcbyLzeOmjIG3hib58UcOkYqFbkoXXZViCIJE3hqlIXAID5eCOcqCcYrW0PtYz6V7J0IWJLrDjWyNthKSNcqOyYXcOP/27Df4iZ7HCMs69zVspyvcSMk16Q418pGWQ9Spy0TMuBrmh7seJq6FOZsdpSOU4ofa7qstnK7nUbAr/O7Q0/xC34fpCTehSQqTpUV+6fQfcTS5lbJjYrsOQUnnr235IJ9/4d/zlZ5u9sQ7WTByHE8Pcri+j4xZJKaE2B5t4yvdjzFemuOfnPpD4kqI9mADKT3Oz/Z9kLJrookKO2PtPNSwc9VvnjUynM4Msz/Rw8daDqOIEoZj1Twjm4Htufz5+Ku4eLy/cR+HEr3IosS8kaNei2C5DhdzE/zp+Mv8ve2fZm+8i7xV5tmZ0zwx8ToHEj10hBqQbvI5cvEYK87z9dEX+etbPkp3uBHbczg2f5k/Hn2eo8ktbI+289rCRS7kJoiqQf5274fQRJmsVUISREKyTkjW+aneDyAKAgW7Qm+kmY80354qgoIgICvSsuoesPtQF689c57J0QUqZQs9oIIHI/0zXD47gaYr7L23h+a2Oo49f5GTrw0QiujsPdLjy8iqMtIVMrLN7XVMDM+zMHeePfd0s2VX66r3Pc8jvVDg/IkRJocXiMQD1Kcivuy1JCIgIMkioajO1j1tvPrseWYm0jQ0x2lqq+Pwg1v49jfeQJJEGlsTbN3ThiAKqJovQw1+aEgQhWpGg/+9sUSQPfd0879/7yVMw09vbOmop7E1wYtPniE9l6elM0lnXyNNbQk6+hp56Xtn2b63na6tTTS2LhsDhZKBriu0NcVJxkN876ULNCWjlMomi5kSjuvy+APb+c7z5yiUTFpSMe7Z28lfPHWSRDRIR3OC5lSMulgQ1/VobojSWB8hGlp9Yh+ZXCAU0Di4qx1REHj1xDAPHe5lZiHP6ZE5XNflo4/u4qmXLxALB2hpjNFUbUsUhVpKrWnaDI/P8/H37dl0fYH1sPTsLIfolu8pUDXdl6/1PHziprD2tSVC5srPirfQi7akMLlcMMnHrfyO2xU3bAwIAjTGwwzMLJAulgmoCqIg0J1aX7Dimh0RgjQGjmJ5eTzPoyl4P4p4e6UO3Sxsz2G0OMefjr+C6frCFoZjUbQrON6tqZ5nuBYzlQzDxRn+3bk/XXPqmSgvYrg2ESVAUNLQRIW4GqYrmKJOC2O4FiV7WeK3J9zIgbpeBKA92EBPuImyYzJWnKNeu/b9aQ3Uc7iuj98eeJL+/CRHk9vZEW2jJVC36d/kei6vLVziH+74LDuibSiiv5E0VGPtM5U0c0aWmBLkYKIXgIQapifSRG+kmTcW+2kN1t80Yz9vlZmsLHIxP84/P/PHq94LSCrj5UW2RFq5nJ/Ew+OTLfeiif4UiynrazXc7ojEgjzwwd2rXqtriPCRL95byzSQJJGJ4XkOPbCF1q4k8fpwbdFu62moeRWWNt2PfuHeNd9z9LEduNWiQ9I6+dmCINDUmuDzP/3Ihn3dvq+D7ft84uHP/+LHcRy3liEA8NP/14drO89S+1/6hcdqn5dkkfpUlC/99eXXFFWmpaOeX/gnn6zlui999m/988+see2Dnz2EbTl+RsQ6G4giiX4dDEGgp72eQsmkPh5CkUVOX5rgyRfPI4oCdbEgpmXzwuv91Fd17RVFQq16VERRIJOrMDWbIxhQV+XGN9SFGZ/K8FfPnmVbd4p4NMCJ8+O+bHssSKlk1Dbfpfoei5kSY1NpWhvjNa+NIAjEo0FefHOAbL5MY/LGuC2z+QKSIBLWVQLKMh/E8TwM2yZXNmiKhrFcl/65BTLlCu2JGG2xKJbrcnFmjqJp0RaP0hb3DRXbdSlbNmXTovEWprAXDJPxTI7tjUks1yVfMRAQqAvdeeWsrxc3bgwg0ByPMLmYY2IxhwAosnRDxoDlFshbY4wVvktU6QZBIK5uIaG9uyz5WwnTtZksL/IrF/6C/3vX52kL1iMgMFCY5h+d+J+38Js8wENE5FcO/CRxNbzqPBySdV6ev8BU2Vy1OUpVRbOlFmqtef5mLFQ3tZqO1yYt5TotwkMNO9kT7+R0ZoTXFy7zwtxZukON/ETP+zf/q5Zy0VhfHc6r/nknYu1hOch/vecXVhlagiAQknXUajjHd8u+M/15O7Fe/1e+tlQgqKE5RiQa8F3YKzZHz/OWT95XGYul1MPNfOdmsbIGxFKo5mrP0LV/69r+Xfma5/kci/Xa27+jDUGoCicJ8OCh3lrRnXTW34wfPbLVH7+qsK/rLZ9KZVlEEsXa7/mhD+9HUSSUK7ws27ob6W1vwPU8NEWmtyO56nTueX7fHj68xe+LKPAjHz9MUFdW8TVkWeSxo1txqxK78g0Kl52amEFXZLY01BOIrTAGXJeSaZIul2mKhpEEAUkQyJUrvJ7N0bZvl/+aKJIulZjO5ZeNAcehaBrkKuYtNQZm8gX+6sx5tjc+hGnb5CoVJFG8aWPA9Txe6B9mf3szEU27LT0NN2wMiKLA/q4WDMvG9aBomMxk8jfUlud5CAgEpUbq9T0ISKjS+vrgdyr8WLlBzirSqMep16JMl9OMlubWXCsKApqokLWKOO762QSyIPl8A3N1MSVFkIkrYeq1CMPFWQ5qEZJaFMf14+qKuHzqujKxroYV1sB0Jc1AfpqdsXbmzRyzlSzdoUaSK7wCmihjOOYqj8ISDMcib5dJalH2JbrQJYXXF/o5kx295pgt90ygN9LMmcwocSVERAkgIpC3ywQklZgSJK6EKNs+AbMrlPKJi+UMU+U0H2o+iHgLQk0BSSWhhIkpQS7nJzlcvxVdUqg4JjmrjCL4i3KTnmCivMCbi/20BXyPRNkxEQBVlJGqng1VlLE9h4JVvum+vRtYudn17mxBD6hrRIOuZxO/1YbTjfZjM+1t9NrVvudK1r+uKTV3dzQSYPeWFoIBteZOv7I085Xfs6RgeuV7qiKjyF7tPQWp1tbKawPVrA3P84iE1rYlCAIBXV33s9cD07GZyeeZyefRZJnDHa3UBYMMLSwyvJghqCrsaGzwlUZVhYCikC75c0IUBIKKgi4r5CpGzY1/dnqWhWKJiK7jeR5np2ZIlysUDZ/Hsy2VpDEa4a3xSRaKvrR6fSjIfd0dqzZiz/MoWRYvDYzgeh45w6Bk2jiuy7HhcRzPozkawYt7VGyb5y4PYdoOyXCQ9niMdKlMplyhYJjUhwK0xWMsFEu0JaJEdZ2JbI7JTJ62eJTvXbhMulymsy5OKhwmHtB5YWAYx/VoS0RpiUXRZZlnLg0gINBZn6AtHqU+9M54Fa/bGLAcv/qTafukNFEQEQS/FGamtPkKcivhi3soSKKO61kIOHgbpNTdqRAR0ESV1kCSs9kxxkvzZK0Ss5UsuqSycjNWRZmOYAPncqO8uThAXA0RU4LsiLXXrqlTw8SVIBPlBV6ev4AiSvSEm6hXI0SVAEfrt3ExN4HtOcSUEK7nUrArPJzaten6nQI+6fByfpKcXWK2kiEiB2gKJEis4DG0Buq5lJ9koDDNy3MXkEWJA4luFFEmaxU5nxtHEkRkQaJkm+iSQvw63OaSIHJfcjtDhWlOZoZZMPIIgkDFMTlct4WApNESqKMn3MQbi/1MlRepuBYT5QUatCgdQV+CergwS8YqMlVexHAtzmXHyJolWgIJUnocXVI5nxuj4piMlebJWEXOZEfIWkW6Q42E5QCNepyDdT2cyAxjey6KKGO5Nrbn8nDDTiRBZFu0FcdzGcxP8/L8BSRBxHAtGvU4feEmJKpGQyBB2iwwUpzl5bnzyKLMrlg7IfnOY20nNyjucxdXx9IGq6syHS2JVXH1a22+1/K03Oi11/v+ZmC5Ll5VUvrM5Az3dLZhOg4Fw6BsWbXvUSUJdYWno/baCslpDzBsh1zFwK6GoAYX0pQtv36FgMCpyWn2CgITmRyLpTKiABXLXk1QwF8KhxcyzBWKaLKEaTs1L0rZsihZFiFNxav++9TENImgTlhTMR2H/vnFmoFiuw6ZcoWSaRHVNUKqxkyuwMXZOVpiEWbyRSqWjeN6lC2LTLnC4EIaRRQpmiYFw6S7PsHxsSl6kglanOh16fXcLK7bGKhYNtlShUyxzNDsIrmSget5ZIplRhcyfP7o9ZdrFJARBRnTyTBVfBEPj6S+H11+ryQVgiYpNOpx3te4mz8bfxkJkc5QA62BJD3hplXWakjWOZrcxisLF/jG2MvIosSOaNsqY6A73EjBrvBWZoj/PvA9wrLOV7ofJVkfJSBr/Fj3+/iD4e/zrcnjFOwyIgJNgQT3JbejiDIBSUWTfHJTTAmhCBKSIKKJSk3kSBZ8tbWZSoZvT72J47l8ovVedsc6V21Yh+r6mCwvciI9yBuLA0RkvRrbl8mYJU6mhzi+OIAsSmiiwvZoGx9uPrTpsZMEkY+1HOJPx17hRHqQJ6fewgMiss62iE/G7I0087n2+/j94Wf53vRbKKLM1kgrH2+9hwbdj3UeW7jEmewIC0YeWRB5avoEYTnAvfVbeDC1kyYpwbcm32SmkmGukqXsmHxn8jgxJcgPdz1Mb7iJtmA9X+h4iN8fepY/HHke07HQJZWOYJIHG3bUxiMk6zw9fZL/Mfg0jucSlDUeathJVyjFUtLt7lgnC0ae52bPcDY7RkQJ8A92fOaONAbu4uYgSeKa8uvvJTSEQ3TXJ+ipT/Bvv/c8u1saaYvHsB2XkxPTm25HEARkQaA3WYfneYym/SycbNmgORamqz6BLsv81guvkQgGiegasYC+bExcYdc4nsuxkXH2tDTSEoswnStwfnoWSRTZ3dLEqYlpioaJ53lULBtBENje2MD2xgZkSSJTrrC3pZGeZB3npmd5+uIA7Yk4RjUzo2ia5A2DtkSMpliEB3s6aYlHmSsUeencJWIBnZZohIuz8yyWyrTGooiiwOGOVlrjUcLqO/dMXLcxEFAUlLBIUJV5/vwQD23vJqyrTGfyN2RBep6HJGiE5Q62xX8CAMerVIWH3hlspjzDrbCOI0qAn+p9nJ/qfXzV6z/W875V/1ZFmc5QA//fwZ/ZsK2EGubh1C7/pH8FJEGkKZDg/9rx6XU/e+Vn/tM9f632965QI4+mdpOzS1iew65YB1/pft+VTaxCcyDBz/V9aN33dsTa2BFru+rnr4WlePyPXaUfiiizO97Jv9//Exte84XOB/kCD171u/7+js9csz+doQb+ye4vbPi+LinsT3SzP9F91XZSeozPdzzA5zseuOZ3Xg3rPb/X+7zeijZu5Ds2wvV89zvR97tYi+sZd1kUCcgKiixjOc66J9712rvytas9QxFNJ6rp+OWEPQ60NfPbLx2jZNnsakrx0V3b1g0WViwLTZYJqiqasn7xL1EQaI5G+PEjB/jehX4uzS3Qm/RJ0Koso1ZJr7brIgo+wdFxXRzHrVWVXNmqz5ewaIpqaLLEfd0dJAIB2hJRfu6Be/jam6doS8TY1dzIjsZ3Rsztuo0BSRSQRP/Hf/mhA7UsgmQkRMMNEDkcr8KS78ZwfStvvnyckNJGUt973e1dL8by3+Vi5ncwnIUNrznY8EvU6/tQpfjb3p+7uIvrgeMaFKxRXpz6eQAiSjet4cfpjX1x0214nstc5XUupr+K6WSJaVvZmfgFAnLTLdtUHc+kYI0yln+CrHmZij2P5eZxsZAJokhRAnIjcXUrreEPElY6NvXdnuexUDnOQO7r5M0hgnIz+5L/kKDc9AOlWvpuIGdeZqr0fcYK30YRwhxM/TNCcguSuNazNbSQ5vy0X1b4wZ4uiqbJ6clp3hqfYiKbY+tgkuZYhNOTM5yenCZdKtNTX0cqEuLN8SnOTc2Sr1ToqkvQFI1wbGSMc9Nz5CsGnXVxbHdtNlbZtMhWDPKGwVQuz+nJae7pbFu1KUuCyKNbuvnm2QuokowiiiiSzHgmx5PnL9E/nyYe0AlrGo3hEC8MDjOdK5AIBPw6HJ7Ht89dQkSgPhzkod4u4sEAf/TmSZoiYQzHIaT6PJBtqQb+4vR5uuri9CQTvH9bL3/4xgkaIxHa41GsqE3Zsnh+YIi8YeK63FBl1BvFdRsDy6xZmM0W6EgmagxU27n+OL/hZrDdErZbJmNeQhUjZM1+ZPGdIU142NhuCcNZ3PAaxzOXWfR3cRe3FTw8nNrzq0l1OO71ERI9PKaKz5E3BzHdPOAxXzlOe/ijt6SHZXuWxcppBnN/Qskax3TzOJ6B59l4uAhIiM4sRWscx63QFv7wdbU/XXqRrHGBkj2N5eaZL79Be+QjCNw1Bt5OLBqnmSu/SdEaR0BmvvwGSuhRAlcYA4faW9nR2IBVPS0nwyGCikJE0+isi1OxbNriMXTVJxdubajHchxa4zF0ReZIZxs7GhtwXJeWWJSAInO0q52dTSls16MlFqEtHiOiaYRUBQT40uH9PNc/xEO9XdQFA7jAseExDne0rsqEEgRoT8T5+K7tiNXMBcd1qQ8FeGxbL0e6LBRJoiEcRJdlHujpxLQddEVGlkQGF9Lc29lGIqATC+hEdA1ZFPn8gd0EFMXPspMkREHgkS1d5A2TsKoSC/jXfeHAHhRJIqSqBBQZWZR4pK8by3GI6jrxwDsXMryhbIIlwsTQbJqmuF9bvmRajM5n2NKcRGTzbjoRBREZEQlVDKOKUYJyE6r4zui1h5R22sIfpGLP42LiehYle5qSNYFZ9VT8IEIRZB5q2ElvuPnd7spdvO3wKFoT2G4Z1zOw3DwVZ22Wy43A9Szy5iATxaeYKx8DPFQxRlBuQhEjiIKM6zm4noHjmUiihiJdn4exZE9huQVcz8R2i5SdWTzPfa9old0QLLeI6aSpOIvE1D4kQb/lnpKKs4DhLOB6FmBRduZwPXPNdc0xP/NoZXVJQRCI6FrtvSVENA3iq9f+sLZWhTa0zmsrsbs5xZmpGT+sLUmY1RP6lRAEgbCmsr3qil9SfQToTa7mrHmeR7eaqF1XNi3Cqkp3fYLGSAhd8b3knuext6Wp9juX2muLx6phhOU07l3NjTiuW6uQ6XkeQa2uWgH2na1Ge0PGgOt5FCsmFybn6GuqJxqwmcnkuTw9z6O7ehGlzf+AgJzE9eK4nk1M60VAIap2IwnvDHGiXt9LnbYHcDHdHJZbYLr4fUYL38I0fjCNAUEQCMoaP7sBD+Au3nuQxRCCICF4EqKgIou3JnfbcgqkjbNMFp8BPERBI6HtIq7tIKy0I4lBHLeC6aaxnAKaXI8mXZ9WiSwEEQUFAXG57z/gnIGKPcdc+Q0WjVNsj/8sAbkRSbi10u6SoFfXaREREUUMIwgbc72Ed3hzu6ejlbfGJ+mfWyCqazzc17Vhfv9m8v6Fqg7CEiRRpC0eJagqyKJUa+PK61ZCXkepd6V67xJB8t3ADRkDuVKFVy6N8NqlESYXc6iyRCSg0tuYRJHWV966GgSkVQI4ATl1I926Yfj9ldCkBJqUQJcbkYU7UzHuLu7ieiEg0hH5OAVrGNPJk9B20hJ69Ja0nTHPkzMHaifGBv0Qe5J/j6jac0vaB2gLf4iS4zPSI0o3beEPIN5cdfY7Gp7nkTMHGcn/b9LGWXoiP1TNzLq1xkBD4B5MJ0PJnkKX6mkJvQ9Nuj0ywARBoK+hnr6Gt68/uiLzQG/n29b+O40bmjHxUID379lCcyJKb2N9jUl5o6pKhrNI0Z7E9SyS+n5+oP17d3EX7zgEUoEjJFsO4OFVjfNbs3GU7GkqNXKuQEv4/beUiCsIAsnAIer0vVX+gVg9rf7griEuFmVnhqx5+W39nri6lWiih22Jn/JrQwgBfpDH/U7HDRkDgiAgSyKFioksSejq+vXHNwtJ1BEFjenSK9X2JQJSipByN159F3fxdsOPa/paH7cajmesiiPrUv0tP7WLwtvT9zsVJWuCsjW9bvz+VkIQJCRBQuK9q4/wg4QbZpR4nsf4YhZ7A7nc6+uEjCKGUMUotlfGdku43u1XyvUu7uIuNgdv6X+ehbtCTVQS1Lspf28zCta4Xwr+bgbUXVwHbtic9jyYzuSZzRYwbccPEyAQD+nXzxkQJFQxQkNguYyrLL53qkT52RcmtlfGccu4noWHnxcrCCICMrIYQBZDiMibXiw9z8PDxfHKVSa4hVeTcva1GwRB8rM1BBVZDCEJ2lXvj+vZWG4e08lUa0TEUaUonufheGUst4jrmbW0MPClpEVBRRZ0JDGIeBUS0dsFxzWw3Bymm0cVYyiSz1K23SKWm8fzXCRBRRaDyGK4KmrlYbk5bLeM45mAhyToqFKsumld/Xd4novjVbC9Cq7rn4CXxmRp3CUxgCJGELg+Lo1/b21MJ4fjVarGsX9PRUGp/o4ga+VMrt1u2ZnBcSu1Z/BKSIKKJtUhCYFN99lyi6uebQ8H17OoOPM43nKqY8meQTGjSOvMb0UMo4hR5HXy1JdQtmf972H9Q4iIhC43XFff18PSnHW8Co5nVFMhlxO//fsp+TLqgoooaNd8ZjzPxfWsansVXM+sGkpLZbZERMEncEpCAEnUrhmucdwKjmdW27JwPJO0cYaiPV67pmRPIojKhqRsSdAJyr4XdqMxM5wMtluozpP1IBCojvuNzn9/Phk4XhnnqvPJn79Xu7+e52G6WSw35899UScoNwFU53sFx63gYlXXy6XvUPyMFjF63XP2TseN+9YECGsav/f8cXRFIagqaIrMzz9+5AaaklDECDE1vOrV9wL8TdQgbw4yU36ZudIx8tYQllsABGQxREhpoTFwP63hDxCUW5C4tkG1vFnkmS2/zFz5DfLWMGV7FtPJ4ngVZCGAJiUIys1EtT5aQ49Tp+8GT77KpE8zlP06FzJfRZMS7Ej8HN3Rz+NhM1t6jcni02TNAcrODLZbQEQlpLQS17aT1A/SGHyoxgZ/JydS3hpmMPs1hvN/zpbYV+iMfgrPc5koPMVw/i9wvBJRtY/m4CO0hT9EQG7C8SoM5f+CmdJL5IzLuDjUa/vZGv8xYtpWf0FY5zcsqaDZboX5yhvMV94kXTlD3hzG8gqIguqnzyktpPR76Ip+2o+TX2Xcr2zf9QxK9hQD2a+xUHnL3wS9CqKgEVbaaQ49TFPwYUJK23W6yD2Oz/0LFiunsN3iuldElB72Jv8OqcDmlBE9z2Ou9Bqz5WMUrGEMJ0PFWcB00nirNm2P43P/fMN22sMfozv6WZIrDgVX4tTCrzBfPr6hSJgm1XEo9U9JBe5HuIHlbeneep5N1rzIQuUUi5VTZIwLmG6m6nr3mfOqGCeidpHQdhLXthPTtq2bCVF7XrwyeXOItHGGhfJJstZFKvYijlfGw0MWdAJSIzFtC8nAYeq0vUTVnqseDjLGBdLGeXLWAHlziJw5gO0WVoy7x7HZf3zV31yn7+Ohlt9GZONw73DuzxgtPEHeHNzwmnsb/x0NgXvQpM2XJ4fV82nBOMF8+Q0WK6fIm0PV+aSgiFFCcgupwBE6o59ElRKInnKV+eQxlP0ThnJ/iuUWSAYOcF/TrwMe6coZ5srHWDD87zDdDCIKmlRPWGmnTt9Hd/SzqFICvB8cg+CGjQFZFPnskd1YzspT6I21ZXtlCtYo/dmv+ZukB23h99MRuT7xkdsNnuexaJyiP/P7zJePY7r5qqW7fCJznDKGs0C6co7B7NdoDj1KR+QTJAMHrtp22jjLVPE5hvJ/hu0Uqqex1ZJVtlfEtksU7UnmK8cZyv0p3ZHP0RP7IhH12ixYw1nEcDLkzEtczv4B44Unqx6BpZOMT1bKmpfJmQNMFJ4mpPwRh1P/kojac0OL8a1AwR5lsvAMRXuc0fwTtYVxoXKSvDnCfOUERxr/PW/N/Stmy69hOBmW7slM+WXy1iBb4j9OV/QzSOsskB4OC5WTnJ7/jxTtMWy3vGrsl/LdS/YUC+W3GMx9nb7Yl2kKPkhU671m//PmINOlF7iY+Sq2W1rVtuNVSBs5MsYFRnJ/SWPoITojn7iu8ZEJ3vK4fca8wGz5VQrWGKx4Pm41JALVTUt4m77DZdE4w9mF3yBnDlSNdnfVMw/+vK048+StASaLz5IMHKQv9qM0hx5et9Xxwnfoz/4ReWsIxzXWbdPyrGo590HGC98jpLTSFv4QOxI/v+GGNFF8msni05Tt2TXz/1ZCFNQqN+DtGHeX+coJzi78GnlreM0zX9OPsKdZqJxkMPt1emJfoDn0CDFt6zVbt70iZXse281zevHXmCp+H9PJVMffrfbAwrbLFO0J5sqvM5L/Cw42/FPi2g5U6Z3RvHm3ceNhAny5x2fPDpAvG0QCGjvbG0ndiCSxW8bxDBoDRylYo3g4aFIcz3Pv2Pii69lkzUucXfg1cuYglpsHRGJqH3F9F6oYAc/DdAvkzUEWjdOYbpap4vcp2zN4/ARJ/dCGv1+VIihSGNPJAi66nCIstxGQG9GkOkRBxXQWyZlDFO0JDGcBz3MYLz5JSGkFPCJq1zV+hcdM+RXy1jCzpVcREKgPHCIot6CIEcCjZE8xV34d2y1ieyUK1hhnF3+Tw6l/ueHJ+u1G3hyiZE0hiyGaQ48SlJuYLr1YVajLkTHOczH9VWbLrxFRumkMtiAiM195i0LVu5I1LpI1LvqelBWw3AIZ4xKn5n+ZgjWC4xkoYoiQ0kFC24kiRnA9g4q9SMEaIWOex3DSDOa+TtGeoCPyceqvIrNdsEYZLXyL8cJ3qhuRR0hpJ6r2EpSbEQUNy8mRNs5QtueYKb5A2ZpEQMZjMzwbgV31f8NXAXTLPkfHKTBa+BaLlZPYXumGxrwp+DBhpQvbLax6fbZ8jIxxgZI9AQj0xn6EoNy0rss6rHYSUtrXvL4S2xM/TU/s89heCcf1w1bjhe+SrpzGcNM31Pcl+Pf2PKcW/l+K5hi2V8YPHalE1S0E5SZEQcPD8YWZ7Dny1hACEgGpkYS2tk7IEgJyY3VTK/nXy03E1K0E5BSSoOPhYjoZFo3TFK0JPGxK1hRj+W+T1A9Sr+9HEteOWUvoMWLa1lWqkzOll8kYFyg7M4DAlviPEZAaEIX1T/66nES8Ri2YtvAHaQjcg+UW/LnuFv3TdeUUeWtjb8G1YLklsuZlTi/8CnlzpObRDKudxLVdqGIY17MwnDR5c4SMeRbDTTOU+zOK9gRdkc9QH9h3ze+pOLOcS/8Xporfx3ZLRNRuIko3AbkRgLIzS9a4RMkex/UsyvYclzJfZWv8J2kI3HvH7kPXgxs2BlzX48zYNE3xME3xMIbtMDSzyIHOFsC7rk1AEjU0KYEs6LhYWE7+HRMdejvgef5iMZL7JmnjAo5XISA3Uq/toyF4ry+2IgQAD8etULJnCJc7mC2/iuEskjbOMpp/gpi6xY83rxODU8UEUbWPVOAIQbmFsNpOQGpAleLIYhgRGdstUHJmyBgXmCsfI2f2YzgLLFRO/v/s/XeYXNl53ov+1o6VQ+cc0GigkTMwGRM4w2EckmIWKeko2ZZlPw469rkO8rF9n+vja0s+PpZ9LUuWrESRFCmSIocccjg5z2AGGOSMzrmrK1ftfP/YVYVudDXyYEAS7/MgdPWuvcLea61vfev93o+Q2nkVxgDkzWHK9hySkOmJfpakvgFdbkSRgnh4mM4iUbWP6eIrZM3zOF654uIbJqavRRXhm9/BV0DZniekdhDTBmgL3Y8uJ9DlBoaz36Zgj/nZMYvPEVRa6Yg8QkztByERVns4nvo9PGxK9jR5a3SZMeB6NgVrgrHck2TNM3h4xLX1NAQ2k9Q3E1a7UKSgz7twcpTsaebL7zBZeI6iPc186QCKFCKm9aOISN0xMlN8nfnyOxTtKUDQoG+hI/wQEa0XXU4iCRXbLZEMbGKhdJCMeYaF8ruwyvn/pRBCENX68fBwPds/F3dLLBjvkjaOX/emL6L2ElRa8C4h/padeQrWRO3nBn0zcX2wro6HXOHNXLYcradCTHQqdS+TNk6QNc/CDRgDjmtStCYZzX2XjHEacNHlRqJqHw2BrUS1PjQpgSRUn6fjljDdrC+h7JVI6hvRLxMyGVa7aAxsI6L2ElCaCKtdhJQONCmGJDTAw3YLJAObK0dxZzGdRUrODLOl10joG+qy9mPaGsJqx7KU7wV7koI1XjEGoFHfRlTrRRb1uRjSVZA6g0oLAaUZKseejlfGcFLkrTFy1hW7ty5cz6ZkzzCW+x4Z4zQeHjFtLQ36ZhoCWwmr3ShSANdz/LnMnmG+1MdU4XlKzizzpXdQpAgxfc2q46kKy80zXXwFz3PpijxGQh8irHTWwlxNN0NOv0CqfJip4ku4nsGicYKMeYaotuaWa9+8H7gBAqHHsbEZvnjfdhqjYUbmFnnynZOXpou+ukqIECFZxRQZgnJTJVb45stn3io4nkHBGmcs/wMcr4wqRUjqm+iL/RwtoT0rrvc8j5g+gOlmSZUPY7ppJgrP0Bt7goQ2hCJWkq00OUZcW09f7AkS+qbKrqXe4/RIaOuRhErWPAd4ZMzTNFib61y7EqabBjyagrtZl/hFNDmxgiCUDGzB8QxMN03JnsF0M6TNkwSVVtQrTO7vBWyvSETtpjm4l/bwA77Ep9LJXOkARXsKF5OMeZZ1iV+iI/QgIbUd13OIqQOcWvxDbK+I4S5SspenVrXcLBnzDBOFH+PhokkJ2kL30hF5hKS+YUU9HM8krg+RtS6QN4fJW6NMFV6kM/xIZRd5caRUCZozxZfJmecAUESQrsgH6Yl+pOKqvHh9c3A3EaWb8cLTjOT+ZlUy4Grw48LVyp9ARYHw+sabn3M+CkRX/E6VosjSxR2pLicJKm2oN6BwKBCISjihLIIoUuiKZM8rwXQzpI2TjOefBlwUESKpb6Q9/CCd4Ucr6nrLZzb/mRUxnMXKglq/DkIIgkoL7eGHkIRKWO0hVHdx8WhhH0LIOFmDlLOI59nMlQ6wNv6luvfW5DgQX/aZL/N8sc8DciNBpe2G870IBAiBIoIoBFHlaMWQuT5Ybp6cedY/fqyMp5bgXXRFPkhDYKWXxfVsEtp68tYIOfM8RXuSqcILdEc+SELfeNlMt65nUrDGaAvdy5rYZ4hqa1aQ1BsD2wmr3WTMs+StYSw3R84aJm+N/UwYAze02sqyIJUvkcoVyZUMLMepTFfXag5UmJxCJ6x20xjYSkjtuJGqva8o2TNMFZ7HcjOAR2NgB53hD9Q1BMCfLJL6Bvpin6i4vPxdwkj2b5acba1EUGmmK/JBIpclkQmi2hp6o08gVyaIqhDM1aWUFYTVLjY2/N3K8cPKAReQG2gJ3U1TYHfts4x5pnI08v4grq0nrvnn80IIAkojYbULXblIbmoP769MpiAJGU2O+a54VGy3UOESXETVw2K52cr3H6Q9/GBdQwB8Vn5S38hA/POElPZKQqF5hrPf8aM+lj1Xj0XjBLnKJCQLnYjWy5r4Z1EvMQSqaA7tpjP8MFH1p0cF7f1C2jjBVPGlShZVSOpbWBP7bIVIFq276xSiSgDuuqrFojV0N83B3asYAuA/Y0FP5KMk9A1IKHi4ZM0LuNjXlAL6JwFZ8wwzpddr46ktfD8d4YfqGgLg60kk9A2siX+OsNqNh4PppBjOfrsSxXL5/pHR2Njw94hpa+tGq6lShLg2SHfkQ7XPitZU5Yjrpx/XbQwossSX79/JOxcm+Nprhzk+McvP7dtyXSRCy82zaBznaOr3mC6+ykzpDQrW+JW/eJuiaM8wVXyx9nN1ErgSWkP3kNQ3V9x5HpOFH2NWBsqNwI/WCBNSegDJTwrjli9hetdHWOn03aRq32WvCyntFS6CD8NZwPGMG6z59SOoNKPLTcs+06QEqvB3rwKZqLrmEtepQJeT/s7MM5eFxAGkjVMslA/Wfu6JfuSqjlq6wo9VWP8alltgsvB0JbnLUnjMld7Adv0ze11O0hV57LK7Hb+dbbTfJOngn2VkzbPMl9+u/bw2+fM0BLa8L3WRhU5AaUZX/OQ5jlfVXfnpMgYy5lnmSgdqP3dFHiemXZlg2xn+ABGtD0lo2F6JicLTVxRYUkSIxuAOYlr/Zb0ZihQmrq+v/Wy5OSznxufgnwRcv+gQkC0aLOSKpPJFFnIFZjI+eeh6DAJZBGjQN9MVfpiu8CM3Vbv8VsJxLUwnUzNmVClGUG65KglWCZWA7J8ngk+uKVoTWM6NJUzyFeYkVDlS219WRWGuhIDSTFTtvWKSET9G/KKb2HGNa3Zd30zIIrTC+r8Yt+2HhvnelOVtEkL23aGeu+wc1nENyvYcJWsWELXMe/WOcFbWxQ+/DMhNgIvlFihYY7juRWPJwyNnXsCtGFCyCBLT1vp1WtXTJlClMJE7noEbQtlOUbbnKpO+IKi0EVG6blqypmuFn+hGX/b+erXog58OOK5J2Z6vHcVdzGR5+WNFv280wkoHQbmFqhe1YI3huOVVvydLARLa+itqB/gaGxfDQ33thp8NAbwbIhAeHJ5kS08bsiQomTbnZxbYt9ZfyK6WQFi0pylYkxTtKWy3wKJxAoFEWO0iqvVcb/XeN7iege0Wau5GXY6jSKGrigUXwp/cdanqynYrYh+lVY0Jz3MrRKYxDCflW7JuoSYD63kOHi6Wm6dkT61wTV8Jfjz1lbPI+SIgF3exHp6vTPU+QRLKil21n99eIBD+GS8rDZzqwust+RvAdovYXhEXP87cJ/PpVzyr9u8v0KVk7Zzcw6VsL9Q0JaownHRNrU8SasV4uFI79WvO8ncHy2G5WWyvVPGUSZUMf9cvnnM52G4Zy81QsCYoO/NYbq4isGNVXN02Lg6L5aMYzo1FR9zO8KNBipUdve+Rk69iPIEv1KZJcdRKmnsPl7KzQNjrAuob5xIKAaWFKx9hi0uiLi6GH/6044YIhOdnU/zcXZtpjIQYnc9wdGyakmWjyhKKJCHVSdd4KWy3WAlX8QVVirbPgK2e5f6koapYVoUfDXD13SwLfZl1bHuFuqpfrmdju0VK9jRZ8xyLxnFKFS6A6aSx3WJF5cyqqME5Vxl6trI+10c8ev8MAV8LU7osIa6eV2A5lptNtlequfYFAlWOVYyLq4MihZYdSZhudoWKnu0VuahMKS/ztKwGSSg3TAz7WYftFWtjVgC63HhTycue5/nJg+wZivYUBWuMjHGafMWAtyvGu2/AVwwCz+GneRFyaqqfwHWNp+AypUrLzV1Wwt4fTz8begHXixtSIGyKhplK5cgWDeZzBTx8ieKgppIMBQnqV364MW0NUbWfqlBJ1R12pbPS2xUuNi4Xz4OredavFkLIiCWWqeMZKxZxz/OwnCwLxhHOZ77KbOl1/CXKXwQRorLDrS52ErIk47jeVfEEltdHWTU++faFfNPz2fvSqBf77nJqbfUghLLMKHTxhWcuwsN1zZo3xY+ouZoyxE3PU/+zBsc1loREChShX9OYvRx80p9HyZ7lbOYvmC2+Tt4aoRLPUTE6qv4o/2//TNvGWyJb/tMGlzrj6RrG7KXjyTfmLtdXAlm6M04uh+s2BgSCtkSEczMLOK4/gTVHw7x0YpjOhhibe9oI6lc3YVpujpIzh+Esslg+RsmZpTm4h86fQGKUjLZMI8F2jWtagF3PXuZZ8I8Ylvej5WY5nf4TRvLfxay4EkNKG03BXST1zUS1PkJyO6ocRRYBJKFiOAu8Pv1bpI3jP7UTzHsJWQSWKCp62F6Za/F+VLXjq1Ck8CUGr0CWKnkjPN/1uboO/FJ4d5J63SD8nAJLnu1l8jZcK6piQq9O/V2Ktp9JUEIlpLbTFfkQcX0dIbkVTU6gShEUEUQImTOZP2c4+62K4fDTB5ngknnN7/NrOVasHqtUod6E8NKfdVy3MSAJ6GqIc2h4koG2JnqbEpRMi+19HSiyhK5c/a2rIh45cxghlEp8egTHs65yd3T7QJHClbNhCXApO3MV+dGrg+0WMJ1U7Wddiq8QaBnL/5CF8iFMJ4NApim4i00Nf5eg0lY561SRhFzZ3VR3ONI1ewXu4CI0OV4hdAk8PMo1+derg+EsLgu1DEiNK4w8TY7VDATPszGcFCHl8iG2rueLdN3B9UOVY7UjHA+Poj25QjzpemG5WS5kv0HRnsH1TEJKB03B3axP/PLFhFgVvk2V0wIXk5D9tEKVo5VkVb68cdmZXTX5VD2YTrqivupDlxqRuLPzvxFcty/M9eDU5BydDXEawkEsx2WxUCIS0AhpKop8Dec/IkhAbkSTYjQFthPX1hKQG26aq+5Wwk+qEa3JXFpuDsNdrEjLXh6uZ2O46RpvQhIaAaVlhSpbxjhJ2ZkDXCSh0hX5IFFtDQG5GU2Ooki+N8A/cvBzRvgxuZmfKkbyrYRUYRn7SVg8TDeL4aSuaOj5SYdsys5sxYvjM8WDStslxoAgKLfXPvOFq64c3+x45ZrS3B1cH3Q5iSbHa0qARXsaw1m8JiN+NTiuQap8pLaLjWlr6AjvJ6J2oUk+uViWdJ/wKqTaePUzkdZPJHWtuB1HvCQ0dClZI8lWx5N9mYgAWDqe5mry05LQCKptdeWa7+Dqcf2hhZ7HyHyaZDiILEmkCyWm07nrIpD7csQNRNQeEvogMbV/VYGb2x1CSGhynHglLKyqfFW8RM2uHsrOQkXBz3/Jg0obmpxEviSla9mZw6pMFAKZpsD2imJj/TM3xzUxnUXMigjSHVw7JCETVNpr2vmuZ5A1z1b69PIo2tOU7Fkst1DTpdfkxLIzTwFEK7HT4BNrM+YpqkGgq8FXcbtwQ237WYcqhQnIjbWFyXIzpM3TGEs8dNcLD7siLe0/w6DSSlxbXzPU68F0MjUS8PXA5w1dnNpdjNtuE+CPpxYiqh8x5noGOfNc7djzcihVx5OTQyATUtpXjKc7uHZc/9ZbQEhTSRfLzOcKpPK+CqEsXT4efTXIkk4yMIQkNEJq+2V1vm93BOQmmoN7qLr8Fkrvslg+XEdoxkfV2l0oveOn0vUsQKIluLeSu3t5f7qevcyFeDmCn+f5RxUL5SM3bafxs4qYuoakvpHqc50uvOTrBaziUvZdvQ4zhZcrWeVsFClES2hfJfRx6XMVJPXNtcgAy80xU3zDT5azioXta7vPMV8+dBNb+bMIQVjtIbFESXIi/yPS5ikc1/Sf4yrPoJonwf+z0q3vO/svjnuBvGqYsV+OQ8o4Rt4ar4UnXytkSVs2J5Sd+VXnnvcTft6HLVTH00zxFXLW8JXHU/FVivYUHjayCNAS2oeMehk9jju4Gly/AqEk8fP37yCia2SKZSK6xpfuv3za3Z8VBJU2OiOPVc57JebKbzGS+x6ThedX/c5C+TBnM3/BXPktqozmgfgX6uYGD8rNtQRAHjYzxddXVeAq2tNMFJ7hROr/dxNa9rONZGAjbaH7CCntAIwXnmY09+QyVcKlcD2T+dJBTqb/kII1hkAiIDeyNv7FOtEygsbANmLqGjQphuOVyZpnOL34x6t6H+bL7zBR+BGLxpGb2cyfSTQFttMVeawWJTJbep0z6T/hfPavVs3kWE1BnLNGyVSSgF0KCYWQ3E51wSvYE6TKqz0vj6x1juML/5X58jvX3Zag3IJe0wbxGM/98LbULIjr62kLP1AbTxOFZxnLPclc6a2613vYLJQPcSr9P8mZFxBI6HKCgdgXbyhHwh34uH7RIc/j4IUJ7t/Qj67KSEKgqz95bpqqZe+f0RWxvRIle3rZBFC0p8hbo9heCUUEkEWwIpBR35YSFVGaHc3/jLdn/5WfibB8lMPWf2A8/0OagrvQKjGvlpsjbZxkpvgqppPGxSIgtzCY+JIvYVsnhK05dBcFe4KSM4PjmZxc/H2K9iRxbR0BuREhVAwnRco4zELpIAV7EoAGfSuLxtGfamLSewmBQkIfYkvjP+LA7L/A8QzG8k8xXz5IQh+iMbADXY7heBZle7Yit/pWZSJ2aQhspy/6RMVIvFT50C9hIP4FEBKThWfxsDmX+SqLxjGS+qZKFrcgppNmwThM2jiB7RSIaYPkzdFKuOLlUV3AHNeoZZ+z3QKGnaoJHrmeQd6aIKSMokhBZBFAFtqSM9n3bwfmk41NX9zLK+O4Rb/urlWpu03eHPfrLsLIko4i9CVHbfXrrkpRGgJb2dT4mxxZ+M+Ay2L5GDlzmJHct2jQt1UIupqfWdXNYdiLZM0zGG6aBn0La+Nf9DP7LYEihemIPMR8+R08XBZK71C2Z8hZwyT1jcgiiOOVKNlzpM0TlRS7BUJKGwJBzrr2I6BkYAsZ8wzTxRfxcJkpvY49VyKhbyCq9aFIIVzX8PVdvCK63Ehf7BNX7HfXcyqiakVf48SaXeZtLFiTBOUxbKVcSX4VWHJ8WSe3AzIxdQ3bmv533pr5Z9hemYnCMywYR0hoG2gK7kSTY5UUxgtkjDPMlt7AdBbxcEnoG+mPfaoig37HK3CjuCFj4Oz0Atv6OogEfrKIG75b3uR89utkzXNLhD7sGtmrYE3Wrh/L/YDZ4uvIUgAJ2Y+9RyGsdpEMbKItdN+y+wshkDyFpL6RdYlfZLzwNFnjLGVngfnSQQrWGFIl/ND1/PP8sjOPQCGpb6Y1dC/t4QeRUOseuTQGtpOzLlB2UuStYQxnkcnCs8yX3kaWAggkHM+g7Cxgu3nCag+twbsBSJsn8a4qZO0OLoWvEBmhIbCVoeSvMpz9FiVnzpeMdvPkzGFkoeHhYHtlLCeD4SwgCY3W4N20he+nJbhvFTex/5zj+iCd4YcBl6nCi9hegUXjOEV7qnJkJON6JmVnASEk4voQHeEHObX4P2tG32oo2wucTv8vDCeNh11Rp3RwPctPP+36uRjKToqR3N8wU3ytpuQoCbmWcW8g/rkbyjp4PXDcMsdS/xXTzfjHZBURLdezyZkXKtk1fTGb0dz3mC29Uau7EDISKhGth57oxwhVyL1LIYSELiVpC+2nbM8zXvgRZXsB081gmwUst4AiQggh4XluRaa2jOlkfONA7avLhleknhh4TwAA5o9JREFUIC3Bu2gIbCVjnMT2SuSt8cqc8gaSkHErmxHDWcR28/REP44mxchbo9dlDOhSkobAVtrDDzJZeA7XM0ibJ/13qOxnNKymgAZBQh+6rDFwIvU/KNnTFc0Tp9L/Vo0LU8V4/ofMld6qhDNf7Peg2kZLcN+K/CzVRE9JfQvrk7/KSO47FO0ZipavRpu3Rirjya31dXU8tQT30Ba6j5bg3Vel7noHV8b196IHubLBiYlZ4qEAsiQhCcFAa8N1cQZuNVxsZkuvM1t844ohdxnzZJ1P/UyDstBXGAPgTy6qFKcj/DAevms/Z41i2AvkrBG8qpqdUFBEkKjaT1jtoim4k5bgPiIVolo9hNQ2moN7cD2LuVKYkjVF0Z4m741XaiajSAF0uYGkvpmm4C7aQvdSsmd/YsWcbhf4MsGNdEU+WPHqnKJkz2A4aXLmeVwsBBKSUJGlIFF1gJjWT0f4YZKBLYTU9sveX5MTNAS2gZD8hc66gOGkKVqTNblcRQoRVFqIa+toDu6lJbiP0dx3r0hStd0C4/kfVSJRVieUOV6JtHF8xecChWRgE33RT9xyY8D1bMbzP8JwFi47Xl0s0uYJME9c8htBMrCZ9tADUMcYAJ+3FFG76Y4+jodD1jxP2ZmrEPoWKXtzFUE0UQnfVQkoTWhygpg2iCatVE0VQiGsdtMVeRRVCpO3xjCdxdpC778rGooUQJOSNIa20xV5FBCI0vWNVVnSiWlr6Qw/iuXkKdhjmE6Wkj1NwR7H910qyJJe8VBenlw4XXyJrHn2ihwGn/C6ogeIaQOElLa6ydokodSSctlu0TdarCkMZ3HleBL+eIpqfbSH99MQ2Er4Jzi77e2GG1IgTIaDPHfsHAFVIaCq6KrCQOvKM+7bEx6yCF5VAqHVoEiRy5L3hBCE1A4G4p+nLXQvc6UDzJXeImeNYLt5X4NMClUEg3bTHrqfkNK+InpgxX0r5MKYOkBC38hk/hly1gVst4CHhyKCBJVmGgM7aAvdX2Gp6yhSmIDShO0WK5N5Pdedv9gE5EY83EpCnyufxwkhoYggutwIgCbFbqnFLiGjShF0ubEyUa+ss1J53gG5qS4XA/zEUrrciCKFVl3whJBqaZ1T5cMslN9lsXyMvD2K5eaRhVYJL22nMbCN7sjjaHLiqvujmtQoqW1iOP9tUuXDGPYCrmdU0nx30hq6l5bgXYTVbhyvREwboGhPoUuJuulZq/VW5XDlmOja2eUC2U/MdA3GviIF0aSEL/FbWfiui+glQJXDVCl513MDf2d/pVwSEgl9I1FtLWnjBIvlI6SNU2TNc77kLU4lfDiMJsWJaWtJ6huJ6YN1M3v6+S9kBuKfJ6YNslA+SKp8hII1iuUVkQlUUme3kQxspi/6BKoUxXILlOzp2ni6ViM+pLShhx8iovYwmvtujdNgVxZ0VfhzQVjtJKlfPjujIvnj5npJiIoUuaxiZ3U8bWj4Wywax1koHyJVPkK+Ok9WwrVDShuNgR10RR6r5Aa5vAaNIoXQ5QZc7FruA6CiIeErtvqjwIVaAiPfUPIznnpoUgL5KpKR/TRAeNeZJNvzPLIlA8u5aKULoCES+onwDNzB7Q3P897z9+hWlHEr8NPSjju4g1sBxzqDkOJIUpMv+ezNI6SWmgy8P57gZ42HcENbt2hQvxO2fgfvCTyA93CR88OU3tsybgWq7fjJbcEd3MGthVX+IbK6BaHfC14Jz1lASL7GhOvM41iHUfT9tbwRPyu4/twEouLs+9npqzu4hXj17XO0N8cZ6G2+8sWrwLYdDNPGtGzisRDSJYv+j146zt5tfTTEL59D/b0o+1pQMiws00ZIgmh4+RHS9FyWY2em+MC9Qzda5Tu4g9sYHp5Xxio/hedZSHIHktyBEHFs8zU8r4QktyPJnQgRxTZe8nU91E0IqRk8E8t4ASElcN05ZEw8dwHbeAVEBEkZwPUKONZRzPKTeF4RSRlAkjuRLsl26HkGrj2Mbb4DSCj6biS5HdeZxLEO43k2sjKIJHf5n9mnAYGq34MQERx7GNcexsNEVvqRlLW49llcexgQyNoeJLn9loso3aFhXgae51EqmQQC6lWlY75VOH92hnAkQDwRIhC4/twNnudhOy4LiwVkWSIUUAkF/bP2UtkiXzTQNYVQUEORJQpFE9txUBQZPCiVTRqTEUplE9txfba9IpPNl2hMRnAcF9f1kCSBpsoUSiaa4p99+smtPDK5MsGASlBX0TQFz/OYXyyQy5dpTC4/s7dth3zRwDBtVEUmEQshBBRLJqWyhe04xKMhArqC47gsZopMzmYwTJvujiQN8TCaquC4Lql0gULBxHW8Zf1Rr91lwwb83zmuV+un1TwKtu1ctuxsvky5bBGN6AR0FVWRa88inS3heR66phANB7Adh5HxBb/vVJm2phhNDT7fI1cok8oUKZaWR4e4rotlOyxmSiiKRDQcQFP9Mopli2yuTED32xe4ymRiNwOe51EuGpw9OEw+U0QIgR7U2LZ/I5J0e+0qpkfmWJhcJLfoh87t+9D2n2gP0pXgui6T52eZGZnHKJnEGyNsunvd+12tGjy3jOtO4TpT/kJJ1aWfwzEPIqubEULF83J4zgyuMwZCx7YOI0nNCBEArwQkAbcm5OXhgDtXIaUKwMFzFxHVnBH1drueietM49onkJQNgIznLOI6U3jOPEJuAxRcZwTPXQBchNCxzYPI6lZcZwzHPousDtauc+1hXGcKhI5nvokW+BDcMQZuD3ieh+O4TI4v0t3TiB64fYyBY4fHaO9Iog22Xrcx4Hkelu0wPZdleHwBTZXpbE2g6wqu6zE2ucj8Yp5oJEBLY5Tmhggjkyls20VTZGzXIZ0rsT2gMjGTwTRtJCFQFJnp+QzbhrowTBvbdlAVmZamKJMzaZIxn1NSKJmUDYvZhRyRkE57S4yWphh4MDy+QDQSJBLSa3UFmEvlmZ7Lki8ahIMa2zb4iU7mUgVm5rOUyibtLb43wTBtJmbSHDg8ihBgmDab16loqoJlOQyPL9DSFEVV5WX9Ua/d84t5yoZFJlfCshzi0SBDA21A/SOG1cpWFRnT9MtOZ4o0NURob4nTlAzjeR7Tc1nGpxbxPI9ELMS6/haKJZN3j4+TKxpEwjrFigEmBMyn8uTyZVoao8uea7Hs9+voRIpQQGWwvwVFDmJaDsNjC8wu5EjGQ3S0xm+pMQAwP57iqT95gbmJFKFIgERzjK33D4F0e0W5jJyY4N0XT3Du3RGK2RL7PrT9/a7SewrP9Th7aJg3fnCIyXMz9G3qvr2MAS+LY51FklpRAx9CiACeV8Z1xvDcFGrgcYQUxLaOYVtHEVICSe7GNt/AZRhJ7kbR9yHJvTjmOyBASDFkdQu28QzgIElJPLkTSe5E0R+q7MxXjm8PC3BBRFG03UhSC451HM/NIsl9qMHHADAKX0FIcVR9P0JKUsr8NpLSi+cVEEJFC37Mv674dXALCLkVISWxy0/jBR5GEFpR9nuJ6zYGlvIOhRC1n6/Veva/drOIB+Km3ctxXBZTBZ5+8l0+/cW7aNJ9V1G99l3siltDoPjoJ3ctKfv6ynQcl6nZLL/zBz/miUe3UiiZJGIhLMtldCLF1598m7t3ruHU+RmKZYsvf3If3/nRu2wcbOfYmUlS6SLbN3ZRKBgcOTVJR0ucYsnkwJER7t291t+teiBJgkg4QEtTlJfePMuW9Z1IsuDC6DxvvDvMpz+8i+8+c4TN6zr40IObCOgK0ZDOk88e5Z5da+hu95XUyobFH3z1FTpb4/R1NVIsmyDAdhwW0nnS2SKKLPEffv9pfvdffhrP9SgbNmXDIh4NEtQvenckSRAO6XzlO2/R0RonHg1imDYj4yvb/Us/dxdHTk7w2jvn2TDYTiio8ddPHeJf/YOPEApodYn1tu3WLdv1PMqmycR0moZ4iK999212b+3hiUe3Uixb/M4f/JgH7xr0vTNCICSBaToUy74krq4qBLWLi3dAV5hL5Xn17XPctaMfAMt2OHhsjO89e5QP7d/I3GKB3m4X23GZns3wx3/1Kp/76C4KRWOFR+G9QvUd9TyPd549Rrwxyn2f2MNdH95R97p6qI67K11zpfFwpWuq5ex7fDvrd63h0PPH+eb/84MV191oOVdz/c1sz5UgKzIPfvouNuxdy3f+248o5FaGEd7o87karF5fGyiDiAPVNnuAjJBbLka4eBZ4BkJKABpq4EO+weDMI0QQRKCy4643j1frXm0L1DP4hUiiaHuR5HbM4l+g6PfjeWX/e1J0yX18HQchAoAMnl25XxikxMUbuiX/OgJIIowW+rJ/zS3GDYkOHR2bZn1HCwFVIV82GJ3PsLGr5ZoNgnffHuH5Hx/DtmwymSIf//Qe1g11IEmCt147y2svnUaWJTp7Ghja1MnOPWt46dkTHHjjHJZpk2gIM7Spk/2PbOIv/9dLzM/lMAwbTZP57JfuZXpykYnxFC2tcXbfNcDiQp4//v3n2LK9h3LJ4sypKWRFZmE2yyOPb6Gzq4FC0eBHT77L+bOzZLMlBte3s25jB5u3rh7//5U/Xln2xHiKo4dGSS3kkSRBKpXnF3/tQTq7Gxg5P8frL5/2v1O2+OBHtxGOBJieTPPW6+dQVJl0Ks+mLd3svmstvWuaePLb7/Dycye4Z/967t0/RENjhEMHhnn1pVNYpoNl2ZiGzSc+u5cNGzv54fff5dzpaQzD4vjhcXbsWcMnP7eXQERnYjrNnq293Lt7AFn2dSLS2RJvHh7mww9tZt2aFhqTYYbHUxw/M4llO+zb3ocsSUzOptmxqZujpyYxLZv1A62oisxCusCebb0cOzWJqsroWv1XLBTUeGDvIDs3djE+lSIUVFnMFGhviTPY30IkrCFXXMeu53HizDTr+1vYMtTJuv4WPEASAiFLKLJEsWQyu5CjUDJxHJd4NEhbc4yu9iSNyRBbhjrRKl4ATZVZ39+Cpl1MFlMomnXbfezMFAB7tvWxabAdSRLMzGWZT+Xoaksi1dnRxqKBVctWZBlZEpwdnmUxU8AwbYoli5Pnptm1uYd7dg2QjPveE0kImhoidLYlAY/2ljgb17bX5r225jhdbbmadwNgbHIR07TZu7WX+3YP+NOlJCEEhMM68ViQg8fHuX/PWpoaoivq/l7AKJlMnpvhq//hu1w4OoZlWhx++STP/OUrbL53PR//9Q8gZMHk+VmOvHySH3/lZRzbpa23iQc/ezdb799AMOx7ib76H/6GQDhAuWBw/I0z5BYL7Ht8Ow98ai+da9uwTZvzR0b52u98j3y6iCRLtPY08YV/8nFae5pAQKlgMHZqkr/+vR8yOzKPbdkMbOtl1wc2c/8n9l5Vm2zT4cgrJ/nr//IUxXyZUCRAz1AHX/w/PkE45oeizY7Oc+SVU/zgf72A67i4jsvuR7fy4GfuomuwjZnhOf7gX3yNfR/azmNfuh/P9Th54Dw/+KPnuP+Te9j7+HbMssWf/ttv0rWunfOHR5k4O4Nt2+z94DY++muPEAjpZBfynH13mG/93g8pF030oMaOBzfy4Gfuoqnz5oV6p+eyHH/jLN/6vadwHZeGtgTbH9zIw5+7h1DUb/OL33yDg88f58LRMWRFIhwP8YV/+gRrNncjyxIzowv893/65zS0JshnimTmcsiqxG/8zpfpHGhDXWW+EFIzsroDI/e7uPYRJLkfSelFXKLtICn9KLiYxa8iyd1IygBCbkNICcq5/46k9OO5OTw3j2MewzKexrVOYUvdKNounz8g91HO/S6Kfj+ysh5RCe+swnOncaxTONYh/AXfQ1a34FonsErfxjEPIKsbkdUdOPYZSrn/GyFCKIGHEWLlmFMDj2AZz2JbB5CcNmRtI7wPKrHXZQx4nofjepycmKOvOYkqSywWShy8MMG69iYUWbomg6B/sIV4MoTruhw5NMrMVIZgUCcU1nj95TN8+gt3IasywaBKMKiRy5Z45YWTPP6xHcQTQVRNIRjUOHF0HNf12H3XAA1NURYX8jz57QNs2NyNbTk4tlOrf7lsYVsOpmmjaQof+7ndjI8uMHx+jkBQY3Conb33DOJ58OiHt9LR2UA4Ul9p0XVdTh6bqFv2+g2d2LZDV08DO/euYWxkgVdfPMWW7T1kMyUkSeKTn9vH/GyWU8cnCUcDhMM6pmHxqc/vY24mw8RYiqOHR1mztoW77h3k/JkZAgENz/UtUMdxKZdMdu5ZQ3tnkpmpNK+9dJqW1hjpxQJNzTG27+5DUWX6BpoJBFWE5KdKNS0bRZZ8HgC+ga3IEo7rIklS5Vm7td+rioyiSMiy/8f1PPD876iK7H8uCdyKRS2EwHX9F7tQMv37yv4iHAwoleslBAK3wuyXZbHirE6SJazK86vWBeDQiXFm5rIk4yE2DrZz8NgYotIOIUTl3tIlCbQEUqXMKlZrt6r43gRdU1BVGa/i7XDdy++S6pU9PZfl7MgcZdPmoXvWMz6TRteVWvtMy0aSfN7F0npJkgBPIAm/zy8tZ1k/SQIPn7ewtJ88DxLRID//xF5S6QIvHzjHhrUF7t+zdtV23CyoukpbbzOf+Ycf4dmvvUIxV2bNlh423jVINBlGSIJirsTBZ49y+p0LfO4ff5RwLMSx105z4cgYZsni/k/uAcAs20ycG6G5s5HP/+OP+aTKhggNbQlcxyWbyvOt//Y0H/6VhwiGA6TnskycneZvfv9pfvlffxZFUzj55lne/vERute18/FfewQE6CGdWMPVCSnZpk1qJs03/58f8PgvPUi8MUpmPsvIiQl+8MfP88TfeRRNVxk7M83RV07zoV96kPb+ZmzLId4Uo6HNX8Bc18MoGtjmxcQ8ruNSLprYViVk2/MwyxaHXzzJtgc28OBn7kKSJaINEVRNwbEdLhwd4+XvHODT//DDaLrK6MlJ5icXeearr/K5f/zRm/IMy0WDc++O8MxXXuGz/+ijhGNBzh8dI7uQ5/mvv86Hf+UhAAa29dLa04TjuCAEz3/9NS4cGSUY0ukcbMN1HE4fOM9n/uFH6d/cjeM4HHvtDC9+802e+DuPEm9czUBVkOQW9MivAypCCoMII4SCFvocVDgEQoSRlUH08K9Urov43gAcpEgSRBg8CyHFQATQ5CSeW0SSWxBSHAFogQ/ieXmE3IwQK98JISWR1c1IchdgI6RmhBRGiBCS0lspN44QOpLciqJu9T19Ilm5LgxLk1fJzaiBD6C4d/nfleO19txKXJcxYFg24wsZTkzM0hAJEdY1cuUypuNcs1fAcRyKeYPUfA5FlTHLNnmrzGIqj+OEMA2bgXVtyIpvYBiGxcxkBqNs0dPXRFNLFCEElmVz6O0LhCMBurob6ehOMjcb4ltfe4N1GzqXlbl0Gtc0hUQyTP9AC4GAyvEj45TLFpFogNa2OLF4gO6eRppbV6qLVeG6LhNjC3XLHljXTiCg0tgUpX+ghXBY59UXT9HQGKFYMJibzbIwnyOXLZHNllFUhWg0SCwepH+ghVgsyMxUhtRCHiEJWtsTRGPBZbtBgEgkQEdXkv6BFnRd4aXnT9aeRblskc2U0DSF/oEWQiEdZEEiFiJXMHj76CiSJNHaFCMRDdDf3cT50Xlc1z/Htizn4rm0WKo5s7QnxQrPWywawDBszo7MEY8GWcwUsW23VvdL3xXX9SgUDc6PLTC/mGd0MsXZ4Vk6WhM0N0Yom/69CiUTWZLYMtRB2bCZS+WRZYmAri4joumaQjikcWZ4lnBIY21fMwFdpVA0GZlcIJMvcebCLJqqEAqoddvd3Bhlei6LVFnQL7q8V30dVi3bdlwKRYPxqUX6uxpxHBeBQFEkmhsi5IsGR09NEg7pREI6g33NyLJEPBpkbDJFNl8CARvXtlE2bGbms5wfnSOdLXHk1AT9XU1EQgGCukoqU+TA4RE8YKCniXBQo1AyWcwWyRUN5lM58oXk5RtxkyDLEqFYkLXbejn66klyi0W617UzuL2vdk1qJkNqJo3neWy6ex3BSADHdnn9+wc5++5wzRgAUDWFhrY463evQVblGknVKJksTKU58cYZNu5bSygWJJfKMz+5yNT5WVzPw3M9pi7MMnx8nM/91sfYeNcgQhI4tnvVLu5yyWR2bIHsQp71u/ppaEuSns3gOh5P/ckLfPRXHwZdRVFlFE1hbnyBjjUtdA22EY6H0K6Dp6EFVTrXtjG0ZwBJlmptzi0WmLwwy6kD51m3cw16QGVhcpGZkXlk5ebxnLKVfiwVymyuPB89qHHo+eMcefVUzRjwXI9SwaCQLSErEvl0gbmxFLl1+dq9bNulZ0MHQ3vW4NguhUyJV75zANuon60QqIT56cjKEFWRoOpEJCtrllyngIgii3WXXOeB5B8xVK70/6mnGil3AA4g1xXYEiKAkDSQkpXb+CGIQg6A1LisXEEE5Fa/fH+bgpCDl9xP98uUvBVtu5W4LmPAtB0mFrMs5oscGZ1CUxRCukpPU+KaUxgX8gZnT0/zzpvnaW6JMTGeIpEIYVbCqSKxAEK6mOjCdXyGfyQWrOySLp7v5PMGwbCGosrIskwgoFIsmJXfe3hehShm2rV1LBBUQfhEDU3zyXOu41Z2l4LKxveyuGzZnoemK6ia7J9Vh3WMskkhXyabKTE9meadN3398WRDmGRDGEWRSDb6FqmqyQhBzauxGuINYbTK2bSqKdiWQygcQFFkphbSHD/iSxV3djcQCKrIskxrUwxdV3j3uC9RumWok+aGLjYNtnPgyGjlrBqakz7RrbkhgixJhEM6iVgQXVWIRQI0JiMEdAVVkWlMhtE0hVg4QHtznNmFHDPzOY6cmkBTZTRNJqirRMK6vwMWEA0HCOgKsiRRLFmcOOu75lOZIudH52lqiNLREicc1JiazTA9m0HTFDYOttGUDHNuRDC7kMO2HRqTkZpBEA7ptDRFee2d82iaTFtzDFWWyeZKHD8zTUBXGZ1M0RAPsa6/tX67m+NcGJ1HUSQURcJzIRELoanKZQdsvbJDAZVkPES+aHDszBSqIhMOaqiKTHtLnGBA5dT5GQSClqYo/d2NyLJEe0uc4fGFCrmwagxYjE6mmJrLoioyx89M0dIYIxkL0ZgMIwS8c3QUEDQmwiiKTDpb5NDxMQK6RktjjMbkrT+XXA2pqUVA0NCerLmc+zZ28tr33mZuLL3s2uauRtr6mlEqLmVZ9p+DUTJZnMmQTxc58PRhZNk3OiVFoqmzoealyqXy5NNFNt01WFsTrmXhNIoGC1OLNHc3EoqFUFSZWGOU7nXtjJ6cqHmNWnubWL+rn2e//hq2ZTO0Z4CuwXYa25Oo+ippjFfxOPUMdRJvjiJXvD3VNucXC2TmsizOZHjzB4dq12tBlc6Btqtu05WQXchRLho0dTYQqhyDtK9p5eyhYSbPzfjRMJbD+SOjnH13hMXZLIGQxuzoApFE+KKnA0E0EaK1p4lIIkwhW6ShNU4hV7yst60GIeBq1BhXXFc/WdLq373C0rhKkrr65S7990rlvn9E2usyBmKhAPcP9dMcCzPQ2oiuKtdNILxwdobFVJ6+gRY++sldPPXdQywu5AmGdMIRnenJRX8HJcDzBIoqkWwMM105G/VcF0/4Lu+OziRnTk1TKBiUSyaLC3maW6MEAyq25WIY/tHA9GR6OQGy3oMS/o7NKFu4jofrejXX86WQJLFq2UISZNJFQmEdy3KYnsrQ0BSlrSNJLB5CUWR+8df312oyNZHi7KnpunHpVYPm4v8v/izVaYUQ/hFCb38TH//0HjRN9ltb2d03JEL87S/ej2U7yLKfedIvVuU3f2E/lm0vc03/xpf9ei51La/pWa4DUNUF6Ov0z9nW9bdwz641uK636vHRB+5bHiP/2Y/s4rMf2bXiui98fA+24+B5/tk7wGBfC/1dvnSoVOE9VBEN62wabGf9Gl+LXpYkJEnQ09lAT2cDX/jYSq30eu1+YN/gsms+8+GdK753KVYre088xI6N3UiyqPT3xfr++hfux7JthJBq5/wAXW0JPvXB7f6RTAXJeIgH9g7ywN7ldQMYGmhj/ZpWLNtBqRzJCOHX6Zc6GrAdF02Vb6twWSFV3o3Kew0+V8SDFfOoosoo9TKkeiDJgqaOJP/0j/4OoehKWW/Hcf3sApdwja9p/hICSZaWESP95GfeMvuwrbeZlu4m9n14B89+9TW+8u+/w/pdAzz25fvp39zN0mx+1XuUi2U8d+V5saYrSHL956UHNfo2dfHbX/37V677dUKIlc+nOv9U2zw7tsDz33iD7nXt/OZ/+gW0gMbXfud7mJcQVbWgvrKf74jXve+4AdEhGOpoqb0Ii4USp6fm2be2+5oMgp7+ZibGU7zwzHGGz80iKxLBoIYeUGnvTPLgBzbx7377W2iaQkdXkvUbO9i9b4BHHt/C//r953Acl0RDmHVDHTz02GZOHp/gu998C9OwUVSZX/r1h2htT3D61BQvPX+SgweGiSdCvhV6mXpqmkJXbxOphQJ/+N+eYf2GDjZv62bD5q4V18qyxO671tYte3oqTSFv8Nbr5zh5bIJ0qsAv/Np+unqbGD0/x+R4in//b74DwNDGDhpXOTOzbT+64RtfeY1Dbw9z5tQUp05OMri+nXi8fghKerGAZdqcPTXF+XOzOLZLV3eDz4HoukgsWnpGvRTVBfdGIQmBJN8ct5dcZwHzd0mr319ZZRJd/fqbZ53XK1u5zC50tbIlSSBdo8JXveda5Xrcbujb2MWhF44zdmqS9GyWREuMAz86jCQEazb3XNU9wvEQ7f0t5LNFTr55lvW71xCOh3Bsh1y6QKIphixLNHc2kGxN8OO/fIVHf/4+hCywTRvX9dCDV87DEU2G6d/UzR8d+TqpqUU0XWVmZI5Dzx1j2wMba14Go2hSLhrEm6J89NceBjxyi3mGj4/Tv7mbeHOUYrZEdiFPueAfEb751CHKhSunoq6iqbOBWFOUzHyOY6+dYcNe/xjBKJmYZZPYTSKJtvc3M3Z6kuFj4yzOZEg0xzj+2hnmJlJsqBikxWwJVVcJRYNoARWzbPL2j4/Qt2nlnHkHtx+u2RgoGCb5skmuZDCXzbNYKOG6HuliidH5NPvWrs62r4dYLMjd969n45ZuNE3xCVOyRCQSIBBUuWf/EFt29PoCJbpCMKQhKxL3PLCerTt6/V2iIvmfy4IPfXwnVmVgS5KguTWGqso89pFtlEsWkuTHwpumTSQaQAhq7ql4MsQnP7uXYMgPGQsEFH79Nz+AkATBkEY4vFqqZrFq2bMzWVrb46wbamfrzj4c26G1w4/n7x1opqEpglEhEIVCGmplx7NhSxeSJIhGg9z30AYs0yYaC/KxT+3m4Q9uQZYlvz+C/tHEwGAbkVgAVZNpbU/wq3/3EY4eGqWjK8mmrd20diRwbJc/+8MXKCyZbC5nuN0MkZWbLdRS7343uw03q87XWtfL/f5a63Q9Zb+fCEUD7HpkM3pQ4w//+VcRFQNvy73r2XTP1cW7y4pEQ2uC/+1ffYbnvv4az37tVUAQjOjsfHgz+z68A1mW2HzPOlRN5o2n3uXwSyfwPOhc28rQ7gF2fcBP2vPXv/cUk+dmmLowy+zYAr//f3yF7nXtbH9wI+39rTS2J/j0P/gw3/jPP8B1XBAQigb5+G88WmPEnzl0gRf/+k3yi0VkVcIommy6Zx0b9vqeNT2ks+8j2xk9Mcnv/sYfEU2GSLbEmRlZuOp+UzSFDXsG+OivPsyTf/gMP/hfz4Pn0d7fwsa717HzoU1XdR/LtPmL/+s7pKYXOXtoBNuy+YN/9pf0DHXwwM/tQw/prN3exwe+eC9/+C++VjPuu9d3cN8nfA9b59pWOta0cP7IKP/5N/8YLaDSO9RZiwS5g9sb12wMSEIgS/6f4blFGiIhNEWgGjJOHffWFSugyjQ0RmhorM/kXe13yYYIyTrs39a2+kS/lssQAKtQVYX2zoukKiEEvWuuLIdbnWMvLbua8CIQUEk2hOnuXR6iEgrpPpnvMlBUmcami9b90votRTR2kZQSCEj09DUxNjLP3EwW03R8eVzDpr0zSSBw5d3PHdzBTYeA9bsGMMomrd1Ny34lKzJdg+0oqkIwHMBzXULxEGu39dLSdXHcbL1/PYqm0tieWHl7IdBDGtv3b8B1HIySrzCpBVWauxpr47ShLcHQnrWYhk0xV8JzPRo7kiSXjN+OgTbCsRBdg+1s3DdIc1cDjR1JguEAkuQrJ+58eJO/sTAsFE0m3hSjd6iz5s5PNMUY3NFPIVNClv269W7soqE9UYua2fnwZlq6GknPZtHDGl2D7XSsaaVr0E91Lasyuz6whURzlGgdjockCRo7kmzbvwEE2IaN50FDW5zGOnOh47iU82VCsWBd43Dttl66B9t94avmGLLiq/DJskRjW4LtD21CkmU8zyUQDtCxprXGTQhGAux8ZDOda9so5UvYpkPPUAezYwvoIR1Zlog1RvjIrzxEvDKnqZpKa28TD3327rrHOuBzNDwgcIW5EqBUKFMuGCRbrjzfvx+wnRRCBJCl5d5cz3NxvSKWM4ciNyCLaIU0eetwzVkLHdcXMClbFj989ww7+zsIaipz2QJHx6b5+ft23NY7kFsJz/M4fmScmak0jc1Rtu3su6VlT00s8sarZ5ifzaHpCuWSxa69axhY10Ys7hMwqzK41f9btkOxZNaUAm8EtuMbh9fqpr+DO7iDmw/bsilmS0ycm6F/czeSJLBMG8f2x/9r3z/I3g9uQw+oPhdAEpx48ywb9w3iOC6WYeF5Hpqu+hFcpo3n+VydyJKjSttyKOVLjJ+epn9zN4dePEEkHqJnqANVU/zQV9P2j6wqJOJywUALqMiKjOu6mCULLeh7aOfGUnieR2tvE57nYRRNlAr/ybEdPNfzv6vKLM5kWJzJsH73GvLpIq7rt02uRDCZZatmNOrvw6YobxxAlVrQ1eVHX55nYznzFK0jaHIbAXX9VaWOv5m4Ls+AKsvIksTHdm3wSWEI4qEAyfDPRt7nq4UQgk1bu9l0GaGim42l2fjaO5N84jN7L6o8Vhb3hXSBbLFMIhLE82A2lacxEcZxHKbms7x5dJTPf3BH5X5Lvlu9NxXSpah4P2pn2ZXfVspJ50pIkiAZXb4LqZEfWeK6vqSOfsGi9mNVg6B6rYd3yXcrVax+V4haRMgd3MEdQHYhz/kjY7z07bf4xN95FEWVmRqeI5vK09bbTG6xwOJsFsuwcGxfE2Hs9BTrdq1h+Pg4k2dncB2XjoFWJFlifmKBcskkmoxw9xI1yXy6wIWjYzz3V6/zxN/+ALMj80yYNjOj87T0NOE6DguTi0TiIWKNURCC0++cp2tdO/GGCEbRZPjEBL0bOtF0lYPPH8dzXfZ9yBdhOnNomKaOJJIsk13IYZYtOte20tieJDWTZn4ixfrda3j72aMYBYNIIky8OYokCUZPTaLqKmu39dI71HmZ3rqIi/vlakREdXNTDRdcmjdUXHKdWPJdQbb0PGF9xwpjwCdo+jlf8sab6Eo/Hmrl3u4l97v0s2pdqv9WQh2vce67ZmNgLlvg5OQcPz58BoTAsh2EAFkSxAIBfuvjD1zrLe/gJiJXNBidXmRsepH1fa24rsdCOs9MKkdfRyOaKvPywfPEIgF2DnVh2Q7fef4oD+1ey2BPs+8RqNxrdHqRkakU+aJJR0ucsek0hZJBMKDSEAvRmAhz4vwMfZ2NFEsGhaKB7bj0tDegqTKvHR5GVxXu29FPT9tFwuL4TJoTF2YoGxa9HQ24HuQKZcqmRXuTL/wxMZsmGg7QlAijqwpvHR9lsKeZgKaSLxmMTS/S39WEpsjMp/NIQqKrNU6xbDE2vUhHS5z2phiN70FGwju4g59EJJpj9G3qZPzMFD1DHYyfnkbVFBRF5uRb55BVmR/+6Yvc/eEdbL5nHZZp+4JInkdmLoce0tj9gS089acvEI6FkBWZYDhAOLp8ExhriNC3qYv+4130bujk3OFRero76Bnq5MVvvkG0IULfxk6auxopZkv84E9eoHtdO2OnpjC7G4nEw8QaIpx44wyPffkB+jd14jouLd2NfPU/fo+uwTZmx1MYRQNVU/nYrz3M9//4OVp7mghFAjiWAx7MjMzz4Kf3sTiT4fQ75wlGgmi6Sjh2bVoPHha2M8dc/k8Bj6h+L0LoGPYoQXWAsj2MLCKociuSFGSx8Dd4WMT0B9DUHlyvxHz+L1HlFmx3NT6IQBIBNLkZ0xkFwPUKlKyTZEpPAx7J0CdQpAYM+wLZ8vM4bp7GyOexnTksZxar8m8i+EHC+lZkEVulrPq4ZmMgGQmys7+D/pYk3337BPeu7yURCjKfK/LO+YkVG7w7eB/gQb5ooCkSR89Nk8mXCAd1zo/P89CeQbpaE8TCAbpafVJhV0ucztYEsUjQF7ap4PCZScqmTUBTGJ5YwHE9FMUXPJlN5blQidEfn0pRMmyakxF2bezg5UPneXDXWrpbE2iqQlvj8peyZFgYls0DuwZ45s0zhIIajfEQPW1JmpMRnn7jJLs39DC9kOXI2UkUWeaRvesIaAoHT00wMpUiGg5wYXyege5mDMNXUdRVhVLZolAykAD1zvHEHdxBDVW9lmwqz8zYAuePjWFW8l74G06P3Y9swjQsjrx6ikSz7xkYOzWJWTLQQ7p/Dw8CQY1MKo8Qonb+v7QcISrljC4g8IWiJHHRK6gHNFRNQQ9qtPe3YJRMuta2kU8XSc9NVY4PBLIiUy6aFDJFUtNpOgZasUyb5s4GbMMily7U6rQ4m2FuPOXX+fQkmq7UjiGEEARCGjNjCzR3NRK4BlKjZU+SNV4mEfwQitxItvwSpj2OJFQ/WZJbwBLTmM4EkgijSElUpZWc8SqSeQhN6SIefBhN7mE+/2d4Xj1u3Uo9goJ5ENtZIBH6CKrUyELhG8SDjxFQBxFolKwTFMoHAA9ZihDWtqIpPSzk/xJd7UWW3mNjQJVlVFlGVxQs20GVZQKqgiwJ8mWj4jFZ6ja5g1sNDw9VkZlLFXAcF7kir5usJM0BMG0bw7SJBHUc16NsWGQLZRYyReYzBebSBT8ksPInGgmykC1WJHZ9Y09XZBzHJRYJ4LglVFUmEtIxTLuWk8C0bEqG5Yv0VGDZLrmCwdRcFjyf1KTIMtGQTlBXkIRgIVOgWDb9eH9JYngqRUsy6ksjVxTYEtEgAj9cznJcZlM5FEVGVWQy+TLRcJlY5M7R1R3cAfgLYigaYNsDGwjHgvQOdfgCa5LANh0Q0NzZgFH2iZehaIB9H9pOsjVBIBLwvQiqzMa7BrlwdIxwPISqKcyMztO7ROVVCEEgrLN9/0Yi8RBrd/QRTYQJRAJsumsQLagRb46hagpCEmzYM4BZtkg0xyjly5RLBooiYxk2mq7Su6ETs2QSSYbZsNe/NpoI47ou5aIfGTW0Z4B4c4xAOEAkESKSDLPp7nWEY0GEaMAsW4ydmqS1p8kPXW2OXTXJ0PXK2M4CarAVVWrG8wwcN4skNeC4BcDG9Ww8z8YTFrIUQxZxdKUPx83iuDmC6hCq3IoQV++RcNwsrldGk1tRpGZsN4Vhn8d189huGkVuoGydRaCgiAYUuRlN6cRxs3je6mqOq+H6UxgLiIcCzGeLFA2LTLFMQLv1esr14HlQyJeZnlzEshz617aiacptlzP9vYAsCUIBjbamGLbr0tIQwbZdHNejqzWOIktEQjqSJDBtB0kSJGJBXM/DMG0c1yUaDlA2bTqa4xTLvvRvS2MUSfaFcAQgSZUEQWWLrtY44aBOMODLATcnI7VybMfBsC5VT/RJi6lsifbmGJIkiIX1igEh6GiK1wyIrtYEqiIxly4QDmgkokFUWca0HXraEniA44YomzaW49ZSD+NdJDD+JKB6LDkxOk+xYKLpCl09jTUZ7ltfH49S0SQ1n6NUNLEsB8dx/dwJqkKiIUw0FiQYuhOZcqtRfVdGzs9ilC0isQCt7YlluShWQzASYOt9Q/783VjJsOdVvQYrse/x7Ss+W7ezn6kLczS0xvE8j3ymuOIaPahdLGeJ52DdrjXLrlM0hZ6hDjzXq3kUqnWq7ui717XX6hhvjC67toq1FWnr5k7oqxgmDa2JWptVTWVmZJ72/hamLsxeUdF1KYRQkaUoljOD6/rZCRUpjiTCIFwggPBKCKEhiTCuV8b1ShVjII3tLmI5c0hSiNXSnruehePmsZx5bDeD42YQKAgh18qVRBjbmcN2UjhuFk3p4iJXQEESQQRK5bNrV3G65miCKjzPI10s8+MjZ8mWyiRDQXb0ddDXknzfSVue53HorQv88X99hvm5HP/u975Me2cSbRUJ0J82eJ5X0zqoDq5qgh2gpmQnVX8Hq5LtqhoM9QyppQpk9V/wi+UsxdnROc6Nz/Po3UOrl+t5SyShl5dz6c/VREjVBENL234lLJVAfT+NxWqbfufffJtTxyZp70zyj/7lx0k0hG/5ePI8D8dxOf7uOE995x3OnZ5mfi6LUbLQdJWGpggPP76FffetY2D9zZO8/VnAUtXQ1cbN1d7jt//hV5gYXWDH3jX8wt96iETDreHHVCXdF2cyyIpEsiVek0m+XeG6HpZhMTM6T3NXA3pQu2oFTsfNY9jDLOS/hhBBgup6ZCmK6xWxnXlUpQPLnkJV2tHlHubzX0FTOgmoA6hyK65nkCp8E03pw3EXiAUeJBZczq2znHlK5imy5ecw7TEawp9EUzqxnFmypReQRJCwvgvwsJxpyvYwqtQASAihoSldBNUN6EoP44v/ipbor6CrfdfUR9e9OnoezGbynJyYZWNXKwNtjcxk8vS11I+Dv5UwyjZzM34WQIDR4TniydDPjDEAKxe2pXPOpdPP5aajK81Vl/v9ar/qak3QnIxcvtwrlLN0Il06oQohuBaV3emJRcplC11X6OxpvPIX3kMU8wbnTs0wNjyPLEuMDs/fsgl+KUzTZmIsxW//o7+gXLIJhXWSDWGa1kWxbZfZ6QyKKhO6IyZzzUgvFllcyCMJ6B1oua57eJ7/rpw+PkkmXaS9O83EWOqWvStCCFRNoaX7/R0v1wIhQAuovpfhGiGJMEF1E13J/xMPF4Ef1rgauhv+33ie40cHVNj/YX0XohYNsPK7itRINHAP0cDd1RoDEFQhFniwUm51/XIr91+6nl28Z1fyX1+2fqvhuldHx3N57tg5tve2k4yESOVLTC5m2D3QhSy9vyFdmq7Q0BRlYF0r2UyJ7r4mQj9D7sxL+/5yP1+vIt6NfFerpAO+2ntfS3uupl5L8f1vvU06VWDNujY+9cX3d3ILhjV61zRjWTatHYkVIlW3Ctl0idefP0W5bDM41M7jn9jBjr1raimcHcclEgncOSK4Dhx+e5gXf3yMjq4kv/Qbj9QSDl0LhPDflTWDrcxMpWnvTNLRfWs3Ye+39/dacSP1FbVEFhLVUL66+Wwq8L2WCo7nMlFcZN7I0xGM0xaMVzY1K7+7NL36JXfDQ6oYEn65niddzBVRv8ZX37gluP6tsgcl08Z0XPJlg4JhMpct1E2wc6tRVQ78wi8/gGFYNLfEUNTb2431swTJ39a/r3XwPA/TsBk5P0chX6a96/32aAkkSfD4EzvIpNcTjuhEYu8P+dE0LKYmFvFcj4F1rfQNtNDe+f4f//2kwzRsZqfSXDg7Qyx+I8/Wf1c++cW7KOYNmttiRCL11fvu4GZBLPkb0maRuXKegWgT4pKY/prH0hM4nkfGLJExS7QG45c1IlYrd6WX9L0ZhzeQqEjQ25TAsG0s28H1XJLh4HWfg91MCAHNrTGaWze+r/W4g9sbC3M5FlN5X1v+fUZ1yOzYu+byF77H8DwP23bJZf0Q05b2RCWHxx1D4EaRSRdJLeTJZcs3dJ/qo9h339XlbLidYTg280aesmOhSQoeHpqkkNSCTBYz2J5LQguiSQqGY1F2bUzHJqoGCCsaspCYLmWxPZcGPUxI1vDwmC5lcDyPgKwQVQNoksJMKYuHR4MexnZdSo6F6drokr+LT2ghZCExV87h4dGkR7A9F9O1MR0Hw7Vp1MMoksRoIcWR1ASqJJPQgkQUHUVavuEUQqBKvpzzRDGNh4ftuiyaJXJWCYGgNRhDERJpq0TeKuN6Hu3BOCXHwnBtLNfB8Vwa9TAxNfiebrav2xiQJcHDm9fy8skLpAslEuEge9a+f9mpPM+jkDeWqeRVEQrrlyWUVUlnpaLp561X5YpUp6/pv5TwI8lSLTLhchNkleRjWTau4+K6K4lDUiWDnFrHa1HlddoVFrfjuBfTFUsCWZFQZPmyedg9z6NcsnxJTkVG1xVc16vds0qeE8LXhlcUaQUjuUomK5fMyj38iBHHcWv3qfWNJJBluS43o1p3x3FwbHdl+ZW+qHpwrty3HpbpVPpled9K0sW+Xdqeaj9Wyz/27hiFvIGmKZiGXVsAq/CZ87IfAvUeDULTtDENm0t5vLIsEajIsa5Wtuu62JaLadqomoyqKjj20vfFp4ZWk3MpirQiDW713TfKvtSs53oUcmVKlbSzrudRLlvL+kZW/DFQj71efRa2ZWPb7nKCpuxHIiiytCp7vdoPhVwZWZFRNRlZlnAdD9O0cd2V40Bb8nxc16VYMFBVBVnxv2dZvl5/9VmCb/D4crrUxny9d9/zPBzbrbSlWvbFfpUrY6befOC6Hq7jYlkOruty9uQUM5NpPNfDshzyufIybo8Qfjy+pip1+6dc9lOwX/quKKo/Lq+GAFv9rmU6fjrwJfNS9X2XFakuua46F5SKpv/8VV8xz7aXz5OS5PeNehXzZNos8uPJE8yV8zToISzPoVmPcm/LAN8bP0LGLLGzsYfmQITpUoaZco6UUWBdrJW10WbiWpDvjR8hbRa5t2WA/kgTLi7fHj1EybZoDybYlGynSY/w5PgRHM9jX1MfOdtgopgmbRZpCkQoWAY7G3uJKBrPTJ3E8Tzuaxmg6JgsGAVSRoEFo8De5j4atTAnMtM8O30Ky3PYmuxiMNZC9BJjQBKCoKwS0wJMVAIuMlaZgwujnMhMoQiZhzvW06RHOLQwxtH0JIZr8/HurYwXFlkwCqTNImXHYk9zP/ua+tDEe8d7u+5oAsd1efboOe5Z10toiZrT+7WDyOfK/MLH/2+KBXPFYPkvf/pr9PQ3rZqgxzAsLpyd4bd+/U+4/5GN7H90E929jTz512/z2gunSC3kEEIQi4dYt6Gdz/1v99O7phlNW/3BuK5LOlXkyb8+wLF3R5kaXyS9WMB1PGKJIK3tCfrXtrJ1Zy/7H9u84vue52GUbZ75wWEOvXWec6emmZ/LIcsS3X1N7LprDTv3DbBlR2/d8j3Pn3D+P//sG5w/PcOee9fym//kw1w4M8PTT77LsUOjTI4vYpQtGlui7Ni7hvsf3sDOfQPL7mPbDkcOjvDP/t5fcM/+9fzGb30I13E5fmScHz/5LqeOTVAumYSjAbr7mti5b4DP/9J9derj//vOG+c4+OZ5Dh24wMRoCsd2aGqJsXaonR171/Dwh7aiaZfnE5imTWo+z/e+8RaH3x5mbjZLsWDguRBLBOnsaWTT1m627e5j2+7+2vcunJ3h0IELvPXqWcaG55mbznC5t7+5NcbjT+zg539l/6qL143iG3/+Kn/+P56nVLKWfb5uYwf/8t9/hubW+Kp9MT25yAtPH+Mr//NFnvjcPj75+X28+coZDrx2lpNHJ0gt5AkEVPrXtrDrrrXc89AQvf3LE28ZZYuxkQX+23/4Pqn5HNlMiVLRXLaIX4qtO3v5wi/fv+JdAT/VdmaxwFPfeYfXXjjJzHQG03DQAyq9/U18+JO72HnXAPFE/bTbruuRz5X43GP/kZ371vCJz9/Fxq1djJyb5et/+ipnTkxSKBjIskRTS4y796/nc794X42/MDOV5lc+/Xt85JO72LF3DefPzvCj7x4ilyny4U/u5qOf3o1lObzzxjn+6k9fJZ8rc++DQ3zgI9vYvqd/WV0sy2F+NsvBN87zxsunuXBulmy6iG05aLpCa3uCvfcO8sCjm+jpb6plHK1ifi7LqWMT/Oi7h7hwdpbUfA7LXD2kTVEkPv3le/jUF++u2z//5f/6Hk8/+S5GeXkM+f2PbORv/aMP0txyZZEZ1/UoF02+81dv8vZrZ5kcX6SQLyPLMv1rW3jkw1vZtruPzjrkwFy2xKnjE/zzv/cXPPG5vXzgI9swDZvnf3iEA6+dY34uh6rKtLTGWL+5i49/di9rBlsva6SM5Bf403Nv8Kme7ZzKzjBdytISiPKp3h1MlzIcWZxgppSl7NoEZJW10Wa2JDv59ughQrLGEz3bmS1neTc1xnQpR1BRaQlEsV2XgKxQcizytkHRNpGFRHcoybPTpyg7Fp2hJPvbBjmanmS6mCGoaIQVDUXIdIUSPDV5jEY9TE+4gd5II5sTHfyn48/wRPc2DNfm2alT/IONDyNXEgrVG6fz5TwjhQVOpKf5wpo9/NXw2zQHomxOdBBTA/y7I0/x9zc8jCrJTJUynM5MM1nKokkyHaEEveEGmgNR/tPxZ/h/bXmciPrekXav28xwXY8TE7PsXtNFeJVFNl0qM5nNsrHVZ82OLKaRJUFX/OZnlNJ0hZ//lQdYTBUoFgwmxlIcPTiCbVdcwFdl8nhMjad48psHKJVMzp+ZobUtTu9AC7lMiWy6wJuvnuX0iUn+wb/4OIND7cuyBVaRzRQ5fXyS3//dH7Iwn8fzXMKRAL1rmpFlifnZLBfOzmCaNk2tKwewY7tk0kX+47/+du26YFBjYH0blmkzOZZiYnSB1186zT37h/j5X92PEBd1/C+FaVgszOU4eXSC//Rvv0O5bBEM6fT0NVEoGExNLJJNFzGM1YUqPM8jnSpw5uQUb7x0irdfP4eQBN2Veywu5Ekt5CnkSnW/67oef/hffsyBV8+SWvCNmvYu/xx6YS7LgdfOcvTQKK+/dIp/8q8/STBUP/RnemKRd948zzf/4jVSczmQoKEx6melFDA/m+XEkTECQZWuvuWZ8XxxI4mGxgixeJDxeIixkXlkRaa5JUrvmuXs7lgiSN9Ay3uqn7Vpew9f+OUHSC8WyedKvPXqGTKL/jbiaq1023a5cGaG3/23f8Po8DyWZZNIhmlojjI1luLMySmGz89x4LWz/IN//jE6exprE7QQ/m6ws6eB1vYErud7Bs6dmSY1l2fNulYam6PLsmv29DeTrJNJtFAweOf1c3z7q29w4ewMsizR3BpH1WTKZYvTJ6cY/o8/YN/963jwsc3sumvtqu+s50E2XWT0whwzU2m+/icvA4KWtjiW5ZDNlpify5HLlFYY/wDjowucPT2NZdoEAiqpOYfvffMAgaDK3EyWQwcuEE+EyGVLvPzcCTRdIRBUGdp80bt5/vQ0rz5/kif/+gCGYROLh2jvTKKocsWImmd6Ms3RQ6Psf3QTH/vM3mXtqe66Y/Egm7Z2MzOV9sdapkRza4zBofZlC4gsC/rXttb1FALc9cAQjc0xspkShXyZl589TqloXu7VWIZy2WLk3Cx/9HvPcObUlK8xkgzT0h7HMmzOnZ5m5PwcG7d1c++DQzz2sR1AfXrP6IU5/uz3n2cxVWB6cpHm1jgDDWEWZrPMzmSZmT7G4bcv8C//v5+nq6cBPVBfg0YSAk2SUSQZTVaQhcSCkefHkydYMAs06REkIeF6Po2uQQ8TkFUEgslSmmemTpAyi7ToUYQQNOoResIN/I/TLzEUb+OB1kFmSllOZqdp1COossKHuzZzJjtL3jZQJRld8j1LpmujezIxLYgmK3yiZzvjxUVkIZHUQgRkddmYXC2i6XIwHRsJQUBWkYSE5bq8MnsODw/X84iqARzPxUMmrGjEVL8u3nVqB1wLbsjnIAvBDw6dIhLQ0BRfmfDhzQN+7LfnkTXKnJ1fYKjZn5TPLiygyjJt0SjKtcR/XQUUReLu/UMYhu9Ke/ftYU4dm8C2r36wAEyMLqAHVJKNET79pXtYM9iKokiUiibjIws884PDTIwu8ObLZ4hEAkQ3LjcGyiWTsyen+PbX3mByPMXGbT1s391HZ09j7ey1VDSYnc6gB1S6L1mwADLpAt//9jucPj5Jc1ucbTt7GdrcRTQexHVdZqYyHHj1LOfPTPPK8yfZuLWbLTt6VtXbLpctJkYX+NZX32DD1m4GN3TQ2BRF0xVsy2FuLksiEaLrcqF1nsfCfI6nvnOQcETnwcc2M7ihg3BYx7Kd2qTc2Bxd8VXDsDn45nneeuUMAHvuGWT7nn4aGiMIAelUkSOHRjjy9ggnjozz3FNHuf8DG1fsjgp5gzdeOcMLPzrK3EyWTdu6ufuB9TQ2R2uTTalkMjGaoqUtRt/A8l1wS1ucQEBlYL2fovWV506wMJ8jENTYsKWrNvlVoaryex6u1dXTSDQaxDRtLNPm/Jlp8td4puzYLmdPTaFqCjv29LN2qJ2WNj/2O72Q54Wnj3H21BQTowu8/OwJPvML9yBVXJqyItHUHOXDn9xV85JMT6Yp5Muk5vJs2tbD5u09tCxJhxsK6zTV2YW+8/o5Xnr2BGPD83T3NfP4E9tJNkZRFAnLtJmZyvCtv3ydowdHCYZ0IpEAQ1tWP1pcXCzwxsunaWyKsueetWzbvYZQWKsJIuVzZRqbonUXz/OnZ9iys5f1mzpoaolz6MB5nvrOQV788THaOpLcu3+Irbv7OPz2ME8/+S4TYymGz80uMwaaWmKs39jB9ORaBjd00NwaIxBUkWS/PSPn5/jrv3iNkfNznDo+ya6xhWXhqdFYkHUb2msp2A+9dYE3XzmDUbboG2jhic/tu+SYQNDYHF01BHrtUBttHQks08ayHA69dWGFl+ByOHdyqvYudPU0sv/RTbR1JAgENRzbYWpikae+c5CRc7NIkqCtI8nWXb3Us4YvnJ1F0xS6+pp44AMb/Y2OIpPPljhxeJw3Xz3DzGSaV58/weNP7KA5sPoGUAhRC7gTgON5lF2L8cIipmNjujZVEr4spFqSNMfzKDn+dbbr1K5zPJd5I0/KKDBTzhJSdfoiTRxOTWA4Np2hxDLx3+pC3hVKElI0TmamMWyL7nBDTfxIuiSdcFjRiKtBvj9+lE2JdtqDcYLK8k3xolnkXG6Oo+lJxgopzmRnWRNtZtEs8KPJ4wRklc3JdiQBs+U8BdskqYWW1M1Xf71VvvYbIhD2tzYwny1QMEwsR0FTLhKxMuUyo4sZjs3O0ZtMADCVzdMUru8evFFIkkRH98VkOPOzWeTr0KbPZkq0hnX617by8ONbaG333bS27TA5lmJhLsfY8DwnjoyxdWcv6zZ2LPv+3EyWk8cmOHJwhGgsyH0PDbH7nkFa2+PLziQXF/I4jls7g6/CNHyNhFefO0m5bLFjTz/3PbyBdRs6aufp+VwZVZWxTJtDbw/z6vMnWTvUvurZtmXapFMFJscW+NKv7WfDlm5i8RBCXFSasywH/TI6DJ4HmcUi0xMp7n9kI/vuX8dAJWZXCP+oxTJtXMe75HsepaLBK8+eYGYyzb0Pb/CPI+4aIBj0B0+5bBFLBGsux5efO8H2PX1EY8Flk+X4yDzHDo1y4dwsiWSIBx/bzD37hwhH9NpZuOd5zM1kURT/zH0pYvEQsUqqVc/zOHdqGk3zd4TNrXE23sLsklVEY8Fl3qVQWL/mIwnP80jN59myo4c99wyyZUcv8WSoxqsoFk3KJZNTxyd59+0L/NyX7q59V5YlwtEAG7ZcbHs4EqhFMrS2xxlY30Z370qjdSkKuTJHDo5w6ug4kix44JGN7H90M4GghiQJHMclnysxNjzPK8+d4PjhMRqbI6zb1LkqLyKfLTM3naGhMcIDj25m605/YRLCP74yyhaW5awQvPE8j9RCnv61Ley+Z5CW1jjBkMbT332XkfPz9A20cs9DG9iwpYtQWOfVF06RSReZm8kuu08iGWbdxk4kWWL95i7i8WDtPXMcl4F17bz1yhkunJ1lbjrD5HhqmTEQCGoEghotbQnAnxsiR8aQZYlkQ5gNW7quaY5KNkRINkRqbdR05aqDcooFg3Onpzn45nksy+G+hzew/9FNJBsjtfTluWyJhfk8r71wkrOnpnnj5dNs2dEDdULF06kC/YOtbNjcxYMf3Ox75vCPVuLJMLlcicmxFIffHub+RzbS3Fq/XkFZY32slYiq0x6M+yRCzyf5FW2LmBpAFv6iqMsqEUVHCOgNN5DUQjQHIpQdm7ga8DPqSjJTpSybEh30RhqZKmbojTQyEG1itpQjrgWJqgE6Q0lM1678P4EmZPoijaiSTNosVq7TESKOIvxdOsCGeBsxzSckrou1Mm/kcevw1CoPCUWSiKkBusNJXM+jP9qEnBeMF9O4nsu2ZBe256JKCgXLIKzqtASiqJJMUyBCQFZRhMzmRMcKguLNxg0RCPeu7a7FTXqeh+NeNAamsjlOz89zZn6B77keQkBnLEZzOHzTvQI3G2vXtdWs5ioURaapNcb+xzbxvW++xcRYagXhDOD0iUmOvzuGY7ls3NvNIx/eRiS6MuynnpsV/COGkfNznDs9TVNrjIc+uJk1g63LJrxINMCee9bi2C4H37rAi88c45NfuItwRK9L6rJtn8S0cUs3O/asWeayE0JctXhMsWCwZrCVrbv6WLt+uXiHrqsrDJtq2Zl0iVdfOIWsSDVeQnDJQh0IqGzY3IVlOjz31BEOvzPMYqpIS3tiGS/j7dfPMXphDk1T2Ly9h8c+tr2uxsDSXezPEh7+0FaGNnUST/oGjxACTVfYuXcNM5OLHD00ysj5ObzL8AGuB57nMTG2wIUzM6RTBfoGW/nop3dXFiv/+ciyRCwe4hOf28vp45OMDs/x9uvneOKz+wgE63u0SkWTtUPtbN7ew7Zdfct+pygySmT1yVEI6BtopaMziSRLrNvQgagQ29o7k6zb2IEQ0N3XhKYplIrGivEsKxJNrbG6R3myLNHSFmPzjh4W5vMUiwYzU5lr7Llbh9npDBfOzjI5nqKpNc5Hf253zVADapyoxz++g7mZDC8/c4JXnj/Jl37tQQJBta7RsXPvGvbdN1gzBMD3pvUNNHPX/et45vuHGbkwR7lsrfxyBU2BCE/0bAOgI5Sofe55HtsaulBWiae/v3Wwdt2Ohp7adYdSY7y9MMIX+/cQVQN8ffgAectgT1MfveFGHM/1vQtL7rm0XIDBWEvd6wA+1XvRe9gSiGJ5Dqqoz3FK6mF26WF2NS7ndXWE4jXlV6kSlui4Lh6sujZ+cc3eup/fTFw/Z8DzODo2w96BLkK6xkKuwOnJeVpi/iK3sbWFzniMe3p7GGrx3bXXyVW8tRDQ0dPI5u09K36layrtnUlAkM+WMC85Y/c8GDk/57vQdJVHP7b9srvtepieTHPq2ARCCHbs6SeeCNWV+mxoitLd30R7Z4Lx0RTnzkwTiug1l+SlCAY1Hv7Q1hvWW7jrgfWXP064BNl0kXOnpynkywxt7qSxxXe1XvouRONBWjsSvsfD8r0wbR0JmisTsefB8cNjzM1kaetM8uDjW26oHT9tEJJg574Bkk0rn39jc5R4IozremTSK3XkbwaOHBwlvVigoTnKlu09dc+IhRB09zfT1dvAzHSahbkcZ09NsXlbz6q8jPUbO5aRQK8GQggi0QDBsJ8Zz/M8otEAQkAsESISDVQElDyClTwd1aiMerjcvJVsjKLrCo7tXnbRe79x+sQkU+MpQmGdHXv60QP1ow86uhvo7m0ingyRSRU4c3KSDVu6VpKlBQxu6GDN4MotfzgSqBnk2XTxmvIA1G4vBKq48lx16XU94QYs1+Frw2+jCIldTT0MRFtq1ypXec+rve562P2X6hIAyLfBBvmGCISHhqfY1tNOSIeCYXJmep671/XWFAijuk646eIO8OTcPIokMdh0+8pYxmJBotFA3XM7IVEJTfIXp3qTRDpVILWQIxL1yWeXhnJdCflsibmZLEJAR1dDrbx6CARU2jqTjI+mmBpfZGCwdVVjQFYkWjsSNxzt0dQSuyYZ2mLBYGZiEYAzJ6b453//z1Hk+gPNqYRhAZSKBlZlcq528+x0hkLeIBTSVrDif5YhhCDZEPbPs+tM8Ioq1UJQPXcVl+YNYmYyTblkEUuEaF3iUauHppYYsViQsmExPrLApm3dq4qxROOhVb1ol0MgqC2fYCshboGAsswgrg6HaljlpTDKFvOzWV55/iTnT0+Tms+Tz5cpF00syyafK2OULXrWtFx8UW9DLMzmyGVLqJpCR3fDZc+h44kQjU1Rsuki4yPzrNvQAZdwxBPJMOGwXndzIcsSypJ58j3mvS2vlxZie0M3mxL+8a0qych3NDKuCjdEIBQCDo9OEQ8FWMgVmc34CoSZskHBNMmbJulSiXTJJ0SdmpunJ5m4rY2BaprO+ovm6ox98DUFbMvBdfxjkVBYv+bF17ZdDMPfYQSC6mXPjyVJqoVLlksmjr26eI5/HKDdsPBfIKhdk3fBtp0a4zkY1mhojKxKdARqC0ksEVpSjrdE88FDkiWCoTu6+FUIgb/TE6vFdL/3k2G5bPnpsmVpVeZ4FZquoqgyXtG8Ihte0xT0wLVPU5Ikas32CWrexf9fZXeMj8xz9NAoLz1zgpmpNJqmEEsEaetIousqqioxcn6OsZGFa67frYZh+PwKIYR/LHOZPlA1GVVX8PCPauptenRdQVJW1xBY+umtNJH8lOsy6nt8vv7TiOs2BiRJsKmrhZJpYdgOtuOytq3RJ6VVwiQy5TLnFxYJ6/6ClTNMiubt60oDrjrbXT3clCl3CZnqagZRdZ/nM2wvUwPBVaU4vRJk+fpT6ja3xNl190DdiINLUTefxO278XrfcT1k2ZuJZe/EFXbIXiVD7ZVeWagK2FxH2y574yu/v6WSyfHD47z0zHHePTDMuo0dDG3uoqUtTjQeJBjU0DSFlysRKbc7xBJD8UoOjKW7+dU8NpIsXYe07h3czrh+Y0D4CoRHRqfJlgzCuspQh++6jWgamiyTNwyfMdnupzk1bZtE8P3RW78VuKjyJvzMYkWzQh68+kGjqnKNUFW+gviL47o1sZpgSEO5jBrh+wVfSc9vT1NLlIc+uHkF+fBqoKoyiiohBLiOS6lkEo3d0WO/XRAM+++f41z57Lwa/itJ0m2b+TA1n+PgW+c5+NYFgkGNJz63l333rVsWoeJ5HqdPTl7W03W7IBBQUTXZFx0qmZc1rC3LwTAsBOK6vJvvNxzHV6EMhrQb2rxcKyzTply2KJctkskwsnJjZZdKJp7rR43cjI3clXBDoYUC2Na7cmJXJAlFkljX3MTapsYaQzKoKrdFIqP3CkISxBIhEokwpmkzPjxHU1PkmnZt0ViQltY4ngeT46mKZKq34qXyPA+jZNXO41s74gRvw4k1FNZroVUTowuUS1bd9lwOQvgu38bmGPOzOcoli8nRBVrqsLzv4P1Be0eSQFDzOSKT6Zpreelzrn62MJsllykRiQXo6EreljvMU8cmmJvJEgiorB1q54EPbKrbltRcHtOwbvv06M2tMWLxENOTaSbHUr6EzSrzSmaxQGo+jyQJOrqTl5U8vx2RzZT4q798jcc/up3WtnjdKKf3AhfOz/LCsyd4+YVT/Ot/9xnaO5PXTCBfitdfOUMuW2LPXQO0dyRvYk3r4z15g88tpHjpwggXUv5CZToOshAossTOzg6e2LThvSj2tkDvQDN9a1s4cnCUp7/3Lhu3dl+WBHgp2rsa2Lith+98/U3efuMcH//sPhqboyssw9R8npELc0xNLBKNBRhY336DmdDeG/ix2h2EozrTk2nOnpqiuTVGa3vimu+1cWs3C/M55mezPPfDoyvkY68VquZrwFums0IO+A6uDdv39PPqCyc5fniMw++MYJTtumf9oxfmGRtZoFwy6elvYu2GjltBabhmmIaNY7u+8FSyvvCUUbY5cWSMbLp4VRkmVVVGlv3debFwbWJoN4qhzV2cODrBoQMXePuNc5SLJsGwvuI0ZWIsxdjwPOnFAo1NEdZt7ES9BbvSm4lEIsQv/uqDqOqt8woADAy2EY0FmZ7KXFWeiCvh/v1DeHjIqxCubzau2RiYOj/L/GQKPaQTb4xy/sgI3es66BhorTHn22NRPjA4wPmFFEdmZrint4eAovDOxBS6olRFnX4qsX5TF7PTWY69O8q7B4Z55vuH2XPvIK1t8WWRBX5cs89EXqpCGI0G6OlrZOvOXk4cGefp7x7EeHQTG7d01wh1uWyJ1188xYtPH0OWJfY/tploLPi+nxvXg6xIxJMhHvrgFp76zkGef+oItumw/7FNNC+JT/Y83308NZ4inyuzdn17TW++ij33DDJ6YY63Xj3LwbfO8/ST73Lv/iGClURU/n38hFWZxQKariwr41K0tMVRVYXUfI7hczNkFovEEsGfOLfo+w0hBK3tcYY2d5KazzEzleabf/Eqn/j8vlronuO45DIlvvFnrzI3naGnv5k996y9oZ3Te4mGpijBkEapZDE+Mk+hYBBa0pZ8rsyT3zzAzFQG8zL5BpYi2RghEg1glC3OnpoinSqQqLiT32s0tkRZu76NgXVtDJ+d5a//8nU++PEdNDZHa6JD2UyR733jAKdPTNHQGOG+Rzb6Bt1NGA6eB+nFAi9UJJRt22Hdhg66extZmMtx+NAoqiJTKpskEmHuvn8dzc1RXnzuBPNzOUolC1kSPPToJtLpIudOz5DJ+GGy2UyJBx/ZSE9vI+nFAkcPj3Pk3VE+/6V7aG715ZtHhuc4eXwSWZbIZUv0D7SwYWMnLa0xvvPNAziuy+xMFtt2GVjbysc+uXPVeeD8uRnOn51lfDSFokisXdfGhk2dxBMhP0GWLK7Y7qENHYQjOt//m0MUiwaW5ZBIhtixs4/O7gbeev0cx49OEArrPPjIRppbopw5Pc2Zk9Mr2t3d08jkRIqDbw/juh7nzszQ09fEzl19bLoGIbVrHon5bJG58RSBkEZqKo1RsigVDEr5MuGKultY0whrGiXL4ujMDK2RCEFNRZ6axnKca3YTXwnlksnCfI5C3sC2/ax4w+dmcRx/kJ45MUk+WyIQ0lAqmey6+5tRbvBMpx6aW2IMbe5kx541vPXqWV569gSphTztnUlCER0BlEsW6cUCju2SbIwsMwYUVaaxJcb+xzYzMZbiSCW/wtjwfCVW3GV6Ms2hty4wOZ6ip7+Z+x7aQDCo3ZaLmBCCUEjj/oc3cvrEJDPTGV578RTFokFXbxN6QMEyfTW5Qt5genKRhqYIXT2NK4yBrt5GtuzsJTWf5/TxSZ774VGyi0WSTRHfTetV3oVKQqf+wdbLGgMd3Q00tURJzecYuzDPD77zDp3dDQhJ+LtCTaazu4Ge/ub3pG/nZ7N+aJph4VSEofK5cmXnaHDi8DhzrVmfiyJLhCM6Le2JGyK5vlcIBDW27eojny3z2ouneOX5k+gBtebVskybqYlFDh24QDiis2l7D9v3rLk+cuAtQEdXA82tMVRNZnY6ww//5iAdnf67US6azM1keOPl03R0NzAxenXRBL5HLE4oojM/m+WpvzlIe2cSraKF4DguvWua6eppXOFNnJlKU8wbmKZdC8H1M036i82Jw2PMVvpaViTiiTCNTZHaBkTXVQbWt7HvvnXMzWR47YVTALR1JAiGNBzHZWIsxduvn8WxHQY3tHP3/euWEQ9vBPl8ianJRaan0vQPtPjHSdMZspkiekBl+MIc23f0IssSpZLBkUOjbN/Zy+jwPOGITiIZolQweeetCyQaQoyNLoDn0bemGcu0OX50nGRDGLUSfTI5sUixwrkyDIuF+Tznz86y7561uI7L/FyOM6emiEQCnD41xZbtPQghKOTLlMure21M0+bMyWnmZrM0NftS25FoYNWN2GrtxoMdu/p458AFNm3pIhINkEiEasdN4UiAQsGgWDRq9clmS3XbHQppzM5kGRtdYOv2Ht49OEKxYGBdo77DNRsDgorEbKHM4myO/s3dSLJEKW/UjIHatRUZyYlsFl1RKJomIVW96aTwXLbEoTcvMDGWolw2MQybmYl0zWJ/5bmTJCpx2JquEgyofOrn7yEc1hDyzZ1UgyGNgXVtPP6JnUxNLDJ8doYLZ2cIh3XiDWEEkMuUyGVLNLXE2HXXysxv0ViABx/bzJGDI5w8Os6rL5zkwGtnaWqJYdsOM1MZhPB3tnvvGWTb7r7bbnFYClVT2bqrj/se2sCrL5xifGSekfOzNDRFiUQDlIomhYLhE5uA/Y9uuphgagki0QC79g0gEH4yqGMTnD0xSaIhTCis+5KqmRKZdJHBDe2E6yg/XoSvvT60uYt8tszEeIqv/8nLdPY0Iisyju0QT4TY/9hmet4jTYOzJ6cYOT/HYiqPYdiUiiapuRyO45JZLPLcD4+SSIbQAyq6rtDd18T+phiafnu6bTdt78VxPObnspw4Ms7X/+QVGpujqJqCaVjMTGcIBFS27e5j990Dfvz6bYr2riSDQ+2MDc8zemGOr//JK/QNtCCEoFgwSKfyBEM6D39oC889dfSq7tnYHGPNYBuDQ+2cPDrBN/7sVVo7En4opucTYz/8c7t8j9UlxsDxw2NMjqXIZkoYhkW5ZFUMR5fpiUWe++FRYvEggaCGrisMbe4ifvdatCWLVO+aFhRFZvjcDEcOjvLdv3qLWDxIOBrAthwmJxbRdZWhTZ3svWeQzdvrZ0S9HqQW8oyPp4jFgzz6wS1ksiWe//Fx3n1nhL0VD9Hd963Dcz1Onpjg5RdO0dgUIZMpMTjUTld3I7MzGZ78zkH2P7wBWRa0dzTwgQ9uYWI8xVf//FW27exlYG0rm7d28+Zr55YdgQjhHws+8thmZmcyvP7KWc6emWFoUxflss2GTZ1EIgHmZrMMrK2vnex5Hvl8mZGROWKxEB/5+I4rSoev1u5DB0fYvquPcslkYG0LbR1JwhGdaGXO2rSli5ELcytEwuq1e81AC+WyhSRJ7NjVz+T4Ij19TTQ2XTlqaymu2RiINUZp6kgyO7ZAe38z5w+PsPme9cTrhIv1JhJ8ctNGvn/yNGXbZltHO4NNDTdVBMLzPOZms/zwuwc5c2Jqxe8lSXDwzfPLPxTw6Me2V5KOVL1gfgiTv+taKSi0dLGVZIHnrp6pKpEMs/feQfoGWvj+t97mxOFxZiYXGT03C0IQSwQZGGpnw6Yudu5bU6fO/i7wt377Ezz3wyO888Y5zpyY4sKZGRRVpquvke27+9mxdw3bdvVX6le/f4QQ1xGedUnbK7nbKz/4V3heTYp6+XdWVqSqPf+5X7yPHXvXcPjtYQ6+cZ5zZ2dqqmiRWJD2zlY2bO3iwUc3r5Li1qOzp4HGlhjbdvfxvW++zdGDIyzM5ZibziAkiWgiyJadvey+a+2ypDP16gTwmS/fw+BQOy89e5wj74z6fazJxOIhX7kv/t7k0gB485UzvPXaWeYv0cQXQCFf5s2XTy/7fPuefu56YD2afvF8Wgjhh3ktiauvh6oUryRdBV1PVEL6ZFEjCl8NdF1h1741rNvQwQ+/e5CXnjnOzGQa07QJBDXWrm/jsY9uZ/c9gySS4eUZ/mrjzf/3SmPscqi1s47KmyRJK8ZK7folE7ssSzz60e0Mbuzk6e8d4p03znHy2ASaKtPY7Kf8/syX7yUWD/kenJnMFcMkhYC99w7S3dvE33zjTd565SxT4ynA96y0tCeIx0N1x+qLPz7G8cPjZC9ZHPysnzkW5k4t+/yDT+xgy87eZcRGVZXp7W/mf/8/P8l3v/kWb750homxBeZncyiqzMC6Vh74wCZ27F1DV09T3fZU54LqPHk5XJQ69pOM5TIlnwgnBImEnzsjkykiBDQ2+ccVwYhKKBxgfj7P9FTGnyMmFv38I5JEZ1cSSRY0NEZIJEMISRAMaRimfdnIK1WV6exM+H0dUGtzfLIhjCwLvv2NA5iGTUdXksH1baveZ2EuTzgc8HkkV/FurtbubLqIqkp8+Zcf4PvfPYhp2AysbeUjT+yoK19fRb12hyIByoZNLlviz/7oRbIV0mHzVYRwL4XwrlEjeGZkjrHTU4ydmgQBD3/uHqLJCKLO4MuWDc4uLPAnBw7ypZ3bcVyXhlCQdc2XT3pyLfA8E9d1cGwJ16sOouqucvUFUNeUWky/53m1pC4IfyKQZQ/XyyGQESKMEHJtwjINGw9QFamuVLBfLz+Y2nFcP5FFLbiaWrmS8CfceoO/WpbreriVe9Rif6sLvCwQtVza9etgWw5OJTdEVVL0yhNsNdDYD5H0XA+zogyoqeCJEuAhS1U2v+Bq+rzWHtfFdS9RfFvWJ1LNgLjk2xfrVOlbP03s8vtIojq5S1ck8lTTK1frtPQZVevyXrnlLcvBdd2rFq6TJFHL0Fd9bx3HxbHd2s6nXj2r19m2i4BlOQPqwXU9HNt/bxRFqhnJV4Pqs3AcF9dZ/myEJJDl6r2WLyb5ooHn+eUFNLU2xhRFuqbwMM/zfJlw4S8A1bG19HNF9sdttW6W6eDhIUnSsgyI1XnBcfz34+L4AyFV6wW25eB5vgFzpRAw/56V/llyT/++Almp/75ZlcXuaidrWZbqHoMuez7u8nlJSAK5Mm7qiTNVVRpNy/HfN0Wuq7BabWNV3lnTZCYnFjlzcprR0QW+9Ev3kV4s8OLzJ7lwbpbd+9bwygun+PW/+wiu63Lq+BRvvHaWxz68jeefOcYDD21g4+bOWh8demeE0eE5WtsT3HXPIAvzOf777/2YL3z5XgbXtbEwn+OPfv95PvmZPXT1NLIwn+PM6WnGRxf4wpfvJZsp8sKzJ5ibzfKLv7Kff/MvvsGv/+ajtLTGau9btaxL25VJF/naX7xGNBbkC1++d0Ufzc/l+B//9cd86Zfup7U9wdxspm67F+Zy/Mrffqj2fh07PMbwhTkkSarxFb7/NwfJpIvcu3893T2NvH3gAqMX6rT7S/cyP5fltZfP8Ou/+QE0Ta49+2uZt67ZM5BbLGBbDg98ah8AkUR4Vcnd+UKBt8cn2b+mH9fzmMhmMR2HgcaGm6bFXDLfwXFm0LVt6HKv78Yrv4SHTTjw0FXdo9ppeuBinRw3TaH8AmXjdZLRv4eqdNY69koKa9V7IrjuTFMXE7yI6yYGCiFQNYVrDazxPJdM4c+IBj+GLDciZIEuCcAklfsvCBRUdZCAth1F8hO+FMuvXFWf+7uK1QwoB9cr4rpFZLkBLql5tvgtdHUjuroBIVj1PtcCIcQN9fGNwF94rr8NQoiKtsXl73G111UhSQLpOt6balmu62FYNiXTIhYKoKlXnmaOnJ/i5PAMiiLz5cd3X9UYW6381fIiXPp5dYytFhZYnRf8qWr1vruWaKHqIuu/u1f/7K+ljCuVD9cnQCaEQMiCwBXGSrWNgSX93dwSw7Jcjh+f4M/+6EXKZZvOriT37R+iVDLIZkp8+5sHMMoWwaDGI49tZs3aFo4eHuXtty5w8MAwsiKxbn1bTWbtUpRLFsePTvD2m+e5cG6WH/3gCOvWtxGO1g+5dhyXXK4ECJ763iEUVUbTZFpa4zxaJ/dJNefF0KZOhs/P8gf/7Rk0TWFgsJWBwVYWUwXefus8I8PzPPXkIQbXt9PT20TfQMuKdt99/zoymSJf/8rraKpCNlsiEtG5+751FAsmLzx7nLffukCxYFAoGGza0kUtj/Ml8HkFFtmsH1Lpuh6NjRE2bOpk/TUcxV3zG+a5HuWCwdTwHIoqE20Ir7o7Nh2HrGHQFo2QLZeZyxfQ5dWkfq+hDp6H66ZwvTy2PYrjZtA8P+OYZY/jeiUksdzV4rp5HDeH5+WRpBiy1IwQEp7n4HklbGcaIXRkuQkhAgg0VLmDrD2Mh7m8bC+D4y4iiSiSFEMSPtHNcTM4bho8B0mKosjNuG4B8ECoCBRcL+N7GlDxPAPXK1Tql0WR2xAiAHi4XgHHmUWWmpCkMELUnxw9z8VxU5VdugK4eJ4BOAgRwcPAdXO4XgFF+v+z999xdl3XeTf+Pf32OnOnd/RGAAQL2EmRElUsWXKTW1wTO3Zsv07yc+K8Ke/vdRy3OE7i2JYdx0W2JUuyZUsiJYq9gwRAEB0DYHqfub3fe+r7x7lz0WYGMwRIkRKfzwcSZ+acvfdpe6+91rOelUAQfI0Ju7pK3waGOdfob5mhb+E4NXRzFN0YRZY6UBER0Na8545jYNtFLDuLIKjIUgcIEo5dwbKz2E4FWWpHFPyAg2XnqBuncZwaitOHLHUgiW6FL9OabkijXTkRWXYB284DIpIURxQ8jXtuYztVbLuMJEUQhXDTi/KdAMu2yZdcGfBq3cCryUQCbtnqck0nV6qiyTJBv4amyFRqOg5QqeqYlk0k6MWrKQiCQK1uUK7plKo6bbEgWkOuWzdMSg2eR7laJxbyuW3VDc6OL1A3TNrjIVojAaJB35pe1ZawH9OyyRSudIOv1DcI1HWDXKlKpWbQGvXj1RR3N2qYOA5kChV8HhW/V8X7HhAF+naHqiq0tgbZf+sAtZpL7OvqjhGKeBm5sEAs7qe7J4YkiQQCHgaGEvh8Krv39pLPVtB1E1EUicUDaB6FYNBLIOhhuerqvfdvo6U1iGVaDAy14vOrRGMBWhNB/A3hpEjEnfs8HpUt2zoIhX1cOD/Ptp1dbraXKJDLljl7emZFYwBcI2rzlnaCQQ/pVNGtZtsSxONRCIW8zXHHW4Ik2kKEIz48HuWa63bDHSIDgwlkWcS23WJanV2urkN7R4QDtw9imhahsI9YPIDXpxIK+a657lKxhq6bbNvRSXtHGNO0GT47RzQeeHuNAW/Qg+ZV3TABDj1bOlA96orHemSZuM9HrlpDlSRsx0GWpBsSHnIcG8epUTfO4KBj2kvgXCKbmdYc7kLovewcC92awjLncRwdSWpBUuOuu87OYJrTmPYCguDFI/oRBA1R9OFR91+1KNo4ThXdOI9l590FX2xDkV2ijfv7HCAgS61IYgumtQjYrtEghtGNERR5EEkMY9pL6MYFJDGCZaURxSCSIGM7VXTjIpadQhLTKFIvkpRAWLGSlo1hTYHTgShG3HtiziKKfiRRxbRmMO1FbLuCLWbR1F04jrJK3xqOo2Na04hCwK3M1OjDdsroxnDj2uLIUhuSGF7jntuY1iymtdAwnDxIUiuCI2DZOQxzFMsuYtlpNGUXAhKWnaZWP+waDBiIgrfRh4NhTiEIGkJjv+qWAK1hGCPuPRdEZDuPqmzFtBawnQK2XcJ2qgiWB692BzjvzoyLtwOGYXFqdJ5wwEOpWqc1EiDk92JbNhNzGXLlKqosEQv56O+Ik8yVKFV1yg1jIFTQ2DnQjm5YLGSKJLMlKnWDSk1nsCuOKkvkSzWGJxcJBbzkihVURUYURQrlGscvziIKAjXdRJYkosG1uRebe1o5N7FI+TImd90wV+xbkSTKNZ3JhSzFSo1sscxQVwuSJLKULVEo1ylVasiSRHs8RF97lGVHpGNXARsE6Yr31f2j48p7OyUQVEBZ5Zt7HxuFILgE4IP3bL7i9y5nQHBd33dvvoajs2v39VPjAgEPDz68s/nz9aqqen0qO3Z1k2gL8+Jz5+jqjjG02SVXTk4kuXhhYc3zO7uidHZdKwIUiwfo6Vu576uvexmrGR3716GhsnzdL78wjGnY9Pa1MLgpgWlaXDy/gGlsLJtgQ1slx3boHGzjjg/v5ZEfuYehPX0oa+QJd4VDfHTbFhwgU61ye283d/SuTupa1xioo1vj5MqfxbarmOYsunmx+XdRCFCtH6FSe9E93nFwnArlyuNU6q8gij4sO4Wr6l+nUn+VTOkzAFhWCscxVyVMOU4V3bxAvvw34JhUai9RqPwdtlPBccrky5/FtKYQBBnLctON6vpJavpJDHMGx6lSrj2FZc3hOHVq+lGyxd93d8NUEHCwbXfRzZf/HEHwkC9/nkr9ZRynusqobAxzjEr9FSx7CcOcplj5RxynhmktUKw+RrV+CAeDdPG/NcZlrti3u1BKCEKAfPlvsKxM8647jgmCiCCoCIIXgUtegJXuue1UyZe/QLHyNXBsTCvVuK8Wtp3DsBYQBIV0/jcwzSnAanhKqgiCiij4uNxWFcUQpepj6OYyUcpGN0YpVL6Eac1imFNki3+E7VSo6yfJlz9Huf4CDhbZ4u9jW9lGH07DqHMa/6wVft5YvsuNnHvl+c4VP98ICpUaf/B3L3FmbIFcsdqI4dssZUp86dkTFMt1To/O8/fPnaRcq3NmfIGvvHiaizNJMoUKf/a1w9R0k9lkjldOjvH62UkkUeBPv3aIVL6MaduMzKb43185xPnJJSo1oxmD1g2Lat1EkSU8qoz6FvPo55L5Fft2PRJ1FjJFVFXmf3/lNUZm0uSKVY6dn+Evv34YSRR55ugFXjk5Rk03GjwTG8scxjJOYpsTK/TogFPH0g9hm5PQ8JzdbFz+Dq6lC7ze425sLDaOY3OJJ/TOQuAyjs873Lc/oLFzdzcvPnuWL/zNIf7yT1/gzSMTPPiBHe/wSG4My9kPTz9xir/5y5f58z9+gb7+FjZtWTkrYjVsyDMwOTzL7MgCmYUcpm4yfmqaH///fx+x9pU9A+lKhXNLSX543x7gkoTxjcC2C9TqRwl6vxuf534Ad2fcgKpsR5JaG67yZWKdH1GMYppJavoJgr7vBSR0YxjBsfFr9+P3PNpoYfURWnaOSu0lwv4fRlN2I4ohDGuSmn4cn3Y3ohhDNyYRBB9+zweuey2i4EWR+wj7/0mjX4G6cZJq/XVsu0Cl9hSmNYNhTWKYE2jqrhVaUfB7HiWV/zVkqR0EGdNaQJG3UKj8LaY5heNUsawktp2lbg7jEfet2Ld7v7x41N0IgnaZZ0BBltrQlFswjHE0ZQeqcklF8up7DqDrp1CkTmT1Vnyehy67t07D22KiG6ex7QIOBoLgR5Y6UeR+ZKkdj3oAUVgmKIru/Rb8LMdZHQwqtacIeD+CqmzDtgssGzkOBh5lP6o8gKpspaa8gWWnEMUgplPBsNL4lK0Y9hK56st45D4C2i0YVpJ05Ru0+D+BKq2f5OoaqIukK0/RHvhhpKt3nNc938CwkqiS69LTrQUsu4xP3bShdi6HKIpEQz4+cd8ufJpbrbJYqfPKqXEK5RpvnJ+hUKriACPTKRwH9m3pYktvAp+mMJ/KMzqb5uTIHK2RIHfu6qe7NcL0YpaxmRSKJKLKEolYkO99cA+XEwLbYgF62iK0RPzsHuokGnxryphvDM+s2Lfcm2iWwT4/sUShUsMwXRKfR5V56MBmDmzvYSlXQhIF0vkK3YkwVv0FLGsCUexElFZKmxNAkAEZSz8M6q1I4tuwMDgFzPohZM8HWGsKduwkln4C2fMgN8ItWQu2eRHHziBrt7PBveFNQTDk5eA9W7jz7s03RbVvI/B4FLZs6+Df/9qnrvj9e8172N4Z4cPfdQuPfuyW5u9WJmCvjQ0ZAx0DCQJhH7Wqjj/kZeiWfvxryHAW6nUuptI8OHRt+txbh9BwFdebO00c89JfGwaH01zU3Ukq6Psklp3CNKdJ5X+dtujvIAgKjuDg2LV1xZMFQUQQPNiNXbqDgeMYjVi5QCz4zzGtJLpxjnTh90hEfsOdXJw6YINjY9k5LnGCl3fal9VXR0YSY/g8D+D3PIqDjij4EYXV00REwYck+NGNC4hiCI+2r9GWhqbuQZY60JTdOE4dWWpFEHwr9u1eIziOcNXvBBxnmZm6zAS/6pgr7jkgqs37c/m9rdbfcF3+qIT8P0y1fhhoZHYgXDaeS300Uxiv6FNAELzYTg2wABvHrjY8FgKCoIKgQJNR62DaeepWEt1awKdsRRZjCILcGLmMIsVZ3h0ZVpq6OUfNnMKrDAAihpXFdsqIgoZHHqBsnEMRI6hyO7IY5VJGxSU4joNuzVMxRhAQUaUEkuinWH8TTe5BEn2YVp5s7XkS/u9BEv3UzWksu4JXGaRiXKBuziJLEURUDDuN7VTRpC48ci+yFFnxnRAAVZaau67l++hRZe7Y2cv+rT0EGkV3QgEPC5kCutnIbgB0w0JVJDRVxsFxBUwE3B2/IrlpeoLg9nE1GbiRFXL5+/NWoCrSin2PzKQoVd3sg089sIezE4sojWMFQUBt8JKWu3WcOrY5gll7BgQRR1aw7RSC7cWofAXHKSHJWxGV3QhSAsQ4WPONc00cu4hR+VsAJGUnojIIgg+z8hUcTCRlN6I8iCglrnr2Bo6VxKh+xT1Xuw1BCOPYCxjVL+E4GUR5C6LYBtQxay/gOCVk7SEQfNjmRYzql3GcFJK8DUHqxLFzWPVXcLCQtXuxrQUcawHHKSCKLThOBUm7G+wClv5G47gHcOx0418Wx84haXcjCD7M+ovY5jlsawpJ2YkgdmMZx7CN8yAoyNoDiHLfqpylG8Wl53TzFmDHcTAsm2K5RsjvWVVO+XKS9s2AZdsYpk2pUice9t2wUWFaNrphUqubxNZIcb5ZwlAbMgY0r0redijnyhg1g54tHchrsVwdqBomj587j19147XtwQBbbyC1UBR8qMpmStWvAxq6cR7HMXBJd0Xq9VPoxggOJpXaK2jqHnAsDHME01rEtnM4jktSksRWRMGHbp2lVHkcBwevdjui4Mey8+jGWSwrRa3+GjgmohjGo+6iWj+MbZcwrRkEZGSpC9vOU9fPYjsFTGux6dZXpE4q+muY+gKmNdtwvV+ek3/lQ5SkVhS5n0r9ZerGKRwsVHkzkrxyLGp5gVaVndSNk4h2AL/3g+7zUrZR1V/HMKcaj8NElh7G3QFc27ft1F3vgX76sus2kKWuBrnwSrjhgCJ1/dp7Lksd1J030c0LlCo2juDg1x50n5OdxbDnkPQYjrMc13JJlrLUTrV2GMcx8Ki73XvrlKjpxzHMOer6KWSxFUUZxKPuo6Yfc58pJpZTRJH7MK1lvYnLr89pED0dbLvaMBqVZpEcQRDAkZvn1M15KsZ5HGyqxhiC4MFxau54RbCcIo6jU7fmAQFFja9acMeyS417W8Gwsw1johdZiiMKihuacgQkMYgoaDgN8iPYVI1RNLkb085Ts6awnQpBbR81YwpZiiITWbHPS+/GJaiyzJbeBM+/OcLobAqPKuPzqOyPuqG72WQe3TDxeVRKNZ3WSIBtfQnGZtMcvzjLfLpIrlwlEQni86jNdNCrIYkCbbEAJ0bmqNVNtva2MtC58vvrOA7FSp3R2RQjMykW0gVePzvJ7sEOhrpaGJ1NXdN3oVJjMVNkfD5DayTQEKi6LIXxmjGJCGIYQYwhiFFEuR9RagM0BKkLx5rCtpfAHEOS2q7gCbmbjRK2NYGsHkSQEu4ib57CcSoIYhDLOAuOfo0xgGPgOAVsaxJZuxdBjLukXqcMSK4BIbYiiAEcR3EXe3MM27yIKG9GEAOAjCgPIYgtONYitjWD49QRxABm/RVwiiBoCGIc287j2CkE4yxgXnbcCw1PnwpiAElqx9KPImsPuN+14Gv0EQPqONYijlNAkvcjiGG+FR6DG4HjgGla5Es1/B71bamtUCjXyOQr9LZHm7tw23bQDZNCuUYstDZh9moksyUM06KjxfWGCoKAZdvU6gbFSn1NY+BmYcMEQtuyqZbqZBbzGLqJP+xbNZvAqygkAgEuptJEvF5Ewa1ouPUGBN0EwYsqbwKkxqQvIUlRBMHXIL/Nu4x5bExrDtXZDhiY1jymtYggKHi0W0GQkMUYstSBKIYxzHEcATRnF4Kg4jhlTGsORe7DsvPYdh5JSqDKO6jUD2Fas4CDJLUhS21YVgrDmnYndsGLR3VDI7Lcg2icxLKWMFlCkbub7m5JjKLIV3pNJDGOIvcj1F/HMCfcBVxs5XrxPE3dg2G5O25VdskqqrKJunEe055qtGWAZrnjXqFvHAvbrlxx3ZaddyfIxr2X5e7LvBTOqvdcFhPIUju6Oda8t45mIolxJCmOac9jWDOoymZE0Yu7m9dQpH4qvIxpzWPZ/ciSg+PUMc1ZZKkNsDHtJIrTj6bsoqYfx7KTgIQsJZClDmSptZE3HmgYa71uBoeg4DhWg7hYBgQsu4IlVrDsCg42ll1pLNppDCuNIrW4C7NjADaioCIJfgw7g4CMaecwBHe3btkV13PgKA2PgwvDzjaUGHRMK4coqPjVnchCAFHUAAdZDDXCCyKOo2M5JSynjGFl8Ku7MO0Mhp1GQMCnbKdUP4Vt11Z9HxRZckl1l+3aVUVisDPOq6fGSWZLIEAk4HU1LICabpDOV9BNm0Q0QLSRUZDOl0nlyyykC8RDfhLRAB5VIeDV6O+IXdO3LIn0tEV54/wMqVyJ9tja4ie6aZLMlZElkUjQy2KmyPa+Nvo7Y6TypWv69nkU8qUq00tZ5lN5etoi+D0amioTD/mQG56BeMiPIAhoqgdBDCDKPQhSO6I04C6udhZR6gBsHGsB255b2RkvCAhSAkFqayzmOSzjAoIYQpC6ccxhHCe3wnm4REUpgSi2ud+IGER0WhDEOJKyz51r7ApQRZA6ETGwzZmmASBILY3jZMzaKLY17xo2Uhe2/ho4JQSpD1HejG2cwcHANsdB8CGIUQSpA1t/BYQQotSNKA0iypswak8ieD6MIMYRxU5kdS8gYdsZd4y0IUqJqwyjSzoFi5kiluUgSyJej4JPU1jKlnAcB4+m4NUUylWdumEiS2JT2E1VJHTDwrAsfJqCz6MiiiKpXAnLsvF7NTRVom5Y6IaJYVr4PCqS6JbHjgS9iKJAvlRDECAcuNIz7TiuJ2k+WSBfrpGIBqg2yKeGaWEYFkG/p3kdoYAHURBI58t4VMXNKChWcRyHcNCLKsvohkmu6G7ulvufS+Y5O7aIpkgE/Boe1b3eZLZIsaJDh6sfUKrUKVbq2I6DR5UJ+T3UdINy1c0saIkEcHAYnUmRL1YRBYGAT8PrUcgVq2QLFfSGrLBp2eSKVeq6qzYYDXqp6gaGYWFaLrckFPASeIvS9BsWHbJtm0qhytipKf7h95/g5//7j9HSee2EAFA3TUq63pxsbMfBI8uEPTenDr3rERDXxfh1HBOn4U4WhatfIBswcNnD1+6YV25PxyXbXS5SYjT6EBCFy3NbL5F01utucx9LjUuM5hvJwDAB03Wdr+AReDvh7vyty65buOx3yzvxqyeb5bDPep+tW3Hweve2bs5TrL9BWT9Di/9jCIJGqvwYqpQgqO0HRBaKf0nc9xFAcF3ydhW/th3dXES3lhAEBb+6nWLtGJLox3bqyGIIj9zHQvFztAW/H6+yCVkMNq9nsfQFBCTAxsFEldqpm7P4lM2NEITAQvHzjTGJFOpH0M15Yr6HqRpTgImD4L7DTp1E4AdIlr9MUNuLV7lWzno9WBaOkSQRHIdvvDaMpkgMdrXQ0xZBuapSmm3bmJaNIq8vNdhNB3XDJqJwYzoOK/Vt2w6mbTcXmuuNyXEczOqXGsbAIILox6g9i2MlEeVuHDsLgori/R4s4wy2cQJJ3Yco7wAcbGsOo/IFRLnXDU+ZM43Fut1dPMVWRLn7mj5Bx7YWMMqfRVJvcUMRqNRLf4gn/KuAB9s8h2WcwbHziNIAtnkRWbsbBC965W/xhP5/gIpZfw7bnHAXebEdQQxh6a8hCBqSuh9LP4dtjbiGgBBsHJdAEMPYxikEMYqkbEeQuqnlfxUt8EtYxmlscww18BOAOz84dg7bHMasPYuk3Yus3dH0DC4/18898Qblik405GOou4XBrhhffv4UpmHS2xGjvzPGmZF5FrMlIgEPy6tMe0uIVK5EtlBhqLuFrX0Jgn4PX372BIVSjd2bOuloCTGfLrCUKZHJlxnqaSHo91Cs1Ll37yBBn8aLx0ZRFYm79165obFsm2yhwldfOE17S4iDu/vJFiucG18knSuTypXZu7UL07SRRJHbd/fi96h85fnT9HfG8GgKzx29iG3Z3L13kI7WEIvpIk+9fgFVkXjowGZUReLkyBzPHRnh4O4+dm3qoL8zxvRijjeHZ0nEAjxyx1bKNYPj52d4c3iGumHS1xHj4O4+xucynGp4zb7rvl0gwNOvn2diLsP+rd3s3NTBpp4WDp+ZYi6Zpz0e4sEDm8gWKrz05hgzSzl8msK9+zcxMZcmnSuTK1WxbYdbt/dw646et6Tjs2HPwMz5eWYuLmDbNv/mz38O1bsyeRAgX6txIZnm7v5eAE4tLCKL4k0zBjY2fKkxIa8EAfdD2AhWWnhkhBXH5LL0N46bdZ9uTNzmxiByrZtxpd9djo2+lus7XpXaifs+2lzsAXrCv8jlxshg7Ncu+9nBwUZAolQ/gSK1Igk+CrUjdAR/DJr1N93jh+K/ztWGliAItAV+gKsVGh0shGa4Bnoi/4LlZ+SRB5pt+5SdLCsvXiJ5CrT6ryQ9bRTKZQx/Bzf2r0gyiiQhrzCRCIKwbkNg+Xj5Jgk5rdS3IIByQ+0LgIxjT2EZRQRBcV3t5ihm9SsNd3wVyS67rvba0+AUAAtB6kSWt6GX/wTB6kJSBnFWIo06OWxzDLP+Iq5h33gHBA+ivJV68feQ1Xtcn59j4ViT2E6FS7ycAKLUT734u8jag4hSPyBj1p5AlLoQlR3g6CBcKaojqwdx7CRm/RVEqRNR2cklA/uquyAlwJp2x6J9EEH0YxvnsMyLuBukK/eKhmlx5MwUrZEAH7yzm/Z4kGKlzhe+eYxH7thKIhrg9Og8X33+FJIo8rF7dzK5kGUxU6RSM0jnSuwY7GCwK8bhM5O8fGKMH/nIbXz8/t2cG18gmSmxkC6iqRJb+xNs72/jmSPnGZ9Nc+v2Hp4+fIHt/W3UDRPfCmuPKAiE/F4eOLCZV06MoZsWlapBtWawbaCdXUPt/PXXjxIJeulpi/LC0VE297qFyC5MLiEILgG2oyXM4y+f4a5bBlAVGdu2+cEPHiAW8SMKAtW6wXyywKc/tL9p6C4rdb5xbhoHh/HZNLbjsGdzB6oqU6kZREI+9oV8dCbCXJxM8sqJcT710B6GuluIhnx838N7m+3tHGzH51EYn3Ozuh5/+SzbB9q5p2EAfebvX6G3LUp3e4QDO3vxqDJ/8bXD7NvWzVv5NDZsDHQMJmjtibsFMiaTdA21Ia4i6pGr1ji9uMQ9Ay5zd65QQBEltra2vCXL5WpsxBWy1rFvyaWywjmrt3N9He+bMaZ3oq2b0fc78SzWPu5KIuJVRzX/y12O3QU65vswll0EHPzqTq4kUa7U7tX9is1jHJxmu8t010vG2kptidf87kaf6ZXnO9y1e8BdYFdZ8N/O5/JW2nkrbcueDwOSSyxFRPF8AEe93Y2lC6JrnAle1MDP4XrSPI2FVkTxJQAbQfA2f6cFfwX3PVg+7upBhhCVHShST+NcPwgeQET1fQLHqSIIQdznauDYD4GoNdr0AjKq77tdboIQBkFGlLqQlJ24XjMvjnprY9weRKkfx9ERRB84FpJ6x2Vt3YpL1FUBCS34KwhixNVckQca/IIIICBKnUjOPbiezCCXb5QcByo1Hb9XRVmWO3bcEJPHo6AoMggCpu2gaa7qpapIDcPQlT7WFAlFlsERyOSrvPTmKJlcmUjIhyiJ2I5rgEeDXjya7IbGPAo9bRGePDRMoVRl37Zu+lfgoSwrvwrLn5U7aiRRJBL04FFlcBwS0SCJWICXj4+SzJa4Z9+ga7SkCgR8Gqoi8aG7ttPXHkVVZMIBD1958TR7t3Szubel2dclkvNl322j38GuGIdOFjg2PEN/Z4yHb9/C8MQi6XwF03TDFZZtN85fob1lTk7DrVLXTWRZRFNlN+Rh2jg4BLwaAZ+GiOBKXL9FbMgYSM9nyS0VKBeqWKbJ2Klp4h1RlFWMAcdxhUOOz83jVRSmcwXi/htnWb6P9/FO4HJCoCJGkAQPDg6S6GsesZHWVmp3fe28vd+LIAj41/DwvdtQNIo4OISU0PUPbsCdXK/mLvgRJJencbm1LlydVuo4CGKcS6tMY8KWEriCZ8IV51/qUwLHA6JK2argFb1ITS5JCEEIXOrbcRAk9+eKVUURJRRRvvY4QUVwvCybqoLgv6xD7dKbIoDg+JvHXT0+QVombimAhiDYl90HxTUChEZDl71/kiTS3xnn1RPjVGo6iVgQv1dl11AnR89M49Fk6rrp8j1y5UsLGizbApwZnWdqIUu1btDZGqJSM5hdyqMbVjM+DpcVmxLcHb9HVWiNBMgUyngUmeAK72xdN0nnypwamWd6McvEbJq6brohMfFSrQZZcmtgeFSFfKlGKOBhoCOGbbuiXKZp09Eaplo3KJRrzCzmyRaqVOs6lmXj1RSCPo3n3xhhc28rPo/KYqbI2bEFphdzjM2kiYV9VOsGqVyJcNBDplChXNXJ5MuUK3pzXABBn4d0zg0DbO5twaupjM2kuTC1xGK6yNhsms29rcwl88wnCyiyyJa+BI5tu/Lh73Q2gaGblAsV8qkSggC1Uh1nDUvEr6n0RMJM5fJ4ZBlNlol4PDdl4O/jfbyTEAQJ6fKJ921ESa+jWzYx71vLzweXn6NbVlP+u2oa1E2TiOdSm2Vdp26ZxLxvP1P5ZsGwDbJGDoCAHCCr57AdC0mUGmEXsB0LTXJDbJZjYTsWqujGw3VbRxJEJEFCtw1sx0aVVCREbGxqVh2v5Bp9pu2SbVVRxSt5mwuJ5VgYtkHJLLm/R8B0LCzHRBM1dFvHdmxEwV3QBQSmytN0eDvxSh5sx6ZqVfFIXiRBRLd1TMfC0/AKzFRnCCthomq0Me6rQnzr5DVt7LjL+lgjzVoSBboTYbyaQl03KVXq+DSF7YPtvHJ8DN0wiYV8dLaGmZzP4PeqxMNu6faAV6Vc1anqJrZTpS0WJBbyYVg2hWKVoF9rFqXSFDfTRRQE2mJBTMtd9OIRP4Zl4dGUFesrLHNJHNuhJRxweWqaQiLWyIABetqjRENefB6FrX2JxjWoBL0alm2TzldQVQVPY5PraljY9HVEiQa9KLJEOOhloCtOKueKYKmyhG3ZiIJAS8RPXTeZS7rVSPs7YrTFglyYXKI1FqQ1GkBTagR8GkG/B0UWaY8Hqekm+XIV3bBQZDfNV5VlYiEftbrBlr4EZ8cWyBQqeFWFPZs6XEPD70FtFNja1N36ljfbGyYQlvIV9KqOP+xjcTJJx2DbqkU0HMehblkcmZ6lrBtsa43THgzgUd7XCn8f3/5wHAfLcbAdp2kAOw3JW1EQL/uZ5t9tx2E4lSRXr3Ffb3+zLbvRju3YSILo6sU1Pl1BEJokXXcj5aYlTRcK9IXDyKLITLHAbLHAHZ3dzTGNZNIslks82H8zdUDeXuSNPGPlCWRBYmtwC6+mXqNqVfHJPpQGgdR2LOKa60KuWTXqtk5Ca8V0THJ6DlVS8YgeMnoW27GIqBE0yV3EF6qLdPk6cRyHslnGAVq1Fvp8vc1JtmpWSdaTjJbH6fP1YmNTMStUrDItWivJehLLtvBIHkJKCE3UeG7peW6LHSCqRqnZNSbLk3R6OvHJXjJ6lopVpdPTAcCh9CH6/H1sCWxuXse7EcsubkkUmwTB5XdyJQGhTL7Mk4eGuXPPAG3xIJoiI4pCk5Qor1Gd0rYdqnWd546MkIgH2NzTSjT09hixjuNg2Y5bwbGRMmjZ9iWlxMu+ZcOyUVYZ9989c5xo0Mferd14VJk/+OJL/NjHbqMlGsBpSPNffY2mvXp7bp9r3+MbwYY5A+Vcmenz88yMLLD99qE1PQMAmiRxT4NA+D7ex3cSdMviTHKJ0VyG7mAIRZIo1uvMlYr0hiOEVI1kpUymVmUwEkVAYDyXJV2tEL2KZJutVpnMZzmbSrIn0Y7lOCyUigB0BIJMFfJUDJ32QICQ5qFumnz5/Fn+ye69DEZiDU0I91s9tbjIeD5DulrBr7x3wgMAITmEjIRlu4qDFhaaqGE7NmW7jCRIPNh6P08uPo1H0oircXp8PcTVGE8tPsNtsVtJ1dNcKF1EQODR9g/ySuoQqXrKJWZqLUyVp/HJXhJaglatlYgSvmJyzhk5zpcu8nDCVdY8njuBLMrsCe/hueQLWI7FnbE7qFpVpirTHIzfSZe3i05vBwICZbNESA4xWh7DwWFrcAt7wq5GveXYdHm76fJ0ElNXztJ6t+BKYSl3oVprU6ooMp2JCD6P0lj4L/3temTTZK7EiQuzZAoVPnDHFjf2/zZCEq+8ttXGtxaJ9badfQyPL/LFp95EkUW+675dhINe976tGFZiTUPg8uPeDmz4jmaXCiRnM/hDXsZPT9M51IaiKggrWCnfadyA82dm+YcvHObUm5Mr/j3WEuA//tb3EW8JrduqGzk/zxNffZNDL15Y8e8+n8Z/+Z8/RKwl+C0pw/vtgEyqxNlTM3zu/7yIJIv8+M8+yObtblWzG4FhW5xOLvHxLds4NDNFqlrBdhwuZtLIgsDpWg2PLBNUNYZTSXTL4oODm5oGweW4mE2Tq1X55NYdKJLEVy8Ms6O1FUkQeXV6ippp8P07dnN8aZ6yrrO9pZVN0RiDkRheRaFTDtHmD+AAJ5MLPNDXz1ypyEyhcEPXuBocx2HswgJHXhtl7MIii/M5Cvkqtm3j8aqEwj7aOiLsPdDPQ4/uulbFcBWk9TTztXkM2ySiRoDLvSruDv1I5ige0dMMB6ii6zEIKUEuFkexsfBLPjJ6liOZo4BDS2MHbtgG/f5esnoOednNf9U8pkkaYTnEC8mX6PO7G52yWeZM4SxhJUTJLDfHJDTGVzSLpOop6nadpXoSRVQREQkrIRZri6TqKbq8XXR7uyibZdJ6hpASal7jjWLs4gJPf/0kLzx9dsW/a5rMb/6vHyHWElx3eeNrVEibHIOV4feo3L6rF0WSrthhr2edaAn7uXffEJZt41GvfSY3E9de11rE4NXR1RomEQ1w1y0DCICmymt6P9ZzTde7xzeCDRsDgYifYNTP7MgC0bYIgii+3fym9wxESWy6veo1g1rVFYRYhuM42NbGioG46SruRFmvGVQr+hVt+vwalvXWGaTvJVimTbVSdwk8fg1FufFy2ADpVJGLw3NMTqQQBRgbWaS1PXzDxoCAgEeWuZBJoduWK1dqW+xtaydTreKVFXdnIUBnMMRcscB4PstSpXxNoSKPLGPYNm8szNEfjiCLIoulkhtflSUM28LXCL85gCJKVE2TbK2KLIlokowsijiOgypJTObzZKqVpqv3ZkLXTS6em+fv/vpVZqYzFPIVqmUdXTdxHAdJllDVPLlsmb6BluvpaV0Bv+xnZ3gHtmMTUSJootZ8B9L1NHPV+eYCLSCgSRpeyeVJbAoMNb0jFatKxazS6+tFFIQmqdNyLAJygJgaQ5M8eMRr03v9UoDBwCA1q0ZICRKWQ5iO1Qj/CBi2QUAO4pG8eCUPAgK3RvcRUSNYjkVMjSMKIpZjoYmqe67jEFQCAOwK78QreZrjvhlYcR4xrea9VzX5bZ9HRNElAb4VSJKI9z222ZEl8aal174T2LAx4PFrRBJh9JqBN+hpEj7eB4QjPvbs7yMc8TU/uImxJeZnc1TK9es3sAJCYS/bd3UjyyK1RptT4ykW5nIUC6tVMvz2RCZd4uLwPLWqzvZd3bR3RW5Ku47jYNuO6+e8CSmvy5BFkYFIFNux6fAHiWgedMtiIBrlYjrd1NsQBIEOfwCv7H6OEY8Hr3zlpNnqc4lTxYaIV28o7BKlcBiKxigbOpIokvD5kUV3EuoLRdxF7qrFdjASxXYcQpqHuO/mTlaO41Cr6rzy/DCHD41gmTahiI+e/hYCIQ9iQ0nOqJv4/BqRWGBDmwmv5KXL29X8OahcyhCQBRnLsUl4XFngq7M2WrSWZl2QilmlzZOhzZNwU7oQmnwOAYHgGrVANElFFWPNYwVBaLZ7ZZ8aAdmPg0PvZQaKc9kDubzfZR5Jl69zxfHfCIIhL1t3dGLbDrWaTrWiMzOZZmEuRz5XuX4D7+PbHhs2BizTIhD2seP77uTc4YuIkrvbWMkgsB2XeLGsZmbatiu/cxMn3HcTEu1hHv34vubPjuPwj184zNf/4RiT48m31GZLIsSDH9rFgx+6VLHw8S+/wZOPHefc6dkbHvN7CSPn5/nqlw6Tz1X50X96300zBuItQbZs66CrJ47mkdm8rYNYPHDD7WqyzIGOzkvSRJd9I5uirlvabhAIJUGgv7FIX30sQFcwRGcgSCMBrHksXBm73Z1oB9x37xNbt1/TliAI3NHVs2o/Nwrbdijmqzz52HEM3cIf0Ni+u5v7P7CTgU0JFFWiVjPIZ8rousXg5sRNG0NYCeGRtDUX0eW/eSSNLcFN7mJ+mZjTehfgq49dT5+r/ryBtt4q4q1B7v3ADu69rDzvE199k6ceP7lqWPN9fGdhw8ZAejZDeiFH95Z2ho+O0b25E1VTrrHuHcchV60xlctxS4c7QU1mc0iiQF8k8p3jTWjkyd7cNnn7WCTvYpw/O0c6WUJWbq6a4koT5c3C9cp2X51mu1barSBcqaF5vWM30u/NQrlUY2YqQyHveq1uv3szD31oN3fcs/lt6e9yKKKCIq7PDS0J0hVehe9IvB1z0/t4z2LDW/SOwTZibRG+/n+eo627xRUcWuGFcoBMtcrphcVmWtTJ+QXOLC5hvg1xyvfx7Y/zZ+ZIJd8ewtv7uDnQdZNC4ZLbuaMrQrz1xr0s7+N9vI+3Fxv2DJimhV43sAyLcGsQSV6ZMzCVzXF8do7D0zNuDqoAhmUxGIt924YJ3sfbA8dxSC0VSC0VqFWNb/Vw3scasEybeu2SDr6iyDfdk/M+3sf7uPnYsDFQLVYp5cqoXpVauY7dKJ14tUEgiSIBTaUjFMSruN6D7lCInkj4hlyUhmFRyFWYn8tSyFfR6yamaeHYDooqo6oyvoBGMOghHPHRklhbsrRa0cllyyzO58nnKhiGO5HJsoTPr9HWHqatI4KmySumT76XYds2lbLO9GSKfLZCraq7teEF8HgUIlE/LYkQ0ZgfzbMxFnA2UyKdLFHIVyiX6ui6gW05yLKErEiomkww5CXeEiAaD6A28oaXWfSzU2kKhSrVik65WGNmOkM245Y5LRYqHD8yTrGwcgnf3v4WevriBELXsrENwyKfLfPG62Orjn3XLT3EW4N43oJEbzpZJJUsUMhVKZfrGLrpMqF9KsGQl1g8QHtnBOGy1KqrMTOVZnoiRalYY8uOTjq7o5iGTT7nvqe5jKt6JggCinLpPe3ojiGvYpy/HSgWqsxNZ8jnKuh1E103yaRKjFxYaB4zcmEBQRQ4f2buinM1j0K8JcDufX1r9lEqVslmyqSXis3vUxAEFFXG59dobQvRuY7rdhyHTLrE8OlZajWDaMzP/tsHG33USCeLpFNFSoUq9brpauprbh/RmJ++wbWV3QzDolyqMTedIZMuoddNbNtBEAU8mkKsNUBHZxR/UHP1+9cJ23bIZUosLuQpFqpuhpLutq0oEooq4/EoBIIeonE/LYnwTRejuR4syyaTKjI/65Ka63UDy3KrAvqDHuItAeItQcJR/7rG5jjg2DZLiwWWFvKUijXqdQOzkUUlyxKaR3G/qaCHeKvbtqvtf2Vbw6dnSC4WqNUMfH6Ng/dtXXMM1YrO/GyWi8PzAGzZ3kFnd+ya+a9WM8ikipx6cwqPV2HPvj6i8QCWZVMu1piaSFHIV6jXDCzLQZJFfD73XUq0h4nE1lYzLZfrpJYKZNMlinn3nQTc9c2vEon56eqJ4XmL5YpXwsaNgVKdUq6CpEgsTacxdRN82jWhgp5ImKCm0h0Os6u97YYHatsuSzmTKnH+7CyHXrrAxFiSQrZMteq+fIGgh2DYS3tnhN7+Frbt7OL+h3de09byglMu1ZmZSnPu1AxHXxtl9MIi5VIVEPD6VNo6Ihy4c4iD926hvSuKP6B92+TyG4ZJqVBjfHSJZ75xipHz82RSJapVHUGAWDzI5m0d3HJrHzv29NDV434Q15twbcuhUKhw+vg0p49PMj7iZlMU8hV03cTnU/H6NcIRH70DLey9tZ877t6CGrv0Ktq2w2svX2T0/ALJxTzzczlSS4WmytnSQoF//OKRVcfxie+7jY9+6tYVjQG9bjA5nuR//ObjOLabRXB1Gt+//Pffxa13DK7bGFjORijmq5x4Y4ITb0y41z2Xo1yqoqoKrYkQvQMt7NjTw133b6UlEVp1ATt1bJLHvvwG4yNL/OTPPcT9j+wkmykxfHqGI6+OcGF4gVKxiigK+AOe5nv64Id205IIuobrO2AQLC3kefKxE5w/O0chX6aQrzUmv0thwFeeG+aV54avOTfeGmTf7QMrGgPLz6NYqDJ2cZFzp2c5eWySsYuLlIpVJEkkEHSve99tA9z/8E5aEiE8XmXN73NqIsVffOY5lhby7Nrbw77bBqhVDcYuLHD8jQnOnJhmaiJJPlfB41EJR3x0dEXZtbeXvsHWVdt1F4YSE6NLvPTMWc6dniGXq2AaFrIsEon62XlLDwfv28rApjZaWoPXNa4dx8HQLQr5CqeOT3H00AhT4ynSqSLlYg3dsAgEPfgD7mLb3Rdn1y09PPDB3YjiO+OJcRwHvW6Sy5Y5fmScQy9eYHIiSS5bQa8bqKpCZ3eUnXt62L2/j207u4jG/WtmoC1fdy5b5vVXLnLs9VFmpzNkM2WqlTqO7eDzaUTiAVrbQvT0tbB7Xy933L3Z3VBc1e6z3zzN6y9fJJUs0Nkd4457Nq95f/K5Cq+/fJE//6NnAfjpf/EBHv7InmueV7lY4+ypGX73175KvDXAr/7a9xAMeSkWq5w/M8dTj59gYnSJbKaMrpt4PAqJ9gi79vZw70PbVzUGHMehUq4zdnGR40cnOHdqhqlx954iQCjkpa0jwqZtHTzwyA76hxJ4vOpNWZc2bAzEu6KUcmVOvHiO/p3dSIq06o65Zposlco3NMDliaFa1XnuiVM89fhJzp2eWfHYXKZMLlNmejzF+dOzzE6lVzQGAHTd4u8/9xqvvjDM+MjSNX+v1wxymTLnz8zyzceO89FP3sojH9lDa1voPU9+dByHidEkzz95hr//3CE3re4qzM9mmZ/N8vLz5+jtb+GHfuJe7n9k56qZI47jYJo26WSR3//tr/PmkfGmJX85ioUaxUKNpfk8F8/NMzedZfP2zis+DsuyeeYbJxm9sPjWLnCN5yNKIv6Ah6Et7RTzFUrFGtWqjqFfO9b1wrYdctkKv/9bj3Pk1ZErdCAATKPO5HiSyfEkh148z2NfPsp/+M3vo6s7hrrGwu04DrPTaV55fphXXxjmxBsTXGW3UK+VyKRKnDs1wxuvj/HjP/sgu/f1Iklv/zuaz1U4c2KasZG39pzWGmG9bvIXn3meo4dGWJjLXfE3A4ta1SC1VOTMiWme+vpJfuSn7uO2u4aIxgLX/T7rNYNioYZjO7z0zFn+5s9eZHE+f8V3UDJqlIo1CvnqmiI8juPwxutjPP/kaV565uw135Jeh0pZZ24my7PfPM3Be7fw6Mf3cdtdm9x7sMq3VK+bnD8zy+f//GWOHV7Zi5XPVshnK8xNZxg+PcvUeIp7HtyO8g6FZQzD5uSbk3z5c6+t6GkzdIuLw/NcHJ7n6W+cZOuuLn7+Xz1KV09s1XnENC3On53lLz7zHKfenFqx32KxRrFYY3oixbHXx/ja3x3hjz//s3R0RlG1t1eZcCXkG4bf7HSGV54f5q//9AXXw3oZ9LpJIV9FFGHbrq4V21k2hB7/h2N88bOvUCxUr/neU8kiqWSRMyen+fo/vsHP/6tHueOeLcRarv/eXw8bvnO2aRNrj/Aj/+67EUURaY0XL1etcXZpiYc23Zj2ua5b/NHvPsHxoxOklgogQGsixJ33bqGnL0446keSRXLpMtOTaUaG5/H6Ve77wMqGAMD//M3HOXZ4jEy6hNensu+2Qe57eActCZdhXMhVOHd6lse/fJRMqsg/fP41Robn+MV/+zEi0fd25cWjh0Z59punePFpd/Lasaebg/dupbsvTiDoQddNJkeTPPWNk8zPZJgaT/H7v/MNQhEfO/b04FlhV2OaNifemOCzf/w8F4fnsSybUNhH/1Aru/f10t0bR9UUSsUq6WSJ2ekMZ05M8YFHdxOJXmklK4rEb/3BjzZ3mLbtMHx6hv/1298gnSrRP5Tg+37kIAcODq14fZpHQVulkqbHo7B5Wwe//Qc/6uZ3OzA1keTwyxf5mz976S3dz/Nn5/jbv3iZI6+OYFk2W3d0snNvbzPcUK3ojJxf4MQbE5w8NsHcdJb/519/gV/61Y+yY3cPXt/KHgjLtjlyaJQXnj6DgMDmbZ3c+4HtbNvZhSBAOlni3OkZXnr2LOmk6zl4+hsnMU2LA3eufG9uJnbv6+N3/uhHMS/zBKSTRU4em+Qzv/ckAJ/+8Xu4/a5NdPVeKa0riiLKKousYVj87v/7Fd54fYxyqUYk5mf3vj7u+8B2WhIhTMMilSxy/swsT3z1TZILef7sD55h5Pw8P/LT9xOOrC0WZdsO+WyFl58f5o/+2zfxNtzHW3d20dEZBiCVLDE+soheN9m5d2U5dcdxePaJ03zli4e5eH4eSRbZsaOLD3x4D23tIWRZolrVmZ5M85UvHiabLvHaSxeYncmgeWR27+tf0W41DIuvfekIT339BFMTacBNf925t4dNW9pJtIdRNZlspsziXI6piRRLC3ke/sgt7yg/4ytffJ2XnjnXdKnfdvdmDtwxSFdvnEBQo1LROXVskheePktyIc+pNyb5j//y8/zWH/4TojH/ikbWsdfHee7J05w5MQ3AXfdvZc/+Prp74wRCHhzHIblYZGYyxcToElMTKVoTYVoTIRT1W8NNMQ2b0yemyGXLPPfEaVoSIR744C66eqJ4PAqGYZFaKnL8yDg79vTQ2b2yzHRqqcArz5/ns3/8PLpu0tUbY9vObm69Y5C29jC6brI4n+PMyRkOv3qRfLbCH/3ek1QqOnfeu4Xu3hurY7FhY6CUK5OeyxKKB1A9Kv6QF2GVXYgkili2wx+/doSI161W2B+NcFtP97r7cz+4U5w7PdtcuLft6ub7f+Sg6xr0qU0lOkM3qVUNyuUaoigSa7k2daheNzh9fJoTb0yQz5bp7I5y4M4hHv3EfuLxAIomu9XFDYuBoQRdPTG+8Jcvk1wqMHphka/93VF+9Kfve0+m5DiOQ7FQ46Vnz3Li6ASSLHLrHYN8+sfvId4awutVkGQR23boG2hlYHMbTz12nFdeOE+5VOMfv3iYnr6WFd3QZ09O89qLF5gcS2JZNjtv6eGhD+1m87YOwlEfHq+CKIqYpoWhW9SqOsXifto7IgSDl1TeltsNBJfLtLqTtz/gcdUuAUkS8DVCDSthLUNNEAQkSbhiAfb5NDc99i1gYizJm0fGOXNiGsuyufuBbTzwwV0MbWkjGPKiqq6yW3dvnK07Otm+u4vP/9lLpJaKPPON0wDcescqC7cD2XQJVZN54EM7uev+ba54T8DNpe/tN+nflGDTtg7+x288hqFbXDgzS09f/B0xBmRZxH/ZcwJ3B3T5vdU8MoEGf+dKrJz6WCrWOH3C/T4r5TqbtnVw4M5N3P/IDmLxAKom49jQO9DKpq3t9A228ud/+CzFQpUzJ6b55teO8/0/etd1x55JF/nCZ1+hfyjBx77nAH2DrQRDnqY72NBNDtw5hG3bjXfxSti2Q7FQ5YmvHGN6MkU05mfP/j4++ek73TBAg2NkWTZDW9rpHWjhr/73C0yMLLE0n+crXzrCzj29CMK1LvNDL5znzaPjzM9kEYBbDvTz3d9/Ox2NUKWqKYiigGFY6DWDalWnXjdJtIWRpLd/QXQch1PHpzh+dILJ8SSKInHfwzv45KfvcLk2nsY8Yjl0dsUY3NTGC0+f4bWXL7C0WOArXzzCJ3/gduKt187Ps9Npxi66nJOtOzr51A/eSUdXBI9XRZbdAl1dPXG27eyiWqlTKeuIonDdEObbjeeePE0w6Gk+q0RHGI9XbSrS6nWTW+8cIhDwEFph3qpWdcZHl/j6P76BrpvsPdDPgx/cxfY93YTDPjRNwXYc+ocSbN3Zxe59vXzmv32TSlXnpWfP4fWpdHXHbojXtmFjQBQFTMNifmwJRZMZ2NWDKq28swlpGtsSraTLZXyK+7DUDbysjuNgGBaHXjxPOllEFAQ6uqJ84NHd7Nnfh3id6k4roV4zOfzKRbLpEqIkMjDUxt0PbGdo87W8hlDYi+ZROHF0HL1uks2UOfLqRb77B24jEPAgvgf5AyPn5xkfWSKbLRNvCfLgh3axdWfXNTGnYMhLOOJjdjrN1ESKkfMLnDs1Q2qpQDDkuSKebpk2F87Nc+bkNLWaTiDg4f6Hd3Lg4BBtHeFVdefXqpfpknyExnH2Vc/ZJQq5hKFvrVU2dtG9L8VCFa9X5Z4Ht7N7b881hmgg6CEY8qJpModfHuH82TnOnJhiYKiV7bu68fm1Fds3DIsdu3u45dZ+du7pxuu7dJwPjUDIg9en0tPXwuRYkqXFAsnFAqZprVtj/q3iEmHr0jNwNeevOkYU1l17oFiocvTQCLlsBc2jsGN3N3feu4XBTVd+n340whEvfr/GK8+d4/zZORbmchw7PMaHP7GPQNCz5ruh6xbzM1l+7GcfZP/tA+smty3DMi0unJ1jYixJrWaweVsH931gB1t3dF5zbDDkEAx7OfrqCMVCleRCgXOn3M1NrCXQfE6O42BZNscOjzE1nsI0bcJRHw9/eA97D/Tj82mrTvYbqz174zj2+hizU2n0uklrm7sT3rS1/Zp3LhD04POrZNIlZqfSjI8mOfzKRe55cJtrLF/l1ncJw3UEQSAS89M70HKN59Dn0yDq/rfjOFim/Y6TJq9GarFAR1eU+x/Zye59fYjStXNTW0dk1fOX5vOMDC8wPZFGkkXuun8be28boKMresVxgaCHcNSHz6+xZUcnJ9+cYmo8yeRYkny+cs292gg2vJr5w35C8QDFXJnMYh7LXF0zIOL1sL+rg/3dnWxuibOrLUFPJLzuvmzLoVyscer4FNWKTjjiY/O2Tu5/ZOeahgA09DSu+rNtO1SrOkcPjWKaNpGIj6Etbezet7IbUBAEWhIh9h4YoLM7Rr1mMDHqEuKujgm9V/Dm4XGymTKSJBJvDXL3A9tW/ZA0j0LfQCtbGhNcPlthdjpDqXgli79SqTdcdklEUaSrL879D++krSOy5iKw/IzeqxEXy7IZu7jI6IUFREmgtT3E/jsGXYndFeD1qXR0x7jj7s2IosD8bJbpyRSppeKa/Rw4OMTAprYrDIFlyLJEMOhKzUqSSKVcp1Rws2zea7Bth3yuwrFG/DnWEmDrji62bO9Y8XhRdN/hW+/cRDQeoFSsMTm2xMJsbkUezOWQJZFoPMDDH969YUMAXCPt6KFRalUdTVPo6W/hwMFNKx4rCAJer+vR7OyOYVk2uUyZman0NVyVSqnO8OlZ0skiHq/7/T30od34/KsbAm4f78y3tEyWPX50gmymjMer0NEV5baDm1YlsUWifjZv62DXXpcsOjG6xNx0hlLp2mwgWZGa7v5a1aCQcxn5zirPUxAE5JtUo+RGEAh62Lq9k7vu27pquv1amBpPceHsXMMT5eH2uzeRaF95rZRliWDIy77bBpElkXKpTnKxwOJV3JqNYsPGQGt3jJ0Ht3Dwo/s5+NH9eAPXFvJYhmHZLBRLfPbocf7syDFenZxioVi6hr29Gup1g5ELCy6L1HEY2NzG/tsH3nKBGsMwXYLhZArHcdi0tYPe/pbrMjF37u2lo9u10CzL5tSxSer191a++/I9P3NqmmKhSrihFy/Jkluv27JX/OcPeIjFL+1yZ6bSTXW5ZUyMLpFOFjF0y3VpP7ITr1/9llvrbzeKhRoLcznSySKKLLH/tkE0TV7zur1elQN3bUJshNYW5/NcHJ5b9XiAnbf0kGhb3YgWJcE1vBptGoZN+S3WwvhWYpmVPzPlxsl37u6hrSN83e9z320DRBsGWL1mcvLYxHWL7vgCGrfdNdR05W4ELlnW4uTxSUzTpq0j3Bznat+RZdlE44FmyGGZxHv5PGLbDiMXFigWq1iWTawlyN0PbkNW3j31XxzHNdhmptJUKzrxliC7bum9bmpnZ3eMHbf0NH++ODxPciF/zXFtHWG6++JYlstB+uqXjnJxeJ563Whm/qx3/XgnsXVnF4Nb2jacgg0NovBMhvGxJURRZHDzpXZWe5cEUWimKAMU8lVmpjI3dA1vK/VyplDghbFx/sPDDyAJIl89O8xoJsvWRCvrcWDW6wYTo8lmSDLRFqJ3sOUtj6dUqDE7mW7+nOiMrMgruBrtnZFmBTvbcava3Qj7/FsFx3aYHk9Rq7qFSp5+/AQvPHl6zXPsqyotlks1DP3KXefMZLrpLZBlkW27Ot9T1breKmYmU5Qb1y3JIn1DiesuXIoi0dvf0lyActkys9Orf8TBkJs/rnlW/1QFXC+OcFlYxX4Peq5y6RILc9nmz529MYLrqBzZ3RvH3wizmKbF2MjSdT0DmqYwMNT2lnfSpmExObqEZdlMjC7x53/0HH/1Jy+sec6y0b2MYqGKfdnProGw1JxbAgFtVa/ItwqWZTM5utQcdyDkobvv+sS1cMRHR+cll/fsVJpc9tpMs1vvGEJAYOT8AplUicf/4Q2efuIknd1R9t02wD0PbGfz9o63PQS2UbR3RlbkQKwLDmSSRZbm81iWzfGjE/zYJ39/TVqag/s+LWds6bpJeQVPy0bw9uZhOA6mZVOo1fHIMlXTcGOK6zzdthzKpVqTnuTxKgTW8ERcD6ZhXbFj8nqVNSfZZSgNARJFlbBMm2LRrcv+XoLjuCQV07Sa8UXbdppiFuuFbTnNAjnLKJfrbjlUXLddOOL/thNoWgmVcr2ZRigIAoHg2q5c90BQVAlVU9DrFnrdXL2ipeCGFkTx3bMzfDtRr5tUK3rzZ3+jTPVaWHYTq5rsEsxsh2Kxet3doygKDZ7Gxu+rZdlUq0YzVOg4Lm9mrZDpiu2Y9hWxfsdxCZTL35esSDdcRvtmw7GhVKw3ja1lcbbrQZSExnsvo9dNyuU6un7t3OPza+ze38cv/7uP8fWvvMnxI2PUKjrT4ykyqRJHD43S29/Cnn19bNvdzeDmtneF9ovHozSF0zaKWs0t771sKDq2s+Ewn3OVoflWsOHRZ5fyFDMlFFXBG/SwNJUi3hkl2nYtUSzi9bC9rZWT8wsIgkBQ0+gMBdc9sTmOg2lcukBREpFuwCJ0d7mXtScK61q0XALUJUKIZdobKcH+LoGrA7A8+QRDXjq6o2zdfi3haS3s2tfbdMkuwzLtSzG9hiret//SBZZ1pctyPZOSIAiIgtAk2l29W7ziWNwF4TvhXsIl0aplXE1GXA3L37EgCjiwrkVZEHjLWgwuae2SZ7C1LURXT4yevvV7LQXBzTf3eK90K5um3WQDLhs67zZY1qVrF0ShGZ5aC0LjnV/2iFmWs6L3RpJEwhEfO/f2YlkOvX1xpifTzM1kWZjLkUmVXLXIZImJsSRbd3Zxx92bCIV9N2kDcu1mZz0QJXHdJNmrYVl2816IokBPQzBvI8ZFoj3MwKYbE/fbeNXC+RwzF+bxBjwEIn6mz8+CAIGIH+0qxbaI18v21la+ePI0NdPkjt4eukOh9U9ugnBFPM9VjHvr1o8oCojypQdm286qxJTLsUyaWZ74JUl8T07QonipSlko7GX77m6+/4cPbqgNj0+9ZgITLp+0G4zo956xtHFIVzGG12OZO42iXY7tahxcj2kvfAdVlhOvWlgs68qd82pY/o6XhWzWu1N8684WoZnmCu5EfPtdm7n/4Q1UvRTcXfDVKpeuVHtjYA5XbF7eLZDkS/OfYzvrGuO1c+jqmUCSJBIIeLjr/q3svKWH82dnOXdqhnOnZlmYy5LLVjh3eobRCwsMn5klGPJw4M6hm0IkXPbyvJNw00vd/xZFgf6hBJ/69B0Eguv3gsuKdM28vFG8BdEhC72qY5kW42em2XlwC7KikE8WSVwleqCbJqlKhVy1hmHbLBZLdAQDdKzTOyCJAv6ghoAbI6nXDCqlOqyuDLomZEXCH7jk0qpWdOq16xMBDcNC100M3UKUBAJBz3uOHCcIrlt0eaK0LHc339Igpt3IN+Tza5elR7lkltWYsN9O8Ac9TTe24ziUirXrGpeO4yqz1esGjuOgqhI+/8ZrIHw7YrkWwDIqZf0afsrVcNOPTXTdwDRsPF7JDde8jWEVWRbx+VXXE9GI28qKREtb+Ia+I0Fw36nlucU0LYqFGm3vItqAIAoEgt7mLvzq0OtqsCwbQzebRay8PnVdO99wxMftd23mtoObMHSTk8cmeezLxxg+PUM2U2b04gJ/+LtP8N//z08SifpvWHnTsmxqVf36B95EeH0qiio3PVt63STaEnDDre/gMrNhv0YkESbR14Jt2fRs6WD48Ci1Sp3oCmznmXyB50bG+XcP3cd/fvRhJFHkYiq9bjeMqsmu661xQ5JLRaYn0muftAaCIS+9/ZdceYvzOdKp0nXPm5/Jks+6ZVlFQWBgUwLlLcaHvpUQRYHu3jger0IuW2Zy9FoZ5reCzh63AAu4E9iFs3PvuHX9rUBvfwvBsMsOt0yb8ZGl63oHDMNkcjzZdAtGYn46e1ZWJPtOQ6wlQGf3JZLZTKNY1fUwM5mmXHIncFmWGNjU9rYb67Is0TfQgigJzDdc2DcKQRDo6Y83QwPlUp2R8/M33O7NhCSJDG1pQ2p4WIvFGjOT15+T87kKc7OXyKFdPfEN58Qrqsz+O4b4D7/xvfzM//VB7rx3M7blsDif5/ArF8mvQEiUJBFRFFx+1Do2frWawfxlJNZ3AoLgvvuJthC2ZXPx3Ny3hKC+YWPAjeObVIpVMvNZ7v74rQzu6lkxtqVKEiGPxngmx2QmS0XXqegGC8US6XLlukaBpikMbW1HU2UEwU1hO/HGxIrFZdYDRZEINbQFRFFg9PwC0xOpK+J/K+HsyWnmGy+yKIrs2N3zLdHAvhEs75R23tJDMOSlXjNZWixw+vgkjnNjC/fAYIJoLIAkiRi6yUvPnqNeN29aCpAgNGLnjfndtm3q1W99Hr3Pr9HZHaOtI4xhWhw/Ok69ZqzJZK9VDY4eGm3GxlsTIYY2t79TQ35XQ1UVovEAA5sSgFtxbplhvRbcnPdSow2ZnXt63lZS2XK1yN37+pBliVKpxux0mvNnZ2+oXVEU2LS1A18jLTeTLnHohQvvqnQ6QQB/wMPAUAJ/QCOTcutDmIa15hjnZ7KcPXmppszQlram9Pv6+hWavANJFtl7oJ+dey7pwywtFFYkQ3u9CkpDBTSXq6Dr1qrfp23ZFHMVLpxdO9X3ZkMQBLp6YvQPJXAcyGbKbrGrzPU3qjcTG/5iqsUalmGz7fZNbDkwREtXFM8qghiqLBPSNEYzGS40PAK6ZTGcTDGTz1+f8SuJhMM+tuzoRPMoZNMlLpyb4/VXLrhlLtc4fyV25bL4x4GGQEYuV2Hs4iJnTk6v3IbjkE4WOXFskoXZLKoq09UTo6s39q5LbVkv9t02QDQeQBCgkK/w9NdPkstUMNcwiBzHjcsW8tUVJ+ZAw+PS2RNrplq9/vIF0sni2s+ooR52/YlOIBDyNnd7teo7b72vBElyc4KHtrZjWw7JhQLHj46vmDIFbjbHwmyWo4dGsG2HlkSIrp44rW1rl9n+ToEoCoTCvqY8czpV4sLZOUaGV94d27ZNOlXi2OExsukyPr/mfp89sRsqk74eyIrEbXdtwuNVcRyHmck0Lz59lkJ+7UwGx3FJgm4RmmuPC4W9bNrSTiTmp1rRGR9Z5NUXL7jCOzflW7oxLC/IexvaDrWqwfxslmOHx1Y12vK5CqMXFjjbmGc7u91ndHVVUdO0qdWMde3gTdO6Ys5S1ZX1PSLxAIGgBo4rMX3u1Ay12sphgOnJNOdOz67oYXi70TvQytYdXU2tipeePcfoxUUqldVDMO4a6GY13YzQxoa3t/WajlE3iLaGrsvu1ySJiNfDuaUU7cEAflVFFkV008Swr08yE0UBTZO5896tLM7nSS4WmJ5K88zXTxKNBojEXM3mZcUn07AwDKtZhU4UBAa3XMmw1DwKt9+1mReeOkMqWWR8ZImXnxsmHPETjfkb6lcCpunWJz95bMqNT2XLRGN+9t0+SDiyAcWyqz5O92N1uCFW2HITbwHbdnYxuLmNdLJINl3i0IsX2L2/j4GhBKGwD1WTkSTXrWYYllvvoWZSKdWp1XR27O5Guor0pCgSW7Z3Mj+bZWEuSz5X4fmnTiMKAkNb2/EHPc16BpZlN+sTVMp1bMuhuy++arEecHcjkYgrwSnJIpVyjYvDrvxsMORtEpqW824VTUZV5XXvDm9k+hzc3MbCXI4zx6fJ5yq89Ow5FFVm05b2JqfAth0qFZ3FuRyn3pzk4vA8gug+i4HNbg2D9+EiGPJw4OAQzzxxiny2zNlT0wSCHrw+jUjMh6LKzepupUKV0yemOX9mlkq5TndvnD239hO+AUnW9UKWJXbs7qZ/qJXR8wssLRZ47eULbN3ZyeDmNvx+rUloWx5vvVFHoFY10HWTW269slCRIAioqsy+2wdJp0qczc+QShV5+vET+H0qrW3hRnzZbdc0LUzDol53a7I4tsPglrb1x82vmkc2Ykfsu22Q4Ua9mFy2zLPfPEU0HiDeEkDzuKWkLduhVKhxcXieUw3ZXFkW2X/7IIn28DUFz3TdZHoiRbFQJd4SJBDU0DwKsixdxqNwBbWGT88wOZ4EXKM80RFesb5IZ1eMWDzoZu5YDq8+P4zP75an1zQFSRLQdYtCQ/ny5LEJ1sEpv+no6IywZUcnPf0tTIwucez1MeKt7rg7u2P4fCqiJLobM8vGMNz3qVh0y4bHWwMbymZZCRs2BhRNoVau8/yXXkP1Kjz8Q/cQiKz88XkUmajPy2Q2y70DfeiWSdTrZWtry7oJPoIo8OjH93HmxBS1qt6ccMdHl7jjni1098bctBJBIJ8tk1wqMj66SD5bIRYP8B9+8/uuaE9VZXbt7eHOe7fw6gvnmZ3OkE4WWVrI8+CHdtHSGgRBIJ+rcO7kDF/7+yPUqoYrzTvYyqd+8I5rSB3LTNnLLXPH/QPGZW4px3F3tbWa4eaONy+SJplm+b6s1aaum5eyKhyHatWgVtWbhtmyXLyiyE0N/+W2gyEvD394DwBPP36SXLbM//iNx7jt4CY2b+ugvTOK16+i100yqRJLC3lmJlOMXFhg284u+gZar2FAA+zZ34dhWAyfnmV6Ms2RV0cZH1licHMbu/b20tUdQ5JFtyxsrkpyqcDwmRk0TeHn/tWj9A8lVn8HBKGpmJjLlsmmyxx5dYT2jij77xgkGHJ16GuNstNdvbFGUZcr2bjL2u+WZYNz6X7Wa8YVZYd13aRWc+8pgtC8n5IkIoniFV6w7t44ew/0Mz6yyPNPnuHl54ZJLhbYtbeXPfv6iCfcqoUXh+c5fnSCE2+MY5oW4YiPRz66h92rVMT7ToU/4GH33l4O3reVl545y8XheZYWCkxOpHjwkZ3EE0Esyya15Or7f+Mrx6jXTHx+le27u/jIJ/e/I+MURfdb+tQP3skXP/sq58+4JdP/6//7FR784C6GtrQTjQWaefXJxQIz02kmGzXuN23rYM/+PlbaFNz/8E6WFvIszedZXMjz6gvnmRhdYtfeXga3tNGaCCFJEvmc+y3MzWaYmUijeRT+n9/5gSsMa6eRuWJal9J/L81N5hXZWbWqQa1qICvu79aaR7bv6uK2uzZRreicenOSZ584TbFQ4/a7NtHdF8cf9FCr6Bw/OsELT51hsaE2GIn5+Z4fvnNFye5KqcZXv3SYw69cZGhrB7v39dHbHycc8aF5FBwHivkKZ0/N8tpL55meTCOKAuGoj1239BAMXcu+37Kjk7OnptE8CrWqweP/8Ablcp2de3ro7ovj86ksLRV47cXznDkxTSZdoqU1eFM4IBuBx6sytKWN7/mhO/mfv/k4xWKVr37pCEcPjbD/9kG27ujEH/BgmhaVUp1MusTkeJJTxybp6o3z4Id2vfPGwMDObgZ2dmNbNmOnplA9q+/o5gtFXhqf5Lt3bsewLMYyWdoCBpta4sgbcOP5/Cq/8Csf4cnHTvD0108yOZ5keiLN9MShFRZm9//DEd+apUz/2S89QmtbmJeePcvw6VlefeE8h148v2JbkaifRz+xjw9+dM+KLl3Lsjl9fIq//YuXyaRKjYXEoFKpY+hms510ssjP/NAf4/UpaB4VzaPg8Sj4Air//j9/L5G4/wpW/unjU3z586+xMJtrLk7lhtDN8oddqej87A/9MR6v4pbuXW7Tr/Ir/+mTJNpD15Add+/rJRoP0Nvfymf/5DlqVYOXnxvm5eeHr5malse+UuGNy6FqMrfeMUhnd5Tf+/WvceHcPKmlIqmlIodfHVm13V17e9bt2vyBf3I3oijw8nPD6LrF33/+Nb78t69dc9w/+WcP8sAHd15jDKSWirz6wjBPPX6CalWnUtapVVzBD+Myl+Mf/M43kBtCU16vitev4vWqPPzRW7jrvq3XZEps2trBz/7yh5Bliee+eZrzZ+c4f3aOL3/+NWjmwrjXLEkiLYkQ//d/+R4GhtpuOB3o2xGyIvHz//pRgiEPr75wnumJFC89c5aXnz17xXHLr00sHuCHfvJe7rhns2vMv0MQBIGD924hGPTywlNn+OZjx6nXDJ746vEVWeDL43WLKK3erser8KlP38GWbR389f95kQvn5pmbyTI3k712vmv8j6rKbNvVtWJ7p09M8ZUvHmFmKu16Jyo65Uod87KNil43+ec/8ieX5hFNweN155F/+X9/nI6u6DU8qY989376Blr46peO8uIzZzny6ghHD42seM1en8qmrR3883/5QTq6oqtev+NAPlfl2OtjHDs8tqL/dLlNWZbo6I7yi//mo8Rbgyt6AoMhD/c8uB1BFPjr//0Ctu1WwX3um6euabOzO8oDH9zFfR/Yzr/7xc+tPMC3EbF4gIc+tAtFkfmzP3yadLLE1HiKqfHUqs8dILFGAaSNYEPGwMzFeRYnU+SSBUzDZPzUNJ/+lY+jrqLHvLx4zBdL+BSZhUIJjywjbcAQWG4jFPHx4e/ez613DnH6+CRHXx9laixNsVBtKFk5zVKpXb1xhja3r1qACNxJ+dGP72XPvl6Gz85y+JURRs8vUCrVEBDw+BRa28LsPdDPwXu30NUbJxjyrrwgOlDIVZkcT5HPVpqEn5WIKo7jUK24rsLlim6SJKIb1xLuCvkq0xNpFuZzzTzq1dqsVd00ycuJNvW6sSJJUxBcXetHPrqHnbd08+IzZ7l4bp6lhTz5XIVaVUdRZUJhL/HWIB1dUTZv7eCu+7euWTZ4mVPx7379ezl2eJSzp2aYGkuyMJ935YodB69PxRfQiET9DG1p5+C9W2hJrC9m3jfYyg/++D3sPTDAay9d4MK5OYr5Co7jMo19fo22jjA9/SuHHXTdIJ0sMj661NCsWNY6v/p+uumkpmlTreiIWfc5pZPFFWtSCAIEgx5+4uce4tY7Bzl+ZILRiwsszGYplepomkqsxXXjbd3Zyd33b6O9K9LYcb23UlTfKciyyPf+8EEO3DnE8JlZjh8ZZ+zCIsVSzS2d7PfQ2h5i974+7n94B+2dEbeYzzt8PwVBYMv2Dto7w9zz0DYOvXiBMyenSS0WKJdrGLqbdhiN+WnrjNDT28LQ1nb23zawaqhREAR8AY1bDgzQM9DKG6+PcvzoODOTGbLpEpWKDo6DP+ghEPTQ2hZiYKiNAweHmkV+Lkch7zL+p6fSTU/BRuaRWk1fcR4RRYGtO7r46V+IcMe9m3n52WGmxpPksmXqdRNNk2nrjLBth1tyd/uublraQld4GS5HJObnw9+9n96BFs6fmWN6MkU2XaZe0xt8BAGPV6GtI8LApgRbG+129cZd7ZcV2hQEge6+OI9+1z56+1p4+hsnmRxdIp+vYhomqua2t++2AfbfPsjApgSWbTfTRt9JLItM3XnvZnoH4px6c4rzZ+YYH11iaSFHtaIjSSIer0Io4nPrPezu4ZZb+9YlCX3d/p0NME4K6RKZxRyVQhXVozA1PMedH9mHb5WYZ7pc4dxSktF0BttxiHg9DMVj7Ol4a+xpx3FduOlkgbmZrFvRqm42FbFUVUbzKITCPiJRP/HWwHXlPKsV3dWHn0qTSZeaKR3LmgRtHRG6emJrFjSxbZv5mSwn35xaUWLzehCAhx7d3YwLudfqMDeT5ezJaffjfwt44JEdBILeVWPntu26CqcmUqRTRcqlOvWagWlYSJKI6pHx+TQCQQ+xlgDtndHrFiRZfpuWFnKklgrkcxVKxYb0qOO40rGqjOZViMUCtHdFCYY86yZk1moG+axb8S2TKjXJRqIkoigS/qCHwU1udsPVRUPcqnZJRi4srKuvq7FpSxu9A61rxvjTqSKL8zmy6TKlYhVdt5AlEa9PJRT2EW8N0t0bW7Pq5uRYkomxJfLZCv6Axp33bW1q768E07SYHEsyfGYW07Tp7Iqy85aedcnE3mxUK3WWFgscPzoBwPZdXXR0Rd8yL6JUrJFNl1iYy5FNl9B1E0F0DU/X+IvQ2x93Das1eDyO45BKFjn95hSFQhW/X2PX3h7aOiI3xYBw89MNZqfSLC0WGlLVJrZlI4ruBO4PegiHfURiftfVv45vybFtFhfyLMzlKOQr1KqNkJbjoDa4MT6/a1wnOsKEr1LicxyH+Zks507PrlglcD2476HtBMPeVb9Ry7LJpktMTaTIZ8vUagaWaSPJIv6Ah5ZEiERbiGg8sCaPx3Hceg25rKsymM9VqS1LqNsuz0pW3DajMT/x1iAtiRCKIjVZWKvdT9O0KOSrjF9cbBortnVpjO2dEdo6IgRDXnTd5MnHjuM4sGN3Nz198WtCo7WqTnKpwLHD4wBs3dFJZ1eU0Bre6I1A193QUjpZJJctUy7VMA2raTBoHoVgyEtrIkRLIojHq95wBs2GjAGAfKpIvabT0hHlwrExBnb1XqM8uIyKbrBYLDGSzlAzTba2xukMBQlo7/wk9T7ex/t4H+/j2w+O43Dq/Bx9XTFCAc/73ra3iLeQWlglnyxQq9SZH0+umaOfr9UYyaR5ZMsQ37VjK1taW943BL5DsRw6qVR1qlV9XdK9um5eVlzp3ZFn/T7ex/t492B5Xvnvf/4sY1Op9+eJG8CGjYFgPIBlWnz2177M4M6eNZX4crUa5xaTNzTA9/Htg0pF59//p7/nv/z245y/eH1X/WPfOMFv/M7jHD8x9Q6M7n28j/fxXoNtO6SyZabnc9RW4PO8j/VjQwTCEy+eIzWXpVqo0toV49Sr54l3RVFWyO8EkEURB/i1p58j7vcjCgJbW1t4cGjgZoz9fbyLkEwVSadKVKp19u/rX/EYr1dFUSQ8mozftw4P0Q3oKawFXTeZnc2STBXZvq2DYPDaeHYmWyaVLJIvVDlwa/+31PU4M5shkym7jPGt7yKh+m8xanWDJ148y9MvD5Mv1vB6FAZ6Wvj+j+6jvzuOJIo4jkOuWOVrz5zi5SOjFMs1FFmiJRbg9j19fP9H9zcLRZUrdS5OJPnSN44xNZvFtCw8mkJ3e4R/9dMPEwpopHNl3jg1zTOvnueXf/JB/uxLhxibTqEbFl1tEf7tz36QcMiL4zgMjy7y4uGLHD4xSaVqMNAT5+5bBzm4f4BI0MtP/+rf8PM/eh/bhtqpVHUef+4Mz712gd/8lU/QmQhzcSLJFx4/yiN3b2ffzh6060igO47D2FSKZ149z/DYIslMCdt26O2M8vGH97BtMEE0fCkNfHQyyaE3xzl2Zpq5xTyiCG0tIT724C7u3DfQ/EbPjy3y0pERTp2fYzFVRBShozXM93/0VnZv7cTrUbBshy89/gZHT02xlC4hCLB5IMFPfO+dJOJBVEVmYibNf/5f3+BHP3UHt+7sJdDgtNTqBv/s332OH/rEbezd3s1Susgf/tWL/Oin7uCZV4eZnM1Q100SsSDf8+hebrulD1EQOHJqii889gazizmqNZ1f/8NvNu+RKAp89r/+GB7tfZLuerEhY6BrUzuqR2FpOk1tJk29qq8pVNHi93F3fy/FWh2PIgMCicC7qz73+7g5mJvLMj2TQVmFZOSyk8GjKfh8Gr41RIYunXNjBZRWg66bnB126ycMraJvsLRUYGR06R0tFLIaRkaXKBZrtLa8c2lz73bkChXOjS7w6htj3LF3AL9XpVzTWUwW+Mu/f51f/skHCQW8ZAsVzlyc58jJSR6+exuqKmEYFpbtEAv7WM7zr1R1RiaT/M1XDtMSDfDhB3agNWRs67qF16M0RLMcCqUqFyeW+MaL59g22M7OLZ3ohksc9nkUBODEuVneOD3F5GyWR+7ehqbJTM1lOXNxnkyuzKe/61Y3QyVboVzRqekGY1MpPKpMoVgjFvZTqdYZm0wR+bB33YqKkiTSEguw36vi96oIgsDRU1O8ePgitmVz94EhHMchW6jy5W+eoFSp09cZ4+C+AWRJJF+suYu3KmM7Drl8hS889gYOsLk/wb23DSGJIrlClXjEj6pI1Oomr7wxyhtnptnU38rtt/Rj2w7jM2k+99WjfPpjt9LdHsW0bJIZN/X66uyEpXSJatXAsm10w2Q+mefL3zzOjk3tbB9qp1o3mJ7L8sWvH2Nzf4Jo2MdAd5xPfvAWRqdS/NU/vM6j9+1gqLfFraIKq85F72NlbMgYaOmMUivVyCzk8Hi1Ztx3uXTo1QhqGtsSrViXCVuo0vsP6J2CadksLubJZsuUSnVsx0GWRDYNJQiHfSC4UpajY0k3ZU4Q8HoUurqixKJ+LMthZjZDNlsmHg+wsJjHNG1CQS8tLQHaEiHqusn4eJLjJ6eZncvi92lEGwpwm4baiEZ9V7wbu3f1EAho+K4indbrBvl8lcnpNJZlEwp6yGQ2JgtqWTZLyQKzcznMhoiQokh0dUVJtIYwTYtMtszY2BJvHp9E0xS8PpVwyIvPp7FzRyd13WRyKs3xk1OMji3h9ai0tAQRgL7eOIlGGmStZjA+kaJSqWNZNpIk0tERob0tTDZbpliqu9dUqBCLBtyU0qqBaVoMDibw+1QujiwC4PEopNPuLq6zM0I8FsDrVajXTS6OLvHmiSnqNYPWlmAzo+WWPT2oqoxp2pRKNcbGkxgN1rXmUYhF/fTfoAjJuxmpbJmjJ6eQJZG79g/QEguQL1Y5fnaGz3zuJWYX82iqQqlcZ2Yhx2KqwO239BGP+tF1i1KljmlaTWMvmSkxPLbE2FSaD927g11bO/F5FGq6STpbRr2sPK5lO1RqBuVKnftv20RLLIBpWZQrdVRVxnHg+NkZJmYyJOIBHji4hYBP5cS5WV46MsqbZ2d48OAWOlrDFMs1ylXd9WAUKvR1xcgXqxTLNWq6Samik4gH160qGAx42DbUjqZKtEQDiKJAvlTj1TdG6e2McVdDwvb82CIXxhfZ1NfKnfsG2DqYQBJF5pbytMYCKLKEaVoMjy1yYXyJO/YOcNf+AQZ7W5BEkZmFHIkWN7c/X6rx3KELeDWV/Tt7GextwbJtgicm+at/PMzBfQOEV/C+rQXHccjkyuze2sVAd4y6YXFyeJbf+ZOnSGVLBAMa7a0hYhEf8Yifz331CLfu6uGOvf1rlgR/H6tjw6JDlWKVarFGS2eUfMMdtGrjokhAfb8867cCjuOQz1d47fVRTp2eYX4hj2XaaB6Zn/qJ+9ixXcOxHc5fWODv/uEo+XwVQYCWeJAH7tvGvfdsQdctnn9hmMNHx7j37i0cen2UUrlOd1eUA/v7+cijeyiVanzzqdOcPjNLLldBU2VGGovcT/74fUQiviveke/91IEVx5pKlzhxcprHv3ECy7IZHGgll6tsKF3GNG1OnZ7hiSdPUy7XcRwHn1/l/nu38bEP76Fa0zk3PMfTz57j7LlZPKrC6NgSiizR3R1j+7YOSqUazz1/jhMnp1lKFtBUmfGG7On3fuo2WltDOI7D5HSarz1+nIXFPPWagarJ3Hn7EB/76C2cG57n4sgiyVSRyakUA/2tKIpEMlmkWKrxQz94kK2b2vn8F15HkgR6emKcODFNvW5yz92bueP2Qfr7WsjlK3z1sTc5c2YWy7LxepQmf2Jo8LuJxWTK5Trnzs/zt198nbpuYpk2LfEAt9zS821rDDiOQzJd5PCJST75oVvw+VRM08bv1dgykMC2Hc6PLdIWdz0pIgKSKFKp6YQMDz6vawDKl71b49Mpzo8tMNTbwkN3bW0aXSEgEb/SI2PbDqIA9902RF93rLkDbWkYfYZpcvriPJoq89DBrXQmXJGqu/YPMr+UZ2wqxcnhWbrbIxRLNUrlGpqqoJsWfd1xUtky4aCXas1AECAa9q3b1R0N+fB5VEzTwrJtDNNh60CCZ14ZplSuAy7h7qUjI4SDXm7d3csde/ub52+9TKjLtGxePDxCoiXIHXv72L/rkm7L9k1uerhl2ZTKdV49NsZ//IWPsHUwQSTkw3EcPnTfDv7qHw9zYXypYdCs/1uWJJEDu3vZvqmNoN+D4zh4NBnbdlhMF+lIhPGuIXj37kFDH8YxQRAQ2XjYwnEcHCwEpLc15LFhY6CttwXNq1It1ZgbX8JxVs/t/E7BMoP13XYfvvilw2SyZW7Z3cOv/spHUVWZVKpIKORDkgQmZlL81n/9Ov/ylz7Erl3dOI7D2bNz/Lf/+U0GB1qJRHyUy3UymTIO8D9+94fI5Sv8xWdf4eVXL7J/Xz9dnRH+r1/4II99/Thj40l6e+J898c3JgnrOPD64VGeff4c3/89t3HvPVsZn0jyhb873DQs1gNZFtmxvZPbDwzi92vU6wYXLi7yn37tH3jkAzsJh3w8eP92du/q4U//7AX6elt4+AM7rnC/t8SD/Ow/fZDnXxjmzROT9HTH+Z5P3nqFTHSlqvO7v/cEP/PTD7B5czs+n8riUoF//W/+lqGhBKVyDcOwUBSJ//bbP8iP/MSf8MmP72fvLb1kc2Vefvk8mwcTpDMlIhEf27d18lM/fh9TU2n+y28/hmXZJFpDdLRH+Pf/9rv4kz993hW32dLO/fduveKaZ+eyPPf8OR56YDsf/tBuJEmkWnU18L9dYdkO5YrO+HSK3/3TZ1Y8JpkpoRsW3R0R7rltiGNnp/kX/+mL7NnWxcF9A9x+Sx/93fHmc80VqxTLdbYOJNYVGpIkkYEed5d8bd9lKtU60ZCPzvbIFedEQj5iER9Tc1kGeuKcuzjP7GKelmiA1miAwZ4450YWkSS3jkdf98bEZArFKk++PMybZ6eZnM1QabwH2UKFuyy7KbQ1M59loDtOfBUpeXCNnun5LFsHEqvu7Gt1g1TWvdc9ndHmAi0IrphaT0eUbKFCrlAhHr1Wgng1iIJAb2esabAJgmvQeTTF1TFYRzbSuwWGXWGhdg5F8NLiGUIRNuglwSJVG6PFM4iw8SV73dhwy5nFHJNnZ6lXdTy+lasVfifBsk3qdh1BEPCIHgTh3eOiOn5ymg8+vJPbbxts1j6IxwMIgkA6U2ZmNovPp7Fndw/ehtu+uzvGzu1dnDg1ze0HBgGIRf08+shuAMIhH62tQYrFKplMma7OyA2PM5stk86UAYGDd25CEKCvr4X+vhayG6ggZts2s3M5nnzqtMssdqBacyWcrUZ64o0abLruln6emEzzP/7gaZSG+9i2bSzLYWEhj2la+P0q4bAXVZUJh7309MToaI+42uKVS1ybnu4YexulWLu7Y/T3taAbJlPT6Wa4ZS20JULcfmCQz33hEBOTKfbt7WNoMEFnR/i6575n4Tg4OPj9Kv/6px9mx6b2awRx/F4Vj0dFEgU6E2H+4y98mAtjS7x2fILnX7/I1587zccf3s0nP7QXURQbAj/OukkqyzHptQ93VixU5r6HMNjdwqvHxpmcSbtFvfpaGexp4bnXLmJaVjMuvhH87v95hppusntrJz/7Q/cSDno4P7bE//zL5684zrYdnHVcq72Be9Iso3f5+Y5zXRKw4+AqsF52oCAIeDSXZ/ZeRl6fJ10fpaDP0Re4E4GNh8lNu865wuMc1H4GVXgXGQPVUp1CpoQkS9+WhoBu1TEcN0XFL1/fki1bZUZK55msjPGhtu/CJ7/9FdPWC90wkSWpuWDBVYWQLHdSurwqmCQJyLJ4RW6/JIuEGkVARFFAEl2Z0suLnNwILpdZXjZaZElAlsR1x/9M0yKTqfC5L7zGo4/soiXuxtcXF/O8efzmpSY6jrszBYcf/vSdbhjksgmrpyfGueE5qlWjcd/dXY4sS8iyiCgIV5CnluuzuzspdzeFA5a1vjSKUMjL3lt6CQQ0lpIFzg3PcW54jp7uGB/98C1v6RpLlTrjUyl2be28wniybZvZhTwdbeErXOxvNwzDolytEw56GxK5Il5NIRL0USzXiUX81zLtGwWmlu9rwKexZTBBLOJjsDfOqeFZnnjxHJ/44F5EIOBzeSxzS7mGt/N6o1q9Vkc05MXrUanrJslMqRlmsG2bcqVOsVynrSVERyKMXjdIZkq0xAL0dsaIhn3UajqZnIDXo9J1mWdhLTiOg2m5Mf77btvEri2ddCRCKLJETTeulB8WBFrjQbK5MsXy6iVyBUEgEQ+STBebHoaroaoy0ZAPVZFYTBVJxINomtL4pm1SmRJbBtrw+zREQUBTZXTj0tximBa5QqUx36w0hutdudCcI1awRb6lKJtpkvXzLFbPAiI1u0CtXsQjhfBKUVTRx0TpVTxSCNOuUbdLGHaNNu92AnIrS7ULlM0UkiBhOnVMu8ZC9QwlM4ksqLR5dhBS2m/aBnTDxsDyxC3ab32X5TRKxpWsIoatIwsyHsmHKrq7U8uxqFlV6nYdSZAIyiEEBBxsDNugZJaQRZmAFEAUJGxsdLtOxSwTlEPIooKDg+mYrgUvqOi2DjhIgoyFK+dZtaoIgoAmetBEDdMxWawvULXKiIJIXG0losRA4IoJ/3KIgogiKkyWxzCdS1LEjuNQt2tUrDJeyYcqaoiCuOJ1K4KC4bgkIt3WMR0Tj+TBI65SC2GdiMcCZPNllpJFWlpcj0C9biLLIqoiEQhomKZNOl2ktTUEOJRKdTLZMrFYAFm+5KK7Vor0ynEtxwNr66hFfjVUVcajKeDAwkKetrYQ5XKdUkMeeT2wLMctbTo8z8//7EP0dsepVHQKxWslWAXckEKtpq+o0Q6XCjNdXftckkR8XhW/30M8HmDrlnZCQS+27VAq1/D7NMbGltx35jJjWRCEFd+hYrFGMlmkuytKuVynWKwRjfgJXha7lWQRXTdXlLoWBNA0mQO3DjAxmcI0bS6OLLKwkOcjj+4hX6xRqeqIorvTMkybalVH0xQURQLHoVCuEfJ7QBCo6waZXIWJ2Qy7tnZeur+2TbVmML2QJdESpFhqEN9sB79PRW2w4MHB51VxHNeo8HkURFHEtGxqdQO/T23WfrBsG5/HlfkulGoosusGliWJVLZEKOBBEkUK5RpTsxn2bOtyFxVRIBL2sXkgwcnzs+zf2UNr433VDYtMrkJnIowsi1SqOsVyHVkWCfg0OtsilCo6k7MZUtlyc/VoawnSkQhz5OQko5NJOhJhZEXENG0qFZ1oxLduA8jrUejtjJLKljl1fo7u9giaKjOzkGNuqYCAwFBvK36fKyFbKNUolGrs2tKJpsqIougSCGsGHUNt1+/w0ttAvW4gyxKa6samc4UqZy7MU6leWvQFAXZs7uCF1y4wNp1ioDtOa8NjWChV8WgKXo+KJAns3NzB068MMzaVItESJB7xuxVii1X8PhVNkQn6tcazmKMlFnBL7doOEzNpqjWDzkSYeMSPblhEw34mZzMUSzUURaJQrHH87MxbziAWBfD73HconSuTLVQJBz2Ypv0tTytsmKMIiPjkOKoYIFMfx7J1FMGDInpYqg0TVNoaHgMHQRBZrJ5FV/uoWlksR0cSfDiOjWHXyOlTVMwcMa0PQbi5ZPwNGwPegIdwSxDLsBBFcd0pL1fAcQ2CpdoCJbOIIipE1Tjtmjv5FIwcGT1NySyiiRqBwDYEQaRilcnqWdJ6Ek3UGPAPoaBStauk6kvkjCwJrZ2IEkMUBIpmHgGBmNpK3shhYxOQAlTsMnWrTsHIu0Vm5BBd3l7qVo3x8ggFI4cqadSsOmElgrCGNlNADrI5sJ0Xkk81J3vbsTEdg8XaPDkjS0SJElFjhOQQDqx43XkjR92qU7HK1O0afilAv38IboCTsXNHF0vJImfOzRKL+pAViXy+QqI1hMej0tYWxufXOH12li2bXWt9ajpNLldhaLAVbRX9iJXg82koskQqVWQpWUAUBIJBL5p2/VfM79eIxwN4fSpvHJvgwIEBUqkiyVRh3UIiDg624+DzueWXc7kK8wt5zp2bu4a4JEkikYifdKZEMllEFAUUWSJyma6416Pi8SgkUyWWkkUkUcAf0PBoCtGoj6GBVt48PoUkiXR3RbEsm4WFPFu3dKx7dyIIrj7D8PA8miYzN5elUKwSCGgkEpd4DKGQl/n5HMnleysKRCN+JEmkVNaZmk7T2hIkHPKyc0cXlUqdI43aAFOzGbKFilvcx6NSrRnMLOZIxIMEfBqWbTO7kKOnM4qAQLmqky9WyOYrV4zVsmzKFZ35pTyWZTM9n2VuMY8si0RCXoJ+D4vJApIkkIiHKFXqZPIVQgEPcqMQV75YpbczRrVuUCq7WRgdiTC1usnMQgavRyUW9uP1KIxOJhnoiaMqMgvJAodPTNLTEcXrURBFibaWIHffOsiffekQx05PM9gbx6MplCp1RqfSfOT+HfgklWyhwshk0q1KlwiBA5OzadK5Cn3dsebWs68rRiZf4emXh3n20AUO7OnF51XdmHim5Obde6+vjbFc4Gf/zl4On5jg8PEJ+rtihIJeXjs+ztxSjs62EDs2tSOKAgG/xtxinlyhQkcjUyXo15hdzFOq1OlIrC/cIwiuJ60jESaZKTI+ncLnUVhMFV1joGY07XdREDi4b4AXXrvAuZEFPKrMnu1diKLIzHyW3s4oPR1RNFXmrlsH+cYLZzgxPIsgCGzb1IYoikzNZtgykKC9NYTPq/Lw3dt45uVhWmMByg2F0RcPjxAL+9gy0EoiHiSVLbGlP8GpC3Ps2NxOa8H93ctHR1EbZZI3ClEUiUV8REM+RqdShAIeejtj1A2TLf3r43+8XfDJMcJKF5ajE1I6ian9pGoXMOwqtuMWpitbaRTRQ1jpJqx2E1TaeDX5GWpWgZg2SMKzFVn0MFF6FcsxEBAJyC0kPNvwSRFuZhhlw8bA4O5eBnffeA120zZJ1hfRRA9jpYss1F/gp/r/BYaj883Fr6GKGn2+QapGBQQBwzF5I3uYsfIFbgkfIGdksXEomAUmK2OczB/jQOQgTyx8ldtjd9GiJZgojyCLCmElxnj5IoZt0OvrZ7Y6xfH8UW4J30rRLDBfm+UHun8Mw9Gp2zVsx0YRFFRR463c7JpVY742w4upp7k1cieHM68SVWPc2/IQAuKK1z1eusjZwilaPW20am08t/QEPzXwC3gl36peievh+7/nNp548hRH3hjny//4RjNl75//s4fYvaubjvYw/+qXPsRn/vdz/OVfvQJAR0eEn/zxe+nuiq2xy792PLt2dFGt6nzp74/w0isXCQY1fu5nPsD+fX3XHackidx+2wBer8Jff+4Qf/O3h9i+zTUMt2xa387Ioyl0dkT44MO7+M3feRxBEOjtiTM0lKCtLXRFkSm/X+Xhh3bwW//16/yX33oMWRbZvLmN//CrH28es3lTgnrd4M8/+zK/+Mt/QyCg8SM/eJAHH9iOx6Pwr3/5Uf7yr1/hDz/zLIVCFQTo6ozyf/+bj7kx4TVvl/sLRZGwLJsLIwt89m9ewTRtPvFd+7jj9kE39bOBuw9u4muPn+DJp87w1a+9STDo4Td//fuIxwIkkwWe+OYpXj8yhiyJaJrMli3tfPoH7gDg4sQSd906SKFY5Y3T042FNoVl2W5xnbpBV3uEsak0hmlyy/Zutg628eyhK8t5K7JENOTFNG03U6VYRVNlDu4f4B+fPIFp2dx3+yZ6OqKUqzqPPXOKTz26l5ePjJDNV4lF/ezY3ElnW5gjJybweVW626O0RP386RdeoSMRpliqsZQqAQ7f/9FbEQTXw6ZpMoupIj2d0eZ4WmNBHrxzC3Xd4h+fPM78UgHLtgkHPGzb1M6j921HAHTdYmY+x1efPkkqW0ISRVpjAXZu6eSXfuxBpMZ7EQ562b+zh1/+qYf47Jdf4++/+SamZRPwaQz1tnDbnj6Wg9+CsNIzvRL3HBgiEvLy5EvD/Oc/eIJKRWeor4WHDm7hgYNbXK8M0NkWYSFZIF+sEQm5z7y7PcrYVJpMrtzMRFgv/umn7+FLXz/Gn3z+FWp1g57OKD/3I/fxB3/1YpPsKAgC3e0RfuaH7uWF1y/w2HOn+cznX0aWRPo6Y3zvR/bR1RZBFEW62yP84o89wFMvD/OlbxxjPllAlkQGuuP8eENQyOdV+Z4P7aVUrvP4c6eZW8ojCgLbhtr4lZ99hO62CJIkEov4+eHvvo3f/dOn+b0/exbTsulqi/DI3dvI5Nz0zcu/j+thmXsR8Gn8xPfdyWPPnuapl8+5RmZrmM/8+g+uKtR0uWzxzfAerJdELggiCA42Frbj/nMcUEQvHin4/7V3Js9xHfcd/3T3W2afwWAhQHARSViyFltSyS5VKrFdTlzJwckhJ19S8dXn3HzI/5Dy2X9BcsohlarElUVZFDslpmw5JkNRokQKBEHsmBnMvKW7feg3DwNwCC6iQqnQnwswb97S/V6/6V//ft/uH0pEWAy5TZBCEYgKgYgRQlIP5lhpfZf7o//j2t7fc672Jsu1N56ZqPCJExU9C2whAHpv57/YzXZYHd5mkPf50eW/4MPBDe4O77BUPcdK40WXA14oPjm4xdpoFQF8s/s75fZrvffZTO5ztnqeS/UV3t38V6qBc70f6AGBDHm9/Q2u7vz8iDFg0Lzc/Dpb6SY3+9d5c+abLMSL/HLvKqlOmIm6XGm8hESeGCYA1/n/9NZP+OHFH9EMW9wb3eX9vf/hYu0SL9RXuLb/PoO8z0LlDJfrL06t93s775LZjOXqeZpBh3c2fsbbs7/LfHyGUD7dFBprLXmuybXFGlNk9nIZ38bzlo2xpGl+pDGHoSpH02mqMcaUAkO3LccYSxg6rYET0Fm0Ni6jmnNnEEfBY08nMsbFGNPUHS/LHy5QgULJh8doJ+ubprrMYimlREpBnuuy/EKIUsSVJON6Ow1EZSLLobWuPuPygCCKFEGgyrTHaZaX6mxwI644DjHGqbZdeEUyHGVExb0yxpLnhiTJ+fFf/g1vvH6BH/7Z75VlLrUFE1oJYyxZrtG5Ke9tJQ6R0inO3TN2+g1R1DsIJEpJ/vndG+iijGmWc3+rx9deWuaj25tuZFqLSdKMKxfnyw5V54atvQF//qdvl/d8OMpYXd/lr//uPb7/3de4v9WjVol462sX+Nt//BULsw0XFqhGnJlrsbq+hxICbQzWQrUS8OqLZ5nt1PnFLz+mEodFYpkqP/uP6wxHKd12nUY9Zq83ZGtnwMqleS4sden1R/zDv1/jD7/1MmfPdEp3vWvfxq2vYJ38zKnORdkJuFi6Ic8NpjDSxql5x2sHTOpotDakuS7DR+P7WYnH54Nca7JMl2tlTGuX43BqXjwfi9OHBEoSqEONTprlaG0KwVz4wLZxPR6nw7LWoo0ly9w7a8dtMgpI0pygyOxZrpegDXlhFJqJNhyGimAiq+a4jWljD/eTgihQR97vd9b/hbpsMh+dYS5aQEpJFClkcY/H702S5qXeSEhBoBRaa24c/C+L1SVmowWSNCc6Vo7xTJ4oClBSspNtci+5yyvNr5f3uXxuxZopD7tvIz1kK93gZv8G3577g89sEPSyPaRQD+jMNkYfsJ3eohWeZbHyKpvJTVYPrrKb3qERnKGXrdOKFpmLV+jGL1BRHd65/1e80v4+68Pf0M83qKoO++k9Xu38CdvpLfayVbRJOVf/BudqbyKfkajw85MmnkBmM272rzPUQ1YaLxHLCjf71wGLRKKtxlqDEsGhawuBtQZbxP0Pt0sEEmM1ElnqBJRQxXb3A5qapIzpCyEIRYySCinGx9siuiOL+K5EPWVMRiBQQqGLMhmrsRiMNVzv/XpqvQFCGRKIECUkUsjPnHTDdewB4QnefqXEkY7+ONPc/NEUa1tKgZSqHPE8KePjHzeV8TSEEEV5j5bveHnHHcBJ9R7rJKaVZ3I1xWlIefSYyQWWpHSeEGeIuI5mWpmPnq/oFKYUVynX6U9zYFtreeOVc4XgEcCSpJpWo8L5JTfKDpQsR8BnF9ql4ZAfm7oVhYqlhTY/+OO3mO82WV50o70wVHzn7RWiMCDLNFK5jnNpvoW2FuksaaQQNOpOB/HVy4tI5To/IeCt1y6Q524qZhgoMq0ZjXIa9YhqHFGJA/7o26+Ui+hMPocwPLnNCSGIpCR6jIjXSc/8cB+IZEAUnvzTOSkIPWkZ4SgMIHz0tsfBhQrEVG3D8UW+4LDtPIpH7aetZjvdZDNfY6bRQkY5W9yln/bo2C6xjOnnPQ70gE7YZWQOOFu5wED36GX7hDZiK91gO1+na2ecwVSUdyvZYDvdxFhDI2iym++QJAmxrJCYofMQW8tsNIsSAUN7wCDvMxPNMsoqbKdbWGuIVYVG0GR9dI9IRsxEXWJZQRvXJ2wnm2xnW+Qmoxm02cu3GemEWMbUVJ1qUOP+aI1uNE9qElKTYDB0wi6BUNzoX6eqalypf4VO1C3vTTtaphbMEAj3hrbDZaJGncwcEMoK2uYEIiKUNUJZRYqAN2Z+QCOYpx7MkpsEJUK0zakHc1SDDmfMy1igqjpPNTvhYTwXY8BaS6ITNpN1mkGTxAxLy6wTzfDRIGc9uQv7rmO90niRZthCjRSb6X2u7/8agIv1y7TCDkN9wKfD2wgEvXyfuXiheCCCD/rXaYXtQmdwKMoaizuOU1d1evket4e3UFJxqbbyUKsxMymDvM+90V0GeZ9PDj7kXPUioQxZiBdZHd5BINhKN6mqKq2wzdrw7tR6j8s0+flzWprfc0oQQtDt1Ke6MFuFQHE8WhMCGvX4oe5OpST1asSVC/MPXGdxvl2ea3ysrdmH5phvt47Os56dOVpGay22OV6O2nlXlhc7J+ar9zw/BBCIkEAE1IMmINnPtpFCEcrIibv1gF6+x0gPyWzKQrzEIO+znqwRypBW0EZbUwzeDlkd3mGg+07Pogcc6D6pyYhlhC7c7DVVYz1ZwxhDbnO01WQm41LjijM2ZEAjaKJEwHa6yVJlmVCE5Bxm3L07+pR+3gMsQ33AQPfJTEYoI/p5D5UqRmbkxO1mSCRj2mGH9dEa52sXyExKJGM3UJ0gkjUieRjyi1SNsOiHDtvy0TY9G18q9q1PfCvK81ls0Vc82xk9z2VSvBKSbjRLYkbcHd2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" ] @@ -3720,7 +751,7 @@ }, { "cell_type": "code", - "execution_count": 76, + "execution_count": 14, "metadata": {}, "outputs": [ { @@ -3738,7 +769,7 @@ "dtype: int64" ] }, - "execution_count": 76, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -3749,7 +780,7 @@ }, { "cell_type": "code", - "execution_count": 77, + "execution_count": 15, "metadata": {}, "outputs": [ { @@ -3782,7 +813,7 @@ }, { "cell_type": "code", - "execution_count": 78, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -3798,7 +829,7 @@ }, { "cell_type": "code", - "execution_count": 79, + "execution_count": 17, "metadata": {}, "outputs": [ { @@ -4017,7 +1048,7 @@ "[5 rows x 179 columns]" ] }, - "execution_count": 79, + "execution_count": 17, "metadata": {}, "output_type": "execute_result" } @@ -4028,7 +1059,7 @@ }, { "cell_type": "code", - "execution_count": 80, + "execution_count": 18, "metadata": {}, "outputs": [], "source": [ @@ -4040,7 +1071,7 @@ }, { "cell_type": "code", - "execution_count": 81, + "execution_count": 19, "metadata": {}, "outputs": [], "source": [ @@ -4051,7 +1082,7 @@ }, { "cell_type": "code", - "execution_count": 82, + "execution_count": 20, "metadata": {}, "outputs": [ { @@ -4070,7 +1101,7 @@ }, { "cell_type": "code", - "execution_count": 83, + "execution_count": 21, "metadata": {}, "outputs": [ { @@ -4080,7 +1111,7 @@ " [21998, 54]])" ] }, - "execution_count": 83, + "execution_count": 21, "metadata": {}, "output_type": "execute_result" } @@ -4088,6 +1119,53 @@ "source": [ "cm" ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "There are 111281 disputed complaints and 111281 non-disputed complaints\n" + ] + } + ], + "source": [ + "balanced_df = pd.concat([ohe_df[ohe_df['consumer_disputed?'] == 0][:111281], ohe_df[ohe_df['consumer_disputed?'] == 1]])\n", + "num_not_disp = balanced_df[balanced_df['consumer_disputed?'] == 0].shape[0]\n", + "num_disp = balanced_df[balanced_df['consumer_disputed?'] == 1].shape[0]\n", + "print(f\"There are {num_disp} disputed complaints and {num_not_disp} non-disputed complaints\")" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy: 80.01%\n" + ] + } + ], + "source": [ + "target = 'consumer_disputed?'\n", + "X_b = ohe_df.drop(target, axis=1)\n", + "y_b = ohe_df[target]\n", + "X_b_train, X_b_test, y_b_train, y_b_test = train_test_split(X_b, y_b, test_size=0.2, random_state=0)\n", + "\n", + "clf_b = xgb.XGBClassifier()\n", + "clf_b.fit(X_b_train, y_b_train)\n", + "y_b_pred = clf_b.predict(X_b_test)\n", + "\n", + "accuracy = accuracy_score(y_b_test, y_b_pred)\n", + "print(f\"Accuracy: {round(accuracy * 100, 2)}%\")" + ] } ], "metadata": { From 25aec4934192762b3723a50e220d71b105ff4562 Mon Sep 17 00:00:00 2001 From: Anuj Singla Date: Thu, 29 Sep 2022 11:08:36 -0500 Subject: [PATCH 07/14] Add markdowns and change ML model to LR --- main.ipynb | 847 ++++++++++++++++++++++++++++++++++++----------------- 1 file changed, 585 insertions(+), 262 deletions(-) diff --git a/main.ipynb b/main.ipynb index e264f49..dedd665 100644 --- a/main.ipynb +++ b/main.ipynb @@ -1,5 +1,34 @@ { "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Note: To see plotly data visualizations, please copy the GitHub file path and run in nbviewer.org\n", + "**Link: nbviewer.org/github/anujs1/data-oa/blob/main/main.ipynb**" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Introduction" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In this notebook, I examine how we can use financial complaints to predict whether a consumer will dispute their resolution. Disputes can often be a time-consuming and expensive process with high opportunity costs, and building a model to predict when these disputes may occur will help financial institutions offer their best resolution in their first try and therefore save resources." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Initialize and Clean Data" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -9,9 +38,35 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 31, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Requirement already satisfied: xgboost in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (1.6.2)\n", + "Requirement already satisfied: scipy in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from xgboost) (1.7.3)\n", + "Requirement already satisfied: numpy in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from xgboost) (1.21.5)\n", + "Note: you may need to restart the kernel to use updated packages.\n", + "Requirement already satisfied: plotly in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (5.9.0)\n", + "Requirement already satisfied: tenacity>=6.2.0 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from plotly) (8.0.1)\n", + "Note: you may need to restart the kernel to use updated packages.\n", + "Requirement already satisfied: wordcloud in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (1.8.2.2)\n", + "Requirement already satisfied: pillow in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from wordcloud) (9.2.0)\n", + "Requirement already satisfied: numpy>=1.6.1 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from wordcloud) (1.21.5)\n", + "Requirement already satisfied: matplotlib in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from wordcloud) (3.5.2)\n", + "Requirement already satisfied: pyparsing>=2.2.1 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from matplotlib->wordcloud) (3.0.9)\n", + "Requirement already satisfied: fonttools>=4.22.0 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from matplotlib->wordcloud) (4.25.0)\n", + "Requirement already satisfied: packaging>=20.0 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from matplotlib->wordcloud) (21.3)\n", + "Requirement already satisfied: cycler>=0.10 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from matplotlib->wordcloud) (0.11.0)\n", + "Requirement already satisfied: python-dateutil>=2.7 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from matplotlib->wordcloud) (2.8.2)\n", + "Requirement already satisfied: kiwisolver>=1.0.1 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from matplotlib->wordcloud) (1.4.2)\n", + "Requirement already satisfied: six>=1.5 in /Users/anujs/opt/anaconda3/lib/python3.9/site-packages (from python-dateutil>=2.7->matplotlib->wordcloud) (1.16.0)\n", + "Note: you may need to restart the kernel to use updated packages.\n" + ] + } + ], "source": [ "%pip install xgboost\n", "%pip install plotly\n", @@ -19,14 +74,14 @@ "\n", "import plotly.express as px\n", "import plotly.io as pio\n", - "from wordcloud import WordCloud, STOPWORDS\n", + "import wordcloud as cloud\n", "from sklearn.preprocessing import MinMaxScaler\n", "from sklearn.impute import SimpleImputer\n", "from sklearn.linear_model import LogisticRegression\n", "from sklearn.tree import DecisionTreeClassifier\n", "import xgboost as xgb\n", "from sklearn.model_selection import train_test_split, StratifiedShuffleSplit\n", - "from sklearn.metrics import confusion_matrix, accuracy_score\n", + "from sklearn.metrics import accuracy_score, plot_confusion_matrix, classification_report\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", @@ -40,9 +95,16 @@ "%matplotlib inline" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Import data and view first five rows" + ] + }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -247,7 +309,7 @@ "4 511067 " ] }, - "execution_count": 2, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -257,9 +319,23 @@ "df.head()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Before generating any insights, it is important to clean the data of any information that may hinder visualizations or conclusions." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "View the amount of empty rows for each individual column. Which features are too sparse to generate strong insights into consumer disptues?" + ] + }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -286,7 +362,7 @@ "dtype: int64" ] }, - "execution_count": 3, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -296,44 +372,10 @@ ] }, { - "cell_type": "code", - "execution_count": 4, + "cell_type": "markdown", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "RangeIndex: 555957 entries, 0 to 555956\n", - "Data columns (total 18 columns):\n", - " # Column Non-Null Count Dtype \n", - "--- ------ -------------- ----- \n", - " 0 date_received 555957 non-null datetime64[ns]\n", - " 1 product 555957 non-null object \n", - " 2 sub_product 397635 non-null object \n", - " 3 issue 555957 non-null object \n", - " 4 sub_issue 212622 non-null object \n", - " 5 consumer_complaint_narrative 66806 non-null object \n", - " 6 company_public_response 85124 non-null object \n", - " 7 company 555957 non-null object \n", - " 8 state 551070 non-null object \n", - " 9 zipcode 551452 non-null object \n", - " 10 tags 77959 non-null object \n", - " 11 consumer_consent_provided 123458 non-null object \n", - " 12 submitted_via 555957 non-null object \n", - " 13 date_sent_to_company 555957 non-null datetime64[ns]\n", - " 14 company_response_to_consumer 555957 non-null object \n", - " 15 timely_response 555957 non-null object \n", - " 16 consumer_disputed? 555957 non-null object \n", - " 17 complaint_id 555957 non-null int64 \n", - "dtypes: datetime64[ns](2), int64(1), object(15)\n", - "memory usage: 76.3+ MB\n" - ] - } - ], "source": [ - "df.info()" + "Some zipcodes are improperly formatted, such as '95XXX', and cannot be converted to integers. Replace these zipcodes with NaN, so that the entire column can be treated as a numerical feature and the true number of NaN values are accounted for." ] }, { @@ -355,12 +397,19 @@ " try:\n", " int(df['zipcode'][i])\n", " except:\n", - " faulty_zipcodes += 1\n", - " df['zipcode'][i] = np.NaN\n", + " faulty_zipcodes += 1 # Increment counter for improperly formatted zipcodes\n", + " df['zipcode'][i] = np.NaN # Set the improperly formatted zipcode to NaN\n", "\n", "print(f\"There are {faulty_zipcodes} improperly formatted or NaN zipcodes\")" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Find the features consisting of more than 10% NaN values. I set 10% to be our NaN threshold, as any more could lead to improperly imputed data that harms our insights and model performance." + ] + }, { "cell_type": "code", "execution_count": 6, @@ -386,8 +435,8 @@ ], "source": [ "drop_threshold = 0.10\n", - "cols_na_counts = df.isna().mean(axis=0)\n", - "cols_over_dt = cols_na_counts[cols_na_counts >= drop_threshold]\n", + "cols_na_counts = df.isna().mean(axis=0) # Get the NaN counts for each column\n", + "cols_over_dt = cols_na_counts[cols_na_counts >= drop_threshold] # Filter the columns to only include those with > 10% NaN\n", "cols_over_dt" ] }, @@ -395,9 +444,9 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Drop features and reformat data into numerical features\n", + "Drop features and reformat categorical features into numerical features so that they can be interpreted by a classification model.\n", "\n", - "Drops due to unhelpfulness (if we use the ML model for our company, these categories are either unhelpful or will create data leakage):\n", + "Drops due to unhelpfulness (if we use the ML model for our institution, these categories are either unhelpful or will create data leakage):\n", "* complaint_id\n", "* company\n", "\n", @@ -477,6 +526,20 @@ "df.isna().sum()" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Data Visualization" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Functions to create a new DataFrame containing the frequency values of a given feature, as well as the proportion of a given feature that was disputed. I created these functions to be modular and able to generate a DataFrame for any feature. " + ] + }, { "cell_type": "code", "execution_count": 9, @@ -484,9 +547,11 @@ "outputs": [], "source": [ "dispute_category = ''\n", + "# Returns a new 'consumer_disputed?' column with the count of a given category that was disputed\n", "def get_disputes(row):\n", " return df[(df['consumer_disputed?'] == 1) & (df[dispute_category] == row[dispute_category])]['consumer_disputed?'].sum()\n", "\n", + "# Returns a new DataFrame with the count of a given category that was disputed and not disputed in separate rows\n", "def get_frequency_df(dispute_category: str, data: pd.DataFrame = df) -> pd.DataFrame:\n", " cat_df = data[[dispute_category, 'issue', 'consumer_disputed?']].groupby([dispute_category]).count().reset_index()\n", " cat_df['consumer_disputed?'] = cat_df.apply(get_disputes, axis=1)\n", @@ -494,41 +559,24 @@ " return cat_df" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Create a scatterplot to frequency and dispute rate of each product" + ] + }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 35, "metadata": {}, "outputs": [ { "data": { "text/html": [ - " \n", - " " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "
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