{ "cells": [ { "cell_type": "markdown", "id": "lovely-technician", "metadata": {}, "source": [ "# Car accident analysis in the US" ] }, { "cell_type": "code", "execution_count": 1, "id": "hungarian-heating", "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline\n", "import seaborn as sns" ] }, { "cell_type": "code", "execution_count": 2, "id": "innocent-alliance", "metadata": {}, "outputs": [], "source": [ "pd.set_option('display.max_rows', None, 'display.max_columns', None)" ] }, { "cell_type": "code", "execution_count": 3, "id": "verified-masters", "metadata": {}, "outputs": [], "source": [ "df = pd.read_csv('US_Accidents_Dec20.csv')" ] }, { "cell_type": "code", "execution_count": 4, "id": "dominant-slide", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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IDSourceTMCSeverityStart_TimeEnd_TimeStart_LatStart_LngEnd_LatEnd_LngDistance(mi)DescriptionNumberStreetSideCityCountyStateZipcodeCountryTimezoneAirport_CodeWeather_TimestampTemperature(F)Wind_Chill(F)Humidity(%)Pressure(in)Visibility(mi)Wind_DirectionWind_Speed(mph)Precipitation(in)Weather_ConditionAmenityBumpCrossingGive_WayJunctionNo_ExitRailwayRoundaboutStationStopTraffic_CalmingTraffic_SignalTurning_LoopSunrise_SunsetCivil_TwilightNautical_TwilightAstronomical_Twilight
0A-1MapQuest201.032016-02-08 05:46:002016-02-08 11:00:0039.865147-84.058723NaNNaN0.01Right lane blocked due to accident on I-70 Eas...NaNI-70 ERDaytonMontgomeryOH45424USUS/EasternKFFO2016-02-08 05:58:0036.9NaN91.029.6810.0CalmNaN0.02Light RainFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseNightNightNightNight
1A-2MapQuest201.022016-02-08 06:07:592016-02-08 06:37:5939.928059-82.831184NaNNaN0.01Accident on Brice Rd at Tussing Rd. Expect del...2584.0Brice RdLReynoldsburgFranklinOH43068-3402USUS/EasternKCMH2016-02-08 05:51:0037.9NaN100.029.6510.0CalmNaN0.00Light RainFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseNightNightNightDay
2A-3MapQuest201.022016-02-08 06:49:272016-02-08 07:19:2739.063148-84.032608NaNNaN0.01Accident on OH-32 State Route 32 Westbound at ...NaNState Route 32RWilliamsburgClermontOH45176USUS/EasternKI692016-02-08 06:56:0036.033.3100.029.6710.0SW3.5NaNOvercastFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseNightNightDayDay
3A-4MapQuest201.032016-02-08 07:23:342016-02-08 07:53:3439.747753-84.205582NaNNaN0.01Accident on I-75 Southbound at Exits 52 52B US...NaNI-75 SRDaytonMontgomeryOH45417USUS/EasternKDAY2016-02-08 07:38:0035.131.096.029.649.0SW4.6NaNMostly CloudyFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseNightDayDayDay
4A-5MapQuest201.022016-02-08 07:39:072016-02-08 08:09:0739.627781-84.188354NaNNaN0.01Accident on McEwen Rd at OH-725 Miamisburg Cen...NaNMiamisburg Centerville RdRDaytonMontgomeryOH45459USUS/EasternKMGY2016-02-08 07:53:0036.033.389.029.656.0SW3.5NaNMostly CloudyFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseDayDayDayDay
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" ], "text/plain": [ " ID Source TMC Severity Start_Time End_Time \\\n", "0 A-1 MapQuest 201.0 3 2016-02-08 05:46:00 2016-02-08 11:00:00 \n", "1 A-2 MapQuest 201.0 2 2016-02-08 06:07:59 2016-02-08 06:37:59 \n", "2 A-3 MapQuest 201.0 2 2016-02-08 06:49:27 2016-02-08 07:19:27 \n", "3 A-4 MapQuest 201.0 3 2016-02-08 07:23:34 2016-02-08 07:53:34 \n", "4 A-5 MapQuest 201.0 2 2016-02-08 07:39:07 2016-02-08 08:09:07 \n", "\n", " Start_Lat Start_Lng End_Lat End_Lng Distance(mi) \\\n", "0 39.865147 -84.058723 NaN NaN 0.01 \n", "1 39.928059 -82.831184 NaN NaN 0.01 \n", "2 39.063148 -84.032608 NaN NaN 0.01 \n", "3 39.747753 -84.205582 NaN NaN 0.01 \n", "4 39.627781 -84.188354 NaN NaN 0.01 \n", "\n", " Description Number \\\n", "0 Right lane blocked due to accident on I-70 Eas... NaN \n", "1 Accident on Brice Rd at Tussing Rd. Expect del... 2584.0 \n", "2 Accident on OH-32 State Route 32 Westbound at ... NaN \n", "3 Accident on I-75 Southbound at Exits 52 52B US... NaN \n", "4 Accident on McEwen Rd at OH-725 Miamisburg Cen... NaN \n", "\n", " Street Side City County State Zipcode \\\n", "0 I-70 E R Dayton Montgomery OH 45424 \n", "1 Brice Rd L Reynoldsburg Franklin OH 43068-3402 \n", "2 State Route 32 R Williamsburg Clermont OH 45176 \n", "3 I-75 S R Dayton Montgomery OH 45417 \n", "4 Miamisburg Centerville Rd R Dayton Montgomery OH 45459 \n", "\n", " Country Timezone Airport_Code Weather_Timestamp Temperature(F) \\\n", "0 US US/Eastern KFFO 2016-02-08 05:58:00 36.9 \n", "1 US US/Eastern KCMH 2016-02-08 05:51:00 37.9 \n", "2 US US/Eastern KI69 2016-02-08 06:56:00 36.0 \n", "3 US US/Eastern KDAY 2016-02-08 07:38:00 35.1 \n", "4 US US/Eastern KMGY 2016-02-08 07:53:00 36.0 \n", "\n", " Wind_Chill(F) Humidity(%) Pressure(in) Visibility(mi) Wind_Direction \\\n", "0 NaN 91.0 29.68 10.0 Calm \n", "1 NaN 100.0 29.65 10.0 Calm \n", "2 33.3 100.0 29.67 10.0 SW \n", "3 31.0 96.0 29.64 9.0 SW \n", "4 33.3 89.0 29.65 6.0 SW \n", "\n", " Wind_Speed(mph) Precipitation(in) Weather_Condition Amenity Bump \\\n", "0 NaN 0.02 Light Rain False False \n", "1 NaN 0.00 Light Rain False False \n", "2 3.5 NaN Overcast False False \n", "3 4.6 NaN Mostly Cloudy False False \n", "4 3.5 NaN Mostly Cloudy False False \n", "\n", " Crossing Give_Way Junction No_Exit Railway Roundabout Station Stop \\\n", "0 False False False False False False False False \n", "1 False False False False False False False False \n", "2 False False False False False False False False \n", "3 False False False False False False False False \n", "4 False False False False False False False False \n", "\n", " Traffic_Calming Traffic_Signal Turning_Loop Sunrise_Sunset \\\n", "0 False False False Night \n", "1 False False False Night \n", "2 False True False Night \n", "3 False False False Night \n", "4 False True False Day \n", "\n", " Civil_Twilight Nautical_Twilight Astronomical_Twilight \n", "0 Night Night Night \n", "1 Night Night Day \n", "2 Night Day Day \n", "3 Day Day Day \n", "4 Day Day Day " ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.head()" ] }, { "cell_type": "code", "execution_count": 5, "id": "lonely-memorabilia", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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IDSourceTMCSeverityStart_TimeEnd_TimeStart_LatStart_LngEnd_LatEnd_LngDistance(mi)DescriptionNumberStreetSideCityCountyStateZipcodeCountryTimezoneAirport_CodeWeather_TimestampTemperature(F)Wind_Chill(F)Humidity(%)Pressure(in)Visibility(mi)Wind_DirectionWind_Speed(mph)Precipitation(in)Weather_ConditionAmenityBumpCrossingGive_WayJunctionNo_ExitRailwayRoundaboutStationStopTraffic_CalmingTraffic_SignalTurning_LoopSunrise_SunsetCivil_TwilightNautical_TwilightAstronomical_Twilight
4232536A-4239402BingNaN22019-08-23 18:03:252019-08-23 18:32:0134.00248-117.3793633.99888-117.370940.543At Market St - Accident.NaNPomona Fwy ERRiversideRiversideCA92501USUS/PacificKRAL2019-08-23 17:53:0086.086.040.028.9210.0W13.00.0FairFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
4232537A-4239403BingNaN22019-08-23 19:11:302019-08-23 19:38:2332.76696-117.1480632.76555-117.153630.338At Camino Del Rio/Mission Center Rd - Accident.NaNI-8 WRSan DiegoSan DiegoCA92108USUS/PacificKMYF2019-08-23 18:53:0070.070.073.029.3910.0SW6.00.0FairFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
4232538A-4239404BingNaN22019-08-23 19:00:212019-08-23 19:28:4933.77545-117.8477933.77740-117.857270.561At Glassell St/Grand Ave - Accident. in the ri...NaNGarden Grove FwyROrangeOrangeCA92866USUS/PacificKSNA2019-08-23 18:53:0073.073.064.029.7410.0SSW10.00.0Partly CloudyFalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
4232539A-4239405BingNaN22019-08-23 19:00:212019-08-23 19:29:4233.99246-118.4030233.98311-118.395650.772At CA-90/Marina Fwy/Jefferson Blvd - Accident.NaNSan Diego Fwy SRCulver CityLos AngelesCA90230USUS/PacificKSMO2019-08-23 18:51:0071.071.081.029.6210.0SW8.00.0FairFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
4232540A-4239406BingNaN22019-08-23 18:52:062019-08-23 19:21:3134.13393-117.2309234.13736-117.239340.537At Highland Ave/Arden Ave - Accident.NaNCA-210 WRHighlandSan BernardinoCA92346USUS/PacificKSBD2019-08-23 20:50:0079.079.047.028.637.0SW7.00.0FairFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
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" ], "text/plain": [ " ID Source TMC Severity Start_Time \\\n", "4232536 A-4239402 Bing NaN 2 2019-08-23 18:03:25 \n", "4232537 A-4239403 Bing NaN 2 2019-08-23 19:11:30 \n", "4232538 A-4239404 Bing NaN 2 2019-08-23 19:00:21 \n", "4232539 A-4239405 Bing NaN 2 2019-08-23 19:00:21 \n", "4232540 A-4239406 Bing NaN 2 2019-08-23 18:52:06 \n", "\n", " End_Time Start_Lat Start_Lng End_Lat End_Lng \\\n", "4232536 2019-08-23 18:32:01 34.00248 -117.37936 33.99888 -117.37094 \n", "4232537 2019-08-23 19:38:23 32.76696 -117.14806 32.76555 -117.15363 \n", "4232538 2019-08-23 19:28:49 33.77545 -117.84779 33.77740 -117.85727 \n", "4232539 2019-08-23 19:29:42 33.99246 -118.40302 33.98311 -118.39565 \n", "4232540 2019-08-23 19:21:31 34.13393 -117.23092 34.13736 -117.23934 \n", "\n", " Distance(mi) Description \\\n", "4232536 0.543 At Market St - Accident. \n", "4232537 0.338 At Camino Del Rio/Mission Center Rd - Accident. \n", "4232538 0.561 At Glassell St/Grand Ave - Accident. in the ri... \n", "4232539 0.772 At CA-90/Marina Fwy/Jefferson Blvd - Accident. \n", "4232540 0.537 At Highland Ave/Arden Ave - Accident. \n", "\n", " Number Street Side City County State \\\n", "4232536 NaN Pomona Fwy E R Riverside Riverside CA \n", "4232537 NaN I-8 W R San Diego San Diego CA \n", "4232538 NaN Garden Grove Fwy R Orange Orange CA \n", "4232539 NaN San Diego Fwy S R Culver City Los Angeles CA \n", "4232540 NaN CA-210 W R Highland San Bernardino CA \n", "\n", " Zipcode Country Timezone Airport_Code Weather_Timestamp \\\n", "4232536 92501 US US/Pacific KRAL 2019-08-23 17:53:00 \n", "4232537 92108 US US/Pacific KMYF 2019-08-23 18:53:00 \n", "4232538 92866 US US/Pacific KSNA 2019-08-23 18:53:00 \n", "4232539 90230 US US/Pacific KSMO 2019-08-23 18:51:00 \n", "4232540 92346 US US/Pacific KSBD 2019-08-23 20:50:00 \n", "\n", " Temperature(F) Wind_Chill(F) Humidity(%) Pressure(in) \\\n", "4232536 86.0 86.0 40.0 28.92 \n", "4232537 70.0 70.0 73.0 29.39 \n", "4232538 73.0 73.0 64.0 29.74 \n", "4232539 71.0 71.0 81.0 29.62 \n", "4232540 79.0 79.0 47.0 28.63 \n", "\n", " Visibility(mi) Wind_Direction Wind_Speed(mph) Precipitation(in) \\\n", "4232536 10.0 W 13.0 0.0 \n", "4232537 10.0 SW 6.0 0.0 \n", "4232538 10.0 SSW 10.0 0.0 \n", "4232539 10.0 SW 8.0 0.0 \n", "4232540 7.0 SW 7.0 0.0 \n", "\n", " Weather_Condition Amenity Bump Crossing Give_Way Junction \\\n", "4232536 Fair False False False False False \n", "4232537 Fair False False False False False \n", "4232538 Partly Cloudy False False False False True \n", "4232539 Fair False False False False False \n", "4232540 Fair False False False False False \n", "\n", " No_Exit Railway Roundabout Station Stop Traffic_Calming \\\n", "4232536 False False False False False False \n", "4232537 False False False False False False \n", "4232538 False False False False False False \n", "4232539 False False False False False False \n", "4232540 False False False False False False \n", "\n", " Traffic_Signal Turning_Loop Sunrise_Sunset Civil_Twilight \\\n", "4232536 False False Day Day \n", "4232537 False False Day Day \n", "4232538 False False Day Day \n", "4232539 False False Day Day \n", "4232540 False False Day Day \n", "\n", " Nautical_Twilight Astronomical_Twilight \n", "4232536 Day Day \n", "4232537 Day Day \n", "4232538 Day Day \n", "4232539 Day Day \n", "4232540 Day Day " ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.tail()" ] }, { "cell_type": "code", "execution_count": 6, "id": "voluntary-position", "metadata": {}, "outputs": [], "source": [ "df_state = df.groupby('State').apply(lambda x: x.sort_values(['State'], ascending=True))" ] }, { "cell_type": "code", "execution_count": 7, "id": "professional-township", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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IDSourceTMCSeverityStart_TimeEnd_TimeStart_LatStart_LngEnd_LatEnd_LngDistance(mi)DescriptionNumberStreetSideCityCountyStateZipcodeCountryTimezoneAirport_CodeWeather_TimestampTemperature(F)Wind_Chill(F)Humidity(%)Pressure(in)Visibility(mi)Wind_DirectionWind_Speed(mph)Precipitation(in)Weather_ConditionAmenityBumpCrossingGive_WayJunctionNo_ExitRailwayRoundaboutStationStopTraffic_CalmingTraffic_SignalTurning_LoopSunrise_SunsetCivil_TwilightNautical_TwilightAstronomical_Twilight
State
AL443636A-443649MapQuest201.022017-05-14 11:39:212017-05-14 12:24:2131.987831-85.114471NaNNaN0.01Accident on US-431 Eufaula Ave Northbound at A...2269.0Highway 431 NLEufaulaBarbourAL36027USUS/CentralKEUF2017-05-14 11:58:0082.9NaN49.029.9610.0CalmNaNNaNClearFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
1915686A-1915798MapQuest201.022018-09-27 18:08:332018-09-27 18:38:1130.784466-88.276299NaNNaN0.00Accident on US-98 Moffett Rd at County Hwy-25 ...9898.0Moffett RdLSemmesMobileAL36575-5212USUS/CentralKMOB2018-09-27 17:56:0077.0NaN90.029.9810.0South4.6NaNMostly CloudyFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseDayDayDayDay
1915687A-1915799MapQuest201.022018-09-27 19:08:522018-09-27 19:37:4930.924074-88.250984NaNNaN0.00Accident motorcycle involved on County Hwy-63 ...NaNChunchula Georgetown RdRChunchulaMobileAL36521USUS/CentralKMOB2018-09-27 18:56:0075.9NaN94.029.9910.0SW4.6NaNOvercastFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseNightNightDayDay
1915688A-1915800MapQuest201.022018-09-27 19:27:592018-09-27 19:57:3630.778137-88.251213NaNNaN0.00Accident on US-98 Moffett Rd at Firetower Rd.8799.0Moffett RdLSemmesMobileAL36575-5303USUS/CentralKMOB2018-09-27 19:56:0075.9NaN94.030.0010.0WSW3.5NaNMostly CloudyFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseTrueFalseNightNightDayDay
1915689A-1915801MapQuest201.022018-09-27 19:52:552018-09-27 20:22:3330.774244-88.242851NaNNaN0.00Accident on US-98 Moffett Rd at Oak Hill Dr.8840.0Oak Hill DrRSemmesMobileAL36575USUS/CentralKMOB2018-09-27 19:56:0075.9NaN94.030.0010.0WSW3.5NaNMostly CloudyFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseNightNightNightDay
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" ], "text/plain": [ " ID Source TMC Severity Start_Time \\\n", "State \n", "AL 443636 A-443649 MapQuest 201.0 2 2017-05-14 11:39:21 \n", " 1915686 A-1915798 MapQuest 201.0 2 2018-09-27 18:08:33 \n", " 1915687 A-1915799 MapQuest 201.0 2 2018-09-27 19:08:52 \n", " 1915688 A-1915800 MapQuest 201.0 2 2018-09-27 19:27:59 \n", " 1915689 A-1915801 MapQuest 201.0 2 2018-09-27 19:52:55 \n", "\n", " End_Time Start_Lat Start_Lng End_Lat End_Lng \\\n", "State \n", "AL 443636 2017-05-14 12:24:21 31.987831 -85.114471 NaN NaN \n", " 1915686 2018-09-27 18:38:11 30.784466 -88.276299 NaN NaN \n", " 1915687 2018-09-27 19:37:49 30.924074 -88.250984 NaN NaN \n", " 1915688 2018-09-27 19:57:36 30.778137 -88.251213 NaN NaN \n", " 1915689 2018-09-27 20:22:33 30.774244 -88.242851 NaN NaN \n", "\n", " Distance(mi) \\\n", "State \n", "AL 443636 0.01 \n", " 1915686 0.00 \n", " 1915687 0.00 \n", " 1915688 0.00 \n", " 1915689 0.00 \n", "\n", " Description Number \\\n", "State \n", "AL 443636 Accident on US-431 Eufaula Ave Northbound at A... 2269.0 \n", " 1915686 Accident on US-98 Moffett Rd at County Hwy-25 ... 9898.0 \n", " 1915687 Accident motorcycle involved on County Hwy-63 ... NaN \n", " 1915688 Accident on US-98 Moffett Rd at Firetower Rd. 8799.0 \n", " 1915689 Accident on US-98 Moffett Rd at Oak Hill Dr. 8840.0 \n", "\n", " Street Side City County State \\\n", "State \n", "AL 443636 Highway 431 N L Eufaula Barbour AL \n", " 1915686 Moffett Rd L Semmes Mobile AL \n", " 1915687 Chunchula Georgetown Rd R Chunchula Mobile AL \n", " 1915688 Moffett Rd L Semmes Mobile AL \n", " 1915689 Oak Hill Dr R Semmes Mobile AL \n", "\n", " Zipcode Country Timezone Airport_Code \\\n", "State \n", "AL 443636 36027 US US/Central KEUF \n", " 1915686 36575-5212 US US/Central KMOB \n", " 1915687 36521 US US/Central KMOB \n", " 1915688 36575-5303 US US/Central KMOB \n", " 1915689 36575 US US/Central KMOB \n", "\n", " Weather_Timestamp Temperature(F) Wind_Chill(F) \\\n", "State \n", "AL 443636 2017-05-14 11:58:00 82.9 NaN \n", " 1915686 2018-09-27 17:56:00 77.0 NaN \n", " 1915687 2018-09-27 18:56:00 75.9 NaN \n", " 1915688 2018-09-27 19:56:00 75.9 NaN \n", " 1915689 2018-09-27 19:56:00 75.9 NaN \n", "\n", " Humidity(%) Pressure(in) Visibility(mi) Wind_Direction \\\n", "State \n", "AL 443636 49.0 29.96 10.0 Calm \n", " 1915686 90.0 29.98 10.0 South \n", " 1915687 94.0 29.99 10.0 SW \n", " 1915688 94.0 30.00 10.0 WSW \n", " 1915689 94.0 30.00 10.0 WSW \n", "\n", " Wind_Speed(mph) Precipitation(in) Weather_Condition Amenity \\\n", "State \n", "AL 443636 NaN NaN Clear False \n", " 1915686 4.6 NaN Mostly Cloudy False \n", " 1915687 4.6 NaN Overcast False \n", " 1915688 3.5 NaN Mostly Cloudy False \n", " 1915689 3.5 NaN Mostly Cloudy False \n", "\n", " Bump Crossing Give_Way Junction No_Exit Railway \\\n", "State \n", "AL 443636 False False False False False False \n", " 1915686 False False False False False False \n", " 1915687 False False False False False False \n", " 1915688 False False False False False False \n", " 1915689 False False False False False False \n", "\n", " Roundabout Station Stop Traffic_Calming Traffic_Signal \\\n", "State \n", "AL 443636 False False False False False \n", " 1915686 False False False False True \n", " 1915687 False False False False False \n", " 1915688 False False False False True \n", " 1915689 False False False False False \n", "\n", " Turning_Loop Sunrise_Sunset Civil_Twilight Nautical_Twilight \\\n", "State \n", "AL 443636 False Day Day Day \n", " 1915686 False Day Day Day \n", " 1915687 False Night Night Day \n", " 1915688 False Night Night Day \n", " 1915689 False Night Night Night \n", "\n", " Astronomical_Twilight \n", "State \n", "AL 443636 Day \n", " 1915686 Day \n", " 1915687 Day \n", " 1915688 Day \n", " 1915689 Day " ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_state.head()" ] }, { "cell_type": "code", "execution_count": 8, "id": "anonymous-librarian", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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IDSourceTMCSeverityStart_TimeEnd_TimeStart_LatStart_LngEnd_LatEnd_LngDistance(mi)DescriptionNumberStreetSideCityCountyStateZipcodeCountryTimezoneAirport_CodeWeather_TimestampTemperature(F)Wind_Chill(F)Humidity(%)Pressure(in)Visibility(mi)Wind_DirectionWind_Speed(mph)Precipitation(in)Weather_ConditionAmenityBumpCrossingGive_WayJunctionNo_ExitRailwayRoundaboutStationStopTraffic_CalmingTraffic_SignalTurning_LoopSunrise_SunsetCivil_TwilightNautical_TwilightAstronomical_Twilight
State
WY2391091A-2391210MapQuest201.032018-01-25 09:23:462018-01-25 09:55:0041.597641-106.209854NaNNaN0.0Right lane blocked due to accident on I-80 Wes...NaNState Highway 13RRock RiverCarbonWY82083USUS/MountainKARL2018-01-25 09:15:0041.029.019.022.7810.0SSW32.00.0Fair / WindyFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
2388665A-2388784MapQuest201.032018-01-24 00:47:332018-01-24 01:18:0041.562035-109.541733NaNNaN0.0Right lane blocked due to accident on I-80 Wes...NaNOverland BlvdRGreen RiverSweetwaterWY82935USUS/MountainKCMS2018-01-24 00:54:0015.06.074.023.5710.0S6.00.0Partly CloudyFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseNightNightNightNight
2339249A-2339368MapQuest201.032018-02-26 07:17:402018-02-26 07:48:0043.991810-106.646271NaNNaN0.0Left lane blocked due to accident on I-25 Sout...NaNUS-87 SRKayceeJohnsonWY82639USUS/MountainKIDV2018-02-26 06:53:0026.018.047.024.7310.0SSE8.00.0Mostly CloudyFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
2327395A-2327514MapQuest201.022018-02-20 09:30:062018-02-20 10:01:0041.562035-109.541733NaNNaN0.0Left lane blocked due to accident on I-80 West...NaNOverland BlvdRGreen RiverSweetwaterWY82935USUS/MountainKCMS2018-02-20 09:54:001.01.075.023.2610.0CALM0.00.0FairFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseFalseDayDayDayDay
4229232A-4236098BingNaN32019-08-16 05:40:392019-08-16 06:06:4442.227620-105.02093042.23439-105.024360.5At US-26/Exit 92 - Accident.NaNI-25 NRWheatlandPlatteWY82201USUS/MountainKBRX2019-08-16 05:53:0059.059.0100.025.7710.0S5.00.0CloudyFalseFalseFalseFalseTrueFalseFalseFalseFalseFalseFalseFalseFalseNightDayDayDay
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" ], "text/plain": [ " ID Source TMC Severity Start_Time \\\n", "State \n", "WY 2391091 A-2391210 MapQuest 201.0 3 2018-01-25 09:23:46 \n", " 2388665 A-2388784 MapQuest 201.0 3 2018-01-24 00:47:33 \n", " 2339249 A-2339368 MapQuest 201.0 3 2018-02-26 07:17:40 \n", " 2327395 A-2327514 MapQuest 201.0 2 2018-02-20 09:30:06 \n", " 4229232 A-4236098 Bing NaN 3 2019-08-16 05:40:39 \n", "\n", " End_Time Start_Lat Start_Lng End_Lat \\\n", "State \n", "WY 2391091 2018-01-25 09:55:00 41.597641 -106.209854 NaN \n", " 2388665 2018-01-24 01:18:00 41.562035 -109.541733 NaN \n", " 2339249 2018-02-26 07:48:00 43.991810 -106.646271 NaN \n", " 2327395 2018-02-20 10:01:00 41.562035 -109.541733 NaN \n", " 4229232 2019-08-16 06:06:44 42.227620 -105.020930 42.23439 \n", "\n", " End_Lng Distance(mi) \\\n", "State \n", "WY 2391091 NaN 0.0 \n", " 2388665 NaN 0.0 \n", " 2339249 NaN 0.0 \n", " 2327395 NaN 0.0 \n", " 4229232 -105.02436 0.5 \n", "\n", " Description Number \\\n", "State \n", "WY 2391091 Right lane blocked due to accident on I-80 Wes... NaN \n", " 2388665 Right lane blocked due to accident on I-80 Wes... NaN \n", " 2339249 Left lane blocked due to accident on I-25 Sout... NaN \n", " 2327395 Left lane blocked due to accident on I-80 West... NaN \n", " 4229232 At US-26/Exit 92 - Accident. NaN \n", "\n", " Street Side City County State Zipcode \\\n", "State \n", "WY 2391091 State Highway 13 R Rock River Carbon WY 82083 \n", " 2388665 Overland Blvd R Green River Sweetwater WY 82935 \n", " 2339249 US-87 S R Kaycee Johnson WY 82639 \n", " 2327395 Overland Blvd R Green River Sweetwater WY 82935 \n", " 4229232 I-25 N R Wheatland Platte WY 82201 \n", "\n", " Country Timezone Airport_Code Weather_Timestamp \\\n", "State \n", "WY 2391091 US US/Mountain KARL 2018-01-25 09:15:00 \n", " 2388665 US US/Mountain KCMS 2018-01-24 00:54:00 \n", " 2339249 US US/Mountain KIDV 2018-02-26 06:53:00 \n", " 2327395 US US/Mountain KCMS 2018-02-20 09:54:00 \n", " 4229232 US US/Mountain KBRX 2019-08-16 05:53:00 \n", "\n", " Temperature(F) Wind_Chill(F) Humidity(%) Pressure(in) \\\n", "State \n", "WY 2391091 41.0 29.0 19.0 22.78 \n", " 2388665 15.0 6.0 74.0 23.57 \n", " 2339249 26.0 18.0 47.0 24.73 \n", " 2327395 1.0 1.0 75.0 23.26 \n", " 4229232 59.0 59.0 100.0 25.77 \n", "\n", " Visibility(mi) Wind_Direction Wind_Speed(mph) \\\n", "State \n", "WY 2391091 10.0 SSW 32.0 \n", " 2388665 10.0 S 6.0 \n", " 2339249 10.0 SSE 8.0 \n", " 2327395 10.0 CALM 0.0 \n", " 4229232 10.0 S 5.0 \n", "\n", " Precipitation(in) Weather_Condition Amenity Bump Crossing \\\n", "State \n", "WY 2391091 0.0 Fair / Windy False False False \n", " 2388665 0.0 Partly Cloudy False False False \n", " 2339249 0.0 Mostly Cloudy False False False \n", " 2327395 0.0 Fair False False False \n", " 4229232 0.0 Cloudy False False False \n", "\n", " Give_Way Junction No_Exit Railway Roundabout Station \\\n", "State \n", "WY 2391091 False False False False False False \n", " 2388665 False False False False False False \n", " 2339249 False False False False False False \n", " 2327395 False False False False False False \n", " 4229232 False True False False False False \n", "\n", " Stop Traffic_Calming Traffic_Signal Turning_Loop \\\n", "State \n", "WY 2391091 False False False False \n", " 2388665 False False False False \n", " 2339249 False False False False \n", " 2327395 False False False False \n", " 4229232 False False False False \n", "\n", " Sunrise_Sunset Civil_Twilight Nautical_Twilight \\\n", "State \n", "WY 2391091 Day Day Day \n", " 2388665 Night Night Night \n", " 2339249 Day Day Day \n", " 2327395 Day Day Day \n", " 4229232 Night Day Day \n", "\n", " Astronomical_Twilight \n", "State \n", "WY 2391091 Day \n", " 2388665 Night \n", " 2339249 Day \n", " 2327395 Day \n", " 4229232 Day " ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df_state.tail()" ] }, { "cell_type": "code", "execution_count": 9, "id": "elect-aberdeen", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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TMCSeverityStart_LatStart_LngEnd_LatEnd_LngDistance(mi)NumberTemperature(F)Wind_Chill(F)Humidity(%)Pressure(in)Visibility(mi)Wind_Speed(mph)Precipitation(in)
count2.716477e+064.232541e+064.232541e+064.232541e+061.516064e+061.516064e+064.232541e+061.544592e+064.142641e+062.336540e+064.137074e+064.156157e+064.133873e+063.753215e+062.166952e+06
mean2.083517e+022.305035e+003.639782e+01-9.546420e+013.690061e+01-9.859901e+013.357021e-016.141507e+036.147799e+015.489319e+016.567422e+012.969371e+019.111991e+007.903433e+001.244719e-02
std2.124413e+015.332261e-014.964404e+001.735319e+015.165629e+001.849590e+011.602143e+001.492268e+041.852586e+012.272355e+012.272342e+018.639260e-012.817582e+005.330998e+001.637154e-01
min2.000000e+021.000000e+002.455527e+01-1.246238e+022.457011e+01-1.244978e+020.000000e+000.000000e+00-8.900000e+01-8.900000e+011.000000e+000.000000e+000.000000e+000.000000e+000.000000e+00
25%2.010000e+022.000000e+003.352058e+01-1.173570e+023.385420e+01-1.182077e+020.000000e+008.980000e+024.900000e+013.800000e+014.900000e+012.964000e+011.000000e+014.600000e+000.000000e+00
50%2.010000e+022.000000e+003.582542e+01-9.002078e+013.735134e+01-9.437987e+010.000000e+002.890000e+036.300000e+015.800000e+016.800000e+012.993000e+011.000000e+017.000000e+000.000000e+00
75%2.010000e+023.000000e+004.018313e+01-8.084682e+014.072593e+01-8.087449e+018.900000e-027.330000e+037.520000e+017.300000e+018.500000e+013.008000e+011.000000e+011.040000e+010.000000e+00
max4.060000e+024.000000e+004.900220e+01-6.711317e+014.907500e+01-6.710924e+014.417500e+029.999997e+062.030000e+021.890000e+021.000000e+025.804000e+011.400000e+029.840000e+022.500000e+01
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" ], "text/plain": [ " TMC Severity Start_Lat Start_Lng End_Lat \\\n", "count 2.716477e+06 4.232541e+06 4.232541e+06 4.232541e+06 1.516064e+06 \n", "mean 2.083517e+02 2.305035e+00 3.639782e+01 -9.546420e+01 3.690061e+01 \n", "std 2.124413e+01 5.332261e-01 4.964404e+00 1.735319e+01 5.165629e+00 \n", "min 2.000000e+02 1.000000e+00 2.455527e+01 -1.246238e+02 2.457011e+01 \n", "25% 2.010000e+02 2.000000e+00 3.352058e+01 -1.173570e+02 3.385420e+01 \n", "50% 2.010000e+02 2.000000e+00 3.582542e+01 -9.002078e+01 3.735134e+01 \n", "75% 2.010000e+02 3.000000e+00 4.018313e+01 -8.084682e+01 4.072593e+01 \n", "max 4.060000e+02 4.000000e+00 4.900220e+01 -6.711317e+01 4.907500e+01 \n", "\n", " End_Lng Distance(mi) Number Temperature(F) \\\n", "count 1.516064e+06 4.232541e+06 1.544592e+06 4.142641e+06 \n", "mean -9.859901e+01 3.357021e-01 6.141507e+03 6.147799e+01 \n", "std 1.849590e+01 1.602143e+00 1.492268e+04 1.852586e+01 \n", "min -1.244978e+02 0.000000e+00 0.000000e+00 -8.900000e+01 \n", "25% -1.182077e+02 0.000000e+00 8.980000e+02 4.900000e+01 \n", "50% -9.437987e+01 0.000000e+00 2.890000e+03 6.300000e+01 \n", "75% -8.087449e+01 8.900000e-02 7.330000e+03 7.520000e+01 \n", "max -6.710924e+01 4.417500e+02 9.999997e+06 2.030000e+02 \n", "\n", " Wind_Chill(F) Humidity(%) Pressure(in) Visibility(mi) \\\n", "count 2.336540e+06 4.137074e+06 4.156157e+06 4.133873e+06 \n", "mean 5.489319e+01 6.567422e+01 2.969371e+01 9.111991e+00 \n", "std 2.272355e+01 2.272342e+01 8.639260e-01 2.817582e+00 \n", "min -8.900000e+01 1.000000e+00 0.000000e+00 0.000000e+00 \n", "25% 3.800000e+01 4.900000e+01 2.964000e+01 1.000000e+01 \n", "50% 5.800000e+01 6.800000e+01 2.993000e+01 1.000000e+01 \n", "75% 7.300000e+01 8.500000e+01 3.008000e+01 1.000000e+01 \n", "max 1.890000e+02 1.000000e+02 5.804000e+01 1.400000e+02 \n", "\n", " Wind_Speed(mph) Precipitation(in) \n", "count 3.753215e+06 2.166952e+06 \n", "mean 7.903433e+00 1.244719e-02 \n", "std 5.330998e+00 1.637154e-01 \n", "min 0.000000e+00 0.000000e+00 \n", "25% 4.600000e+00 0.000000e+00 \n", "50% 7.000000e+00 0.000000e+00 \n", "75% 1.040000e+01 0.000000e+00 \n", "max 9.840000e+02 2.500000e+01 " ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df.describe()" ] }, { "cell_type": "markdown", "id": "recorded-arrival", "metadata": {}, "source": [ "## 1. The following are the histograms of car accidents in the Unted States and three states with the highest rate of car accidents." ] }, { "cell_type": "code", "execution_count": 10, "id": "composed-registrar", "metadata": {}, "outputs": [ { "data": { "image/png": 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S0ZIekHRTYduSki6QdHu+X6Lw3N6SZkn6s6S3F7avK+nG/NwhkpS3zy/plLz9KkkzCsfslF/jdkk7jcX7NTMzMzMzG21j1TN3LLBp07a9gAsjYg3gwvwYSWsB2wMvzcf8UNK0fMzhwK7AGvnWSHMX4JGIWB04CDgwp7UksA/wamADYJ9ipdHMzMzMzGxQjUllLiIuAx5u2rwFcFz++zhgy8L2kyPi6Yi4E5gFbCBpeWDRiLgiIgI4vumYRlqnA5vkXru3AxdExMMR8QhwASMrlWZmZpOKpM9IulnSTZJ+JmmBsRoRY2ZmY2c858wtFxH3AeT7ZfP2FYB7CvvNzttWyH83bx92TEQ8CzwGLNUmrREk7SpppqSZDz74YA9vy8zMbPxIWgHYHVgvItYGppFGvIz6iBgzMxtbEzEAikq2RZvt3R4zfGPEERGxXkSst8wyy1TKqJmZ2QQ1HVhQ0nRgIeBexmZEjJmZjaHxrMzdnwsK8v0DeftsYKXCfiuSCqHZ+e/m7cOOyQXXYqRhna3SMjMzm5Qi4u/Ad4C7gfuAxyLifMZmRIyZmY2h8azMnQ00okvuBJxV2L59Ho+/KmlYx9W54HlC0oa59W/HpmMaaW0DXJRbEc8D3iZpiTw34G15m5mZ2aSUy7stgFWBFwALS9qh3SEl27odEdOcF09hMDMbRdPH4kUk/QzYCFha0mxShMkDgFMl7UJqPdwWICJulnQqcAvwLLBbRMzJSX2CFBlzQeCcfAM4CjhB0ixSj9z2Oa2HJX0N+GPe76sR0RyIxczMbDJ5C3BnRDwIIOlM4LXkETERcV8fR8TMbhoRM0xEHAEcAbDeeuuVTnMwM7PujUllLiLe1+KpTVrsvz+wf8n2mcDaJdufIlcGS547Gji6cmbNzMwG293AhpIWAp4klbUzgX+TRrEcwMgRMT+V9D1ST15jRMwcSU9I2hC4ijQi5tDCMTsBVzB8RIyZmY2hManMmZmZ2diIiKsknQ5cSxrhch2pd2wRRnlEjJmZjS1X5szMzCaZiNiHNKWh6GnGYESMmZmNnYm4NIGZmZmZmZl14MqcmZmZmZnZAHJlzszMzMzMbAC5MmdmZmZmZjaAXJkzMzMzMzMbQK7MmZmZmZmZDSBX5szMzMzMzAaQK3NmZmZmZmYDyJU5MzMzMzOzAeTKnJmZmZmZ2QByZc7MzMzMzGwAuTJnZmZmZmY2gFyZMzMzMzMzG0CuzJmZmZmZmQ2g6eOdgclE+6l0e+wTY5wTMzMzMzOb7NwzZ2ZmZmZmNoBcmTMzMzMzMxtArsyZmZmZmZkNIFfmzMzMzMzMBpArc2ZmZmZmZgPIlTkzMzMzM7MB5MqcmZmZmZnZAHJlzszMzMzMbAC5MmdmZmZmZjaAXJkzMzMzMzMbQK7MmZmZmZmZDaDp452BqUz7acS22CfGISdmZmZmZjZo3DNnZmZmZmY2gFyZMzMzMzMzG0CuzJmZmZmZmQ0gV+bMzMzMzMwGkCtzZmZmZmZmA8iVOTMzMzMzswHkypyZmZmZmdkAcmXOzMzMzMxsALkyZ2ZmZmZmNoBcmTMzMzMzMxtArsyZmZmZmZkNIFfmzMzMzMzMBpArc2ZmZmZmZgPIlTkzMzMzM7MB5MqcmZmZmZnZAHJlzszMzMzMbAC5MmdmZmZmZjaAXJkzMzMzMzMbQK7MmZmZmZmZDSBX5szMzMzMzAaQK3NmZmZmZmYDaNwrc5I+I+lmSTdJ+pmkBSQtKekCSbfn+yUK++8taZakP0t6e2H7upJuzM8dIkl5+/ySTsnbr5I0YxzeppmZmZmZWV+Na2VO0grA7sB6EbE2MA3YHtgLuDAi1gAuzI+RtFZ+/qXApsAPJU3LyR0O7AqskW+b5u27AI9ExOrAQcCBY/DWzMzMzMzMRtW498wB04EFJU0HFgLuBbYAjsvPHwdsmf/eAjg5Ip6OiDuBWcAGkpYHFo2IKyIigOObjmmkdTqwSaPXzszMzMzMbFCNa2UuIv4OfAe4G7gPeCwizgeWi4j78j73AcvmQ1YA7ikkMTtvWyH/3bx92DER8SzwGLDUaLwfMzMzMzOzsTLewyyXIPWcrQq8AFhY0g7tDinZFm22tzumOS+7SpopaeaDDz7YPuNmZmZmZmbjbLyHWb4FuDMiHoyI/wJnAq8F7s9DJ8n3D+T9ZwMrFY5fkTQsc3b+u3n7sGPyUM7FgIebMxIRR0TEehGx3jLLLNOnt2dmZmZmZjY6xrsydzewoaSF8jy2TYBbgbOBnfI+OwFn5b/PBrbPESpXJQU6uToPxXxC0oY5nR2bjmmktQ1wUZ5XZ2ZmZmZmNrCmj+eLR8RVkk4HrgWeBa4DjgAWAU6VtAupwrdt3v9mSacCt+T9d4uIOTm5TwDHAgsC5+QbwFHACZJmkXrkth+Dt2ZmZmZmZjaqxrUyBxAR+wD7NG1+mtRLV7b//sD+JdtnAmuXbH+KXBk0MzMzMzObLMZ7mKWZmZmZmZl1wZU5MzMzMzOzAeTKnJmZmZmZ2QAa9zlzVo32G7lcXuzjoJxmZmZmZlOVe+bMzMzMzMwGkCtzZmZmZmZmA8iVOTMzMzMzswHkypyZmZmZmdkAcmXOzMxskpG0uKTTJd0m6VZJr5G0pKQLJN2e75co7L+3pFmS/izp7YXt60q6MT93iCTl7fNLOiVvv0rSjHF4m2ZmU54rc2ZmZpPPwcC5EbEmsA5wK7AXcGFErAFcmB8jaS1ge+ClwKbADyVNy+kcDuwKrJFvm+btuwCPRMTqwEHAgWPxpszMbDhX5szMzCYRSYsCbwSOAoiIZyLiUWAL4Li823HAlvnvLYCTI+LpiLgTmAVsIGl5YNGIuCIiAji+6ZhGWqcDmzR67czMbOy4MmdmZja5vBB4EDhG0nWSfiJpYWC5iLgPIN8vm/dfAbincPzsvG2F/Hfz9mHHRMSzwGPAUqPzdszMrBVX5szMzCaX6cCrgMMj4pXAv8lDKlso61GLNtvbHTM8YWlXSTMlzXzwwQfb59rMzGpzZc7MzGxymQ3Mjoir8uPTSZW7+/PQSfL9A4X9VyocvyJwb96+Ysn2YcdImg4sBjzcnJGIOCIi1ouI9ZZZZpk+vDUzMytyZc7MzGwSiYh/APdIenHetAlwC3A2sFPethNwVv77bGD7HKFyVVKgk6vzUMwnJG2Y58Pt2HRMI61tgIvyvDozMxtD08c7A2ZmZtZ3nwZOkjQfcAfwIVID7qmSdgHuBrYFiIibJZ1KqvA9C+wWEXNyOp8AjgUWBM7JN0jBVU6QNIvUI7f9WLwpMzMbzpU5MzOzSSYirgfWK3lqkxb77w/sX7J9JrB2yfanyJVBMzMbPx5maWZmZmZmNoBcmTMzMzMzMxtArsyZmZmZmZkNIFfmzMzMzMzMBlDlypykF4xmRszMzCxxmWtmZlXU6Zm7W9KFknaRtPhoZcjMzMxc5pqZWWd1lib4N7AxsBFwmKRzgJ8BZ0fE06OQN+uS9lPp9tjH67mamQ0Il7lmZtZRnZ65pYBNgcOB+4EtgZOBByQdI+nV/c+emZnZlOQy18zMOqpcmYuIZyPi/Ij4FLA5cAEg4HnATsAfJH1+dLJpZmY2dbjMNTOzKmoFQJH0OUnXA9cDbwWeAk4CtgduAPYahTyamZlNKS5zzcysijpz5v5GqvyJVLAcBZwYEY8BSFoR+E6/M2hmZjYFucw1M7OO6gZA+Snwk4i4tuT5I4Ez+pIrMzOzqc1lrpmZdVSnMvf8iHiq1ZMR8QTwRO9ZMjMzm/Jc5pqZWUd1olkeJOm3kqYBSJom6XxJPxylvJmZmU1VLnPNzKyjOpW59wL3RsQcgHx/b95uZmZm/eMy18zMOqpTmZsXmL9p24LAfP3LjpmZmeEy18zMKqgzZ+52YCtJuwNXAa8GtiKFRzYzM7P+cZlrZmYd1anMfR84DjiosE15u5mZmfXP93GZa2ZmHVQeZhkRJwAfA24FngRuAXaNiJNGKW9mZmZTkstcMzOrok7PHBFxJGltGzMzMxtFLnPNzKyTWpU5SRsDrwQWKW6PiK/2M1NmZmZTnctcMzPrpHJlTtL3gD2aNwMBuGAxMzPrE5e5ZmZWRZ2euZ1JhcjlwKP5bzMzM+u/nXGZa2ZmHdSpzD0B/DoiPjhamTEzMzPAZa6ZmVVQZ9HwfYE3SHqVpDrHmZmZWT374jLXzMw6qNMzdxRpmMcfASQ1tkdE1AqkYmZmZm25zDUzs47qFgiquM3MzMx64zLXzMzaqlOZW3XUcmFmZmZFLnPNzKyjypW5iPgbgKQXAatHxG9GLVc2ZrRfeSNv7OPAaWZm48VlrpmZVVF5UrWkJSX9FrgVOFvSDEnPSvra6GXPzMxs6nGZa2ZmVdSJkPVt4M3AM4Ai4i7gSmCzUciXmZnZVOYy18zMOqpTmdsUuAT4UWHbLcAL+5khMzMzc5lrZmad1anMLQjc17RtaVKroZmZmfWPy1wzM+uoTmXuT6ThHa8GkPRtYHPghlHIl5mZ2VTmMtfMzDqqU5n7X2B+YEPSOjf/AzwH7NtLBiQtLul0SbdJulXSa/LE7wsk3Z7vlyjsv7ekWZL+LOnthe3rSroxP3eI8gqrkuaXdErefpWkGb3k18zMbAyMSplrZmaTS+XKXERcDqwHHA78BvghsH7e3ouDgXMjYk1gHVLkrr2ACyNiDeDC/BhJawHbAy8lzSf4oaRpOZ3DgV2BNfJt07x9F+CRiFgdOAg4sMf8mpmZjapRLHPNzGwSqbNoOBFxE7Bbv15c0qLAG4Gdc/rPAM9I2gLYKO92HGkS+BeBLYCTI+Jp4E5Js4ANJN0FLBoRV+R0jwe2BM7Jx+yb0zodOEySIsILqZmZ2YTV7zLXzMwmn8qVOUkXtXgqImKTLl//hcCDwDGS1gGuAfYAlouI+3Li90laNu+/Aik0c8PsvO2/+e/m7Y1j7slpPSvpMWAp4KEu82xmZjaqRqnMNTOzSaZOz9xGLbb30sM1HXgV8OmIuErSweQhlS2oxeu32t7umOEJS7uShmmy8sort8uzmZnZaNuoxXaPKjEzs7nqVOY+VPh7GvAy4BPAoT28/mxgdkRclR+fTqrM3S9p+dwrtzzwQGH/lQrHrwjcm7evWLK9eMxsSdOBxYCHmzMSEUcARwCst956LizNzGw8jUaZa2Zmk0zlylxEHNe8LUeM3KDbF4+If0i6R9KLI+LPwCakRVFvAXYCDsj3Z+VDzgZ+Kul7wAtIgU6ujog5kp6QtCFwFbAjQwXe2TmNK4BtgIs8X87MzCay0Shzzcxs8qkzZ+6NTZsWBTYGVu0xD58GTpI0H3AHqTVyHuBUSbsAdwPbAkTEzZJOJVX2ngV2i4g5OZ1PAMeSFlo9J98AjgJOyMFSHiZFwzQzM5uwRrHMNTOzSaTOMMtLGDlWX8AfeslARFxPCr/crHSCd0TsD+xfsn0msHbJ9qfIlUEzM7MBcQmjUOaamdnkUqcydzfDC5Z/A9eRFjY1MzOz/nGZa2ZmHdWZMzdjFPNhZmZmmctcMzOros6cuZdX2S8i/tR9dszMzMxlrpmZVVFnmOX1dF7fJmqmaWZmZiNdj8tcMzProG4hULYAd53nzczMrBqXuWZm1tY8NfbdEZgFvBxYAFgnP94xIuZp3EYhj2ZmZlONy1wzM+uoTkHwTeB3EXFTRDwTETcCl5MW9jYzM7P+cZlrZmYd1RlmOR+wvaS/An8BXkxagPvx0ciYmZnZFOYy18zMOqpTmTsS+BLwtcI2Ad/pa47MzMzMZa6ZmXVUpzL3FeAO4APA8sDfgZ8Cx/Y/W2ZmZlOay1wzM+uozqLhARwNHC1poYj4z+hly8zMbOpymWtmZlVUDoAiaZqkr0i6F3hc0iqSLpL0/lHMn5mZ2ZTjMtfMzKqoE83yC8B+wPMBRcTfgOWAXUcjY2ZmZlOYy1wzM+uoTmXuQ8BtwEmFbdcAa/U1R2ZmZuYy18zMOqpTmVseuBJ4qLBtDmkxUzMzM+sfl7lmZtZRncrcX4E3AysASHoXsBUwaxTyZWZmNpW5zDUzs47qLE1wCPATYKX8+GzSmjeH9jtTNjFpP5Vuj31ijHNiZjbpucw1M7OO6ixNcLSkeYFPAzOAu4DDIuKY0cmamZnZ1OQy18zMqqhUmZM0HXg/cGdErD26WTIzM5u6XOaamVlVlebMRcSzwI9I4/XNzMxslLjMNTOzquoEQPklsJ6kOseYmZlZfS5zzcysozoBUOYBXgX8WdLVwNN5e0TELn3PmZmZ2dTlMtfMzDqqU5l7T75fLd8aAnDBYmZm1j89lbmSpgEzgb9HxGaSlgROYSiYynsj4pG87945zTnA7hFxXt6+LnAssCDwG2CPiAhJ8wPHA+sC/wS2i4i7enivZmbWpY6VOUkvBx4E9hv97JiZmU1dfSxz9wBuBRbNj/cCLoyIAyTtlR9/UdJawPbAS4EXAL+V9KKImAMcDuxKWrz8N8CmwDmkit8jEbG6pO2BA4HtesyvmZl1oUrP3HXA9yPifyQdRGq1mzbK+TIzM5uKei5zJa0IvAvYH/hs3rwFsFH++zjgEuCLefvJEfE0cKekWcAGku4CFo2IK3KaxwNbkipzWwD75rROBw6TpIjwoqNmZmOsysRq5ZuZmZmNrn6Uud8HvgA8V9i2XETcB5Dvl83bVwDuKew3O29bIf/dvH3YMTny5mPAUj3m2czMuuAoWWZmZpOEpM2AByLimqqHlGyLNtvbHVOWn10lzZQ088EHH6yYJTMzq6pqAJTVJL2bPAlb0uYUTuYRcfYo5M3MzGwq6qXMfR3wbknvBBYAFpV0InC/pOUj4j5JywMP5P1nAysVjl8RuDdvX7Fke/GY2XmB88WAh8syExFHAEcArLfeeh6GaWbWZ1Urc5vlW8MvCn9HjXTMzMysva7L3IjYG9gbQNJGwOciYgdJ3wZ2Ag7I92flQ84Gfirpe6QAKGsAV0fEHElPSNoQuArYETi0cMxOwBXANsBFni9nZjY+qlTC7qbF8AkzMzPrq9Eqcw8ATpW0S36NbQEi4mZJpwK3AM8Cu+VIlgCfYGhpgnPyDeAo4IQcLOVhUjRMMzMbBx0rcxExYwzyYWZmNuX1s8yNiEtIUSuJiH8Cm7TYb39S5Mvm7TOBtUu2P0WuDJqZ2fhyABQzMzMzM7MB5MqcmZmZmZnZAHLgEjMzMxtI2q/9knyxj6f8m9nk5p45MzMzMzOzAeTKnJmZmZmZ2QDyMEsbNWXDXzzkxczMzMysP9wzZ2ZmZmZmNoBcmTMzMzMzMxtArsyZmZmZmZkNIFfmzMzMzMzMBpArc2ZmZmZmZgPIlTkzMzMzM7MB5MqcmZmZmZnZAHJlzszMzMzMbAC5MmdmZmZmZjaApo93BswAtJ9GbIt9YhxyYmZmZmY2GNwzZ2ZmZmZmNoBcmTMzMzMzMxtAHmZpA6dsSCZ4WKaZmZmZTS3umTMzMzMzMxtAE6IyJ2mapOsk/So/XlLSBZJuz/dLFPbdW9IsSX+W9PbC9nUl3ZifO0SS8vb5JZ2St18lacaYv0EzMzMzM7M+mxCVOWAP4NbC472ACyNiDeDC/BhJawHbAy8FNgV+KGlaPuZwYFdgjXzbNG/fBXgkIlYHDgIOHN23YmZmZmZmNvrGvTInaUXgXcBPCpu3AI7Lfx8HbFnYfnJEPB0RdwKzgA0kLQ8sGhFXREQAxzcd00jrdGCTRq+dmZmZmZnZoBr3yhzwfeALwHOFbctFxH0A+X7ZvH0F4J7CfrPzthXy383bhx0TEc8CjwFLNWdC0q6SZkqa+eCDD/b4lszMzMzMzEbXuFbmJG0GPBAR11Q9pGRbtNne7pjhGyKOiIj1ImK9ZZZZpmJ2zMzMzMzMxsd4L03wOuDdkt4JLAAsKulE4H5Jy0fEfXkI5QN5/9nASoXjVwTuzdtXLNlePGa2pOnAYsDDo/WGbGKps4yBlzwwMzMzs0Eyrj1zEbF3RKwYETNIgU0uiogdgLOBnfJuOwFn5b/PBrbPESpXJQU6uToPxXxC0oZ5PtyOTcc00tomv4avzs3MzMzMbKCNd89cKwcAp0raBbgb2BYgIm6WdCpwC/AssFtEzMnHfAI4FlgQOCffAI4CTpA0i9Qjt/1YvQkzMzMzM7PRMmEqcxFxCXBJ/vufwCYt9tsf2L9k+0xg7ZLtT5Erg2ZmZmZmZpPFhKnMmQ2asjl2nl9nZmZmZmNlIixNYGZmZmZmZjW5MmdmZmZmZjaAXJkzMzMzMzMbQK7MmZmZmZmZDSAHQDEzM7MpqyyYVZEDW5nZROaeOTMzMzMzswHkypyZmZmZmdkAcmXOzMzMzMxsALkyZ2ZmZmZmNoBcmTMzMzMzMxtArsyZmZmZmZkNIFfmzMzMzMzMBpArc2ZmZmZmZgPIlTkzMzMzM7MB5MqcmZmZmZnZAJo+3hkwmwq0n0Zsi31iHHJiZmZmZpOFe+bMzMzMzMwGkCtzZmZmZmZmA8jDLM0mmLIhmeBhmWZmZmY2nHvmzMzMzMzMBpArc2ZmZmZmZgPIlTkzMzMzM7MB5MqcmZmZmZnZAHJlzszMzMzMbAC5MmdmZmZmZjaAvDSB2QDzMgZmZmZmU5d75szMzMzMzAaQK3NmZmZmZmYDyMMszczMzLrUarh7kYe+m9locWXObIrw/DozMzOzycWVOTMrVVb5c8XPzMzMbOJwZc7MeuaKn5mZmdnYcwAUMzMzMzOzAeTKnJmZmZmZ2QByZc7MzMzMzGwAuTJnZmY2iUhaSdLFkm6VdLOkPfL2JSVdIOn2fL9E4Zi9Jc2S9GdJby9sX1fSjfm5QyQpb59f0il5+1WSZoz5GzUzM1fmzMzMJplngf+JiJcAGwK7SVoL2Au4MCLWAC7Mj8nPbQ+8FNgU+KGkaTmtw4FdgTXybdO8fRfgkYhYHTgIOHAs3piZmQ3nypyZmdkkEhH3RcS1+e8ngFuBFYAtgOPybscBW+a/twBOjoinI+JOYBawgaTlgUUj4oqICOD4pmMaaZ0ObNLotTMzs7HjypyZmdkklYc/vhK4ClguIu6DVOEDls27rQDcUzhsdt62Qv67efuwYyLiWeAxYKlReRNmZtaSK3NmZmaTkKRFgDOAPSPi8Xa7lmyLNtvbHdOch10lzZQ088EHH+yUZTMzq8mVOTMzs0lG0rykitxJEXFm3nx/HjpJvn8gb58NrFQ4fEXg3rx9xZLtw46RNB1YDHi4OR8RcURErBcR6y2zzDL9eGtmZlYwfbwzYGZTi/Yrn1YT+4xo1DezLuS5a0cBt0bE9wpPnQ3sBByQ788qbP+ppO8BLyAFOrk6IuZIekLShqRhmjsChzaldQWwDXBRnldnZmZjyJU5M5uw6lT8XEk0m+t1wAeBGyVdn7d9iVSJO1XSLsDdwLYAEXGzpFOBW0iRMHeLiDn5uE8AxwILAufkG6TK4gmSZpF65LYf5fdkZmYlXJkzMzObRCLicsrntAFs0uKY/YH9S7bPBNYu2f4UuTJoZmbjx5U5M5uSynryWvXi1dnXzMzMbKw4AIqZmZmZmdkAcs+cmVkfeZ6fmZmZjRX3zJmZmZmZmQ0gV+bMzMzMzMwGkIdZmpkNgLpDMh20xczMbPIb1545SStJuljSrZJulrRH3r6kpAsk3Z7vlygcs7ekWZL+LOnthe3rSroxP3dIXjQVSfNLOiVvv0rSjDF/o2ZmZmZmZn023sMsnwX+JyJeAmwI7CZpLWAv4MKIWAO4MD8mP7c98FJgU+CHkqbltA4HdgXWyLdN8/ZdgEciYnXgIODAsXhjZmZmZmZmo2lcK3MRcV9EXJv/fgK4FVgB2AI4Lu92HLBl/nsL4OSIeDoi7gRmARtIWh5YNCKuiIgAjm86ppHW6cAmjV47MzMzMzOzQTVh5szl4Y+vBK4ClouI+yBV+CQtm3dbAbiycNjsvO2/+e/m7Y1j7slpPSvpMWAp4KGm19+V1LPHyiuv3Lf3ZWY20Xl+nZmZ2WAa72GWAEhaBDgD2DMiHm+3a8m2aLO93THDN0QcERHrRcR6yyyzTKcsm5mZmZmZjatx75mTNC+pIndSRJyZN98vafncK7c88EDePhtYqXD4isC9efuKJduLx8yWNB1YDHh4VN6Mmdkk54XOzfqv1f9VUaf/sU5p+H/UbHIa72iWAo4Cbo2I7xWeOhvYKf+9E3BWYfv2OULlqqRAJ1fnIZlPSNowp7lj0zGNtLYBLsrz6szMzMzMzAbWePfMvQ74IHCjpOvzti8BBwCnStoFuBvYFiAibpZ0KnALKRLmbhExJx/3CeBYYEHgnHyDVFk8QdIsUo/c9qP8nszMzMzMzEbduFbmIuJyyue0AWzS4pj9gf1Lts8E1i7Z/hS5MmhmZmZmZjZZTIgAKGZmZmZmZlaPK3NmZmZmZmYDyJU5MzMzMzOzAeTKnJmZmZmZ2QByZc7MzMzMzGwAjffSBGZmZmY2AXjhcbPB4545MzMzMzOzAeTKnJmZmZmZ2QDyMEszMzMz64teh2p2Or5KGmZTiXvmzMzMzMzMBpArc2ZmZmZmZgPIlTkzMzMzM7MB5DlzZmZmZjZp9GPenZdpsEHhnjkzMzMzM7MB5MqcmZmZmZnZAHJlzszMzMzMbAB5zpyZmZmZWZ953p2NBffMmZmZmZmZDSBX5szMzMzMzAaQh1mamZmZmU1AHqppnbgyZ2ZmZmY2CfVjzT2b2DzM0szMzMzMbAC5MmdmZmZmZjaAPMzSzMzMzMxKeajmxOaeOTMzMzMzswHknjkzMzMzMxs1jso5etwzZ2ZmZmZmNoBcmTMzMzMzMxtArsyZmZmZmZkNIM+ZMzMzMzOzCc3z7sq5Z87MzMzMzGwAuWfOzMzMzMwmvV579/qx5l6/1+1zz5yZmZmZmdkAcmXOzMzMzMxsALkyZ2ZmZmZmNoBcmTMzMzMzMxtArsyZmZmZmZkNIFfmzMzMzMzMBpArc2ZmZmZmZgPIlTkzMzMzM7MB5MqcmZmZmZnZAHJlzszMzMzMbAC5MmdmZmZmZjaAXJkzMzMzMzMbQK7MmZmZmZmZDSBX5szMzMzMzAaQK3NmZmZmZmYDyJU5MzMzMzOzAeTKnJmZmZmZ2QByZc7MzMzMzGwATZnKnKRNJf1Z0ixJe413fszMzAaZy1Uzs/E3JSpzkqYBPwDeAawFvE/SWuObKzMzs8HkctXMbGKYEpU5YANgVkTcERHPACcDW4xznszMzAaVy1UzswlgqlTmVgDuKTyenbeZmZlZfS5XzcwmAEXEeOdh1EnaFnh7RHwkP/4gsEFEfLqwz67Arvnhi4E/lyS1NPBQxZcdrX0nSj78/rrbd6Lkw++vu30nSj4m8vtbJSKWqfF6NoCqlKt5e5WytaHub3UypzER8jCZ0pgIeZhMaUyEPEymNKoc37psjYhJfwNeA5xXeLw3sHcX6cwc730nSj78/vz+JnI+/P4m3vvzbXLd+lWuNqXZ8+9psqQxEfIwmdKYCHmYTGlMhDxMpjR6PX6qDLP8I7CGpFUlzQdsD5w9znkyMzMbVC5XzcwmgOnjnYGxEBHPSvoUcB4wDTg6Im4e52yZmZkNJJerZmYTw5SozAFExG+A3/SYzBETYN+Jkg+/v+72nSj58Pvrbt+Jko9BfH82yfSpXC3qx+9psqQxEfIwmdKYCHmYTGlMhDxMpjR6On5KBEAxMzMzMzObbKbKnDkzMzMzM7NJxZU5MzMzMzMbOJLmH+88jLcpM2duLElaAlgpIv403nkZJJIWjoh/j9NrzwSOAX4aEY+MRx66IWkd4A354e8i4oZxyMO8wCeAN+ZNlwI/ioj/jnVeqpAk4APACyPiq5JWBp4fEVePc9bGjaRpwHIUyoSIuHv8cmRTzXiXm72eSyfTeUXSa4EZDD8fHD8O+ei5fJP0PCAi4l99zZyNC0lHR8SHC48XAc4CNqmRxhnA0cA5EfFc/3M59jxnrk8kXQK8m3Tyux54ELg0Ij7bYv+FgP8BVo6Ij0paA3hxRPyqxf6rAbMj4mlJGwEvB46PiEe7zO+aEXGbpFeVPR8R13aTbsnrLAssUEh3xAViLjh+AiwSESvnE/jHIuKTbdJdBVgjIn4raUFgekQ80Wb/tid0SasDHwK2AxoVu/OjzT+IpHdTqMBExC/b7LtARDzVtG3piGi7SGS7CxxJewAfBc7Mm7YCjoiIQ1uk1fE3J2nJdvmJiIdL0v0JMC9wXN70QWBO5MWEC/u9CDgcWC4i1pb0cuDdEfH1pv0OBVp+7hGxe7s8diLpcOA54M0R8ZL8GZ8fEet3OK7jb7nL/HT8LUuaB9gmIk6tkW6l36ekTwP7APeTPhdI/ysvb5P2qHwWNrXULTc7pFX5fFxybK1zaYs0ujqvTDSSTgBWI30fc/Lm6PW820U+evpOJL0MOB5YEhDpt7VTRNzURV7WBtZi+DmvVuW2l99nr3L58aeIWLtP6dWuILe61myoes0p6WvA0hHxifw/9mvgyIg4pkZe3kK63tsQOA04NiJuq3p8IZ1a1/GjyZW5DnL37XsY2Ur11ab9rouIV0r6COniex9Jf2p1QSTpFOAaYMd8YbsgcEVEvKLF/tcD6+V8nEdaz+fFEfHOpv1eBHweWKUpv29u2u+IiNhV0sUlLxfN+9f5LPK+7wa+C7wAeCDn59aIeGnJvlcB2wBnR8Qr87abWp14JH0U2BVYMiJWy/9AP4qIES0zdU/o+aS3GanS8Ryp9ebg5kqMpG8CGwAn5U3vIy36uHeLdG8EPhoRV+bH7wG+GREvKtn3Eipc4Ej6E/CaRm+mpIVJv6Guf3OS7iRVpASsDDyS/14cuDsiVi1J94aIWKfCtktJv80ft/ueJe1Ulv+GiDiu+FhS2wu/iPhe0/7XRsSrGv+zrfJb2L/ybznvvwepMeAJUiPFK4G9IuL8kn3r/JYvi4g3Nm9vkYfKv09Js4BXR8Q/K6Rb67Mwa6duudkmnVrn45Lja51LW6RR67zSdGytc1iHtCo1mrU5/lZgrXYNmRXSWBzYkZHXCpUrhL1+J5L+AHw5Ii7OjzcCvhERr62ah3zcPsBGpMrcb4B3AJdHxDY10uj695mvHdo1blb9PE4C9u6l4a2XCnLhWnMB0rXsDTmNlwNXRcTra+TjQGAxYF3ggIg4o877KKSzGOm7+DJwD3AkcGJUHFVU9zq+5PgNgUOBlwDzkZZ4+XdELFr3vXiYZWdnAY+RvrCn2+w3XdLywHtJP4xOVouI7SS9DyAinpSkNvs/F2ldn62A70fEoZKuK9nvNOBHpB/lnJLnya+3a77fuEJeG6p+FgBfI7V6/DYX1huT/mla5eeeprffMu/AbqQT41X52NtzT0GZHwOfbTqhHwGMOKHnQu9DwDuBM0gn3tcDFwGvaNr9XcArInfRSzoOuA5odXJ+P3B0rqi9AFgKGFFhzhaLiMfzBc4xjQuckv3E8M9pTt7WSsffXKOyJulHpMr1b/LjdwBvaZHuHEmrRcRf874vpPz7Wygirm56yWebd2qurFXwvHz/YmB9hhYu3hy4rGT//yoNK4yc32UY6pEqU+u3DHw4Ig6W9HZgGdJv6hhgRGWOer/lCyR9DjgFmDscubmhIavz+7yH9H9dRd3PwqyduuVmK3XPx83qnkvL1D2vFNU9h7VzJLnRDCAi/iTpp0ClyhxwE/B84L6ar1v0G+BK4EaqfwbNev1OFm6U+wARcUmuENa1DbAOcF1EfEjScqRGujp6+X1ulu93y/cn5PsPAP+pkYflgZslXc3w8uPdNdKofD3VrHGtKelkYNeIuDE/Xhv4XKfjJW1deHg18JV8H5K2jogzy49smd5SwA6kkUTXMXS9txOp8l5F3ev4ZocB25Ou29cjNYCsXuP4uVyZ62zFiNi0wn5fJfWY/T4i/pgvaG9vs/8zuRbfOPGvRvsK0n/zD2Yn0gke0tC2Zs9GxOEV8kt+3WmkE80MhreglbUEVv0sAP4bEf+UNI+keSLi4tyaUuYepaGWIWk+YHfg1jZpPx0RzzT+ZyRNp3XLVaUTuqRrgEeBo0i9KI3v4ipJr2uR9uJA40J6sTb5JSJulLQ/6UT8BPDGiJjdYveqFzjH5Pz9PD/eMue/lTq/ufUj4uOF/J+jNLyhzOeBiyXdQSpsVyFVYJo9lF+z8frb0OaCIbfkjfhem3uNI2K/vP/5wKsiD1GUtC/pJNnsEODnwLL5O9kG+N9W+aDebxmGLjjeSaqM39DmBF/nt9yYJ7BbYVsAL2yx/+JU+33eAVwi6dcUfg8tzgF1PwuzduqWm+0sTsXzcYm659Iydc8rc3VxDmunUqNZM0m/JJ1Pngfcki/6i+eDOhf9C0QXQ2Wb9Pqd3CHpKwxVfnYA7uwiH09GxHOSnpW0KGlEQqtzbjuL08XvMyL+BiDpdRFRvBbZS9LvSf9DVexX9TXb6EcFec1GRS6ncZOkV1Q4bvOmx9eRroE3J/1uK1fmJJ0JrEn6bWweEY3rkFOU4idUVfc6foSImCVpWkTMAY7JPcq1uTLX2R8kvaz44ysTEadROOlGxB2kIYmt7AucC6yUu79fR/kFcMOHgI8D+0fEnZJWBU4s2e+Xkj5JKlSKJ+Ky1nuAXwJPUa0FrdJnkT2qNDH1MuAkSQ/QukD5OHAwsAIwm9SDsVuLfQEulfQlYEFJbwU+md9Hmaon9G3zdzaXpFUj4s6I2Lpk/28C1+UKh0hj4b/UKsOSjiLNQ3g58CLS93RYRPygZPfGBc7l7S5wIuJ7uafv9TkPH4qIst7ahn0Y+ZvbucW+D0n6X9JvLEifW+kwvIi4UHmseM7HbYXKcNFupFa8NSX9nfQ97NAmv8XWugVI/0/tLkpWBp4pPH6G1EjRnN+TcuV9k5zfLSOiXeNBnd8ywDX5omxVYG+l+QWt/rcq/5ajZIhrG2W/z1atwHfn23z51k7dz8KspS7KzVZqnY9L8lH3XFqWRt3zSplK57AOajWaFXyn5uu0c4LSEPJfUe06ZIT8nVxKKqe6+U4+TKrANC7yL6P9NVYrM5WGjR5JGpX0L1KPUB11zsetLCzp9RFxOUBuAK9ckYqISzV8fvZCpGF9dfSjgnyb0jz74rVFx/+T3Cs6Ddg9Ig6q+ZrNDouIi1q8zno10qlzTVXmP7kD43pJ3yL9n3bTe+w5c51IuoXU7Xkn6aQkSoIDqItx6rmbd8Oc5pXRIRhGxfyW/WNFRJS2JKnC/AQNjdmeDqxBaslv+VnkYxYGniQtf/EBUkvUiXVO5m3yMw+wC/C2nIfzgJ9EyY9ZaYLsfgwV0pcB+0ZTxErl+Q5N266JiHXb5GN50pAYkcZ8/6PNvp8hDY9tFLCLAd+LiF0qvOVWaZYFK3ki2oz3rvqby2nvw9CE7cuA/Yrfn6Q3R8RFGj78Ya5Wwx7yb2OeaBOwpk3+L42IN7V47suk3syfk36vWwGnRsQ3mvarFUwo5/cp0mfW+C2fFC3mmOXf5yuAOyLi0fyZrxDlQWzq/JYXAj5Lmmy9qzoHTar8+8z7d5zUXvezMGunm3KzTVq1fu9Nx9Y+l5ak0XOQsqrnsA5pvJChoW+PkBvNIuKuisevCtwXOWBX7nlYrurx+ZjdgP1Jo10a57KW1yFt0plQUXYlzQAWLTuXVzi2699nPn5d0hz+Rq/eo6Qh/VUDh1Sen90mjUrXUx3SWIDh0a8vAw6PpgBxbY6/OOpNDypLYzdSufVofrwE8L6I+GEXaXV9HZ8r1/eTGlE/Q/pufxgRs2rnw5W59vKHPUKj67uwX6XgDoX9L2z+JyrbVnhuDVLrTnNEpW66+4vpHghcGCXBGQr7lH4GhTz8rXmbpAMj4oudtuXth5Qk+xhpgvBZ7V67V5LWBF4KfIv0/TUsCnw+Wge5qPX9VczLFyLiW2oRzTGaJo9LugtYieFBSu4jDQP5aERck/frSxSpkvzuF2k+X1kUqYgcPlhdTu5vusCahzTZ+ZCIeHGbPK1LKmgALitrydXwYELnknrCRgQTqkujHCFWNSZbt8jDY8DfIuLZpn3XJrW0Nj7vh/Jr3NxLfs06qVtutkmnp/Nx1XNphzSupw/nlSrnsIrpdNVopjTM7LUR8Ux+PB9pGGzlqJyS/koKqtR1A7WGR9ltzJcrbTxucfwFpBE3j+bHSwAnR8Tbu8jLCowMKtdxLuNolAlKQz0VEVXnOTeOu548P7vwv3ZjRLysbh66lSvn50VEq/n3VdLYn1TpaZ47XvmzlHR9c7mpQuCimvnp6rfRbx5m2UFE/E3V1jqpNE49t0osBCydTy6NAxYlBcZo5RjSie0gYGPScIG5L9ZtLwlpkvLPcw/Bfxk6YS5aOLYxZru09bJFum8Fmitu7yjZBqlyuiZDw23eA9wM7CJp44jYM79+5ahOGhr/32rfxvj/F5MmGC/O8DHZT5DCIg9T9/uTdGpEvLck72UFU2OoQdUx2+cCP4+I8/JrvQ3YFDgV+CHw6rzfd9ukEZQEYskt5p9j5FzKNxf+3iffdxq68rwOz7dyDUORNZ8ltTB36sm8nnQRNh1A0solLbmNYEJbkyKVlgYTknR5RLxe0hOFfMy9j5ERp/6H9Jsp+7yHfc51fssFdSZb/xB4FfCnnN+1899LSfp4U+PNEYyc1H4k5UGCtgYOBJbN6bb6LMyq6Gp+V0MP5WmzqufSdiqdVyq4ns7nsBFaNZo1PttWjWYlpjcqcvm4Z3KFro6bqReco8wepMpwt73+Sxd7RSPiEbUOLtVSbvDeDriFwlINVAtM81lSb1jHMqHN6/fre60zP7tVXjpeF7QTEXMk/UfSYnUrowWNcqk4V7DSZ1kwjyRFzB0pNY3OUwxGKPw2bqawrA8VgxYpxWPYl5GVwdqdNK7MdaCRa52cqBTWv3mtk6rj1D8G7EkqaK5hqPB5HCibP9WwYKS5ScqVq30l/Y5UwQN4EynqYvMkUWg/OfS7wGuAGxs/7DaupaT1UmnezEcj4hpJnyDN+3mhhkdgfB7w+xbprk5am+dZAKX1es4nVQiL8/M2Kzm2lcb4/61Jkbka8wvfB9zV2Cn3/J0l6TURcUWFdOt+f3tUzXvkdWeiejTH9WJ4kJLzJX0jIj6rtIxEY3sjilTZWncLUK4RFfUntI8sijosWRF5cn9dUW+OWMuWXNJwp6JGMKEdaRNMKHKo5IioVBmNiI/m+ypDQOr8lhvqTLa+C9il0bsmaS1SD8jXSOeCYmWuzqT2b5EmjNedC2RWptv5XQ3dlqfNKp1LO6h0XmmnxjmsTL8iYj4o6d0RcXbO0xak3vo65pDmAV3M8DlzddaqqxNlt8xzxYqw0gijboaibUmqVNYKbAEQaTj8PMD/RkSr659Oum0MbXapqscaaKXydUEbTwE35p7TYs9apd9GxfK1k/OAU5WidgcpbsO5XaSzJV3+NrKjSMMrr6H7zxPwMMuOVHGtE9Ucpy5p94g4pGnb/K1+FEpRi94AnE6qtP2dtL7Gi5v2WzUi7uy0rfDcecA7IofMbSf/8Fu1Xh4cEa9Wmgu2BGlI6F6Fw5+IFvPlJP0Z2KDRUpPTuCoi1uy267uQ9oi1uYrbVHNoYyGNT5dU6HtSozexsf/5wIXAyXnTdqQK8KbAH2PkHMCyeYEjtuXtbecLNu17LkNLVsw9IUXEd/PzZcNoi++r5UlcNRZrVcX10nLF5uOk/+OfKc0R2S4iDmhzzKtIQ5+CFJimrCevtFe8kO9aoZNL0n8bKbrpWqTK2OuAnSPikpJ9y4aRXB8Rr2h+Tila3LUMn9S+XkRsWZLu72N4RDWzrtUtN9uk09P5uO65tEUatc8rJWlUXvOxTRrnA++JoYiYzwNOi4qRqHPl+iRSBVmkStWOUWMej1qsFVqjoRKloGEvJi0K3SnKbtnxm5J+W5fmTW8khcQ/r2oecjrnkIZrVl4guySNKyLiNd0e3w+qMT+7TRqVrwvapNGP38a7SNNjitcFVaN6Nj6LjzEUrOh80mdRq0LV629D0lURUaXXv3Narsy1pzQcav0Ymgy8AOnkXjrOWBXHqde5sM7PrU8ahrc4qXV9MeBbkReh7pBuy39ASceSwuyeQ4cTpqSZ0RTpp7GtxcVjpcnLknYhhXC+BOZGevoG8DPS5NrP5/0aw91GJEGLoV5KC6C+K3KkylzA/iYiXpIfbx4Rv+zmBKMUTWpG0/trVdHoODxNUmlgj0LalxYfS1qa1IrbmF9xOWnowWOkIBmz8n7PJ0UKPZG03l1xKNKPImLNkvzuS5ov0jEqqjrMcWn12RbSLP2MVXOx1twK/NZomhPWYt/5SFFFAf4c7YPG/B+wLUO921uSLo6+3rRf2dzBhog8hzDvW/u3nI+rGsDmFFIY7OLF6dKkNXUuj8L8F42c1H4pKdjNI4V9GhXVN5F6un/B8N9FTxVVm9qqlpsd0qh8Pi45ttK5tEI6lc8rLY6vfA5rk8ZtwDqNhuHcs3hD2Xm+QzqLkK4Ru/5OepHP/yNEjZEe+XttnC+vaHW+7JDGGaR15i6ky15GSfuRhrmfWafy1JRG34IFdavOdcEo5uFHpKHVG5N6CLcBro4egsn1kJeefhuSDiBFFD2z6fj6cyldmWtPabzyTqQfL6QLueMih0ZVzeAO3VxYV8xnt4E8Kp8w67ReSvoUaSzw/RTGEkeLyctKkZ42IH0eV0fEvaVvtKZC61xj2YEZwMcKvYsLAM+LiAebjlsWeDxaRFiSdAJpqYHrKYyjb9OTN4saw9NqVjYWadcylCtTO5Mm5/8Rhg1FOq7sQlw1oqJKOgI4NKotWVFZbkhZh7RY6zrKi7VGRNlQ4sotuUpzwo4jDUUUaejwTtFi0nJuEHhlDI/udm2jQWCsSDqb1MBxduSRAm32XZA0jKZRQbucNPfnKdI8pdLfS26AWTgiHm/aXrmiatZJ3XKzQnq1zsdt0ml7Lu1w7EbUOK+0SKOn3qicRj8iYnbV86HWc8QbaVQKXtIPSvORro+If0vagTSH+OAoCdjWIZ1+9CQ9QQo5/yxD0YBbNtq1SKOrYEH9/E7qXBe0SaOnYH7KEdgL94uQKslvG6s8FNLp6beRG29KDq82B7HIc+Y6iM7rz9Qdz/x20oX1ikDxBP0EJeviaJQCeRSOrzOf6f2k1stfMHSB+H5Sy8J7m/bdk4qTlyU1hkE2egJWl7R6cyEoadGIeFzlgVhKW4ci4tz8j9uoJDevgXYIaax0c4XmraTv/BMtsr0esFaNVrb7a1TkNqLpokDSiIuC3BL9E2ARYGWlQD0fi4hPFvfLJ5bjlIeUNqVROi8t6s1Xez2wcz7Rj1iyQtL3I2LPVr/laL0Ybd3FWquul/Zd4G0R8eecvxeRKkmtho/cRTrhNyr28wN/bZW40jDhfRgKvXwp8NUoTPju5rec870dcIDSgr6nAL8qa3CIiCfz/mUT74ddrEr6KWl42BzSUNnFJH0vIr5dSK9TkBuzOvo1D6ih7vl4mKrn0g7qnlfKVD2HtRQR+ysN/2oEbau1Plurno+Kh1eeI97m9bstL5odDqyTv8vPk8L6H08aXVBZRBzXa49rVJx33UG3wYJ6/k4aal4XtNI2mF8FjfLuP5JeQFr/tm6+es0DUK9C3+L4fsz/A9wz15GkEyLig522dZHueyLijAr71R16VzWQR2P/ZYAvMLIVrnbLQFO6dYa8FSfhLkDqobumOQ+SfhURm9VtHWo3/EbSLRGxVovjbm7To3kaafHKSpP1JR1MxeFpSgvPvr/5oiCahspKuopU0J5dpaVONYbgSpqX4WvBXEJqERxRiKnD8h2S1o0UHKf0t9z8Gy6k+0NSA8f2pEiR/yK1tPZUsVDJ2oottjXmUa5MCihwQX78VtJQxe1bpH8GcBOpQg5paOM6UVh8vtvfcj52Gily10eBTctad+u0PGpoLt0HSBeeXyT9/5WtH7kAad5F8/nCPXM2buqej0uOr3UubZFGpfPKaOmygagsnZ57PnI6qzC0QPWCpCiZHYdsdltelKRzbUS8SmmY/N8j4qiyMrBCOhvRY49rTmcJ0jq9xfNmnV7bc4BPkYb4v0opWNAuEfGOisdXXi6qTRrbAudGxBOS/pfU2/m1mo0F10TEuiosiyDpdxHxhk7H5n2/AhxKmu/2A1KZfGRE/N8Y5qEvvZ1Ko42+AbwgIt6hNO/2NRFxVNX30uCeuc6GXcznC6myi9+645kvlPQ92rTeQ/UTV8FWkm4mLdh9LmmY2p4RcWKL/U8itfBvRmqd3wloHnLYTUvZHcAlkjoOF4mmYXOSViINF23eb7N8X7kVRi2G35Ba6KB9a8w8bZ5bGrgl95AU31+rVsNFSaGaiwViqyij8zYqcjnNv+TK1QgRcU9TS92ICbwaGoK7mIYH6ViUQsHS5HBSJLbGIpofzNs+UpKHv6nN8h0xtEbTkqT5ih0jP+VGhqPz8T9SCrLSdrHWGg0TM5WGMzUCfnyA1CPVrLFExDUMDbOGVLFtZ7WIeE/h8X5Ka/zM1c1vGeYOn9yc1EP3KoYqjM3qtDzOm39fWwKHRcR/JbVq5TsBuI00wuCrpM/OkS2tK12Um63UPR+PUOVc2kHV80pLPTau/pRUjjeWdJmbbH5cdQjZk/m+654PFRaoJpW/K5KiIHZc969RXnRx7dPsCUl7kwI6vTFfu9WKLpr13OMq6SOkHrIVSdciGwJXUC+c/m6kKSNrSvo7OVhQjePrLBfVylci4jRJryeVAd8hfa91gng8pRSA5Hal6Th/J8US6EjSK0nlzfIRcYakXwELNF83j2Yesn71dh5LKqu/nB//hXQ97spcv+STQCOMa2P+iIBnSP9QzY4kj2cGiIg/KQ1falUoHUVqvW8MT/wg6UsdFhGvVc2/oaQF4G0R8QVJWwGzSYEbLmYoNH+zpXKL1R755Hmp0tjsokbh9B2q62W4yGzSulilJJ1Fmrd3VkR0Wsum0/CbByRtEBHDhpEoBZx5sMUxkOYDVlazN6nqRcE9udcxlIaB7E75hXU3Q3DXj4h1Co8vknRD2Y6qvnzHu4HvS7qM9P2dV9Zzmwu+b5CGMq4qadfIYbI76NgwkX2CVDDuTvqfvoyhSutc0f0QiiclvT4iLoe5czeeLNuxzm9ZKajJq0mNND8ALonWUWg7LWVS9GNSq/MNwGW5Rf3xkv0AVo+IbSVtEWn40U9JUdHMulG33Gxl3x7zUfVc2k6l80oHVc9hI3TbQFTiV5IWB75NinIbpOGWdexGXqA65+l2VVzjrYtrnla2I00D2SUi/iFpZdJ7qqty42obe5BGd1wZERvnBtY6U1yIFMTtLaoZLEhDy0WtppHLRf2hTh4YauB4F3B4RJylFBSljj1Jw3h3JwXz25j0O28r97DuQLoW+pakb0bEkbRenqfveWgojADYmjQf9e9d5AHSWoin5voGkdap7G6Jgojwrc0N+GbF/f6Y768rbLu+zf4jnmuxbZV2t5L9b873R5KGYEGKZNUqH1fm+/NI/6CvBP7aZv8FSXPh+vkZH0qau3YIcBhpLt6JbfZ/E6mQ/Btp3ZNtSK0zZfueRmrFaZXWBqQL2X1JFZ3NSSfZO0khotvlexXgLfnvhUiBVFrt+yJS8Jib8uOXk9aeKdt3ftJio2eSeoQ+A8xfst/SpML/ftJ8shNJlfNWeXhNje/kWlIPU+PxC0lBP8r2/RMpaEbj8cLAn1rsOy+pUndS/v5+UrLPTcAyhde9omKer2nkp7Dt0j78PjcDriNFh3ycVAl+vM3+ryBVjO7K7/E64OV9+C1vCkyrmOffk3qWzyQNzdmKNNejyrEiDYkqe+7qfH8ZqcFlaeCOXj9j36bmjZrlZoe0Kp+PS46tdS4dxc+j53MYacmShfPfO5Dm5q/cZX7mBxbr4ririt8rqeOgtExo8T2uQhqd8y3gZfl2APB/4/CdHENqfN8o344EjqmZRuN3fj25LK/6Oyct1QHpmmDErcLxi5GmmfyM4dePS3bxWfyK1PDyV1LjcCNSap00Xtjl93Azad4gwFKNz7SLdKYB3+7Tb2OfnK/fkRowlqt5/CX5vVybH29Y9/+9cXPPXGe/krRwdI6IVHfx00qt9yWv08kvlUITPwl8Mg/bKI3ImH1dKWDD/5AqVYuSKg8jSNqc1Ds3H6nH5BWkoaEjhrLUHC4ys/D3s6T5YS0X2IyhHsTi3KGjc96btR1+E2lC8Qakf8Sd89M3kypyD7TKQ8kwkhVoP4ykcgt0RDwt6TBS5e850kX4MyX7PUTqtavqOkm7UW2+0+eBiyXdQbq4X4U0VK+MGD4kqbHY7QiRhvCdQ/o/WRDYgpFDN5+JHF00Iu5QjUV78/19StHY7iUNa0mZbN/i+zSpgPpmFIaIZt8ntcDdGPmM205EXE+aeL9oftyql6vWbzlSMJ/XSppB5/Dre1Kx5VHSN0jLnDyaNy1OOh/8b8nuRyjN/fgKaVHiRYDKcxXMmvS6aDj5uLrn42G6OJcWX7vb80qZtuewioqBP75AqoicQMXAH5IWIv3/rxwRH5W0sqQ3RMSvauThUnW5QHUMzbV+XQxf03IvpfV220bVlHR5RLxeI5d/qR1BMvs4vfe4zs69nb8ALpD0COm7rWKhfN9VEJVIQxAfk/Rs8/Wk6sd/eC+pUfE7EfGoUhTyz3c4ptmxklYgRda+jDQto0ok7Kcij16JiH/mYZK1SJoeqfdr3TxqpWN53k6kAIL7KQ0P3470u58dEW+pmMRnSeXoavm3vQypQbc2B0DpIHdLr0PqSTmBdGLcOiLe1LRfrcVPc0XoOFKriUit/ju3OuFL2pBU2XoJqTI1Dfh32YkpX2w9HhFz8ol50Yj4R713XpqHa0gXnJfE0CTx0gneSssYnAJ8jsJwkWgx2VY1o0Vp5NyhX0XEp0v2Ky3Aosfx+EpzoDYgtUA2Pou5k2lL9v9jRKyvwiLoKlmbL29/F+lC5K+k38aqpMhq5+Tnu13o/DTSfKf3U5jvFBF7tNh/ftIQTTEyCmhxv7bLdxT225QUzGRjUovUKcD50TTUUtIDDC1/QT5m7uM2728zUgvZSgw1TOwXeYimWgRqyaaTepr2jaZF6pWC+WwSrYc0NudjKYbWrArymlXRIrJrjd9yX8Kvl6R7Xcl7rh0owKyuuuVmm3Sup8b5uHBcV+fSpjS6Oq+0SKvtOawK9Rj4Q2k49zWkhcLXzuenK8rKqjZpzEPvC1RfD3yq0OD9WuCHdfLRq/w+/hQ1AuFUSPNNpOu+czpd5+T9D4yIL0raNiJO6+F1h/0GJDV6S0sDwLVJ5/WkwDbH5Eb7RSLizpppzEcadroRafHuRSKiNHBP4ZhHSZU/SL+pNxQez22g75BG43/ju6RgNKcBc5f5iS7XS1Vacmxb0rXK88quidscO52h66zakVIb3DPX2bMREZK2IPXIHaWStSWi5njmOq332WGkH8pppHlgOwKrN+8kacfC38Wnjm/ar5tC7NmIeKwp3VaqzMVr5GUjKoTiL+xfee5Qr5W2Np6OiGcan0X+h2xXUNVpgf4usHEMLfq9GmndoXPy8425HDNLjm2n8nyn3FP0doaigG4iiSgPYNNp+Y6GnUmVso+1qhhmzS19lYIIFFqOHyNVGJuf79TL/VdJZRc8XwB+k3+/VdZ+OplUyDSCoHyAVHEd0VpX57dMjfDrki4Atm30tuUGnpMj4u0lu0+TNH8MLTK8IGn4TFm6i5POPTMY3jvYU4XSpqa65WYbdc/HDd2eS+fq4bxSllbbc1hFvQb+WC0itpP0vpynJ1Wx0G/I57Aj861bHwaOURo5FKTPpHLU3NwAfnPjN6UUlfOlEXFV1TQiLY1zg6SVI+Luetkflpe5PWCNa5LcOFelV+ydSpEj9yZd/9V97brxH9qltQ+pHHoxafjpvKQhya9rd1xTGq8nVcTeQBoF8itSA0YnWzQ9rhPDodmSpMA+byb9thpBgmpV5pTmI25H6lE7HfhoRNxS4bitWzz1onydVbtS6cpcZ5VOjGpaBDWf+x4jjYG/vtV+Tfu3u0AkImZJmhYRc0gnubLJq+sX/l6ANMzkWpoqc3RXiN0k6f2ki781SMMOWk2grTNcpG60qGNIofs7ThRVjR7Nmi5VvWEkZZGoWg3reaBRkcvuIM3jACAifpnv6wboaHwnj0paG/gH6aK8zC9Jw3NvZGjR91KFgurakm1zRYtQ/s3qvq9WDRKF9CpXNCJin5LN+5OWRViAasF8loyIrxUef13Sli32rfxbJs0lfD7VhqEtHUPDJomIR9Q6AMGJpOi6x5A+xw/TOkrmb4ArqfC7MOukarlZQd3zMdDTubSWFueVufp5DqP3wB/P5AadRsPjatQMMqE0bWRf0vD86QwNcay6MPQ04E0R0WjwVtSPWHg4aaRDw39KtlWxPHCz0lSNYi9O5UipVIyK3sK5wEPAwoXKGFQcNhoR3wS+qRQwZO8aeS6zFSmuwrU57Xsl1R3+eSnpuvObpOjWI6aQlOlTw/yy+ZxzE0OVuLkv0UV6K5OixV9f87hGILplSaMSLsqPG6OWXJkbBVVPjOvlW6MAeRdpTPDHJZ0WQ4s1d7t45H9y1/T1kr5FuqBbuHmnaBqelVu1TijZr5tC7NOkEKpPkypb55Hm45SpPBePmtGiot7cobIezTVapV3DXqRhJDeShgn8hjYRv2q2QN8s6TfAqaQTzLbAHxutORFxZu4d3oPUQgapcn5Ii8+goc58pxVrDBWounzH1sCBpBOY6H4OQ7OuW9UrWjLqrbF0saTtSd8fpDHwvy7bseZvuU749eeKrclKQ8FKC6vcQ38jqeFHpHWDWkWoXCAiShukzLpQtdzspNb5uKjLc2m/9eUcls+9J0Zhzk4+B9R5L/uQKhArSTqJ1Ouyc82sHEUq76+h/hIPRJoisgVwUIVRS60MmxOVe9m6ueatFXVyWAb60CsWEZ8HPi/prIho7p2qkoc1I+I24LSyHuKIuLbksFaeiYhQXromX8/UtRTpN/VGYHdJz5GG8X6li7Tqmka67inraa5VmVMagrt5NxXkyNHNlZZWWCtydEylOYg/qJseeM5c30g6D3hPRPwrP16E1O26FamVca3CvtNIC5weVJpYefqrkCJtzUc6SS5GGj8+q8Nx85ICN6zZtL3tGPyarU49kXQ06R+pUencgRS1rzTghmrMHZI0MyLWU2Fun6Q/RMRrm/ZbhrTeSvMiy3XWgWkpV2z3ocO6gnnfY9okFaSWm8+QJs9eSzoxvYrUyHBwPy5CJB0IXBgR57fZZ25BRWr1bJwgnwGOaD7JSZpFOvmNyrpkKplTULati3QPAC5q91k07f8EqaGl0XM1D0MtusMqrzV/y5XnfyrNTzyC9DuD9LvbtU0lrRJJnyH1Uv6K4RXKSgsSmxXVKTdH6fV3ZJTPpTXzMyOa5gtKWj8i/lgjjbOBD3bRk1VMYylSZD2RIl4/VPP4qyKiztpjZWnsT7rOOYXhPWKVKh+SziSVlYfnTZ8kTV/Ysou8LMfQqKero01wtBbH99wrlitOT+ZK6YuANakw705pmaBdleZ+N4s61ziSPkdqDH8rqWftw8BPY+QyRJ3SeQkpIM8bSD1Td0dTHIrRoD7PBc+NHXtHl0NwJd0UhfmY6mGOpitzHWh4RKT5SEMs/xURizXtdyuwTqPLWCl4xPUR8RKVBxi4OCJqjYnPFQ4iR/prsU9xYe9ppOGFp0bEXk37PQjcQ+phu4qmloriBaJaLBZe2PfdhX1rDxfJn9VuDM25upRUUS3tfs+fddW5Q5eR5ir9hDSs8D5SoJl1mvarG7BlM1KvZPMwktJeJklnkLr2Gz2hHyT9XlqNnW73nq4Eti8p9GeQ5kVt2OK45Ujrt70gIt4haS3ScgUjFqhUWqfwRFJF5L/t3l/VgkrS72N4dLJO+78umqKalm0rPDfiRN1iW60hQIXK2dN0+CzqqvNbzvuvQpp8/lul4EbTWvXySlqaoQuyK1pdkLU4x7UKrrQbadjpo4VjWn52Zu3ULTfbpFPrfFw4rqtzaYu0ehpamNO4hrRo+t/z4zcBh0WHQC5NaZxK+r+/gOGVoCrBXKYDc3Lvy0qk+bx/jfI50GXHN8617yVdf5zJ8Eafyr1AvVY+lIaVH8LQvKgLSUPi6lbE3kuq3F8CcwNvfD4iTq+ZzgoM/TYAiBZxAVocf01+7SVIQ91nAv+JiK6isNYlSaSpMmtSCGwTERfUTOevwJ9JgcF+RwpaVGmoZa/qnFMqpncRqZLf1RBcpajla5Cuw4M0imxWlARA65iWK3P1KM192SAivtS0/Suk1sSz8qbNSUPZvkvqpfhA0/6VWp3yP9A+pLWiRLq4fhY4NCJGhOhtar1/Nh/zvojYrWm/aaTWlfeRInX+mrQkwM0d0hyhqeJXGv68sG/HYZ2S3kY6Wb61xfOnkXo2O84dyhe/D5AuUFv2aEq6JiLWberBu7RVa1HuZaocrl4lkSvLtuXtC5CGDJUuISDpllYt1h2eO4c0R+vLkeYiTCetAzTiQkFpSYIta7y/jgWVpINJc75+wfACvnR8eI3K2TuAd5IuIE4pPLUoqaK0QdP+t1EyBChaRJvshtJw1jUY/v2NKLhr/pbnhl+PiNWU5q3+KCI2KeyzZkTcphYBF6pcTLU6x+Xn/kpatqNWS71ZmbrlZpt0ap2PC8d1dS5tsX/P5xVJ65PC3m9O6iH8Bmk0wz010igtgzuVvfn8ciCp5/1rpEBU15LmSB0dEQdWeO2yClghC/0Z6TKWJN0AvLVRCcyN6r9tbhDukMYBpAv1Wxg+AqPyCCgNRWL8NLBgpOHxtSonShFBZ9B5SH+r46+JiKpz/VqlsWzdCnXT8S8i/Tabrzc6/rYkLRl9HEXS6to4aszvyw3njRFbl0XEz9vt34rnzNUUEb+QtFfJ9q/li+XXkSpQH4+Ixjj4sgKpMcyvWCELUitS0Z45zfUjh39VCud8uKTPRNNQzYi4VGnZg/eTLm7vBM4oye8c0rj4c3Nr6PuASyR9NZq6zOv8MBsFhloMeWt6/GZSCP4XkC7wv0Ea2y9S6z9N+zd6CJ9HxblDMRRp7Enaj32vu77PPaQFwKteOFRaVzA7gbSEwNspLCFQTKvd67R5bumIOFVpeCSR1ltpNZ/hdiq+v1YFFYWwwdmipOGYxflnIyJISXoN6f9jGQ0PkLAoqbW32b2kVsp3Mzzy5ROUz9N8LPIyD1VIemPZ9latqpI+QpqDsyJp+OSGwBWM/N+GevPgdiOHX8/73K6RQU0+S6rwfbcsy8U8KK+5U/K+Ss9x2c2k79CsZ12Um63UPR83dHsuLVPrvFImIv4oaXfgfFIAqrdGm5E4LdI4TimAycpRmItewZ6kId/PI5U3q0TEQ3kEwB9JFb1Or91tBM5SuSxubtRsu85c4dhlSOt2zmD4RX/liJjZPE2Vj3+SGtXr2Ap4cbSP4tyJctn4AVJjL9S4hleLIf3Um095pWoO+y3xe6VlJ44hDROt+z97Gum68UhqzsfsZ0Uup9d1UBYNH1LZVQWuyJW5DjQ8hOg8pMnarX5815EuLKfnY1uGs61x0tuRdEKf2xIeaSHlHUgn/IPya72IdEH9PtLJ5hRSz2vL18mVuHflY2aQhiS0jKKTewK+ych5ZWXDSMrC6DZv+y7pwvMK4B2koQNfiYiDW2ShcihatV/IlRgZ3KNOwBaoH67+48Dx+TVEXlewxb6dlhB4idL6h80EtBvS82+luRCNycsbkiLHlbmPVLk/h87vr1JBFS3mQJaYjzRJeTrDAwY9TsmCmhFxg6SbSBFRqwT0uVjSt6k+BKi4VMICpApVY83FMnuQhl5cGREbS1qT1g0J+1bIb0PH8OsRsWu+r3J+uRp4Vc1z3BxSEKaLGf7ZeWkC61blcrONuufjhm7PpWXqnleGXmzkVIaFSOfmo5RCldfpwdmcVFbOB6yaG3e/WiGNZyLiEeARSbMa1xwR8R9JtYfB9VIRy8f/iPQ5bEyaJrEN6ZxV1VmkYXy/pYsgLAXnKs3t/Fl+vB0pwE4dd5BGB/VSmduDdA3184i4OTfqt+sJbVZ5aZs2NiYFJ7qLNKKsMZS48rpqpPWE30Kab3eo0vI8x0bEXyoe/2xEHN55t9GjkQvSz32KilMwok/LXjS4MtfZ5oW/nyWthTYiolDu+t6HFKRkDsxdt6Llj7ziyW7esiFNEfGghkd8vI104to8htYna1kZkXQcaTHTc0iLkt7Uat+CY0jv8SDSP/WHYPhcu8KQtxUkHVJ46nkM9X4V3kZckv/+haQH21Tk5raCqMVE4KbdN6vwfopp113fp1a4+kiLwVddV7DTEgIvqZC/Mp8lDWFaTdLvSWujjKgcZXfm23x0fn+VCipJK5Iqyq+DuYtp7xERs4v7xdC6hMdG5zWcGsfMkbSUpPmi8/j7xsT89YpJ0KJyFhHFcwBKc0naRdl7KiKekoTS+m23SXpx2Y65J33EPLgW6V6qGuHXawyp2Zyhgqlxjmt14Xc+KYzyc6TzXN3eC7O5uik3W6i7fEhDt+fSMrXOK016WTOr2b6kBqdLACLiekmrVjhuQUmvJDXozJf/bkQdXqDtkU36UBEDeG1EvFxp6sN+Sgs91wnZvlC0mPNehaTVgeUi4vO5wasxp/8K4KSayf2H1Ah2IV00gilNi9m8WCGPFCG7TiNanaVtml+/UeF4R91jm+XK5AXABZI2Js3N/6TScNa9IuKKDkn8UtInSb1Z4xKEKyK6jUrfrB/LXgCuzHVUozdhD1LvRKXx8TVOdu0uTIvPvYfUM3expHNJCxeXhV9t+CDpx/MiUnjYuVmjdcvCghFxoSTli+x9Jf2OVBg33EvqtWge8rYKI4dnLd7UK6Di42i9cOJlwBuU5iVdSBpitx2FYTkR8bd8AjwvCmGaW8mF3acZefHb6p+qVrj63Av6nkb6GlpXsKylsu0SAlUrOIXXXh+4JyKuVRrj/bGcl/OB2WXHRESdcMxVC6pjgJ+SllqAFLX0GNLczTLzSzqCkd9Jq4ujv5GGcJzN8BPjsNb5PgwFmk1qCGn5vNLi2r8gFViPkP4vRlBhHhxpCMwKpCEkm5TsXjn8esUhNcU1d4qCdH6Y+7nlXsBvkFpT7yadJ1YifX8j5taZVVSr3Gyj7vIhQP1zaYe0uj6v9DJcq8SzEfGYhq/zXaU35j6G/uf/Ufi78biOXitiMNRQ9B9JLyCNOKpSKW34laR3RkTdXrSG75PPbfla5EwASevl5zZvdWCJ35Iq1101guXGyq7mqqmL6SklfgG8Kl9XnRER7+kmLzk/S5HK/g+SGnE+TbrOeQVp5Fan77gxJ7Q4Yiao35M+EdS5zmrLlbkOqvYmkMbs1wkFXPVkt46GLxQ5N2sM79H7OfDz3Gu1JWmI4HKSDid1yw8Lqx4Rdcd8AzylNM73dkmfAv5OWjOsmO4NwA1KIVtfSvu5e5cy/IRYfDxiLlWB8tCPXUiBYL6lNAZ7mHwC/I+kxaJzmOZfkNbG+SXVFkP+raS3NX+ubZxFXgyXDj1YEdG4QL+U/pygfkwa1gBpLtqXSSfQV5DC14/oncs9np+jWkXq7HwrKrt4WCYiissuHCtpzzb5boyN/wnVhsncm2/z0GE9xzpDgDQ8Qus8pM/thlZpR8RW+c99lYYjLkaan1qmyjy4RrrPSfoF8IvoPI+mypCadmvuNPs26TNdNXL0zNzL/J383J4V0jBrVrfcbKXu+XhU9GFo4Yak642XkHoYp9EismwbN0l6PzBNaWrE7sAfOh3Uh0auol4rYpAqY4uTzi/Xks7BldYOzPYAviSp2yjEMyJixBDciJipFO20oz43gl2XGypPY3hjZadK8kWkMvw6Ro6OqqpYRvR6TXIFKS7Alk3X0TNzJ0dbEVH3dzRh9bMRx5W5zqr2JtxBmmP0a6qN2a90souIVkOuSkXEv0lDAE6StGTO916kXphe7UnqTdydFO3qzaQ5fXOpxty9Gr2ezaSRE4FbfU5PATdK6hSm+amIOITqdgO+UKOgWDEiNq2SsGosIVDRtMIQhO1IUeLOAM4oqwRnlStS0TRPLQ9D3L5k14eU5no25h40fiOt1Bob3+hNlPS89DCtXdWsiyFAxQV9nyVFfS1dHqHwGtOA5UiNGJCGt5SNi+84D04aEdFWSoFrSiPaZlWG1NxX40JzM+BFxcphRDwu6ROkId57VkzHrKhuudlK3fNx3/VpaOFhpHPnaaQGmR1JUXHr+DSpwe5p0rXLecDXa6bRq14rYkTE1/KfZygtrrxAhUbZ4vG9DoVrN7R0wYpp9LMRbElSeVlsUG3X6N2wAqkR90ukRsg/AL8nLVdTdWhitPi7Gy9u1cgYbSKmSnpzRFzUNJqreGzdnt9x16fGm5RW+4ZbU8WQ8pKKQw0bok1r/1dIX+ImpBXfA/hJRHylH/keC/nCc7uIOKmw7TnS3L1dYmju3h3Rx3WolKILfg74fUQcqDQReM+SChr5YnM6TcMbSiog7ycVmufT5bo4HfJ8BOni+8YK+1ZeQqDia98EvCJS9MrbSItHX9Z4LkoWqFTNEMRKa5ptS6qgrUDqDf5c0z4rky5WXpM3/Z7Uy1061EnSvqRlJSqNjVeaX3gCqdADeAjYMZqW28i94S8v3C8CnNnNMK0W+SjOA2r08kaUTBKX9C3Smm07ki7CPgncEhFfLuzzGdI81F2jKaItcG4UIto2Dal5BelisnRIjeqt4/WXiHhR3efM2qlbbk5k/TivSJoZEetp+BI5f4iI13Y6tpDGK6PiunBjQWmKQa2KWOHYXkPpV1oipsWxPwMuiogjm7bvQgq2tV2FNG6nqREsb58G3BYRdSvqXZM0H6mB4LWkMvg1wKNRYfmN3HjYCHiyIENTZmo3mihFGf0CI3uw284tlbRfROwj6ZiSpyPqRykdd5JmUtJ4EyXLAnXinrnOKvUmRNMcI6W1wlqOqe611Wks5Zak3UgX6WeTJq/uRqpQ3cDwycB15+7Vlk/GlxUej5gI3DS84W+k4XHthje8jDSG+80ULsBpM3m9SkGhoaia04EPKa3f9jTto0BVWkJA1Rep/RkpeMZDpMrs7/Lxq9M0xCn35kKFSca5B2wr0lDaF+V9XxgRpUs6RJpAXWdib92x8UcAn42Ii3P+NiKFL26+EKrUK67WEVE7RfCqMw+oyjy4ShFts7NJPYK/a0rjTaRh0UVl8/JauUXSjs0XUjkPt9VIx2yuuuVmOz1euPe84Df9GVr4n3zRfX1u6LkPWLhmGt+TtDzpAvHk5sassdJcEVOKylmnItZTKH3VWyKmzJ6kqSsfYGj+/3qkHpStWh3UJMp6oSJNAanVk5JHPR1OCsqytqSXkxaYr9rruiApSvdi+XYvqdzpKGqOEOvgJNKIrc1IUb53AjouvxER++T7bkd0TUgRMUvStEjLhR0jqeOQ6DLumeugqTchSF3Upb0JubXlbaQK39uAyyOiVbTAnludxoqks4BHSCfCTYAlSCe0PSLi+hbHNObuvY908jyOkrl7XeanY8uOpINIvROfKRne8J+I2LMpzduAl0fnSIiN/UsLiubWJaVIhS21+B1dQqoUXxBpkdANgQOjaQFz1VikNqexPHB+pKG4jcJhkWLvo6Q7Sb/zsgr4sIsbSU+Sen7+l/Rbj3a9sPni5Ouki55zgXVIPaonlu1fl6Qbomkh1xbbynrFj4yI/2var/Z3l4+7mFT5GrGGW4v9264J1ar3tOy53DD0pWia66E0aX+faIrMWZXSovBnkr67a0if2fqkC4StIqK5omhWSd1ys0Ualc7HbY7vx4Lflc4rHdJYk6HK5A7578Mjj3Kpkc7zSXPVtyNdwJ9S9aJf0qtKNj8G/K3GOa20IhY1ljCRdCs9hNLPjXGNJWJekT/b/ar0qDWlszFDAa9ujoiLahz7C1LvbFkj2Huj3pITl5IaNn/cGFHRrmwoHHcE6VrpCdLc7CtJn8kjVV+7nxqjfpp6ny9tvr5pc/xfSe/hd6RFtm8ZxeyOKkmXkeIZHEVquLkP2Ln5mqVSWq7M9U5p2N/7SWu2XU0KlvLCiGi5uG4/TnZjRdKNkYf45YL3IdLF5xMVj2/M3duuVeFap2Ir6XxSy87nKLTsRCEMcd3hDUprnXw6hi8O2u49VSoockvzx4HVSa1gR3UqEHNheiipALmJvIRAyQX6VRHx6pIkxoTS8L/tSS3HPyV9Jxe0qcxdnz+rrRgK0nNxSWWrq7Hxkn5Omp9xQt60A7BeRGzZ5j1UGgKkNI9x/fzw6na/E0lHAS8GOs4DkvRu0tyJ+SJiVZWsCSXp2ogou8Aa8VyHit/c/+NuSXoz6cJApAubC3tJz6aubsrNNmn1dOHe73Np1fNKYf+2I0kioqvAFZJeRmr43C4iKi3ZIOlK4FXAn0j/52vnv5ciLeresUG214pYTuM0YPeIqB1KPx//x4hYX2le+Ksj4mmVTJEZTf1sBCu8n+sKlbmO70dphNTSpGuJP5Aa5W/q5bvphaQrI2JDpbX7DiH1EJ4eEatVPH5+0jIgbyCdM9YEboihwGMDIzcY30/qHPkMqeGlduMNeJhlSxoewW6ERqVL0mxSYIPDgc9HxBOS7qxQIPVjAcexMrcgiTQ84M6qFbl8zMOkiIo/Lnu+i+EUS0XEUZL2iKE1yZqjAkXZZxuthzcsB9wm6Y9UC9tbdS2x40if3+9Ia7SsRWpBbimGlhB4Makw/XOLwrzrRWo7kbQbcFJEPJofLwG8LyJ+WHidg4CDlOZvvY8UEfQFkr5I6oVtXgS0sS7iO0lBRB6WyjoAeRMpAldZL1K7Cd8fJoX6bTx/GWktxMZ7aizR8I/8eEdSD+jfJO0brefivZdU4bqE9H0cKunzEXF6i3zcnW9V1ujbh5FrQs1o2qdSRNusH5P2W8qt0pVbps3K9FButlJ5bccWelnwu6vzSpN2gTK+Q4cyoyk/LyH1yG1DGup5MvA/VY8nrTO5S+ThmUoBuD5PCnp2JtWCqXW9plnB0nQfSh9qLBEzWnJl7dVNjWDndNkI9pCk1cjXpZK2ocLnGxGbKhW0LyVNOfgfYG1JD5N6r8vmrY6mr0taLOfjUFIF5jM1jp9DuqaaQ5oScz9pbv3AkLQFKSjeD/LjS0mR4YNU2a5dmXPPXAuSdio83I/ha6nNDaAh6WBSL8ONpN6Js4AbW/VOFNLvqdVpLGlo8iswbAJsXyKG1W3Fq9KyU3d4Q648jRAtQsfmXqAPkcbVv5k0DHXeiHhn037FXs3ppF6d0l6WpuM69lQqDecryXK1oUUdXr8syM/cFsE2x72MVLHbrrmlTdIBpP+VJ0kVmMWBX/XaIl7S+3l0WeVX0rXAW3Il8o2ki5zGEg0viRZDu5QWM31rozdOaZjvb5t7FLvM+1UR8eqm1ta5w0+6SK/nSftmo63bcrNNepXOx22O7/pc2u15pSmNvgXKyD1rPwNOi4jalZcW5/7GqIpKPVv583wFwwMwRURsUSMftcrkCmktRgoYVWkqxUSTG02PIFXIHiFFSv5A1FgrUWmprdflNDYjNYwv3v/cjh5J/yGdN75HKod7XaNyzEn6PbB9RNyTH19POm8tAhwTEXXms6c0XZnrrNNFbG712Jh0EftOUkvDLsBvoik8umpEm5sq6lZsJW1G6ulaiaGWnf0i4uzCPrWHN6jGULqm41oWFBo5DK7lkLnCPuM+BFfSn4B1GhcX+aLiTxHx0h7TXQJ4PPeQLkyas3d/m/07rtukNES22Pt5VzTNicz7zZ0/J+kHpKG5++bHLS9S1DQ8UWmtxRuixZBF1YjWpTQk80JSIJT3kAL5zBsRHy9Lu5P8G/458Awlk/YbvQdm461OuVkz3TG9cO/2vNKUxoSJFpvPpw+TKqWQevmWJgUIuzwi1m91bCGNYkVMwOtJIzsqlR/5HPun6DAfbLSOn4gkrRsR1+Ryc57cm715RPyyw3G7kypvryOVk78n9f78ntSAUmVd3Z6p4mi3CulsQfo9bUAq5/5Amjs3MEP+lYfMFh4fFhGfyn9fGREb1k3TwyyraVvjzRe8FwEXSZoX2JRUQP2QdBIsqhNtbqqoNZwiIn6V/3yMdDFQtk+t4Q11htI1FxQdWgqLQ+QELJgft+vVrDwEt0plp0vnAacqrZ0UpJ6vVgtfVyLp6BgePlikVvnSVihVX7dprULv51Et9oG0iO70SHMWNwF2LTzX7lx4bu4FbkS03Y4UdbKVOtG6+romVK4Yv1bDJ+3/OmpM2jcbCzXLzZZqno/bpdPtubTb80pRz9FiJZ0aEe/VyCi8naLvNtuZtETKnvnYy0nz0/9Li/K2WURcqjT/9/2kQCx3ktYtrSQinpN0g6SVI0VBrqXX4yeoIyXtFHl5I0nbk4Yntq3MkUb4nE4KBjeeI8GK67WOGO1WVUScBZylNC/2HaTf6RfowzSCMbRE8UGjIpct002C7pmroEpvSovjFoyIJ5u2jUq0uUFWdTiFpHZRwSKGlnvoJg+1htJJOgnYezQKiqo9la0qOxGxS7vjKuZhHlKo/E1IBfr5pHUQ2y4g3iHNr5GWXfhE7qH7NSnaW9m6MXOHG6rDuk1Vez8lfZnUA/AQsDLwqogIpSUajouI1zXtvzopDPTvlYKxvD5/Fo+Q5hP+tUW+K0Xryr2d50XEW9p8bGZTSlm5WeGYns7HvZxL655XWqTRc6AMSctHxH1qEYU3agzH65ZShOTtGVrC6RTgcxHRNjJwi7QuIn0GVzM0zaPy6KVej59o8jDL04EPkMqiHYHNYoIuadVOp9FuHY49gzSqbRapU+R3wFUR8VT/cji68vnqkhg5HeJjwEYR8b7aaboyV07SEwy1bi1ED4skNqU7qtHmBlWVIY6SyiZxL0wamrNURCzSw+vXHUo3agWFyucbjEi7amVnIpF0IGkI1LrAARFxRpt9G/PJrgS2Jl0c3BQjI5FWntOpiks05O1dNbyoRrQuSWcDHxzEAtlsoujDhX9P59I655UO6fQ9WmxuNNo+Ik7quHPav3nNPQCiwnxGSc+RLq53iRyRT22Wq+mQVldz5hq9pN0eP5Hl39QvgHuALes2ekwU3XaQ5GPXB67tpWF5vElalvQ9Pk2KwA3pmmh+0vfacupJKx5m2UJEPG+Ukh7VaHODqOoQx4j4buGY55EifH2INLb/u/Sm7lC6/do816t9K+7Xj0Vqh2kzVAeAsqE6JYX/sAV3NXyJgauBr+T7kLR1tFhqAPiVUjSyb5NOeEFaBLw5T5UXNI2IK0u2NUfdbJjRXJHL+8/UyIiTRXWidT0F3CjpAoZfhE64JUrMJrBez8c9nUtrnlfapdN1tFil6Je7ASuQpnNcAHyKNETyetLw7yqOomTNvYreQ+qZu1gpJP7JULpmaUd5qOYqwBoR8VtJCwFVzvVXk3pHL5V0aER8upvXnyhKyuIlSZ/DVUoLsXcVLGvQNF1HrKSmSNhtriMmnNxZ8dpC4w30OB3CPXOjIPfqLBIRI8KJy9HmRqgzxFFpzbrPkoYaHAccHH1a/FLSe0iThEWaUPvzNvuuCtzX6NpXWvh5uYi4qx95qUJ9WKS2JM3aQ3XUYcFdSaXDKId2GzaPrlW+aq3b1A+SZkXE6nWfq/kaxai5jZOxIkfLNZsq2pWbFY7t6Xw8GufSsSbpLNIQ8CtI72MJUuCjPSLi+hrp9LzmnlKQji1Jwy3fTCqrfx4V1qgrpPFR0vzDJSNiNUlrAD+KDpH+NDwycNc9QBNFq7K4YSyGz/ZDr6PdCtcRy5ICujQqPhuThiyWrks7Vbgy1yeSfkoKdjCHdFG7GPC9iPh2036ONtek6hBHpXWAtiaF5/1B9BDxrFeSZgKvjRwtTdJ8wO+jQqSvCmlvDRxIOmmJCie70a7stBuq04/Cvym9lus2AVXXbepHPmo1vEj6QkR8Sy2idhV72zRynZmrSROfA/hiRJzW9zdkNsFULTcrpNO38/F4NBz1g4YvgzONPIcvaqwJm489gNTz05f1S3MD7Lak5WoqL5ujFK59A9J8qEblrONUlGIFbjJU5prlIXrFID2TJcBLJXn6w0cjxxSQtDzpetCVOeudhtZh+QBp7OsXgWtadYFreLS5m3vpXh10uZL2coYPcbwxIr7QtN9zpMLlWcqjdXW93l3dCpTK1+KZG6K6F5JmAZtHxK0tnh+1yk6noTpRsk5Q1cJf0nGkVuJH8+MlgO8298ypD+s29UPdhhflMNFNvW1zFXvbNArrzJgNmrrlZqd0mrZ1PB9PlIajfmiuuHRbkdEorl9aMx/D1uBUWqf12k6/DaV1yGaRyvDVGFqAuW5UzwlF0rtJ00leQFokexXg1uhxuaBBo6a4E5qEy1B0w3Pm+mdepfDKWwKHRcR/JbVbU+NioOykOeVExOc1PFrgEWVDHCNinlHMxrdoU4Eq8aCkd0de2y73tDzUp7zc3yEfPwbekl/3jcABDFV2jiBFYuvWCQwN1fkI8HlS5WWLNkN1Gr1y6xW2BalyUvTyRkUOICIekVQW0Wpa4SJqO9Lv4QzgjFzpGRNRM8x/5PV+Kg6RnK9Rkcsuz+/54TxEyWwqqFVuttHt+Xg0z6VjrZtlcEaIiErLD4yBSyV9ifQ+3kpaLqFTGH6Al4xutsbN14ANSVNQXpnLpdpRDyeBSzQU3yDIczTHN0vjz5W5/vkxcBdwA3BZHudce+z/VCTpwIj4Iqlnp3nbWOlUgWr2ceAkSYeRCst7SKGC+2Gm0sKtv2B4T1fj8xnNys4LC0N1fkKFoTo1Cv95JC0ReY5jHn5Tdg7qx7pNfVO14UXSL2m/KGoxsl7f15kxG0D9Kje7PR9PiIajfogagaDaUQretA/wxrzpUuCr4zDsdC9SpOobScvk/Ia0bERbMSBzyLrw34j4p6R5JM0TERcrRYeeUiLiU7nx/w15U2nj/1TjYZajqHBBam2UDQdRYY2uUX7txjjrNwHPp3UFqtXxi5D+j2rNS+iQZlnAkGgMR5R0E/CKSOGXbwN2jYjLGs/1Mtyg26E6qrDgbh7CtDdprRxI8yj2j4gTmvbred2m8aChUNhbk35LJ+bH7wPuiogvFfbt+zozZpNBL+Vm3fPxaJ5LB5XSOl43kYKWAHwQWGeqz0kab5J+S+rB/iawNGmo5foR8drxzJdNDK7M9ckEas0aGJI+QRo68UKguADz80iT13cYgzx0HWmxSgVmNIxmZUc11mwrHFN5wV1JL837CbgwIm5pkY++rNs0HiRdFhFvbLdNo7DOjNmg6We52c35eFAbjkZTi/mHI7aN4uuvAXwZeBj4Hmk5mjeQrhE+EhF/HIt8TDR5+P2TwDykaN6LASdFjho92Wl4NMxhT9FjzITJwJW5PnFrVn25IF+C1NK0V+GpJyb6xPM6FZgaadaJhjhhKjuqueCuJnk0Lkm3Au+KiDvy41WB30TEiLkcGr7OzJQOhGRTT7/KzV7OxxPpXDoRSLoC+HxEXJ4fvw74TkS8Zoxe/3LgeIbW59yTNFfuDcDXo4+RkweVpKWBf4Yv4C1zZa5Pxrs1azIYz4t8SQuQxuc3t+yW9szVrcBUzEPlaIgTiYaijl1JGmL4T+CmiFijab8pEY1L0qak4Al35E0zgI9FxHnjlimzCahf5eZonI+nKknrkCpTi+VNjwA7RcSfxuj1537/alrPs85vI1dC9yWVM9MZ6sF5Yb/zPJpyY8MBpJ7Kr5GClC1N6qHbMSLOHcfsjZvJ3ihclwOg9M+Tkl7f1Jr15DjnaSBI2pw0nGLYRT5DPRZj4QTgNuDtwFdJwxjaBURpfLf/kfQC0ol21V4yEPWiIU4kv5K0OPBt0pDBIA2NaTYlonFFxLl5qNCaedNtEfF0u2PMpqh+lZt9Px9PVRFxAyky5qL58eOS9gTGpDIHPFf4uzkYznNUdxSpZ+8a0jqGg+ow4EukyvVFwDsi4kpJa5IiOk6pylyrRmHG9npxwnFlrn8+Dhyfhw5Cbs0ax/wMkq8z/hf5q0fEtpK2iIjjlBazbdeT0qjAfIuhNcg6RtpqR9LZ7Z6P4dEQJ4yI+Fr+8wylBT1bLbg7laJxrUvqkZtOujAiIo4f3yyZTTj9Kjf7fj6e6iKiWJH6LPD9MXrpNSX9ibxOXP6b/LhOr9pjEXFO33M39qZHxPkAkr4aEVcCRMRtksY3Z+NjSjQK1+XKXJ9MgNasQTYRLvL/m+8flbQ28A/SxfgwGlpk9mv58SKk0Mm3AQf1mIfXkEJq/wy4ilR4TVhqs+CupLIFdx/Nn9fvSGHEHyAtAD+pSDqBtFjt9Qy1CAdp6JKZZb2Wm6N8PrYhY1kW9WuduIslfZu05FExQvWgzYMs9kY291pPxXlSE+F6ccLxnLlRJOnuiFh5vPMx0WkChNyV9BHgDODlwDHAIsD/RcSPmva7FnhLRDystMjsyQwtMvuSiOh6kVlJ04C3klqZXg78GvhZRNzcbZqjqe5nIWkh4CnShcEOpAnuJ030YDd15QAoa3lyull9dcrN0Twf25BBvJaRVLY2aETEm8c8Mz3QUITpYnRp8uMFImLe8crbeJgI14sTkStzo0jSPRGx0njnY6IbpJC7km6IiHXy3z8AHoyIffPjvgW8kTQ/qVL3bVKo7kP7kW4/Vf0sVB5SuNHS+xQp5PSXI+LCscj3aJN0GrB7RNw33nkxGzR1ys2xOh9PBS3O05ArERHhkVw27gbpenEs+Z9zdLmmXEEjHDTwnKRfM4YhdyV9tt3zEfG9pk3TNLSo7SbAroXnev5/ypW4d5EqcjOAQ0jDRCaiSp9FRDyvVQK5N3Jt4KR8PxksDdwi6WqGD++ZkHMezSaYOuf+UT0fTyXtztODSuO0FqyNnvG8XpzIfLLrUafWrDHOzkBpF3JX0liF3K1bgP0MuFTSQ6TWod8BKC0y29MC8ZKOI1VozgH2i4ibeklvDPT8WUTEHOAGpbX1Jot9xzsDZhNZH8vNUTsf22BTi7UHxzVT1rUJcr04YXmYpY0bSTMZCrl7BE0hdyPilWOYlyWb525JWjUi7izZd1QWmZX0HGlsPAy/0Gmsj7Not2mPltH6LMzMqvA5aHJSj+vEyWsPTioT6XpxInJlzsZN07yqWyPiJYXnrhvjytzvSSeHx/PjlwCnRcRkGfpno6xDb8OErIybmU1Ekm6jZJ24qnOjJF0VEa+WdCWwNfBP4KaIWGM08mujayJdL05EHmZp42kihdz9BvDLPMb+xaQw8h8Y4zzYAJuMc07MzMZJr+vENdYe/DZwLema4sh+ZMzGxUS6Xpxw3DNn42aihdyVtCXwBdI8uq0j4vaxfH0zMzMDSQcA0+jDOnE5sNgCEeF5lANqol0vTjSuzNmUlgNvNP4JRJosfQdwF0BE7D4+OTMzM5uaul0nrrCQ/D/y4x2B9wB/A/adbOuamoErczbFSdqp3fMRcdxY5cXMzMy654XkbSpyZc4MkLQAsDqpl+6vEfHUOGfJzMxsyupmnTgvJG9T0TzjnQGz8SRpuqRvAbOB44ATgXskfUvSlB6DbWZmNh7yOnHbkXrVBGxLWqagk2mSGsH9NgEuKjznoH82KbkyZ1Pdt4ElgVUjYt0c3nY1YHHgO+OZMTMzsynqtRGxI/BIROwHvAZYqcJxjYXkz8ILydsU4WGWNqVJuh14UTT9I0iaBtzmNWnMzMzGVi/rxHkheZtq3OVsU100V+TyxjmS3NJhZmY29rpeJy4irizZ9pe+5s5sAnHPnE1pkn4BnBkRxzdt3wF4b0S8e1wyZmZmZl4nzqwDV+ZsSpO0AmlR0ieBa0itf+uTFqXcKiL+Po7ZMzMzmzK8TpxZfa7MmQGS3kwKgSzg5oi4cJyzZGZmNqV4nTiz+lyZMzMzM7Nx53XizOrz0gRmZmZmNhF4nTizmvyPYWZmZmYTQWOduIfwOnFmlXiYpdkEJ2kGcCdARGh8c2NmZjZ6vE6cWT3umTObICS9DtgLeC2wMPB34DfA14CDm/a9C1gF2DgiLhnTjJqZmY0SrxNnVo975swmAEnbAycC04AbgD8CM4CNgGUi4tGm/e/ClTkzMzOzKc2VObNxJmkh4B5gSVKFbqeIeC4/txqpgvdnSMMsCxW5ok8C3wSeB6wSEbMlzQs8lLetHBGzx+DtmJmZmdkYcTRLs/H3OlJFDuDrjYocQET8FXimaf+jgSfy32eQhmBeQ5o4Pg/w/vzcxsCiwGWuyJmZmSWSZkgKSe7RsIHnypzZ+Fu28PffOu0cEV8FHs4PD4uIPSPiauAnedsO+f7d+f6nfcmlmZnZAJH0Okm/lPRPSU9J+qukQ4H/kBpCDy7se1eu4G00Ttk164oDoJiNvwcKf69CHlJZV0RcI+l64BWSXg5sTurVO73nHJqZmQ2QNnPRPw58JSL2HLfMmfWRe+bMxt8fgEfy3/8rae7/paRVgHlLjpmT75v/h4/K998BVgbOjYiHMTMzmyLyXPQfkCpyJwKvioiPRsRbgTWBZYvDLJvmol+cn/uEpEclzZG0Yt5vXkmPSXqusc1svLkyZzbO8jo6nwaeIw2RvFbSEZJ+BfyFtExBs3vy/VclfV/SSvnxicBTwFvzYw+xNDOzqcZz0W3KcGXObAKIiJNIhcRvSD1qOwEvAY4kje1vti8wC3gNsAewXE7nUVJBBPAv4OxRzLaZmdlE5LnoNmV4zpzZBBERlwGXtXhaTfteAqzRYt9fAh8Afh4RT/Ytg2ZmZoPBc9FtynDPnNkkIWlRSZ8F9sqbDh/P/JiZmY0Tz0W3KcOVObPJY0ngu6RoXXtHxBXjmx0zM7Ox57noNpUowuslmpmZmdnkIumNwBdJ88sXBmYD5wCHkIdeRoTyvhuR5qm/kNTZsX5EzMzPnUiavvAvYFlPYbCJxJU5MzMzM7MWJG0HnAycEBE7jnd+zIocAMXMzMzMrImkRYGPAB/MmzwX3SYc98yZmZmZmTWRNAO4E3gUODAiDhjXDJmVcGXOzMzMzMxsADmapZmZmZmZ2QByZc7MzMzMzGwAuTJnZmZmZmY2gFyZMzMzMzMzG0CuzJmZmZmZmQ0gV+bMzMzMzMwGkCtzZmZmZmZmA8iVOTMzMzMzswHkypyZmZmZmdkAcmXOzMzMzMxsALkyZ2ZmZmZmNoBcmTMzMzMzMxtArsyZmZmZmZkNIFfmzMzMzMzMBpArc2ZmZmZmZgPIlTkzMzMzM7MB5MqcmZmZmZnZAHJlzszMzMzMbAC5MmdmZmZmZjaAXJkzMzMzMzMbQK7MmZmZmZmZDSBX5szMzMzMzAaQK3NmZmZmZmYDyJU5MzMzMzOzAeTKnJmZmZmZ2QByZc7MzMzMzGwAuTJnVpGkfSWFpGPb7BP59oqxyxlI2ii/7l1j+bpmZjbYXLaNnkHLf3N+Jc1ofPfjnDVrw5U5m3SU3FUofF7Sp6SvBA4Gzu9TepUU3stGbXabTcrb0V2+xkaFz6vsdlc36ZqZWX+4bOvptd4r6TpJ/5b0uKRbJR3cS5olr3FJfj879yGthSTtJ+kWSU9J+qekiyW9pQ9ZreNx0uff18/K+mv6eGfAbBS8EVil8PiDwJd6TTQizgXO7TWd0RARs4A9e0iiUWACrAZsBjzBUAH6cA9pm5lZ71y2dUHSusDPgCeBM4D/AmsB7wD26DGLfSdpIeASYH3gP8DZwNPA60ll82+7THfeiPhvnWMi4mF6/Pxt9LlnziajHfL9dfn+/ZLUeLLQ4nWbpCclzZb00fzcdEl7SLpJ0n8k3S/p//Jzw4ai5FbSr0p6IKfxweaM5Nc6QNKs3CJ4raQtC88fm9P8kaRf5tf8U2MoS+4RaxTeF7dq9Ws3NELShyXdLekRSQeVfWARMSsi9oyIPYGj8uaHC9u+IenzuTXz37m1sPGZzS/pxvxa783bfpIf/zA//pyk2/OxT0u6QdI2hfy/VdI1+fnH8ue0dVlezcymKJdtNcu27E2k692jImLHiNglIl4DbFh4nXkl7Z0/u3/nsu4zkuYp+4zytkY+Zki6JL8OwDF5+75N7+Wzkv6RP9fPt8nv7qSK3NPAhhHx3oj4ILA60ChTd8jl8BOSnpH0F0mfLLxWI7+nSzpV0pPAB/J3u2sus/+dv7+vS1qgLCMqGWZZeN+fyq/7hKQTJc2Xn3+5pCvz9/JfSfdJOqzxvPWfK3M2qUiaH2hUEv4HeIRUYLyxsNuRwP8By5Ja664FXpSf2w/4PvBCUgvepcCaLV5uZ+ArwPOAC3KazY4Cvgg8ltNbCThTI4eVfAx4FrgTeBlwaN5+NKmHjHz8wcAtLfLTyr7A74BFgT0lbVLzeICvAd8CBJwGLAIcIWmniHia1EL8DHCoUoVuF+B2oFFgrQrcCBwLnAW8FDhR0oz8/DHAOqT3eAbwHLB2F/k0M5t0XLaV2pdqZdt9+f7jks7OlbZ1c69Tw/7AN0jv+WRgaeB7+T1WcTrw9/z3BaT3c2Xh+ZWBjwB/AJYBDpS0Rou0Ns/3P4+IGxsbI2JORPwlP1wFuAM4ETgFWBH4gaTXNKX1HtJomxOAfwCfAH5M+r5OIY3Q+zLdDaPcL7+f6cAHSNcB5Pf3DOl7PRqYA+wGfLaL17AqIsI33ybNjXTiCuB+UmPF8fnxkfn5pfPjAF5ZOG5eUkXlifzcVsXn8v2++blj8+Pf5sdfyY9fVkj7FaQTWpBOZIeSCtJL8raT8zHH5se/zo83zo//VXj9u/K2jdq8743yPnflxzMKeVk/b7s0P/5ch89wy6a0ip/L0fl9nJ0fX1k4bq+87TlS4b1h4bmFgR1JlcKDSIVrAO/Pz98P/It0sfLi/N1NG+/fk2+++ebbRLi5bOu+bAOmkSo9zxWODdLQ0sbn86+87U35mC3y43vLPqO8rZHOjPy48RnsXJL/Z4Hn521/y9u2aZHf2/PzB7T5XObL5eU+pDL1z/mYLzXl96/A9MJxt+TtO+XH6xS+ywXafd4l73vb/Pi4/Piwwj5vBPYmVYgvzM+fP97/R5P15jlzNtk0hqH8MiKek/RzUmvRtpI+ReohAngmIq5rHBQR/5W0DKnHCQotatF6jPkK+f7P+f4vTc/PyPfzAJ9qem71pseNvDya7xdu8ZrdaE57kRb7tbJ04ZgPNT1XfB+HkVpzFwJ+HxFXAuShFVdS3tO2TL7/GPBtUq8fwD9Jn9nJNfNqZjYZuWwbqVLZFhFzgB0kfRF4M2mu3Pv4//buPEyuqlr/+PdNmMEgQ0BkCgKKgKAyyOBPQURxBBUkKMPVXFFEBfWqoPfKJFdUBAUVZR4EAUEFVFBmRCAYxjBeEFAiyCCDKAImrN8fe1f6dKW665yq011d3e/nefJ01+k6u3d1uuuctffaa8PbSbNgVxf6dWf+eFf+uFKr9EBJkyv29a8R8ddCf1cbqr/Ao6Sf4+rDtHcB8LYWx6c2Pb4+IuYWHk/LH5tf5yTSbF0VLX/+kvYnzXK265vVxGmWNm5IWgZ4Z344I+d4/yw/Xpr0pn1/fryICiWWJS0EPE4anQN4Q9PXWmmkVLwqf3xl09cfyB9fAKZGhCJCpBG19zU9t/FmGy2+z7z8saO/18Ibeau2y3gc+Gf+fIPC65gEbFx43mGkQO454E2SdsrH1yUFcvOAtfN5jXSaxnqPCyNibVLguCOwHCntxcxsQvO1rbWy1zZJ60haKSL+EhGnRcSHgFvyl18CPMbANa6Retp47Q9HxAuFr0/JH1sNTg73eooBVbtr8S/zx/dJek3hdUyStKaklzIQyG2dv9+Fjac1tfV80+MH8sfm1/ki8GCbfjUb6ue/c/74VVIKZiNVtblvVhMHczaefJB0Mfk7aV1W4989+eu7RcTjwBn58aWSTpD0M+DQSLkBR+WvnS7pVElnkNJFWmm082VJJwE/L34xIh4Dzs59mpkXgv+U9IY5o8LrarzBHizpO5Kqjp51Jf9cvp8fXizpOEk/IeXrHwgg6W3AJ0k/661J1cKOkbQS6UbiRVKqyxGk9QTNawVukvRrUgD30XzsqRF6SWZm/cTXtu68FfiTpMskHSvpF6T0wueA3+WfzzH5uWdIOh44Pj/+Xv7YmIV6p6Rv0zprpPF69smvZ8MO+3sUab3josB1uYDJyaTZtE+TAstGcH4gKbAvuxa+cS3/rqQTSL9HkIrDPNdhf5s9kj/uSvo57l9TuzYEB3M2nnw4f/xRROzQ+Ad8LB9/h6Tl8uNDSEHGh4FNgXvzcw4APksa5dyR9AbZnGLScDIp+HgG2A74RovnzCDNWL1IWlS+JXAt1cpAH5j7tzmpjPKKFc6ty3+TRteeIL1Bv4WUgnNWHjU+KT9vRk6v/Bppdu2EiJhDugA9Qqr2dQNp0XTRJaQRwj1I5ZevIC0WNzOb6Hxt6841pIBnDdL1a6t8bPuIuC8/5yukZQLPAh8iXeu+QH7tEXEJKcj6F2n28Xss6NvAraRslH1YcNCylIj4J2nN2ddIAeL2wHtJa81/mdNj9wD+TKp6+RSpAEsZPyANvP6FlGr6IvB16t2i4bOk6/zqpOIrR9TYtrWgNCBhZmZmZmZm/cQzc2ZmZmZmZn3IwZyZmZmZmVkfcjBnZmZmZmbWh0YlmJN0oqRHJd1WOPYtSXdJulXSz3Op1cbX9pd0r6S7Jb29cHwjSbPz146SpHx8UUln5eMzJU0rnLOHpHvyvz1G4/WamZmZmZmNtNGamTuZVBGp6GJg/YjYgFRRaX8ASesC04H18jk/KGzOeAywJ6lC0NqFNmcAT0bEWsCR5OpDkpYlVXB6A6mq0wG58p6ZmZmZmVlfG2rDyFpFxFXF2bJ87LeFh9eRSuVCKsF6ZkQ8D9wv6V5gU0kPAFMi4loASacCO5A2StyevN8VqTzr9/Ks3duBiyPiiXzOxaQA8CfD9Xf55ZePadOmDfcUMzNr4YYbbng8Iqb2uh829vjaambWmeGuraMSzJXwUeCs/PnKpOCuYU4+9u/8efPxxjkPAkTEXElPk/a4mn+8xTmDSNqTNOvHaqutxqxZs7p4OWZmE5OkP/W6DzY2TZs2zddWM7MODHdt7XkBFElfAeYCpzcOtXhaDHO803MGH4w4NiI2joiNp071oLKZmZmZmY1tPQ3mckGSdwMfjoHdy+cAqxaetgrwUD6+Sovjg86RtBCwNPDEMG2ZmZmZmZn1tZ4Fc5K2A74EvDcini186Xxgeq5QuQap0Mn1EfEw8IykzfJ6uN2B8wrnNCpV7ghcloPD3wBvk7RMLnzytnzMzMzMzMysr43KmjlJPwG2ApaXNIdUYXJ/YFHg4rzDwHUR8YmIuF3S2cAdpPTLvSNiXm5qL1JlzMVJhU8uzMdPAE7LxVKeIFXDJCKekHQI8If8vIMbxVDMzMzMzMz62WhVs9ylxeEThnn+ocChLY7PAtZvcfw5YKch2joROLF0Z83MzMzMzPpAzwugmJmZmZmZWXUO5szMzMzMzPqQgzkzMzMzM7M+5GDOzMzMzMysDzmYMzMzMzMz60MO5szMzMzMzPqQgzkzMzMzM7M+5GDOzMzMzMysDzmYMzMzMzMz60MO5szMzMzMzPrQQr3uQL/QQRr263FAjFJPzMzM+p+vq2Zm3fPMnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1Ia+ZMzMzs77kdXdmNtF5Zs7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMxhFJq0q6XNKdkm6XtE8+vqykiyXdkz8uUzhnf0n3Srpb0tsLxzeSNDt/7ShJyscXlXRWPj5T0rRRf6FmZuZgzszMbJyZC3w+Il4NbAbsLWldYD/g0ohYG7g0PyZ/bTqwHrAd8ANJk3NbxwB7Amvnf9vl4zOAJyNiLeBI4Buj8cLMzGwwB3NmZmbjSEQ8HBE35s+fAe4EVga2B07JTzsF2CF/vj1wZkQ8HxH3A/cCm0paCZgSEddGRACnNp3TaOscYJvGrJ2ZmY0eB3NmZmbjVE5/fB0wE1gxIh6GFPABK+SnrQw8WDhtTj62cv68+figcyJiLvA0sFyL77+npFmSZj322GM1vSozM2twMGdmZjYOSVoKOBfYNyL+PtxTWxyLYY4Pd87gAxHHRsTGEbHx1KlT23XZzMwqcjBnZmY2zkhamBTInR4RP8uHH8mpk+SPj+bjc4BVC6evAjyUj6/S4vigcyQtBCwNPFH/KzEzs+E4mDMzMxtH8tq1E4A7I+KIwpfOB/bIn+8BnFc4Pj1XqFyDVOjk+pyK+YykzXKbuzed02hrR+CyvK7OzMxG0UK97oCZmZnVaktgN2C2pJvzsS8DhwFnS5oB/BnYCSAibpd0NnAHqRLm3hExL5+3F3AysDhwYf4HKVg8TdK9pBm56SP8mszMrAUHc2ZmZuNIRFxN6zVtANsMcc6hwKEtjs8C1m9x/DlyMGhmZr3jNEszMzMzM7M+5GDOzMzMzMysDzmYMzMzMzMz60MO5szMzMzMzPqQgzkzMzMzM7M+5GDOzMzMzMysDzmYMzMzMzMz60MO5szMzMzMzPqQgzkzMzMzM7M+NCrBnKQTJT0q6bbCsWUlXSzpnvxxmcLX9pd0r6S7Jb29cHwjSbPz146SpHx8UUln5eMzJU0rnLNH/h73SNpjNF6vmZmZmZnZSButmbmTge2aju0HXBoRawOX5sdIWheYDqyXz/mBpMn5nGOAPYG1879GmzOAJyNiLeBI4Bu5rWWBA4A3AJsCBxSDRjMzMzMzs341KsFcRFwFPNF0eHvglPz5KcAOheNnRsTzEXE/cC+wqaSVgCkRcW1EBHBq0zmNts4Btsmzdm8HLo6IJyLiSeBiFgwqzczMzMzM+k4v18ytGBEPA+SPK+TjKwMPFp43Jx9bOX/efHzQORExF3gaWG6YthYgaU9JsyTNeuyxx7p4WWZmZmZmZiNvLBZAUYtjMczxTs8ZfDDi2IjYOCI2njp1aqmOmpmZmZmZ9Uovg7lHcuok+eOj+fgcYNXC81YBHsrHV2lxfNA5khYClialdQ7VlpmZmZmZWV/rZTB3PtCoLrkHcF7h+PRcoXINUqGT63Mq5jOSNsvr4XZvOqfR1o7AZXld3W+At0laJhc+eVs+ZmZmZmZm1tcWGo1vIuknwFbA8pLmkCpMHgacLWkG8GdgJ4CIuF3S2cAdwFxg74iYl5vai1QZc3HgwvwP4ATgNEn3kmbkpue2npB0CPCH/LyDI6K5EIuZmZmZmVnfGZVgLiJ2GeJL2wzx/EOBQ1scnwWs3+L4c+RgsMXXTgROLN1ZMzMzMzOzPjAWC6CYmZmZmZlZGw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+lDPgzlJn5V0u6TbJP1E0mKSlpV0saR78sdlCs/fX9K9ku6W9PbC8Y0kzc5fO0qS8vFFJZ2Vj8+UNK0HL9PMzMzMzKxWPQ3mJK0MfAbYOCLWByYD04H9gEsjYm3g0vwYSevmr68HbAf8QNLk3NwxwJ7A2vnfdvn4DODJiFgLOBL4xii8NDMzMzMzsxHV85k5YCFgcUkLAUsADwHbA6fkr58C7JA/3x44MyKej4j7gXuBTSWtBEyJiGsjIoBTm85ptHUOsE1j1s7MzGy8kXSipEcl3VY4dqCkv0i6Of97Z+FrzngxM+tTPQ3mIuIvwOHAn4GHgacj4rfAihHxcH7Ow8AK+ZSVgQcLTczJx1bOnzcfH3RORMwFngaWG4nXY2ZmNgaczEB2StGREfHa/O/X4IwXM7N+1+s0y2VIM2drAC8HlpS063CntDgWwxwf7pzmvuwpaZakWY899tjwHTczMxujIuIq4ImST3fGi5lZH+t1muVbgfsj4rGI+DfwM2AL4JF8ISF/fDQ/fw6wauH8VUhpmXPy583HB52TUzmXpsVFLiKOjYiNI2LjqVOn1vTyzMzMxoxPSbo1p2E2CouNaMaLB0rNzEZWr4O5PwObSVoij+ptA9wJnA/skZ+zB3Be/vx8YHrO11+DlPZxfU7FfEbSZrmd3ZvOabS1I3BZHmU0MzObKI4B1gReS1rW8O18fMQyXsADpWZmI22hXn7ziJgp6RzgRmAucBNwLLAUcLakGaSAb6f8/NslnQ3ckZ+/d0TMy83tRVonsDhwYf4HcAJwmqR7STNy00fhpZmZmY0ZEfFI43NJxwG/zA+7yXiZM1zGi5mZjbyeBnMAEXEAcEDT4edJs3Stnn8ocGiL47OA9Vscf44cDJqZmU1EklZqFBYD3gc0Kl2eD5wh6QjS2vVGxss8Sc9I2gyYScp4Obpwzh7AtTjjxcysp3oezJmZmVl9JP0E2ApYXtIc0oDpVpJeS0qHfAD4ODjjxcys3zmYMzMzG0ciYpcWh08Y5vnOeDEz61O9LoBiZmZmZmZmHXAwZ2ZmZmZm1oecZjlKdFD7/VTjAK8fNzMzMzOzcjwzZ2ZmZmZm1occzJmZmZmZmfUhB3NmZmZmZmZ9yMGcmZmZmZlZH3IwZ2ZmZmZm1occzJmZmZmZmfUhB3NmZmZmZmZ9yMGcmZmZmZlZH3IwZ2ZmZmZm1occzJmZmZmZmfUhB3NmZmZmZmZ9yMGcmZmZmZlZH3IwZ2ZmZmZm1occzJmZmZmZmfUhB3NmZmZmZmZ9yMGcmZmZmZlZHyodzEl6+Uh2xMzMzBJfc83MrIwqM3N/lnSppBmSXjpSHTIzMzNfc83MrL0qwdw/ga2BY4GHJf1M0k6SFh2ZrpmZmU1YvuaamVlbC1V47nLAW4D3Au8GdgC2B/4h6WfADyNiZu09tPl0kNo+Jw6IUeiJmZmNMF9zzcysrdIzcxExNyJ+GxGfAt4DXAwIeAmwB3CNpC+MTDfNzMwmDl9zzcysjEoFUCT9l6SbgZuBbYHngNOB6cAtwH4j0EczM7MJxddcMzMro0qa5Z9IwZ9IF5YTgB9HxNMAklYBDq+7g2ZmZhOQr7lmZtZWlWDun8AZwPERcWOLrx8HnFtLr8zMzCY2X3PNzKytKsHcyyLiuaG+GBHPAM903yUzM7MJz9dcMzNrq8rWBEdKukTSZABJkyX9VtIPRqhvZmZmE5WvuWZm1laVYO6DwEMRMQ8gf3woHzczM7P6+JprZmZtVQnmFgaaNytdHFikvu6YmZkZvuaamVkJVdbM3QO8T9JngJnAG4D3kcojm5mZWX18zTUzs7aqBHPfAU4BjiwcUz5uZmZm9fkOvuaamVkbpdMsI+I04OPAncC/gDuAPSPi9BHqm5mZ2YTka66ZmZVRZWaOiDiOtLeNmZmZjSBfc83MrJ1KwZykrYHXAUsVj0fEwXV2yszMbKLzNdfMzNopHcxJOgLYp/kwEIAvLGZmZjXxNdfMzMqoMjP3H6SLyNXAU/lzMzMzq99/4GuumZm1USWYewb4VUTsNlKdMTMzM8DXXDMzK6HKpuEHAv9P0uslVTnPzMzMqjkQX3PNzKyNKjNzJ5DSPP4AIKlxPCKiUiEVMzMzG5avuWZm1lbVC4JKHjMzM7Pu+JprZmbDqhLMrTFivTAzM7MiX3PNzKyt0sFcRPwJQNIrgbUi4tcj1iszM7MJzNdcMzMro/SiaknLSroEuBM4X9I0SXMlHTJy3TMzM5t4fM01M7MyqlTI+hbwFuAFQBHxAHAd8O4R6JeZmdlE5muumZm1VSWY2w64Avhh4dgdwCvq7JCZmZn5mmtmZu1VCeYWBx5uOrY8adTQzMzM6uNrrpmZtVUlmLuVlN7xBgBJ3wLeA9wyAv0yMzObyHzNNTOztqoEc/8NLApsRtrn5vPAi8CB3XRA0kslnSPpLkl3Sto8L/y+WNI9+eMyhefvL+leSXdLenvh+EaSZuevHaW8w6qkRSWdlY/PlDStm/6amZmNghG55pqZ2fhSOpiLiKuBjYFjgF8DPwA2yce78V3goohYB9iQVLlrP+DSiFgbuDQ/RtK6wHRgPdJ6gh9ImpzbOQbYE1g7/9suH58BPBkRawFHAt/osr9mZmYjagSvuWZmNo5U2TSciLgN2Luuby5pCvAm4D9y+y8AL0jaHtgqP+0U0iLwLwHbA2dGxPPA/ZLuBTaV9AAwJSKuze2eCuwAXJjPOTC3dQ7wPUmKiKjrdZiZmdWt7muumZmNP6WDOUmXDfGliIhtOvz+rwAeA06StCFwA7APsGJEPJwbf1jSCvn5K5NKMzfMycf+nT9vPt4458Hc1lxJTwPLAY932GczM7MRNULXXDMzG2eqzMxtNcTxbma4FgJeD3w6ImZK+i45pXIIGuL7D3V8uHMGNyztSUrTZLXVVhuuz2ZmZiNtqyGOO6vEzMzmqxLMfaTw+WTgNcBewNFdfP85wJyImJkfn0MK5h6RtFKelVsJeLTw/FUL568CPJSPr9LiePGcOZIWApYGnmjuSEQcCxwLsPHGG/tiaWZmvTQS11wzMxtnSgdzEXFK87FcMXLTTr95RPxV0oOSXhURdwPbkDZFvQPYAzgsfzwvn3I+cIakI4CXkwqdXB8R8yQ9I2kzYCawOwMXvPNzG9cCOwKXeb2cmZmNZSNxzTUzs/Gnypq5NzUdmgJsDazRZR8+DZwuaRHgPtJo5CTgbEkzgD8DOwFExO2SziYFe3OBvSNiXm5nL+Bk0karF+Z/ACcAp+ViKU+QqmGamZmNWSN4zTUzs3GkSprlFSyYqy/gmm46EBE3k8ovN2u5wDsiDgUObXF8FrB+i+PPkYNBMzOzPnEFI3DNNTOz8aVKMPdnBl9Y/gncRNrY1MzMzOrja66ZmbVVZc3ctBHsh5mZmWW+5pqZWRlV1sxtUOZ5EXFr590xMzMzX3PNzKyMKmmWN9N+f5uo2KaZmZkt6GZ8zTUzszaqXgRabcBd5etmZmZWjq+5ZmY2rEkVnrs7cC+wAbAYsGF+vHtETGr8G4E+mpmZTTS+5pqZWVtVLgRfB34XEbdFxAsRMRu4mrSxt5mZmdXH11wzM2urSprlIsB0SX8E/g94FWkD7r+PRMfMzMwmMF9zzcysrSrB3HHAl4FDCscEHF5rj8zMzMzXXDMza6tKMPc/wH3Ah4GVgL8AZwAn198tMzOzCc3XXDMza6vKpuEBnAicKGmJiHh25LplZmY2cfmaa2ZmZZQugCJpsqT/kfQQ8HdJq0u6TNKHRrB/ZmZmE46vuWZmVkaVapZfBA4CXgYoIv4ErAjsORIdMzMzm8A6vuZKOlHSo5JuKxxbVtLFku7JH5cpfG1/SfdKulvS2wvHN5I0O3/tKEnKxxeVdFY+PlPStPpetpmZVVElmPsIcBdweuHYDcC6tfbIzMzMurnmngxs13RsP+DSiFgbuDQ/RtK6pCqZ6+VzfiBpcj7nGFLwuHb+12hzBvBkRKwFHAl8o8oLMzOz+lQJ5lYCrgMeLxybR9rM1MzMzOrT8TU3Iq4Cnmg6vD1wSv78FGCHwvEzI+L5iLiftDH5ppJWAqZExLV5/d6pTec02joH2KYxa2dmZqOrSjD3R+AtwMoAkt4FvI/0xm9mZmb1qfuau2JEPAyQP66Qj68MPFh43px8bOX8efPxQedExFzgaWC5DvtlZmZdqBLMHQWsBnwgPz4fmAIcXXenzMzMJrjRuua2mlGLYY4Pd86CjUt7SpoladZjjz3WYRfNzGwopYO5iDgR2Au4E/hX/vjJiDhphPpmZmY2IY3ANfeRnDpJ/vhoPj4HWLXwvFWAh/LxVVocH3SOpIWApVkwrbPxOo6NiI0jYuOpU6d22HUzMxtKqX3m8pv1h4D7I2L9ke2SmZnZxDVC19zzgT2Aw/LH8wrHz5B0BPByUqGT6yNinqRnJG0GzAR2Z2BWsNHWtcCOwGV5XZ2ZmY2yUjNzOSf+h6R8fTMzMxsh3V5zJf2EFGi9StIcSTNIQdy2ku4Bts2PiYjbgbOBO4CLgL0jYl5uai/geNI6vT8CF+bjJwDLSboX+By5MqaZmY2+UjNz2QXAxpImRcSLI9UhMzMz6/yaGxG7DPGlbYZ4/qHAoS2OzwIWmBmMiOeAnar0yczMRkaVYG4S8HrgbknXA8/n4xERM2rvmZmZ2cTla66ZmbVVJZhrVNRaM/9rCNIGomZmZlYPX3PNzKyttsGcpA2Ax4CDRr47ZmZmE5evuWZmVkWZmbmbgO9ExOclHQl8JiImj3C/zMzMJiJfc83MrLQy1SxF6w1CzczMrF6+5pqZWWlV1syZmZmZjSs6aPjYOQ7wFnpmNnaVDebWlPRe8iJsSe+hMHIYEeePQN/MzMwmIl9zzcyslLLB3Lvzv4ZfFD6PCu2YmZnZ8HzNNTOzUspcEP5MuniYmZnZyPI118zMSmsbzEXEtFHoh5mZ2YTna66ZmVVRppqlmZmZmZmZjTEO5szMzMzMzPqQgzkzMzMzM7M+5GDOzMzMzMysDzmYMzMzMzMz60MO5szMzMzMzPqQgzkzMzMzM7M+5GDOzMzMzMysDzmYMzMzMzMz60MO5szMzMzMzPqQgzkzMzMzM7M+5GDOzMzMzMysDzmYMzMzMzMz60MO5szMzMzMzPqQgzkzMzMzM7M+5GDOzMzMzMysDzmYMzMzMzMz60MO5szMzMzMzPqQgzkzMzMzM7M+5GDOzMzMzMysD42JYE7SZEk3SfplfryspIsl3ZM/LlN47v6S7pV0t6S3F45vJGl2/tpRkpSPLyrprHx8pqRpo/4CzczMzMzMajYmgjlgH+DOwuP9gEsjYm3g0vwYSesC04H1gO2AH0ianM85BtgTWDv/2y4fnwE8GRFrAUcC3xjZl2JmZmZmZjbyeh7MSVoFeBdwfOHw9sAp+fNTgB0Kx8+MiOcj4n7gXmBTSSsBUyLi2ogI4NSmcxptnQNs05i1MzMzMzMz61c9D+aA7wBfBF4sHFsxIh4GyB9XyMdXBh4sPG9OPrZy/rz5+KBzImIu8DSwXHMnJO0paZakWY899liXL8nMzMzMzGxk9TSYk/Ru4NGIuKHsKS2OxTDHhztn8IGIYyNi44jYeOrUqSW7Y2ZmZmZm1hsL9fj7bwm8V9I7gcWAKZJ+DDwiaaWIeDinUD6anz8HWLVw/irAQ/n4Ki2OF8+ZI2khYGngiZF6QWZmZmZmZqOhpzNzEbF/RKwSEdNIhU0ui4hdgfOBPfLT9gDOy5+fD0zPFSrXIBU6uT6nYj4jabO8Hm73pnMabe2Yv8cCM3NmZmZmZmb9pNczc0M5DDhb0gzgz8BOABFxu6SzgTuAucDeETEvn7MXcDKwOHBh/gdwAnCapHtJM3LTR+tFmJmZmZmZjZQxE8xFxBXAFfnzvwHbDPG8Q4FDWxyfBazf4vhz5GDQzMzMzMxsvBgL1SzNzMzMzMysIgdzZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1IQdzZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1IQdzZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHFup1B8zMzMz6lQ5S2+fEATEKPTGzicgzc2ZmZmZmZn3IwZyZmZmZmVkfcjBnZmZmZmbWhxzMmZmZmZmZ9SEHc2ZmZmZmZn3IwZyZmZmZmVkfcjBnZmZmZmbWhxzMmZmZmZmZ9SEHc2ZmZmZmZn3IwZyZmZmZmVkfcjBnZmZmZmbWhxzMmZmZmZmZ9SEHc2ZmZmZmZn3IwZyZmZmZmVkfcjBnZmZmZmbWhxzMmZmZmZmZ9aGFet0BMzMzs4lMB6ntc+KAGIWemFm/8cycmZmZmZlZH3IwZ2ZmNkFIekDSbEk3S5qVjy0r6WJJ9+SPyxSev7+keyXdLentheMb5XbulXSUpPZTS2ZmVjunWZqZmU0sW0fE44XH+wGXRsRhkvbLj78kaV1gOrAe8HLgEkmvjIh5wDHAnsB1wK+B7YALR/NF2GDtUjWdpmk2PjmYm2D8Zm9mZk22B7bKn58CXAF8KR8/MyKeB+6XdC+wqaQHgCkRcS2ApFOBHXAwZ2Y26pxmaWZmNnEE8FtJN0jaMx9bMSIeBsgfV8jHVwYeLJw7Jx9bOX/efNzMzEaZZ+bMzMwmji0j4iFJKwAXS7prmOe2SuWIYY4v2EAKGPcEWG211ar21czM2vDMnJmZ2QQREQ/lj48CPwc2BR6RtBJA/vhofvocYNXC6asAD+Xjq7Q43ur7HRsRG0fExlOnTq3zpZiZGZ6ZMzMzmxAkLQlMiohn8udvAw4Gzgf2AA7LH8/Lp5wPnCHpCFIBlLWB6yNinqRnJG0GzAR2B44e3VdjI6GOdfVem282uhzMmZmZTQwrAj/PuwgsBJwRERdJ+gNwtqQZwJ+BnQAi4nZJZwN3AHOBvXMlS4C9gJOBxUmFT1z8xMysBxzMmZmZTQARcR+wYYvjfwO2GeKcQ4FDWxyfBaxfdx/NzKwar5kzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQw7mzMzMzMzM+pCDOTMzMzMzsz7kYM7MzMzMzKwPOZgzMzMzMzPrQwv1ugNmZmZmZgA6SG2fEwfEKPTErD/0dGZO0qqSLpd0p6TbJe2Tjy8r6WJJ9+SPyxTO2V/SvZLulvT2wvGNJM3OXztKkvLxRSWdlY/PlDRt1F+omZmZmZlZzXqdZjkX+HxEvBrYDNhb0rrAfsClEbE2cGl+TP7adGA9YDvgB5Im57aOAfYE1s7/tsvHZwBPRsRawJHAN0bjhZmZmZmZmY2kngZzEfFwRNyYP38GuBNYGdgeOCU/7RRgh/z59sCZEfF8RNwP3AtsKmklYEpEXBsRAZzadE6jrXOAbRqzdmZmZmZmZv2q1zNz8+X0x9cBM4EVI+JhSAEfsEJ+2srAg4XT5uRjK+fPm48POici5gJPA8uNyIswMzMzMzMbJWMimJO0FHAusG9E/H24p7Y4FsMcH+6c5j7sKWmWpFmPPfZYuy6bmZmZmZn1VM+DOUkLkwK50yPiZ/nwIzl1kvzx0Xx8DrBq4fRVgIfy8VVaHB90jqSFgKWBJ5r7ERHHRsTGEbHx1KlT63hpZmZmZmZmI6bX1SwFnADcGRFHFL50PrBH/nwP4LzC8em5QuUapEIn1+dUzGckbZbb3L3pnEZbOwKX5XV1ZmZmZmZmfavX+8xtCewGzJZ0cz72ZeAw4GxJM4A/AzsBRMTtks4G7iBVwtw7Iubl8/YCTgYWBy7M/yAFi6dJupc0Izd9hF+TmZmZmZnZiOtpMBcRV9N6TRvANkOccyhwaIvjs4D1Wxx/jhwMmpmZmZmZjRe9npkzMzMzM6uNDmq/A1UcMPyKm3ZttDu/rjbM2nEwZ2ZmZmY2BjkgtHYczJmZmZmZjUN1zFLa2OZgzszMzMzMWnJAOLb1fJ85MzMzMzMzq87BnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1IQdzZmZmZmZmfcjBnJmZmZmZWR/y1gRmZmZmZjZivPn5yPHMnJmZmZmZWR9yMGdmZmZmZtaHnGZpZmZmZmZjmlM1W/PMnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1Ia+Zs8qcs2xmZmZm/WY83sN6Zs7MzMzMzKwPeWbOzMzMzMysjXYze9B+dq+ONoo8M2dmZmZmZtaHHMyZmZmZmZn1IadZWk+MxwWoZmZmZmajyTNzZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1IQdzZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1IQdzZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1IQdzZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1IQdzZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZmZn1IQdzZmZmZmZmfWihXnfArBM6SG2fEwfEKPTEzMzMzKw3HMzZhOWA0MzMzMz6mYM5sy60CwgdDJqZmZnZSHEwZ9ZjdQSE3bbhWUozMzOz/uMCKGZmZmZmZn3IM3NmVgvP7pmZmZmNLgdzZjZmjIWU0zracGBrZmZmo2HCBHOStgO+C0wGjo+Iw3rcJTOzIdUREI6FwNbGL19Xzcx6b0KsmZM0Gfg+8A5gXWAXSev2tldmZmb9yddVM7OxYUIEc8CmwL0RcV9EvACcCWzf4z6ZmZn1K19XzczGgIkSzK0MPFh4PCcfMzMzs+p8XTUzGwMUMf7XO0jaCXh7RPxnfrwbsGlEfLrwnD2BPfPDVwF3t2l2eeDxLrvWbRtjoQ/jqY2x0Ifx1MZY6MN4amMs9KFMG6tHxNQuv4eNcWWuq/l4lWtrv/yOj0YbY6EP46mNsdCH8dTGWOjDeGqjzPlDXlsnSgGUOcCqhcerAA8VnxARxwLHlm1Q0qyI2LibTnXbxljow3hqYyz0YTy1MRb6MJ7aGAt9qKsNGxfaXleh2rV1rPx+joU2xkIfxlMbY6EP46mNsdCH8dRGt+dPlDTLPwBrS1pD0iLAdOD8HvfJzMysX/m6amY2BkyImbmImCvpU8BvSCWUT4yI23vcLTMzs77k66qZ2dgwIYI5gIj4NfDrGpssnZI5gm2MhT6MpzbGQh/GUxtjoQ/jqY2x0Ie62rBxYJxeV8dKG2OhD+OpjbHQh/HUxljow3hqo6vzJ0QBFDMzMzMzs/FmoqyZMzMzMzMzG1cczJmZmZmZmfWhCbNmzhJJCwN7AW/Kh64EfhgR/67YznuLbUTEBR30ZWVgdQq/hxFxVdV2LJH0RmDtiDhJ0lRgqYi4v8L5k4DNIuKaXvXBzMzMxidJk4EVGXzf9+ce9mcS6T7l7xXPWxL4V0S8KOmVwDrAhVXvpeviNXOjTNKawJyIeF7SVsAGwKkR8dQoff/jgYWBU/Kh3YB5jY1fS7bxdWBT4PR8aBdgVkTsX6GNbwA7A3cA8/LhiIj3lm1jrJG0ZET8s8NzBXwYeEVEHCxpNeBlEXF9yfMPADYGXhURr5T0cuCnEbFlxX5cGxGbV+1/zX14f4vDTwOzI+LRCu0sDqwWEcNtUjyuSdoHOAl4BjgeeB2wX0T8tqcdMyuQtDppEOiS/He7UEQ800E7KwCLNR6XvUmU9PoWh58G/hQRc6v2oxP5hvALLDjA+ZYO2up4oDTf3N4aEetX/b5N7dT2/tvptVXSaRGxW7tjbdpYAvg86bV8TNLapGvcL9ucNxtodYMt0r3OBhX6MBX4ErAug3+/K/1udBtISZocEfPaP3PI8z8NHAA8Arw40IXyP4s6SDoD+ATp3vMGYGngiIj4VoU2bgD+H7AMcB0wC3g2Ij5cf49L9MfBXHmSFgU+AExj8B/DwRXauJl0wzuNVNL5fNIbwztLnt/VG76kWyJiw3bH2rRxK/DaiHgxP54M3FTxzeluYIOIeL7sOS3a2BI4kIGfReNN8hUV2jiqxeGnScHpeSXb2IJ0o7xURKwmaUPg4xHxyQr9OIb05vaWiHi1pGWA30bEJiXPv5l0o35jRLwuH7u16pukpIOAW4GfRcU3hxr78Ctgc+DyfGgr0pvlK4GDI+K0Em28BzgcWCQi1pD02nxu6cECSUuTfr/+Xz50ZW7j6ZLnvx/4BrAC6Xez8fs5pUIfuvodb/xtS3o7sDfwP8BJEdHq5rXV+UPdkEDqyKhehG38kfQxYE9g2YhYM98s/zAitqnQxnuBbwMvBx4l/b3cGRHrlTz/OuD1pPc+Aevnz5cDPlFm8CPfcH+MBe8PPlqyD7cAPyTdXM6/YY6IG8qcX2in64FSSacD+3c6Y1LH+29up6trq6Qbi+91+V5ldkSsW6EPZ5H+T3aPiPVzkHptRLy2zXmrD/f1iPhThT78FjgL+C9SELIH8FhEfKlCG10HUpLuB84hXUPuKHte4fx7gTdExN+qntvUzjMseF16mhRQfT4i7mtz/s0R8VpJHwY2IgXKN1T8WdwYEa/PP9fFI+Kbkm5q3PuUbKO2ARynWVZzHukX5gag0yDkxbw/z/uA70TE0ZJuqnD+T0lv+MdReMOvYJ6kNSPijwCSXtFhOy8FnsifL93B+feRZgg7DuaAE4DP0nTxq2gx0vT4T/PjDwC3AzMkbR0R+5Zo40jg7eQNcyPiFklvGv6UBbwhvzHclNt4Mm/EW9YLERGSAuanAHTic8CSpN+Tf1EtAKmrDy8Cr46IR3I7KwLHAG8ArgLaBnOkAGhT4AqAiLhZ0rSK/TgRuA34YH68G2mWq9XMYSvfBN4TEXdW/L5F3f6OK398J+kCfEueBS7r3fnj3vlj42f/YeDZDvpj1mxv0t/qTICIuCfPsFVxCLAZcElEvE7S1qSMkbIeAGZE3idP0rqkm6xDgJ8BZWayzwN+B1xCZ3+rcyPimA7Oa7YDaYC4m2vrSsDtkq4H5s+IVQjGDqT791/o8NoqaX/gy8DikhrpcwJeoHoJ+DUjYmdJu+Q+/KvMe2iVYK2E5SLiBEn7RMSVwJWSrqzYxj6k34tuAqkNgOnA8XkG90TgzCifovgg6R66W0cADwFnkP5fpwMvA+7OfdqqzfkLKy052gH4XkT8u3HfUoEkbU66Fs7Ix6rGVN3ez8/nYK6aVSJiuy7b+Hd+U9gDeE8+tnCF87t9w/8CcLmk+0h/BKsDH6nYxteBmyRdntt4E1AqxVLS0aQRlWeBmyVdSiGgi4jPVOjH0xFxYYXnt7IWaTZsbu7fMaQL97bA7LKNRMSDTe/vVf8w/51HDRuB0FQGRs/KOFvSj4CX5pHuj5LeICqJiJdUPafuPgDTGoFc9ijwyoh4QlLZfPS5EfF0tbhlAWtGxAcKjw/Ks49lPdJlIAfd/47fkEd11wD2l/QSKvxeNW5IJG0Zg9Nl95P0e6B0VoLZEJ6PiBcaf6uSFmKY2eAh/Dsi/iZpkqRJEXF5nqEqa50obHgeEXdIel1E3FfhPWSJKjMlDZKWzZ9eIOmTwM8ZfE18ouWJQ6tjoPSgLs6Fet5/gc6urRHxdeDrkr4eFZZ/DOGFPBvXuDavSYmf7RCzR9BBhgbQuO49LOldpEBmlQrnQw2BVKTU5+OA43JQ/RPgSEnnAIdExL1tmrgPuCJn3xR/x4+o2JXtIuINhcfHSrou0hKVL5c4/4ekAZxbgKvyLGqlNXPAvqT73p9HxO15YuTy4U9ZQF0DOA7mKrpG0msiovRNfgsfIU2THxoR90taA/hxhfO7esOPiEtzGsurSG8qd1UdwYuIn0i6Atgkt/GliPhrydNn5Y83kEfbik1X6QcpKP0WaeS0+LO4sUIbK5NmohpvcksCL4+IeZLK/lwezOkgkWfTPgNUvYk/ivR/uoKkQ4Edgf8ue3JEHC5pW9Ib0quAr0bExRX7ACxQ3OaKaLM2YAT68DtJv2TwbOlVeabvqZJt3CbpQ8Dk/Pv+GaBqYZd/SXpjRFwN81Me/1Xh/Fk5RecXDP79/FmFNrr9HZ8BvBa4LyKelbQc1QdvAJZs+llsQfpbMevWlfkGbPH8/vFJoGpBrackLUWauT9d0qNAlbVu/5cH8s7Mj3fOxxZl4Ea6nV9KemekjdSruIF07WtELF8ofC2A0ssGsq4HSiPiSg1ex7gEMLlCH+p4/4Uur60Rsb+6L7R2AHARsKpS+umWwH+U+N7dDIw2+5pS2v/ngaOBKaSMjSq6DqTygPO7SNeQaaTU5tNJSxF+TVoKMZw/53+L5H+delHSB0kpn5DulxqGvY/MM4qPRMTKhWN/Brau0oHGDGnh8X2k388q6hrA8Zq5KiTdQZrJuZ/0g6+8kLWGPrSqDBjRZg2NpLdExGVqXVyi0g1mvqm9OSL+KWlX0lqD71bMAd8nIr7b7libNlqNgkSVfGNJM0hB0xUMzDL+L2nE6cCI+MLQZ89vY3ngu8Bbcxu/BT5T9Q9S0jrANrmNS2uY1alM0mGkIL1Y3OaGiNhvFPsgUgC3JelncTVwblR4s8o3H18B3pbb+A1p5PC5Cm1sCJxKSiMWKa34PyLilpLnn9TicETJNTS5jY5+x9W6oEOxgSoDHkjaiJS+0kipfgr4aNV2zJrlm6sZDP5bPb7i3/uSwHP5/A+Tfk9PL5tSlmdePgm8kYH3nB/kNpeIiH+UaOMZ0gDHCwwEgFVnYLomaY9WxyPilFbHh2ijq3WMdbz/5nZaXVv3qfD/ehgpBa+rQmt5EGyz3IfrIuLxEudMiYi/F2ZeB+nkhr0bSgXKWvWj9CysUkbX5cAJ0VT1WtJRZQcMcoZIlPm7GuL8V5B+LzYnBW/XkYLbvwAbNQYdhzn/qoiouhSmuY0LGHrd3o/K/K53ej/fsi0Hc+VpiAWtFYOYtUlpis1ViSr/51Uh6aCIOKCmG8xbgQ3JlThJN3nvj4g3V2hj0MLkfOymqLB4tC6SViLl9wu4PiIeqnj+lhHx+3bHhji35Rt9Q7s3fElXR8QbW6R0dJLK0VFxm5rTScYcSVMAomLp4l4aIghsqDTg0dTuFNJ1o451D2Y9l9/jfhMRb+1xP/YmBaBP5cfLALtExA86aGsRBmZJ7o7qWw/dTF7HGAPFrGZHxGuq9qWX1EWhtW4HxCT9MiLenW/YizOv+fT293ySvhipsEZjeUpzH6rOBHUVSElaqtMALJ+/PmnddeO+53FSYZnbhz5rgTYmA4eVGWgfpo3/IWXZnMXgNaGlA2xJ3wWmkgb+Ic3m/xVYHJgSFSqm1sFplhVExJ/yaH2jut3vyo7SF5xEmrY/kjSt+xEG/5G31O3MWkQckD92kmLVbG5EhKTtgaMiLcxtORrYTGm94IeAV0gqplm+BKi0MDenHRzA4D3zSlcbLJgEPEb6e1hL0loV0zCOJs1OtjvWSnOKDYXHbVNsIuKN+WOdKR0vpUJxm5q/N+qiCuQQo2XzVRmRVVP1WuV1G1Gyeq2kVUi/B1vmPl1NGlWeU6EPHf2OR0SllJES/ejqZ2HWTDVUSm0xmKXixzLvGZFS6p+VtHS3gxTqMEU9+1hEfL/QryfzDFmlYE5py6NTSGuCREoP3KPiNa2jdYx1vv/m9k4hvWc+lR8vA3y7wuBzN+sHvz3M1wIYdkAsIt6dP67RwfduaGTnzBr2WSU0B1KSKgdSwNw86LAegycjyv5/HAt8LiIuz33YirQGb4uyHch/rxuVff4QGv3du3Csakrz65pm9y5ozPhJKvUzzTPYnyNte7GnSm570YqDuQqU9mz6GGn9CsCPJR0bEUdXaGbxSOvWlGf0DpT0O9IN23DeDFzGQNGUoij0aVjNN2XzG6h2U/aMUrWoXYE35ZGSskVcrgEeBpZn8JvlM6RS0FV0W20QDZRxvp1CuV7S2ot2525OehOaKulzhS9NoeT6gi7f6Bv9qGVfoKxycZtuZxdb6KYK5OEdnDOUbqvXnkSqtrVTfrxrPrZthTY6+h0fatCnod3gTwt1VPI1K3p3+6cMr8bBrOeA2ZIuZvBIfemZjxYp6vsorTMtm6I+Kd8XNAptTKazdUXfBt4WeX83pfLnPyGVYC/rSnW2jrHO919Is2pPNR7kALdK9k7H6we7HRCrI9U9Ii7IH0/JbU5JD6vvwUgNgRQpGLyLVGH0YFJKc5Xr9JKN7w8QEVeos6rXN+XJgJ8y+O+11HWtjvsu0n3fapG371DaG3j5/LUXSrZxEuma2vg/mEN6TQ7mRtgMUgn5f8L8QOBa0uh7Wc/lm+97JH2KlOPbtgxzY2aNNCo/KM9WqYhKWXXclO1Mml2bERF/zb/EpTZbzLObc4B/RlpA2o1uqw1Cd2WcFwGWIv0dFW8m/s7gBblDqukN/0VJtxTfWDoVnRW3aTW7OL9Jqi/g77gKZPF3KqcarZP7cHdElH2Dbei2eu3UiCimNZ8sad+KbXT6O95q0Keh9OBPQR2VfM3mi3pLtzfeS99IngWPiCpb/vwq/+vGOxmcon4KcBNQNpj7Daki8A9Jr+ETpMIbVS0chY26I+L/lMqwV7Ef6X5nNvBxUnGL49udVMM1vdkkSctExJMwf+Cwyn3r+SxYaK2UGgbEZpEGiR9rNFk8nTYze0192Zh04/+S9FBPkdYsV9mDsI5Aaq2I2EnS9hFxitLm27+pcP59OcWxscXNrqQaFFUtS8rkKv4Mq0xqLAzsRWEWnbTOrUo68ueBqyX9kfR/uwbwyfwzLbs+taNtL1pxMFeNGFwWdx4lUiSb7AssQap6cwjpl7FUimJ2Lgum751D+VG3rm/K8s39EYXHfyatnSt7fl1pLd1WG4Qu0jBiYL+Xk7u4MekqlaOg232BiiaRctkXAl4p6ZXDpejUNMpV1HUVSKXyzT8E5r/RSvp4VCvz32312seVCgQ1cup3oWIqMR3+jkc96dRFdVTyNZtPNa61lfRV0gx44z3iZEk/jYivlTk/KhQHaeOldL7/6pdIgdNeDBT7aBtAtTBL0gkM3hOy0sbjeYDwx8BVxcCwnTpSZ5t8m/Te06hauBNwaNmTc8DR6frBbgfEPk/KgvoXqUrqz6Pz9WYnAp+MiN8BSHojKbir8vOsI5Bq/OyeymmbfyVleZX1UdK2F42f3VWUqAzarIbr2zGk+75GCvNu+dh/VujDr3Na5DowvzJ8o+jJd0o209G2F624AEoFOZVuD1IZUUizOqdExJGj8L3XIeUpf5PBpYunAF+IiPVKtnMscHQ3N2WSNiPNRr6aNDs1GfhHRJS+eEk6m1Qdqpu0lmK1QYAngT0ionS6pqRzScVcKqdhSPpOROw71DqBDgOpjkhqWXym6kjpUGmnZV9LXtOwNoPz6aus1UD1FOm5C3h35H1v8pvkryJinQptdFW9Ns9Yf4+BilvXkKqclp49lfRa0ihfRxU1cxvvYsE1DpXWunX7szAbSZLuJK1heS4/Xhy4MSJeXfL8RpGKQaJCYbI8un4Yqdrf/BT1iDhz2BNrlpdS7M1AZc6rgO9XyUxQWvv3LWCRiFgjvw8d3O46oCGKxDV0MugpaT1SfYFGlec7Kpy7FU3rB0n3CJWuSd3ImVO7ANsDfwL+NyJurtjG72PwPp8tj7VpYxlSIPXGfOgqUsXupyq08Z+kCYUNSMHkUsD/RMSPSp6/U0T8tN2xEu2cROu/11L3CJJuiYgN2x0r0c4WLLhkqfTERk5h/m9SQcTfkre9iIgrqvQDPDNXSUQckVPQGm+SHymbyjHUDX+h7XY3y68irTF4KYNHjJ4hreMr643Af+SLV6c3Zd8jlfv9KbAxsDvpBr6KOtJa/h4RG6pQbbBiyil0kYbBwAhXx+sEVNOWETWmt+xAh2mn+Y1+H9JmpjeTgvVrqZBOArXNKj0agzcwvY+0+XgV7+iyD6s2/13nmbXSwVy+6A/6Ha/SgZyytQTpZuh4Uvrv9VXayLr9WZgNonpLtz9AGqxojIwvSpqVL2vjwueLkWaAhl0L3KzDFPX5VF+l609E2jtsfvaM0nr/0tv+kNbwb0pKPyMibpY0rd1JdafOZneRBmoXgjRIVmFArOP1g5J2jYgfa/B6+Pmi5P5skfYTPo9U5XA30izhzWXOLSzDuF7Sj3LfgzTgekWZNgre2jxILWknBvZzbSsiGjPFV1J9+QSk9ffN36/VsXaKa8oWA95H2ki9rHmS1oyIPwIobXXQdjP6IkmnAWuS/i/nb3tBhSw10oz5+xnY9mIfBi/ZKd8fz8yVJ+m0aCo32urYEOcOW7a/7M24pM0j4toyzx3i/Dq2V5gVERtLurURBEq6JiKqLKRtrGnqpnxyq+0NboiIbisdjRp1uWWE6t+a4EJgp07SQXKKzSakfXhem2eTD4qInUue33UZ5kJQvC1po9izc1s7kX7HPl/u1QxqcwUG31yVupEY4vdzgWNt2tiHNAL6DGmx+uuB/SLityXPvzUiNih8XAr4WUS8rWwfmtrr6Gdh1kyDS7c3izJBTOG9YjXSe8/F+fG2pHVz07vo39WRC6yUfH5X+69KupqBStfvIVe6joH18mX70fW2P5JmRsQbiucVr/fDvYaar0efJv1MHmFgWUuV7IgF+lzmdeTnfTwifqQO92fLAcJ00ozcg6RUy19Gtb1Oa9tipqbr0R9Je7r9jpSCW2qWVNI7SGtKP0jaDqBhCrBuRGxatg9DtD8JuKTsz0PSNqTr6n2k36nVSZMzw/28m9u4k9T3joMoSb8H3tEYpJX0auCn0UExO8/MVTMolVGp2lSpwKHGmZP3KZU9/RdpcfSGwL4R8eOS/fiTut9e4dkciN0s6Zuk6pSVFtK2Sn9QyfLJGkg5XbppRmsKhRvNNm2cHREf1BA5/lVmKrtJ0SlcqP8zIiqNDOXz696aoOPqX8BzEfGcJCQtGhF3SXpVhe9dRxnm4qz1I6QqsJAWoS9TpaGcavRt4OWkWb3Vcx+HTWlWDVVOCz4aEd+V9HZSoaSPkC5CpYI5BtbXPSvp5aQ1e5XXOHb6szAbStRTur3xXnEDA8sfoOKshQYXoppEmqmr+p56DGkWfUPSUogTSaP0ww7kFnRa6RqYn+b5IdL64K62/QFuk/QhYHKeMfwMKU18WCNwPdqHlClStf8NHa8fjIHUwR9ExGPDPrm1e0kVus8jFUVbjVQgo9F+25m9qGGLmUIgtbKkowpfmgLMrdjcusAbSPePh+d7sVsi4n1tznuI9Lf6Xgb//J8hbfbdrbVJP99S8t/Z2qSMt8Z6t6rZSLcBLyPd/3bqf0lbGryTtPbuVNLvaGUO5kpQKsPfKNPbSHMSqfzosSXbqGth8Nsi4ouS3kcqY7oTKUe/VDCnerZX2JV0wfsU6Q9xVdJC3yq6KZ9cR8rpPvlj1+WxqSFFB7hf0kWkUavLOh3tqWHmpJu00zmSXkoqXHKxpCepkPoQERfkAZL1o8MNQaPewh+HkNIfLomI10namrT2oZ2uq5wWNAosvRM4KSJukSpVu/pl/j/5FnAj6T3ouIp9gM5/FmbDyiloZwLnRcSzVc6N+gqXFAtRzSUNMn6w9VOH1PH+q1lHla4L6tz259PAV0gDeo2KhaWKyQAobah8ZjdZRNmDpOrbndqLtH7wMwysH6y6Cfs1ecD2LFJWw5MlzzuYgXu+pSp+z0Hye/juLLg+q8wga52B1DxSEZR5pDX1j1Bi+UKeMLhF0hmNDCylNXyrVvh5zqcF95X8K6mAULvzhqpQuqakqlv2LA/coVR0rjjwXbpWQkT8Sqmy5sWke4UdIuKeCn2Yz2mWFUj6ekQMu+fWMOfWsjBY0u0RsZ6k44BzI+IiVVi4KelWYPMY2F5hSeDakmkHa5PWh61JKln8XxHxlzLft1U/Ok1/KDy/q5TT3MZngbM7fR3DtFs1RWdxUmA6nZSe80vSxfDqkue3nDmJkoVxuiHpv4CzIuLBwrE3k4p2XBQVtwSQdFmV9JEh2liDdEMyjcEXvyqbhjfSiW8hFVd4UdL1ZVNCJK1e9u96mDZOAlYmzaZtSJrZuyLapBJL+lREfC9/vl5E3K5UGGGx6KCCbLc/C7Oh5PeKnYF3kdZznkX1dLR3kwYcVif9vXeU1tcNSVeSsmU+Qip+8hgp7fI1Jc/fhDTb/VLSa5kCfCsirhuRDg/dj8nAbyLirV20sQfp//SVpBnTsyKicsZFnlV7FWl9ffGGudR6tbpI2pR0bd4BuIN0bS41gF7T97+GlN44m4HCZJUGMyQt3CKQqhTkS3o29+EI0sBepRlTpTWl7yX9jd5M+hu5MiJarkusm1ovZ2mIqFZkreOic1pwKclbSCmfD+Q2ShcCnN+mg7ny1GVOfE19OIz0hvIv0gLll5IufG8oef5sYJMYqPq1GPCHMhecnPJxKml0672koLD0Bt1NbZ1I+mUupj8sVGVmpcUfBKRRvFkRcV7JNg4gjcA+QRodPiciHinbh9xGqxSdvcoG2C3aW4a0WP3DEVEqLS/fZL+FppmTiNiz4veuvAhf0pGkGaf7SbOrP42Ix6t836b2vk1Km+hoQ9Dcxi3ACSx48Sud7izpEtLf2tdJo3CPkv52hl0bqu6LHRXbmgS8FrgvIp6StBywcruLsAprIVRxXcQQ7XX0szArKwcRbyFlV2xXJRCTdC+pkMDsTrIa8t/VART2qSNVbyx9syrpZaQ0xz9ExO+UqtluFRWq2+V2lmwMtnZCrbd8eJo0O/P5iLivRBvnA7t1MvDT1M6ypKyd6cBqEVGpUJo6XK9WOL/WIF/S8qRApvS1uQ41vYdfQZeBVJ51fiPp3vMF0mzwVRFxacnzb8r3J/9JCiYPqDqIX2jr/Qz8vf4uIn5R4dzJ0cGylrq0m7HvJOPAwVwFeVZrQ1JZ1tNIN4vvj4iyOfGodVn/f1a8cC1DquQ4T9ISwJQoWTVLXWyvIOnmiHht4XHHbzBqXT75B1Ehb1lpm4V1GKiE9AFSSf1VSTe/+1ZoawPSSOIHgDlVRiU1eJFyI0Xn8KiwP09upzFC/Q7gD6TRzHNLnlvLzIk6XIQvqVGKu7Hg+xZSYPfziHimYh/q2JpgZtkBjmHaWJJUHU+kwYalgdPb3eANNWLXUHLkrqvN5JuCuZuiQvGDIdrr6GdhVkYhM2FncmZCRHy6wvmXA9tE3rC7g+9/Meka1Jht+TApECt1HahpNmtz0j3FUhGxmtLau49HxCcrtnMQKbXuDNLf63TS2p67SYOMW5Voo+utg3I7m5L+T3cA7oiI4fZuG66djgLcboP83MYUUrXE6aSspJ+Tsnkq7d3XjZxB9A9Sxk5xhrJ0xdeaA6l1SPcp+wIrRMTiJc+bDbyNVC/hKxHxh076IOkHpK1yGnu47gz8MSL2Lnn+/aT9mU+KCltd5HNrLfJTFwdzFTRukJQ2KP1LpJz4qtWAZrFgWf+1IuIrJc/fvdXxKqN/+UZxfhAV5bdXuIu0TqaxZud00kikch+GvcHMbfyNlC5wDfB74PqouE6i0NZlpHV3c/PjhUiFIbYlvXmvW6Gtl5HWuk0HXtLJG1w38pvLzaTqi+dXvXDVNXOiXA1U0uzGbK2k30XE/2t3bqGNycBbSXsuvSoilqjShzooLd5fm/T7ULz4tf0dHQsKAwSLkdaR3kr6O9sAmBltUngl3UfatHYSC+5NWXVtgNmIkXQWqajCRaT3vyuqBmVKKYqHkEqmV07HU4sqyI0Bsgp96Go2S9JMUobD+TFQQfK2qFjZrtVAlqTrImIzlVyS0TRz0LhJVNkZA6X9St9P2h7iLNKg3lOlXsDgdroKcLsN8nMb95PWgZ8dHSzrkLRGRNzf7libNvYmbZb+FAP/HxHV9kHsOpBS2pf3taTiLr/L/2ZGyZRopa0Q/gf4fUTspVTx81sRUanmglIRwPUbAXrOYJkd5fdbfgnpXu8jpGvkiaTU2Upb/3RKwxfgizJ/o81cAKWaZ5SKoewKvCnftC5ctZGIuLcwzXuSUj50WZsUPl8M2IZU2KBUMKeBrRRubHGsnYcp7F1DWnTaeByU209sDdKI3xakojKvz2+W15D+wM8u0UbDyqQqmo2L55LAy/OMZakZPkl7kUZ1ppJGaj7WwUjNsGkK7W4o8u/RSVFxI+cm25NSbz/LwMxJJ+11tQhf0mtIb5I7kyqofblqB/Ib/HdJvydB2qtu3yoXP+A1pD193kJh83NK/I5q8OLqxnlQcuRtiDfo4vltL56Rq5hJOhPYMyJm58frA//V7nzSTW0jnfMqBhcKCgYKIA1LCy40n/8lejgKaePKScCHoru0p0NJMxeLkTJeqrpc0nRSMAkpqKq6D+pzwOw8y9fRbFZEPKjB9Y06+Zm8KOmDpOsZDC66NOzovVIa3SoR8f38+HrStTEoUWAinyPS/8Xm0UW6ffYd4O3kolyRCkC9qcL5XwR+rbSesdM1d6/odFYvO5c021x0DiUroWefIw36d/PzPJhUyOb3OZB7BVC12MZhwI2d/q1G2hz8p4XH91G9eB6kWebVSJuwQ8rGKr3+L2cLHQccl3+ffgIcKekc4JAYvEftAvI90q1VB1oKWhXgE2mP3sr3TOBgrqqdSTNRMyLir0o58d+q2EZXZf2bU08kLc3AurMyutleoesyuXnk47f5XyN96yOk6fpPMXAxLeObpJ/jFaQ/hDcB/5vbvKRkG6uRAoWbK3zfZhuTguxGFcj3kG6gHxzyjIIcfG5NZ8FX4//wvJzi8yJp5K1T+5I2mf4MaaT7LaS03OG+/9qkAG4X0s3HmaQZ07ZrM4ZwBvB9UmoLue0zSaP3Zb2PdBGuVHwFaimrXUeF1IZ1GoEcQETcJum17U6Kmqp61vCzMBtWpCJeWyhtSl0sVlRlrdmy0cHeiU2DFZ9jIM1yEikgKbUtQPYrqgeARQ9K2gKIfI/wGQa2a6niw6TBsB+QXtt1wK45lfVTbc79Iun9tmER0v3BUqSgu+3mzhERknaIiEM66Hur9roJcLsN8gHWViryNY3Bv5/DDgyqhi2UCm4nbRvUsToCqRwEdvy3qlS1/BhgxYhYX2l5y3sjolSlVA2sR18auDMPNgTp3qD0pEi+Z3oX6d5zGql43OmkLRd+zcD+xy1FWsZyi6ptYF88/+H88U/5ev4hUu2G+0nBf2UO5iqItC7tiMLjP1Ntt3dIswXdlvUvepY2v3gAWnB7hca7Y+ntFeqgtNfVFvlfY5bxBuC/STMwpeU011+TFuMK+HJENErhty1tn0dX3hMdVigtWB54fR7tQdKBpCIg/1mhjWskfY+UklIc1W2bFpiDwWclLd1pik+hrT/kT/9BeqMr4zekka2di4FHFxQRxQGKH+dZwipuIRUHals2eYFvnooCfYKUk38rcGIjlbeMKBREkrQiA7/n10dE1f7cJel40k1mkLICOrnB61gNo5BmQ5J0Gmkt0s0M3KgH1a6tl0h6W0SU3X8xfZMaBysi4pQcMK0WFddLZ58gBWErk7Yd+i1pXXnVftzH4Jn4onbVkReJQlVi0sbrTwBP5EHSsq6TtEnhetKpbgPcjoL8Jj8FfggcT7VAso4tlBrmkQauL6f6/q9A94FUbqPbv9XjSPdmPwKIiFslnUH5bS8OL9vXNu4hben1rYgoBoHnVJj5XQm4PQeUxXu2tgXO8v9FYwD8b6T7PnUzYeI1cxVo8ILHRUgplv+IiKUrtjMVIDrYiFKDK+VNJhVSOTsi9it5fsfbK9RB0oukFM8jSQFP5ZmTpvZWZqBSFQBRYuPxwvmnA/t3MrpSaOMuYMPIxVuUirvcEhHrVGjj8haHo93oX+H8rhasa/Ams606UroCY7eUKrY+RZqNC9KM+KKk2bpSi77zbO0GpEIylfaAUVrD82/SeoB3AH+KiH2GP6tlOx8kzdxfQRps+H/AFyLinOHOa2pjMdJeSY0LzFXAMVGhbHsd6vg7MWtF0p3Aut2ksuVr85Kkv/V/00EacA3XkveQbjYXiYg18oj7waP53pn7MZUULExj8GtpW0BK0r0RsdYQX/tjRKxZsg93kIKZB0jXo9Ip5k3tLE8KcN+a2/gtsE+ULLyUryWXVQ3ym9pYYD1lhXMnA1+KiP/t9Pvndlpmx0S1rQmuJAdS0eGazG7/ViX9ISI2UaEol5oK61Voa3Vg7Yi4JA+iLBQli61JWioi/lH1eza10c3WBC+S7i9mNFI6Jd0XFdZANvPMXAXNo3iSdiDNCrWV88gPIM3ICZgkaS5wdFRbK1UcmZib2yq9eW9E7N/tRatLWwKbk9LgPifpAdKM3LWkLQWqVLP8BulG/3YGr4uq8lo6Hl0pOA24XtLP8/d/HxVTHWtIYe02xWdzUlroT4CZDMzc9sLO+WNjW4VGXz5K+vmWecOrkh7VbN0YKP5yAmnvq058hVSE5tHc1lRS+m+pYC7fCPwyp8+2rTY7wur4OzFr5TZStcWHO22g2xm2wrXkDgbPOFS5lhxIuh+4IvfpZqX9Ltt978Xy934SuIB0w/0mUvGQQ6L6OqnzSDeKl1B9zd1MSR+LiOOa+vhxqr0PvqPi911Afv/7TkR8uItm9ga+qLSGvqMgH7hA0idJVSwrVZLMWTPbAl0Fc1WCtmEsERHXN6Wsls44ybr9W31c0prkCQlJO3bSlqSPke4PliXNFK5Cmj3dpmQTc5WKyqzH4C2YSlfMjogrlQrnbUp6PX+IklXlGdiu43JJF5EGrru653Iw14WI+IWkUjNipLVIW5Ju7u6H+YUejpH02SixNUD+nld2k2ObR6qm08FFS12WS8/PaQRuR+Q2p5FSEE4h/UFWySXfgVQtsXQA2EKp/WqGExGHSrqQNPMC8JEoWSG0Iafj/S+pgMs7JK1LWkB+QolzdyAtUp8dEb+p1vv5XkaqAroL6XfrV8BPIuL2DturTKki3YMRsUZ+vAfpTe8B4MAyF8+GMqNjw/h3oZ25TRe/KiY1pVX+jZRiXUpd6bNKRVOa9w2smh7e9d+J2RCWB+7IAwWVZtEbhkqNqjBIuQPdX0vmRsTTTe8XZWYwTiW95yxJqkB7G/A9UsXpk6m+BneJiChVrKSFzwK/UKoG3Lieb0TKjNihbCOR1gK9kTRzclIeyFqqSkfy+99USYt0msFTUxptY1asuHSj7KAidLGEokGpSNwCv0sVZ3LqCKS6/Vvdm7SsZx1JfyHdv+5asQ+NdjYlDTwTEfdIKl2ojTQAfxepuM7BpHWmlZYvKG3x8FXgMlIgdrSkgyPixHbnRsTPgZ/n1OUdSH93K0o6hlT5tfJMstMsK9DgRayNzaHfHBGblzj3JmDb5lG2/Cb322izD9QQObb/FRGrV3wNdwMbdHLRGiIVsKFKSuA6DKyb2xJYhhTg/T4iSudE5wBqp26ny7uV3yDnRMTzkrYipfedGhVKMefXchKpZPCGStss3BRtNnNX2m9lPdLi322AC6LLhec5TXQXUorgwRFxdDftVfi+NwJvjYgn8s3ZmcCnSaWQXx0ROw53flNbrVKiS+3nKGkeAxddAYuT1qZWGtWV9C3S70JxL5xbq9xo1ZA+ewCwFSmY+zVpxPzqKj9Ls5HUTbpSoY0LCg8XI93o3VDhmtT1tSTP4l8K7EcahPoMsHBEfKLNebdFWsO0EOk68rLC10ptJdDU3teAayLi15VfxEAbb2GgWNrtEXFZxfMPIN0fvSoiXqm0Vv6nEbFlxXZ+RKoEeT6D3//aVYjueuC5LkPcN5W+X8ptLFd4uBhpG6VlI+KrFdp4BSmQ2oI0C3w/sGtEPFChja7/VnM7S5IGOyvtQVs4f2ZEvEEDe+ctRKqyOWwar6SF8gBt47xbI2IDSQuT9oms8n9yN7BF5JTf/H90TUS8qsPXtCzp/3XnKv1o8MxcNcVFrI3Nobcvee7CrdIlIuKx/IvUzl2k1In3FHJsP1vyexfdR7qxrRzM1ZAKiKTHSaNB15Bez2HRpgzsMJ4lLQq+lIqLgrXgho/zv0T1NIxzgY0lrUVaJH0BqSLjOyu0sXxEnK1UqKYxI1QmReZNpPV6jQ3kf0eqQllZDuLeRQrkpgFHUaKEvWooxZ9NLsy+7QwcG2nT9HMl3VyyDaC7lOiImFzle7WiNDx/FKn4SWNPx2PziFwV3abP7ghsSBoY+EieAT6+aiOSNgOOJq3RXYS0XrdUcGw2nJxtUlz/sgTp96tKG4MKfkhalVTtuKyOryUFnyalVj9PGsD5DeXei1/I32uupIeavtZJCfh9gC93k1qYg7dKAVyT9wGvI8/uRcRDSnt7VfVQ/jcJqHL+t/PHxUhB5S0wsE8n6T25lHx/Vly3fAVp3dm/hzypoI77plhwjeB3JF1Nmhkq28Z9wFu7CaTy32rlol4aYvumxix2u+C8hSslNQr6bQt8knTf1c71pMGBxv/dUzlz5a+ke54q5pCK2TQ8Q8kK5q3ke58f5X+VOZirILor9z1cmkCZFIK6cmy7CYC+GBHfzJ/vFKnUbeNr/xsRZfbHWLOblLEm5zOwHUAlNaVfNLyYL8TvB74bEUfnmdgq/plHdhopEJsxsH/ecF6IvOdLRDyrDnMCJZ0CrA9cCBwUEbdVOL2uUvyTGyNnpFnGPQtf6+q9KqqlRHctIkLSLyItnO94g+7ofq3EvyKVUZ4raQqpumcni6y/R3r/+Snp5mh30qbsZl3RgutfVqba+pdW5pDez8rq+FrSEBHPkoK5r1Q8dRVJR5Gu543PyY9X7qAfY2E7kRfye2DjelalEuZ8EXFQPv8l6WG5mdPofp/OomNIA+A/yI93y8dKVatW2j7qAAaCwStJGS+l74OaZhobWWGl/p/rDKS0YFGvoyWVKepV9+/kfsAMYDbwcVLWSZVBymMlLUOqon4+KQX4fyr24S+kNabnke7btifVTvgcdBSgdsXBXAWSViGNTm9J+s+7mlRZaU6J0zdU2hJggWYpsU4s6suxbXXRKptrO52B0c79GbznzHaU2OywxkCurkXBdfi3pF1IN7iNEeKqm8l/jvT/sqak35PWwJVJhVtHUmOzTOXzb6X6rNhupDSWVwKfKcSEbUd1Y3Ap/gUqTJX8/pBGs6/Ms7f/Is0ykmc8K/3eqHVK9GjnlHddnltpD7+vs+Cat7IB2SxJLyWVhL6BtOVERwVdIuJeSZPz4MFJkkrv62M2jG7XvyDpaAb+vieRUrNvKXt+N9cSDa4w3artduuJimuxZjV9rfnxcP1YJyLuGirFcDRTC4Gzc4rkS3Ow/lHSe1AlOfg6jRToNzJ7do/ya7k72qezySZNqa6XSSr9uwWcSFoH+cH8eDfSkor3D3nGgr5d+LyRFfbB1k9dQJ2BVEdFvSLiIKWCNp+JkvUh2rT3InnT74qnrlAIbhuTM9/PH6sOOPwx/2s4L3/syWCKg7lqTiKlz+2UH++aj23b7sQ6UrdyO/8kbW54eiHHdj/yJtwlzh900crpKNOHeHozDfF5q8cjRtLZEfHBodL7KgQwdfkIaY+gQyPifqUKZj9uc84gEXFjzkd/FelneXfJNI5XV+5t6+9fujDHUFqMsFeqMBWpkMylpMqJv42I4s3Zpyt2p5uU6LpsDXxc0p/ovDz3SaRR3SNzex+hwt9aRHwyf/rDPKM/JSJuHe6cITyrtM/TLZK+SUqV7mi03azJ8xHxQmMASWn9S9WBl2LQM5dUvOn3ZU/uctCksc77/aRCUo33/l1I7zvDqnFQ8nOk999vt/haAJXX4XQqIg7P6W9/J13TvhoRF3fQ1LHA5yLicgClNenHkdZ9lXGnut+nc56kNSPij7kPr6Ba+uuaEVHcS/igDpYNdJyqWXMg1XFRr7wU5L3UUJl5iHu/p0nvA19rkZbaMJk0C9fqGlrpPacxa5z7swzwVOGeZdS5AEoFarEfRqtjY53S3i07kS42K5Nm9tqmHki6MSJe3/x5q8cl2lojclXP4Y4Nce5KEfFwngVaQHGmaLSou81im2eSGp4mVaisvPF1L+QL1KbAzBjYQ2Z2tCniMh7ldNf/Byzwu1jl91N5j6Piz1HS7yLi/7U7Nz/30ojYpt2xEu2sDjxCWi/3WWAKab+7Tte7mgGQBweeImU2fJq0/uWOiKiarthNH65mYNDkPeRBk4govcWJpKsi4k3tjk0kObW7uAVS6YrE+fwFCsC0OjbM+V3v0ylpG9Kg2n2kIGB1UsXq4QrCFc+/lrS/6NX58ZbA4VGucF7LFMmGiimSl3cTFOY2uirqJelQYGm6qOyZ2/kmKaA+Ix9qTEj8HXhjNK2hLZxX6T51iDa+Strb+S6lOgMXkjIB5gIfiohLumm/U56Zq+ZxSbsy8IvcqCw55uWc8/eRys6/krRnyisiYpUKzTRSRUVaeNpIGy2VKtrkXNJC1KJzSGWQhxURD+ePox60taLCZrHAGupss9gZpL3eGheIrYDrgFcqlbs9rb4ej5g6Rti70pRutYCoVtCgY3m9yJHR4WazBc9JmgTcI+lTpDz9tilo+SZmCWD5PGrYGImcAry87DeXtD2wSkR8Pz++Mn//IFWgdTBn3ep4/ctQ2RlUnwVfPCIulaR8XTlQ0u+otl/lVEmviFRogpyhMbXC+bWQdAhpK5d5+fEU0lrubtb8V+3Dx0kl3/9F2gNWVCvn33CfpP8hpVpCmllrO+DbEBHPSfoh8OtOB1rz78XaDGTN3BXVqoF/AjhVae0cpEqSLTcBb6HOlL2Ot0jISx1WjIgv5IHnRlGva0mZYmU1ZlSLeyt3Mmu8ZQyujDpb0u8jYst8jz6UOjLIdmagsNEepJnJqaT76lNIaaejzsFcNR8lFQI4kvQLeE0+1g8eJa2V+W9SafKQ9L4qDdSRKqq0LcF6wNJNs1FTKBkQaqASZeMCMf9LVK9EWYcD6WCz2CYvksrvPwKgVDHqGOANpNHEfgjmrlRnFabqVEy3OojuNg/vVtdr5kj7Uy5BKnN+COmiV+ZG4OP53JczsF8UpJHL77c6YQhfZHAa9qKkAZelSKPVpTZANxtKpAI9Pwau6uCGu67iSx0NmjT5LHCFpPvy42mkv8PRthCpEMNHSGmfR+d/o+m/gPWi+obnzT5Keh//Gen6fhUDa53ayml936KLgVZJOwEXRcStkv4bOEDS19oFQZJWi4g/R8QtpIHwKQAR0ap2QkvFVL4adBNIfYdcEyEifkYu6iVp4/y1ljNhzbqdGSxYStIbImJm7semDOxjONxG6N0UVWp4oZBO+XZSSvc8Ukpvz2Iqp1lOEErbGEwnrXM5gzQ6c3HJNQF19mN7UgGX9zK4EMszwJkR0XdFFdS050k+dmuVtVHN6Yg5TW92pP2H5rc7luWboRnA20gX3t8Ax/cqj7zXPzdJd5BG67pZM9dtHz4dXewTKOkPEbFJ4fH3IuJT+fPrImKzOvppE1fxhjsiOs1saAyAVSqZXjh3E9JaqpeSBk2mAN9s3CxWaGdRYJ38sNIMjtJesseQZkDWl7QB8N6I+FqVPuS23koaSHsSeNNop0Mrrc99f6QKnz0j6QZSsHJFF9fmxl5kbyStqzwc+HJEvKHNecVlKefG4HVzVV9HN8X3uqa8F+IQX6u0lELSu0gD+sW1qQcPfUbLNjYhFZZprH/7O6m66O3AuyLi7CrtVfze1+Xv9QhwN7BRY3mQpLsiYp3hzh8pnpkrYaykbnUj0sLXI5UW7+4C/AJ4uaQvkdbM/d8o9eM8Sb8EvhQR/9tpOzlwuHWoN5hRdpukD5FK669NmkWpGpT+Lv9cGhVCPwBcpVS99KmhThomzQgY3WIweYT9F8AvIuKx0fq+w+j1SNU7um0g3+B9gbROo7j2ZNjRVElvibRX1F/UYj1mHl0tY5mm8z5VeDjqKWQ2Lh3AgpkN06o0oM5LpjdMyzPo/yDP/OQZmUrBHGnWehrpb3VDSUTEqSXPPY70t/4jgDwTdAZQKZiT9Cbgu6QZmNcA35P00Yho3sNuJO1PSuubSQf79qn7CqENcyPiaXW2Y09Do9jJu0jr7c6TdGCJ84rftNtB846L7w3qUOeB1HBZU4tX+P4/JGWabE1Kpd6RDqor57/V1+TUVUXEU4Uvj1ggl+1DykiZChxZCOTeCVTdkqo2DubKGUupW13J+fyHAodKeg0psLuQVH1wtPowL6fhdRzM5cDhlkYqQ43d60Snm8UW7U0K4LYkXQROBc7Ns1rDpSY00oz2zh8b6ZgfJu0pOOLyLOIBwKdIfZfShudHVx1xG0/y2huUyqxXXVPa8FNSRdDjqFZB7c2kTX9bpb8E5fe+mynpYxExqAR0XhPT0RYHZk3quOHuqGR6QfNWO0MdG5Kk00jX0ZsZ+FsN0nt5GUtExPVNP4fhUsaGcjiwU0Tckfv1ftJ7wWjOGPwof8/ZpCUEVR3e/iml1DHQ+helbRbeCnwjz76WqeAYQ3zeiakRcVLh8cmS9q3SQJeB1B+GuA7MIG15U9YWeZbz1khVNr9NB/uw5v+DD5AHTjSwZ96I32/k2foF/pYi4tek9b494TTLinqdujVeqIaqRpIuI6XVXF9oIyJitEvQ95zy4t92x0boe38WeCdpc9bGKNUrSClDF0UN+8pU6EtjPSWkC1cjoB319ZQ5fezbpHVrj5Jm1+6MiPUqtHFDdF9EpWM5EP0FaaCi8be5EWnt3A6NNZ5mnZJ0AnApqRDKB0g33AtHxCcqtNGcpj4JuKVd+pekd5Deuz5IuhY1TAHWjYhNK/ThznxORzdVki4kDYj9NCJeL2lHYEZEVJrh18BekMVjy8XQ5dprJ+maiCi7fUCr82sZpJW0BCnQL6b+HxLVqlkuQdpHd3akPRBXAl4Tbfb2zQOajfT6xeniWiTpEuBkBhff+0hUqEpcSBdtfFwK+FlEvK3EuSuSiua9wEDwtjFpLeL7IuKvJfvQWJJyHWkrj78Bt0XE2mVfR27nIlK17xsoDHJGRKttOSYEz8xV5+i3HnVUNSouDhapwtIuXfarNEnNm68PUmXNR1MQsghp0/F/VnjDX1LSG2Og/PEWjN4+YLsD20ZhsXtE3KdUVeq31LCvTFkR0ZMNO4dwCLAZcElEvE7S1pT8/VTaQxLgAkmfJF1Ii+lKpUp8N49gFs4vNYKZZzq2kPQWUnoOwK9yCqdZHYqZDWeQbrirrhO7SNJvGFwyvcwo+UOkzJv3MniG4RlSQZMqbiMVHHm44nkNe5P2VVtH0l9IVRuHq8w3lDUlLbD2juo/025cLmlP0rq9yu9bpAGkrteb5TV7X8n/OhIRz0p6AHiHpO2A37cL5PJ5tewtnNVRfO9f+eOzkl5OCqRKFWrLg3Zb5GtYY2lLJ9eBX0p6KSkl+kbSaylVubbJKhGxXQfnjVuematINexTYfVRWiz/IdLI6v2kkaZRqdwl6THgQdINxEyayt5GxJVdtL0DsGlEfLnk8zciLQhulD9+CvholZnOTmn4xdFDfm28kzQrIjaWdAvwupwafH2Z0X5J9zNQsbVZRMnCRR7BtLFMaTPj30TEWzs8v1Ey/fcaXDL9SeD0yBs9l+jDqRHx4U76UGjnctJ+U9czEMBUzhTJ66QnRcQzHfbjSvLauxgo+jGq78P5/atZlfetmwp9r5wNJek7EbHvUGvvKg60fpW0Vq2RDrgDafZ0NIPjrilt8XA0qaLj98mBVET8T4/6syiwWEQ83cG5x5KWccyuv2f9yTNzJTSnbmnw/mqjmro1XuSFqwcwsJnnlaQKZm3/sJWKQkxnYJ+/s0gDE3WVvS3rZaQFyLuQAspfkcrU3t5twxHxC0n7VXj+DQyUP1Ynb5BdeKHDr413T+VUlquA0yU9Ssk1MBFRdWuLoXgE08asvH76WUlLd/ie9R26LJme+7CcpEUiopv3qwMLn5fOFNEQG0MX1gGV3hg6q2vtXcdqeP/qdr1ZY+14HWvvdiENxj0HIOkw0qzSiAdzSptj3xcRP2w6/lngZVFys26AiGis4z9XqdhaR4FUt3LW0DRy/KFqRYIa3gj8Rx40eB56Uil6gcJipIHT2VGhkm5dHMyVMMZSt7oiaUvSRadRHa/xRzCqWxSQZpFuI82oAexGqs7U6g+k2V3A74D3RC65nN/cRlVel3ARKcVnUdKb/hVKm3xXmh1semOYRMpHL30R6+WCYAY2k1+gW3Re+KNvNWYLgO1JqS2fJRWkWZ2UUlalrb1JMwxP5cfLALtExA9KNnGNpNd4BNPGsOdIm/5ezOD102UqH06LiFubD0bELFWriPkn4Pc5db7Yh9KBVERc2SJT5IfDnpQMd3/RSSDzuKQ1G+fmtXedpn52JM92vosF07vL/jwb1xSR9i2tOoB+u1KBkLVIRVhOiIhOA9oHSNexxjq7RYG2M741eTcDaY1F3wVuBUoHc1BbINUxdV8kqKHrStE1mAFsDlyeH28FXAe8Mt8DjurewA7mJp4TSDeXg9KuemDNpjz4gyTdXPLcD5Bm5i7PaWRn0jodbcTlIOpdpEBuGnAUHVRnYvAI8lzSBaRKes55DKTTld7bqA41rw0YD75D2oeocVP4InBKni04kJIbrGYfi4j5m3xHxJOSPgYMG8xpYMuKhYCPKG1k3JMRTLM2fpX/wUDwUvb9vJaS6aS1cw+RBtIqDd52mykSeWNoSVtGxO+b2u6kgFWrtXddpZB24AJykE4H1SxruKacAvybNOj7DmBdUkn5TjxPCg4vJv1+bgtcLemo3NeR3JoqImKBn19O2a90z1NjINWNjemiSFBD1FMpulsvAq/O6wkbRWKOAd5AysZxMGcj6umIuLDXnQD+1VSwY0sGFugOKyJ+Dvw8ry3YgRScrpgXff+8zOLkOkg6hTRqdiFwUETc1mlbEfGRLrvjdLqxo67ZAoBJktS4+OUR70VKnPfu9k8x6x1J25Pet76fH19P2rspKD/jUEvJ9EZA1aG6MkWOJhf9aHNsWJG2H3prce1dnqX6Tgd96tQqPR4wWjdyJVOlaqndbKPy8/yv4You2qrqWUlrR8Q9xYNK2yyUul8qqCWQ6lK3RYKAoStFM1CkazRMi8HVnB8FXhkRT0j69yj2A3AwNxFdLulbpNmjYpWpES+U0eQTwKl57RykBet7VGkgz3ycTlqPtCxpkfJ+pAqKo2E3UkrOK4HPFAbKSq+lVH0b0judbuyoa7YAUmW/s5X2CArS381F7U4qjFxuBtzeKKYg6SWkUeo/VeyHWd2+SJrRaliEtO3FUqSU+zJ7vO1LGtj7MC1KppftiNK+dF9kwQ2Vy1RX7ipTRNLmpOrOU5vWz00BOp6hKmQGAHyO0Q3mLpT0ttEaWG1h/s10RMytOIk1SEScUkuPOvNV0s/yawz+/d6f9LtfRS2BVCcKhWheAtyRB26K95+lC9JkHVeKrtHv8trDxvvUB4Cr8iDKU6PcF1eznGiUKm41i5IXrTq+/6D9Y3LBDiKi1ZqrcU/SsAFs2QuJpDtI6wN6tiDYEkk/AS4bYrbgbRGxc4W2JgEfJ1UgE2mg4vho2kdqmPNvAl5fmNmbBMwKV+S1HpP0h4jYpPD4exHxqfz5dRGxWYW2iiXTb4+KJdMl/ZaUHvlfpAGTPYDHqhSYKGSK7ELaYucUSmSKSHozab3NJxi8xu4Z4ILmWZlOSHowIlbttp0K3+99wI9Jaav/ZpSLxWlgjzfy927s89bJHm/vJgUPzXUGRuu1rE+qTtr4/b4NOLzswG1TIPVaBldb7SSQqiz/jg8pKlb+VheVouuS01w/AGxJ+p24Gji3VzOfDuZsVKmwtYO62D9mvJB0WkTsJmmfiPhuF+2s3up4Y4bGRo9q2mC1pr7cHBGvbTp2q4N86zVJ90bEWkN87Y8RseYo9uWGiNio+Lch6cqIGPYmdJj2GpkiO5cZKM3p02dFxI6dfL8S7f85IlYbibaH+H73kQLb2T1O6+uapHtJhdn68rXkNdYrklKBi94M/CUiThiFPszfQqTp+JtyHyoVlFHaRH0H4OvA8qQUx02ii43q+53TLCcgSe9iwXSS0ah6CIPTT0a7guZYtFEOxD4q6VRYYK+6UpusjpEFwUY9G6xKOjsiPlgoZNL8PcoGY/dJ+gxpYTbAJ4H7yvbDbATNHGK928fpbo1TJxppeQ/n6+NDwCqdNpbft3+U/5V5/rwcAHZMg7dQGvQlqqd3d+se4LZ+DH5aeJD+fi3bkwpyDVrHLemfpO2hRjyYo7CFSJNnKbmFSJPmStFLA6N1DwvMr0D+DWAF0t9YT7cq88zcBJPX3iwBbA0cD+wIXB8RM0bp+xdn5ib8Buz5RnsvUmD7UNOXI8pvstpyQXBEjOaCYKuJpJUi4uFuZ1xzcH8UKe0rgEuBfaMH++CYFeXfzV+QUr4aa7Y3IpV+36GpuMBI9+XdpJmLVUlFR6aQilqdP4p9+DawNmkNTnF7hE6qI/eUpJNJ17QLGZzSV3XPvJ6TtAkpzfJK+vC1aJgN4yXNbhSK6Zc+5Fns30TEW2vrYAfyjO17IuLOXvajwTNzE88WEbFBTic5KF9ARvNi0e3+MeNKRBwFHCXpmIjYq4umxsKCYKtJRDycPw4K2vKFbDolC5jkoG162yeajbL8u7mFpLcwUIWu0gx2jX35Zf70adJAZy8sS9raoJiWGYzu9bku9+d/i1Cu+u5YdijwD1LGS09ei4bYtqL52BDqLMjVqdr6kGexn5W0dPRg0/OCR8ZKIAcO5iaiRjnbZyW9nHTxWGO0vnl4T7JBJC1GWvg+T9KewInR2eam/46Iv0maJGlSRFwu6Rv19tZGSy4MtDewMnA+cDHwKVKBhptJVVyHO/+LEfHNoaqlxsjujWRWWg7eRj2AK5L0CtJGzJuT9o+6FvhspDL/o+XzZdPqx7robquHsWbZiHhbj/vQzbYVtWzf0aW6+/AcMFtp77/iLPZoXtdmSTqLgeyCRh96MvjiYG7i+aWklwLfIqW2BHDcsGfYSCpubvpO0gh1J5ubPiVpKdJmladLepS0+bj1p9NI23VcC/wnqZrZIsD2EXFzifMbI4azRqR3ZuPLGcD3GdjOYDrwE9IGwKNlpqSbSdsyXNjHa7QaVbNbDSKNStXsml2iHm2zoHq2rdiXGrbv6FLdfbicdM/0ImkD9Kp77tVhCmnNXzHQ79lMutfMTWCSFgUW6/FU9YRWzBeXtBBp/WLldYS5LPa/SKWgGwuCT4+Iv9XZXxsdTb8Xk4HHgdUi7xdX4vx9gd8DN3U402s2YUiaGRFvaDpWaXuEGvog4K3AR4FNSVslnBwR/zdafaiLpI0KDxcjlXCfGxFf7FGXOpYLyyxJmn0Z1W0W6ty2otvtO+pQwxYiCwH/S/ob+RPpfmdV0gDIlyNi1DfrHisczE0QeRHvg42y6JJ2J73B/gk4cLykd/Sb5iIwnRSFGSsLgq0+3f5eSDqcNKK7DnArcA0puLvWf+tmg0k6jLTR75mk0fWdSYVYvg/lqwrX2J+tSfu0LQncAuwXEdeOZh/q1s1WDxOdpNULFasnAUvFBNybV9KRpP3yPtsY2MxLEg4Hno2IfUehD2NyCYODuQlC0o3AWyPiiby3x5nAp0mbSL56pPa3seGpps1NJZ0P7OZZ1vGhxt+LRUjpLFuQ1gNtDjwVEevW3mmzPiXp/vxp44aouEVM6arCXfZhOWBXYDfgEVLJ+PNJ1+ifRsSorW3vVtM2C5NI70HfjYhX9ahLlUlaJyLuktRyEC0ibmx1fIT6cgZ5bT0pTXFp4IiI+NZo9WEskHQP8MrmFOQ8oH1XRKw9Cn14T0RcIGmPVl+PiFNGug+teM3cxDG5MLq4M3BsRJwLnJvz9K0HaiwIMxYWBFtNavy9WJyU2790/vcQMLumts36WiFjZY38eA9SxsoDjH7GyrWktbI7RMScwvFZeUuhfnIDA4HxXNLPc1S2P6rR54A9SVv+NBSDiNFc/7duRPw9rzn7NfAl0s94QgVzpIGVVrNh8ySNysxURFyQP/YkaBuKg7mJY7KkhfL6mW1Ib1IN/j3of7/K/8yQdCypmM4zwExSmuUREfFkTztmNrb8iLROjZyx8nUGMlaOJe3DOlpeNVTRk4joi8rEbYLjO3rYtU4cL+llEbE1LBjoj3JfFpa0MLAD8L2I+PdoBS9jzB2Sdo+IU4sHJe0K3DUaHZB0AS3SKxsi4r2j0Y9mvomfOH4CXCnpcVKhjN8BSFqLtLeO9bGxNkpkPbcaac3PPcBfgDmkNUFmNqDnGSs5Rb7x+QJf79XNYYfGUnDcrR8ydl7Lj0hB5C3AVZJWB/puzZyk9wPfAFYgpTJXLSazN/AzSR9lYPZ3E1IGymhV5jx8lL5PJV4zN4FI2gxYCfhtRPwzH3slaTHtqOV/W30kbQ+sEhHfz49nAlPzl78YEef0rHPWU7k63nqk9XJbkKqIPUEqgnJAL/tmNhZIug14bUTMlXQXsGdEXNX4WkSsP3wLtfThMeBB0oDrTAav1yMirhzpPtRF0i0RsWH+/PvAYxFxYH58c0S8tofdq2Sss/ja5gAACXNJREFUv5ZCplXfkHQv8J7ocrNtSW8hXdtEqop5aR3962eemZtAIuK6Fsf6ruyxDfJF0p5IDYuSRqqWJJXrdTA3QeWUrdskPUWafX8aeDep7LmDObOxkbHyMmBbYBfgQ6R0+Z9ExO2j9P3rNJ6Wc4yZ1yJpRVJJ/pdHxDskrUsqZnXCaPajBo90G8gB5C0NRn1rBQBJZ0fEByXNZnC6ZWOWcYNe9Kvf/rjMbLBFIuLBwuOr895yf8t7z9kEJOkzpNm4LUl7I/2eVGDhRFwAxQyAiDhU0qUMZKw0bs4mkVLqRqMP84CLgIvy3q+7AFdIOjgijh6NPtRoLATHdRlLr+Vk0uDsV/Lj/yPtQ9gXwVxOr4RUzOcs4BekffsAiIiebLTdoX3yx3f3tBdNnGZp1sck3RsRaw3xtT9GxJqj3SfrPUlHkPeWi4iHe90fMxtaDuLeRQrkppG2JDgxIv7Sy351Yjwt5xgrr0XSHyJiE0k3RcTr8rGep3qWJemkYb4cEfHRUetMjfKM6Sb54fUR8Wiv+uKZObP+NlPSxyLiuOJBSR8Hru9Rn6zHIuJzve6DmbUn6RTSetYLgYMi4rYed6kr42k5xxh6Lf/M+xAGzA8y+2amMyI+AiBpy4j4ffFrkrbsTa+6I+mDpK0hriClWB4t6Qu9qlPgmTmzPiZpBQZSFhojhRuR1s7tEBGP9KhrZmbWhqQXGdgbtNUanLKV/myckrQRcBQp6L+NVORsx4i4tacdq0jSjRHx+nbH+oGkW4BtG7NxkqYClzSK5ow2z8yZ9bH8RrJFoboTwK/yAmEzMxvDImJSr/tgY5OkfUnrnW8C3gy8ihTk3x0R/+5h1yqRtDlpDfdUScWskSnA5N70qmuTmtIq/0Zaa9sTDubMxoFeVncyMzOz2q0CfBdYB7iVvA4aeIi0zUy/WARYihRzvKRw/O/0196DRRdJ+g2pUA6kfSp/3avOOM3SzMzMzGwMkrQIsDFpdmvz/O+piFi3px2rQNJk4KyI6NfgbQG5SucbSbOlV0XEz3vVF8/MmZmZmZmNTYuTUhKXzv8eos+2mImIeZKW7XU/6pS3VPiZpOVJaZY945k5szFO0jTgfoCIUG97Y2ZmZiNN0rGktfDPADOB64DrIuLJnnasQ5K+DawN/JSBoj99tc9criR6GCnN9RDgNGB50nq53SPiol70yzNzZmNELtG7HymVYkngL6Qc7ENIefPF5z4ArA5sHRFXjGpHzczMbKStRqpMfQ/pfmAO8FQvO9SlZUkzWG8pHAugb4I54HvAl0kzpJcB74iI6yStQ1o/15NgzjNzZmOApOnAj0mVnW4B/kDaPHYrYGpEPNX0/AdwMGdmZjZuSRJpdm6L/G990qzQtRFxQC/7NhEVN2uXdGdEvLrwtfmbuo82l8Q16zFJSwDfJwVyPwZeHxEfi4htSVWsVpAUkhobhj5ACuQALs9f20vSU5LmSVolP29hSU9LerFxzMzMzPpDJLeRsnQuJFWzXBPYp6cd64CkVST9XNKjkh6RdG4f3pu8WPj8X01f69nsmIM5s97bkpR+APC1iJj/ZhERfwReaHr+iaQceoBzSSmYN5Cm+CcBH8pf25q0aPqqiJgzMl03MzOzukn6jKQzJT0IXAW8G7gbeD8D9wz95CTgfODlwMrABflYP9lQ0t8lPQNskD9vPH5NrzrlNXNmvbdC4fM/tXtyRBws6aOk/Vq+10izlDQP+ASwK/BN4L35lDNq7a2ZmZmNtGnAOcBnI+LhHvelDlMjohi8nZw3Ru8bETEmNzn3zJxZ7z1a+Hz1IZ/VRkTcANwMvEbSBsB7SLN653TVOzMzMxtVEfG5iDhnnARyAI9L2lXS5PxvV3pc0n+8cDBn1nvXAI1Sw/8taf7fpaTVgYVbnDMvf2z+Gz4hfzycVAnrooh4osa+mpmZmVX1UeCDwF+Bh4Ed8zHrkqtZmo0Bkj4MnEoKzm4BrifllW8LvAG4CQb2mZN0BfBm0mLoWcC3I+JBSS8lvUkulpueHhFnjdoLMTMzM7NR42DObIyQ9CbgS8DmpH3m5pCqVx1FWvRcDOa2Ao4DXkEKADeJiFn5az8GPgz8A1ghIporLpmZmZmNOElfHebLERGHjFpnxikHc2bjjKSdgTOB0yJi9173x8zMzCYmSZ9vcXhJYAawXEQsNcpdGncczJmNE5KmAP8J7Aa8FtgiIq7taafMzMzMAEkvIe2RNwM4m7RE5NHhz7J2vDWB2fixLPBt4ClgfwdyZmZm1muSlgU+R1oCcgrw+oh4cvizrCwHc2bjREQ8AKjX/TAzMzMDkPQt0kbnxwKviYh/9LhL447TLM3MzMzMrHaSXgSeB+YCxaBDpAIoU3rSsXHEwZyZmZmZmVkf8qbhZmZmZmZmfcjBnJmZmZmZWR9yMGdmZmZmZtaHHMyZmZmZ2YQhaZqkkOTCEdb3HMyZmZmZ2bgjaUtJF0j6m6TnJP1R0tHAs8B387/Gcx/IAd5WPequWUdczdLMzMzMxhVJ04EfA5OBW4A/ANOArYCpEfFU0/MfAFYHto6IK0avp2bdcTBnZmZmZuOGpCWAB4FlSQHdHhHxYv7amqQA726AiFAhkCv6JPB14CXA6hExR9LCwOP52GoRMWcUXo7ZsJxmaWZmZmbjyZakQA7ga41ADiAi/gi80PT8E4Fn8ufnktIvbwB+QrpX/lD+2tbAFOAqB3I2VjiYMzMzM7PxZIXC539q9+SIOBh4Ij/8XkTsGxHXA8fnY7vmj+/NH8+opZdmNXAwZ2ZmZmbjyaOFz5vTJ0uLiBuAm4HXSNoAeA9pVu+crnpnViMHc2ZmZmY2nlwDPJk//29J8+93Ja0OLNzinHn5Y/O98Qn54+HAasBFEfEEZmOEgzkzMzMzGzci4p/Ap4EXSSmSN0o6VtIvgf8Dlmxx2oP548GSviNp1fz4x8BzwLb5sVMsbUxxNUszMzMzG3ckvQn4ErA5KYCbA1wIHEWhmmV+7lbAccArSJMdm0TErPy1HwMfBv4BrBAR/xrN12E2HAdzZmZmZmZDkLQzcCZwWkTs3uv+mBUt1OsOmJmZmZmNNZKmAP8J7JYPHdPD7pi15Jk5MzMzM7MmkqYB9wNPAd+IiMN62iGzFhzMmZmZmZmZ9SFXszQzMzMzM+tDDubMzMzMzMz6kIM5MzMzMzOzPuRgzszMzMzMrA85mDMzMzMzM+tDDubMzMzMzMz60P8Hfg2TPNeaATsAAAAASUVORK5CYII=\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(14,15))\n", "\n", "plt.subplot(2,2,1)\n", "cities_US = df[\"City\"].value_counts().sort_values(ascending=False)\n", "cities_US.head(30).plot(kind='bar', color = 'green')\n", "plt.title('Accident in the United States', weight='bold', size = 12)\n", "plt.xlabel('City', weight = 'bold', size = 12)\n", "plt.ylabel('Frequency', weight = 'bold', size =12)\n", "\n", "plt.subplot(2,2,2)\n", "df_CA = df[df['State'] == 'CA']\n", "cities_CA = df_CA[\"City\"].value_counts().sort_values(ascending=False)\n", "cities_CA.head(20).plot(kind='bar', color = 'green')\n", "plt.title('Accident in California', weight='bold', size = 12)\n", "plt.xlabel('City', weight = 'bold', size = 12)\n", "plt.ylabel('Frequency', weight = 'bold', size =12)\n", "\n", "plt.subplot(2,2,3)\n", "df_TX = df[df['State'] == 'TX']\n", "cities_TX = df_TX[\"City\"].value_counts().sort_values(ascending=False)\n", "cities_TX.head(20).plot(kind='bar', color = 'green')\n", "plt.title('Accident in Texas', weight='bold', size = 12)\n", "plt.xlabel('City', weight = 'bold', size = 12)\n", "plt.ylabel('Frequency', weight = 'bold', size =12)\n", "\n", "plt.subplot(2,2,4)\n", "df_SC = df[df['State'] == 'SC']\n", "cities_SC = df_SC[\"City\"].value_counts().sort_values(ascending=False)\n", "cities_SC.head(20).plot(kind='bar', color = 'green')\n", "plt.title('Accident in South Carolina', weight='bold', size = 12)\n", "plt.xlabel('City', weight = 'bold', size = 12)\n", "plt.ylabel('Frequency', weight = 'bold', size =12)\n", "\n", "plt.subplots_adjust(left=0.1, bottom=0.1, right=0.9, top=0.9, wspace=0.4, hspace=0.4)\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "aggressive-guarantee", "metadata": {}, "source": [ "### The high rate of accident in a state does not necessarily mean that the rate of accident is high everywhere in the state. For instance in Texas, as we can see in the histogram, except a few cities, most of other cities have a low rate of car accident. However in some states such as California and South Carolina there are many cities with a considerable rate of accident." ] }, { "cell_type": "markdown", "id": "expressed-lloyd", "metadata": {}, "source": [ "## 2. The following shows the relative of car accident in the United States and three states with high rate of accident. (Californiai, Texas, and South Carolina)" ] }, { "cell_type": "code", "execution_count": 12, "id": "private-fashion", "metadata": {}, "outputs": [ { "data": { "image/png": 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l9i98U9ENbMVNIoBNwANdbc0ZL4MSEZHKEG9pXw5cCGwAznJ/LvUypgmywBPAZnd5ENjc1da8z8ugxHtKGmTC4i3tIZwE4RLgUuAiIOZlTEXWC9wJ3Ooum5REiIjIRMRb2hcDf5GzNHobUdHtBG4GbgJu6mprftbjeGSWKWmQguIt7ecBL8NJEi7E6WdQLXqBO3ASiBu62pof8jYcEREpFfGW9nnAZYwmCSd7G9Gs2wbciJNE3KYmTZVPSYMcI97S7gOeD7zOXVZ6G1FJeRL4DfCrrrbme70ORkREZle8pX0B8FrgTTg30zSgjCMF3A38GvilaiEqk5IGId7SHsC5S/J64DU4IxpJYTtwEwjgrq62Zv0jiYhUoNxEwVp7qTFGiUJhWZwa+p8Bv+5qaz7ibThSLEoaqli8pf104D3W2rcYY2Z7ZKNKshfn4vitrrbmx70ORkREpife0l4D/CXwl0oUpiUF/BGnjPxdV1vzgMfxyDQoaagy8Zb2KM7dkvcYYy70Op4KdAvwTeC3XW3NKa+DERGRiYu3tJ8E/L219u3GmHqv46kwCeAXwNe62po3eR2MTJ6ShioRb2k/FadW4W3GmDlex1MF9gE/AL7d1db8tNfBiIjI+Nwmuq+21v69MeYyr+OpEvcCXwN+0dXWPOx1MDIxShoqXLyl/eXW2hZjzMVex1KlLE7V7Be62ppv8joYERFxxFvalwDvdmvel3kdT5XaB3wd+HpXW/NBr4ORwpQ0FJkxZiVwFbAEpzPQt621X5rNGNxZmV9js9n/MD7fWbN5bCnoPuAzwDXqOC0i4o14S/tSa+1HgXcbY8JexyMADAI/AtpUO1+6lDQUmTFmKbDUWvuAMaYOZ6bh11hrH5npY7vDpb7ZZjP/YXz+k2b6eDJl24D/Aq5W8iAiMjviLe1LbDb7MYxRslC6UsB3gU92tTXv8ToYOZaShhlmjPkd8FVr7Y0zdQy3PeZbbTbzb8bnXztTx5Gi24qTPPxKyYOIyMyIt7QvttnsRzG81xifkoXyMIjTbOkzXW3Nh7wORhxKGmaQMSYO/Bk4zVrbOxPHiLe0v8RmM181Pn+lTVdfTR4A3t/V1nyH14GIiFSKeEv7ApvNfAxj3meML+J1PDIlfcD/4fQLnJHvUTJxShpmiDGmFrgN+JS19jfF3n+8pf3EbGr4675g+IXF3rd45ufAR7ramnd6HYiISLmKt7T7bDbz98CnjM+vYVMrw2GcPoFf0nDm3lHSMAOMMUHgOuCP1tr/Lea+4y3tDdnU0KdNIPQeY3z+Yu5bSkIC+B/gc11tzYNeByMiUk5Wf+ia51mb/Z4vGF7vdSwyI7YB7+tqa77d60CqkZKGIjPGGOCHwGFr7QeKtd94S7vfppPvxfg+ZfyBhmLtV0rWMzi1Dr/0OhARkVIXb2lflB1OfM2Eoq93y2GpXBbne9aHNUzr7FLSUGTGmOcDtwNbcIZcBfiYtfb3U93n6g/99mRr7S99wfBpxYhRysrNwN91tTV3eR2IiEipibe0+7PJwX8x/mCr8QdiXscjs+oQ8K/A9zWYyOxQ0lDC4i3tvszAkU/6ovUfNj5/wOt4xDN9wIe62pq/7XUgIiKlYtUHf30a8GtfMHKi17GIp+4E3tvV1rzV60AqnZKGErXiH354mi8Y+bUvUquLoYy4HnhnV1vzbq8DERHJNZsTm8Zb2k2671Crv2bOx3RDTVwp4BPA/3S1NWePt7FMjZKGEhNvafel+w79t79mzkd0MZRxdOMMz3qV14GIiIyYrYlNl7/7W2t8kbpr/LGGM4q5X6kYNwNv08RwM0NJQwlZ8fdXnmhC0Wv8kdqTvY5FSt5G4N1dbc37vA5ERGSsmZjYdPl7vvOeQN2CL5pASHMuSCGHcPoC/s7rQCqNkoYSseyd33hncM7Sr5hAUBdDmai9wBu72prv9DoQEZERxZ7YdMX7vt+AL3B1oG7+i6cdnFSTbwD/0tXWPOR1IJVCSYPHFl7+kXBoybqfB+Yue41GiZMpSAEf7Gpr/orXgYiIFHti06VXfPH5wXkrrvGFovOnH51UoW3AX6qTdHEoafDQojd84sTwksbr/bVz13gdi5S9n+A0V0p4HYiIVKdiTmwaa2wy9Re88UPhJes+ZfzBYHEilCo1BPxtV1vzz7wOpNwpafDI4r/81JvDy9Z/1xeK1nodi1SMh4HXdbU1P+l1ICJSXYo5sWntmS8J1214xc9Di9epBl6K6b+BT2hOh6lT0jDLYo1NvvoL3viF8NIT/9n4/D6v45GK040zcsR1XgciItWjWBObznvhu5ZH1zX9MTh36anFjlEEuBp4e1db86DXgZQjJQ2zKNbYFGu46C2/Ci9tfLnXsUhFywIfUD8HESknC1/9r8+PrD7zt/5YwwKvY5GKdh/w6q625r1eB1JulDTMktozXrys/txXt4cWrTnL61ikanymq635Y14HISJSSKyxydSe+dJ3R1af9UVfMKwRBGU27AYu72prfsDrQMqJkoZZUH/+606uO+vl7cF5y9ThWWbblcC7utqa014HIiIyVqyxKVB7xks+GT3h3A8Zf8DvdTxSVRLAX3e1NV/jdSDlQknDDJvzgrc+r/aMF/8mULdgkdexSNVqB96kkZVEpJTEGptqas94ybeja89/i/H51ONZvJAG/kYjK02MkoYZNO+F73p9zWmXfc8frW/wOhapevcAr+xqaz7kdSAiIrHGpjl1G5p/Fllz9ss0QpJ4LIszg/SVXgdS6pQ0zIBYY5MJrzztnXVnveyLvlAs5nU8Iq7HgBd2tTXv8ToQEalescamhXXnvOrqaHzDJV7HIuKywHu72pq/7XUgpUxDfhZZrLHJH1q87p/rznzZ/ylhkBJzEnBTvKV9odeBiEh1ijU2La8/9zUblTBIiTHAt+It7f/sdSClTElDEcUamwLB+Ss/VH/u5Z/0hWM1XscjMo6TcRKHeV4HIiLVJdbYtKr+vNdeE1l9xgVexyKSx5fiLe0f9jqIUqWkoUhijU3+wNxl/1zf9IaP+SK1muVZStkZwB/jLe3qayMisyLW2LSm9qyX/zyy6vRzvY5F5Dg+G29p/7jXQZQiJQ1FEGts8gXmLHlfwwVv/A9/tK7e63hEJuBc4PfxlnYluCIyo2KNTSfETr74e9ETzr3Q61hEJuiT8Zb2d3sdRKlR0jBNscYmn79+0TsbLnjjf/ljDbpzK+XkIuDaeEt71OtARKQyxRqblkdPOOcrNSdffIlGSZIy8/V4S/vlXgdRSpQ0TEOsscmYcOyvGi54w6f8NXPneh2PyBRcCvw63tKuSZVEpKhijU0LwitO/d/aM1/2EmN8+r4h5cYP/Dze0q4+OC79E09RrLHJAK9raHrDfwfqFizwOh6RaXg58EWvgxCRyhFrbKoPLV77mfpzXvVq4/MHvI5HZIqiwHXxlvYTvQ6kFChpmLqX1p39qv8ILYzHvQ5EpAj+Md7S/j6vgxCR8hdrbIoF5i3/j/rzX/dXJhAKex2PyDTNB66Pt7Qv8ToQrylpmIJYY9NZ0cYLPxpds+EMr2MRKaIvx1vaX+R1ECJSvmKNTSFfuOafG5re8Le+UFRzFUmlWIMzeEid14F4SUnDJMUam1aHlq5vrT3tsou8jkWkyALA1fGW9vVeByIi5SfW2OQHrqhvev27/bEG9fOTSrMB+HG8pb1qe/QraZiEWGPTvEDDkn+vP+81L1YbTalQc3BGVNLkbyIyWZfXnvGSd4YWxtd4HYjIDLkcqNrJ35Q0TFCssSligpH/13DRm1/jC4ZV5SqVrBH4VbylXYmxiExIrLHprPCKU98TXXf+OV7HIjLDPh1vab/E6yC8oKRhAmKNTT7gHfXnvfaN/ljDfK/jEZkFfwG0eh2EiJS+WGPTUn/dgg/Wnf3KF2hoVakCI0OxVl3HaP1zT8yrouvOf3N4aaPaeks1+Wi8pf1Sr4MQkdIVa2yK4Q++v+Giv3yRauGliizBSRyqao4jJQ3HEWtsOsVfv+httae9sMnrWERmmQ+n05dq10TkOdxa+Lc3nP+6Vwdq51XdXVepepcAn/Y6iNmkpKGAWGPTHHz+9zVc+KYLjT8Y8ToeEQ8sB77vdRAiUpJeHFlz9hvDy9af5HUgIh75cLyl/dVeBzFblDTk4d5BuaL+nFc9L1A7b5nX8Yh46PJ4S/s/eh2EiJSOWGPTSb5I3dtrT3/xeV7HIuIhA3y/Wvo3KGnI70Xhlae9Irzy9LO8DkSkBHwu3tJ+utdBiIj3Yo1NdcD76ptev8EXDNd6HY+Ix+YB3/Y6iNmgpGEcscamNSYUfVvdWa+4wBhTtZN4iOSI4HT6CnsdiIh4J9bYZIC/jK5rOjW0YJWaJYk4XhVvab/C6yBmmpKGMWKNTTHgffXnvvp0XyhS1dOFi4xxCvBxr4MQEU+d6Ys1vLD21L+40OtARErMF+Mt7Su8DmImKWl4rjeFlp64PrSk8QyvAxEpQS3xlvbTvA5CRGZfrLGpAXhnQ9MbzjaBkIZXFTlWA/A1r4OYSUoacsQam9bj819Wt+EVTWqWJDKuIPCdeEu7rh0iVcRtlvRXsfXPOyU4b3mj1/GIlKjL4y3tb/Q6iJmigt8Va2wKA39bd+bL1vij9Yu9jkekhF0AvMfrIERkVp1rQrGLYye94HyvAxEpcV+Jt7TP9TqImaCkYdRLAg2LT4jEz9IkbiLH96l4S/tCr4MQkZkXa2yaC7yj/pxXrvUFQjVexyNS4hYDn/I6iJmgpAGINTYtA15Tf95rNxifP+h1PCJlYC7wOa+DEJFZ8abA3GXzQ0tOPNvrQETKxLviLe0nex1EsVV90uBO4vb26NrzlwYaFq31Oh6RMvI38Zb2i7wOQkRmTqyxaR1wUd3ZrzzT+Hx+r+MRKRMB4LNeB1FsVZ80ABdhfCfHTnr+uV4HIlJmDBV4URQRR6yxyQ+8NRI/qz44Z8l6r+MRKTOvjLe0X+Z1EMVU1UmDO6vlX9Wc+hcL/JFatc8WmbznxVvaX+l1ECIyI87D+E6oOfWy53kdiEiZ+kIljTZYMS9kil5sAqFYdM05uiCKTN2nK+miKCJHJzr969ozXrxUN9VEpuws4G+8DqJYqragjzU2zQdeUXvmS1f4QpF6r+MRKWOnA2/xOggRKaqXmlCsIRrfoJtqItPzqXhLe0VMhli1SQPwSl+4JhBZcZo6copM33/FW9o18phIBYg1Ni0CXll7+ouWm0Ao6nU8ImVuGfBBr4MohqpMGtwhVi+t2/CKdSYQ1AVRZPpOAN7tdRAiUhSvN4GwDS8/WfMWiRTH/4u3tNd6HcR0VWXSALzWF5vjCy09UTNbihTPv1dKFaxItYo1Nq0Azq89/UXLfcGwJnITKY65VMCNtapLGmKNTScA59We/sLVmshNpKgWA3/rdRAiMi0vxx/IhFecqqa7IsX1/8q9GW9VJQ2xxiYDvNEEQkPhJY3neR2PSAV6v0ZSEilPscamJcBFtadetlgDhIgU3QrgrV4HMR3VVrjHgZNrTv2L5SYQUjMKkeJbB7zK6yBEZEpeivFlIqvO0IhJIjPjI/GWduN1EFNVbUnDi4GhyIrTLvQ6EJEK9i9eByAikxNrbFoAXFxzyiXzfeHYXK/jEalQJwGXex3EVFVN0hBrbFoIXBBtvLDBF6mZ73U8IhXs4nhL+zleByEik/IiwEZWn3mB14GIVLgWrwOYqqpJGoBLABtdc7YuiCIzT7UNImUi1tg0B3hRePnJ+KP1S7yOR6TCXRBvaX++10FMRVUkDbHGphrgxeFlJxGomx/3Oh6RKvDGeEv7cq+DEJEJuRgw0bXnneV1ICJV4l1eBzAVVZE0ABcAwei6prO8DkSkSgSB93kdhIgUFmtsCgIvNqFod3DeitO9jkekSrwh3tJe53UQk1XxSYN7QXyVCUa6g/OWn+Z1PCJV5K3lPEqESJU4GaitOekF64w/EPI6GJEqEQPe7HUQk1XxSQNwKtAQW/+8Nbogisyq1TjNHkSkdL0IGAgvP0mDF4jMrnd4HcBkVUPScBkwEF520lleByJShd7mdQAiMj53mNXTQ0tP9Ptjc9QHSWR2XRRvaV/vdRCTUdFJQ6yxaR5wWmDuspS/dl7c63hEqtAb4i3tEa+DEJFxNQHZ2NrzzvY6EJEqVVa1DRWdNADnAETXnneaMWpaLeKBBsp4IhuRShVrbAoAL8H4DgXnr1QHaBFv/E28pd3vdRATVbFJQ6yxyeDMAH04tOiEM7yOR6SKqYmSSOk5CaiPxDcsMoFQ1OtgRKrUUuClXgcxURWbNACrgIWhxeui/mjdIq+DEaliL4u3tC/0OggROcYlwGB4+UkneR2ISJV7jdcBTFQlJw3nApnIqtN1QRTxVgB4rddBiIgj1tgUAc4CDgXnLlMZKeKt5nIZnrwik4ZYY5Mf5y7KweD8FY1exyMivNzrAETkqEbAH15+8iJfKNrgdTAiVW4ZUBaDEVRk0oAzPnyNLzbH+GJzVngdjIjwwnhLe9DrIEQEcGriU+EVp6qWQaQ0vNLrACaiUpOGUwCi8Q1rjYZNEikFdcDzvQ5CpNq5oyadBxwMLlippEGkNLzK6wAmolKThguAI6FFa070OhAROeoVXgcgIqwBwsH5q2r9EQ0SIlIizo63tC/zOojjqbikwZ3QbTnGDAQaFq31Oh4ROUr9GkS8dyaQjaw+QzfVREqHAZq9DuJ4Ki5pANYBNrzitOUmEIp5HYyIHHVqvKV9pddBiFSrWGOTD3gecCgwd/kar+MRkWOUfBOlSkwazgMGw8vWr/M6EBF5DtU2iHhnOdCAMcOB2nmrvQ5GRI7xglIferWikoZYY1MQOAM4EmhYvMrreETkOf7C6wBEqthagNDSExebQDDidTAicow5wMleB1FIRSUNOB28AhiT8ccalnsdjIg8R5PXAYhUsTOBgfCSRtUyiJSmC70OoJBKSxrWAYQWrV1g/IGQ18GIyHOsibe0L/Q6CJFq4056egrQE5izRH2LREqTkoZZdCrQH1p8giZ0Eyld53sdgEgVWg4EgLS/Zp6SBpHSpKRhNrh3UdYCfYE5S5Q0iJQuJQ0is28V4As0LKnzhSL1XgcjIuM6Od7S3uB1EPlUTNIALAKCQNpfO1/9GURKl/o1iMy+U4DB0NJG3VQTKV2GEi4jKylpWA4YE4oFfZFazXIpUrrO8zoAkWoSa2wyOKOy9AYaFi/xOh4RKahkmyhVUtLQCKTDy9YvM8aU9Di3IlVuXrylXfOoiMyeOUADMOSvmbPA41hEpLBzvQ4gn0pKGk4FegNzlqiWQaT0neV1ACJVZClgAXzROiUNIqXtRK8DyKcikoZYY1MEWAYM+GvmzvM6HhE5LtU0iMyeBYAP4zO+UM18r4MRkYLWxFvaA14HMZ6KSBqAxUAWsP5onZIGkdKnpEFk9qwBhoPzV841Pp/f62BEpKAgEPc6iPFMKGkwxvzaGNNsjCnVJGMeTo9zfOFa3UURKX1KGqQilEH5CM5wqwPBecvVNEmkPJRkE6WJXuS+AfwV0GmMaTPGnDSDMU3FQsBgfMaEonO8DkZEjktJg1SKki4f3ZGTVgAJf/1CzcYuUh4avQ5gPBNKGqy1N1lr/xo4G+gCbjTG3GWMeYcxJjiTAU7QSmAoOHdZg6peRcrCsnhLe9TrIESmqwzKxwac5g4Zf81c1TSIlIeyrmnAGDMfuAJ4J7AZ+BLORfLGGYlsclYAg4G5y9Q0SaQ8GJwZ3EXKXomXjwtw+vzhj9Sqz59IeSjJpGFCvbONMb8BTgJ+BLzKWrvXfegXxpj7Zyq4iXCrXpcCB/11C3RBFCkf64CtXgchMh2lXD66nJGTABOM1Hoci4hMTEk2T5rokE7ftdb+PneFMSZsrR221no9CUUtEALS/mhtvcexiMjExb0OQKQISrl8BFgOZABMIFTjcSwiMjElOXP7RJsnfXKcdXcXM5BpmI9b9WqCEbWRFikfak4olaCUy0dwhiQfNv6g3/gDYa+DEZEJCcdb2ksuyS9Y02CMWYJzlyJqjNmAO6wpUA/EZji2iZqDG5cJhEslJhE5PjUnlLJVJuUjOGVk0l83v+S+gIhIQfOAAa+DyHW85kkvxenctQL435z1fcDHZiimyYpyNGkIqaZBpHwoaZByVg7lIzhJQ8pfM3eOx3GIyOTMB3Z6HUSugkmDtfaHwA+NMa+31v56lmKarBqUNIiUIyUNUrbKpHwEp+bjgC9ar5oGkfJSck14j9c86a3W2h8DcWPMv4x93Fr7v+M8bbY1ACkAEwiWUpWwiBQ21+sARKaqHMrHWGNTCAgDGV+kVkmDSHkpr6QB5y4+OCMUlao5QBrA+IOqaRApH6ppkHJWDuVjDHegEF+4RjfVRMpLeSUN1tpvGWP8QK+19v9mKabJqgdSJhgJGJ9/okPIioj3lDRI2SqT8rEGsAAmEAx5HIuITE7JlZHHHXLVWpsBLp+FWKaqHkj5IjUaSk6kvDTEW9rN8TcTKU1lUD7mNEkyEx1iXURKwxyvAxhronfm7zLGfBX4BTnDP1lrH5iRqCanHkiB8XsdiIhMig/w4zYvFClTpVw+jo4uaHxK0EXKS9DrAMaaaNJwkfvzv3LWWeCy4oYzJTHgIMaoaZJI+VHSIOWulMvH0doFo5oGkTJTcjfDJ/RF21r7FzMdyDT4ATs6r46IlJFJXxSNMd8HXgnst9aeVvyQRCauxMvH0YLRGBWSIuVlSknDTJaRE0oajDGLgU8Dy6y1LzfGnAJcaK39XjGDmQ6jC2LFyg51H4qarqFoOmUiKYgkMZFklmjK4lO2WHayWRuMhiO7fcaX6Q3VTOXzuxL4KnBVcSMTmbwSLx9V01AFbO/up6Om3x9hwB/JZEw4iYmkrQ2nsiaQNRisyskyYa31+3z+oUgwfDDlC/RA81R2cyUzVEZOtEnPlcAPgI+7fz+O036zFC6K5pgfUnH6H7nzukM77t8ROzGzJHZCZmU4nl0VnGdXmaCtDSVJhYdIhYdIR0aXbHSITHSIbGQYGx3GRpLYaNISSWGiSUwkjQmn8YXT1hfO4g9l8IesDYSyBIMQDFqCSkNn1MhQcn54/6SeaK39szEmXvSIRKbmSkq+fASMT0lDBbLZTOrAjd87+uUw0JCNBOfb2uCcbG2g3taFItlYjZ+aqM9Goz4iYWw0amw4nCUQTpIND5MNJ50y8ujPlCWcgnAKE067SwZfKGN9oQz+YBZfyOIPZm0gaPEHIBiwBHxGX8SKaCVwH3xk0k+cyTJyoknDAmvtL40xH3UDShtjMjMR0BToJK1gNpPOhp+4dXk4k1rMgyabfJB0EvMkmM7AIhMJrjPzAqt88wPLWOBbzLzCFU4TP1VsNktomEx4kHQkQTYyRCY8SDYy5C5JayND2MgwRJOWSBIbSWEiaQinMZE0vnAGE8ngC7sX2JElCH51STyqVK4jIlNVyuWjj6MdoXUbpCKlBrMNyUMXABZ8lv1k2W8smGwGskPWDA5B4jnlXwDjn0PEN4eIr8GEffVEfXMIm1oT8dWYiIkR8cWImAgRE5hYLZV/OJsND5EJDZMJD5ENDZENDZONDJMNJbHhYWvDw9hwChtOQiRlCaWcsjPklp3hDCbkLL5wFuMmKL6QxRcEf9DiD5rjj/xZIUrlOnLURJOGAWPMfEbGezbmAqBnxqKaPIsy3IpkjjyTqEnvXWGsDfuwfp8FXxbrs/jMLnxmJ8aAxdJLxNfLCeGQXRMO23g4YpcHQwSn9vXc+HykovhTUfz9xR4pOZslNEQ2krCZSMJmo4NkI0M2Gx6y2eigdWpGhrGRYUskCZEkhFMQSUMk565POGuMczE1zkUV4w+Cr8y+G6S8DkBkmkq5fMz5clVeFwaZGJMaytZlDs812JixNmDAbywBn7U+93efsRjAGkvWAMZiAWv6sGanwVhr3ccBrIEhY82gewhrYz6TneM3tiHgsw1+n23wBWy932/r/QFb6wvYWn/Q1vpCmYgJJMLGl5jhUX9MxilDQ8M2Ex602YiTnNjwkM1Ghq2bnBgbSlrrlJ+WUAoiKQinYSRBCWYw4SwmlDVOcpLFBDFugmJ8AfD5vS1QS658nGjS8EFgI7DWGHMnsBB4w4xFNTnOB+qc9FJh7Pw1n98/P/NNYBWwHjgd5/yzgMXafl+WYZ8l4LPZgO9AOmT2DwR9dxM0fkKh1dGFwVWRRYGloQW+RaF5vpjf+/k8fD6SMXzJGL7eYu87myU8RCoyZFPRQZuODJGKDZKNDtl0dMhmo8NOghJ1akhsNImJJCGSyklGMsYfyuALZQkErQkELIEAJuiHYJGvn/bkxx5NFnOHIh4o9fLRANhMSv9rlah2wdbHdx1uqt9Qb3CG2K0ds8wx1i7yZVlgLAsMzDWWBmOJGEvYQNBY/Mbi91kwlqyxWJ8l68uS8WUxPpsJmL6U39eLz7fj6LZ+Y/Eb8I38jg8/9QE/DX5jG/yGukCABr/P1vkD1PkDttYfsDW+EDX+IBOsvRiP9fsYrsE3XIOvrzjvYl7+VDYbHiIVHrbp8LDNhIdJR4bIRIZtJjJss5FhbCRpjzbxcpp3YY428UqP1pyEMsYfzOILZvEHrfEHLP6AJeDHBPKUr8Mz/PImbaKjJ20yxlyC86XNANuttaWSARmAzGDfkNeBSPEZ47u5d3PvPmAfcB9A/Yb6epz2fmsx5vSsnxOy7uY446QfZiRD3zu0nb2jp0Z4WXhu9IToqvDi8MrgvOAqX8y3sMzuzBfm8zEcIzgcI1j0W51jEpLoIGknGSGTm5DEhiE6bO3RTutuQhJJOxfNQMZG5hr/kYAtmSYcIlNW4uWjD7cGxKaGVUZWpl6A3s29Fki4y/5CT6jfUB/guclFLbDAXeYBc3EmF3NHqGTkxuzIOZUcs6SwFmPTft9QOmgGCfr2EnBqPQgaS8A4P/0+CPiivqi/IVDjqwvEfLX+qK/WH/HV+CMm5g+bGl/YxPwhYr4QEV/AyzI6E/T5EkHCiTpm/IZjaCibDg3ZdDjJcNT4jgQyHLx26rvz4dzIuM5a+8pixTjR0ZMewunY9Qtr7ZPFOngx2WQiZW02a9TZq5IMAh1jV/Zu7u0FtrnLxvoN9SFgBU5txBnASUAYpwBP4jQVGAQY3jN8ZHjP8BHgIQB/nT9S01izMrwsvCq4ILgyUBdYbvya82NcxU1I5gD7tkzhicaYnwGXAguMMbuAT5TISDVShUq8fDw6B0pWSUOlmnSFde/m3jTQ7S55ubUXEaCOMbUXOMnFfJwEYw5QgzHWGqx7N8jgfHFN4ZTD/YwmGFmw0JtylgJMwPiC84K1gYZAbaA+UOuv9df6Y/46X9RX6w/76nzOUmtCvhrjL+9JfpMRXyAZIdDvvOcNU92PW0Y243wPeqEx5u+KVUZO9MvR5cCbgV8aY7I4F8hfWmt3FCOIaRpmZIKoTHqIQCjmdUBSNHd2tTUft0q9d3NvEnjKXW6t31DvAxbhJBEn4TRpWsXo3ZJenAtYNtOXGep9oLeTB+gE5wIVWxdbFlkZWRlaGFoVmBNY6Qv5ambk1cmUcg9r7VuKHYjINJRy+TjE0ZqGoZJr6iBFUfRWrkd37NReDLrLRGovanhugjG29mIpk6i9sGmbTe5P9ib3J4/7Ov11/khwrpNg+Gv9tf4aJ8HwR/y1voiv1kkuTK0JmFiZtDCYauurD+N8B/oU8C/FvKk20eZJzwCfBT5rjGkE/h34H0pjtrp+nNeRtpnUoFHSUElunsqTejf3ZoFn3eVegPoN9Q2MNGlyaiPi7uYjTZp6cS9QA48N7Bp4bGAXcDdAeHl43tEmTXODq3wx34IyueCUulLpLCoyZSVePg5zNGkYVE1DZSqJ66hbe9HDceLJqb2o5dgEowGnP9CxtRfHJhdjay9yl2ymLzOU6csMAQcLxZCn9qLWF/U5CUbYV2vCptYX9NV63PLgyBSf90WcsVrriheKY8Jvhjvm65tw7qhkmMrgsTOjH/eNsenU0My3OpNZdEuxdtS7uXfkYrYV+F39hvowsBwneTgdp0YixHhNmnYPHx7ePXwYeBAgUB+IxhpjTpOm+cGVgbrAMjVpmpKSKOxEpquEy8ejiUJ2WElDhSp8B761YR5wArAX2EdrT7rg9jNsTO3FgULb5tRejE0w5jPaPGq82ouRAQCmX3tR6w8H5wXrAvWBWn/d0dqLWn/EX+eLODUXvrBvpmovJp00GGNGZoLeZIy5tNgBTbRPQwfOEFpXA2+01j5V7ECmoR/npMFmUoPH2VbKRz9wf8EtWhuiwBCtPZMeOat3c+8wo02abnabNC3GqY04BTiN5zZp6gNsujc92Lup93E28TiACRp/bG1saWRlZFVoUWhVoCGw0hfyqcbr+JQ0SNkr8fJxNGlIJtQ8qTId74vvC4Br3N8trQ2HcBKIZ3N+Pvf31h7Pr89TrL3ITTAaGE0u5jOV2ov+zHCmPzPMcWov8OMLzgvWBOe4CcZo7YWTYEyt9qLwMcf3POByY8wrcN6TemPMj621b53Cvp5jooG/3Vr7WDEOOAP6cccEtumk7qRUjtu72pqPd0fkP4G/o7XhbuBOd7mX1p5Jnwduk6a97pLbpGkVo02aVrubjzRp6gHSNmUzOU2a7gKIrIjMj66JrgwtDq0Kzguu8sf885GxDnkdgEgRlHL5eDRRyA71q3ysTM9JGi5fHzQ4o3llv9EcWb28/uj4MIbRPganF9xra8Mgo0lEoQTj2TKuvchNMEZqL+a5y0jthTs4Y+HaCzJkUwdSfakDqeP2Q8hXe+GL+Gp9Ad/CwJzAoC/kq8cZNXJSrLUfBT4K4NY0fKhYCQNMPGk4Yoz5HrDMWvtyY8wpwIUlMmJJD+7rsKlh1TRUjnGbJrkXw4XA4Y1vif0Fzj93s7sAJGlteIDRJOJOWnsKduDKx23StMVdrnGbNK3AadJ0GnAyTsJqcArnXtwmTUO7hg4N7Ro6xEiTpjmBWGxdbGV4WXhlcH5wVaAusMz4ynukhyIohY6iItNVyuXjEO4Eb5n+wwMexyIzY7yahgXAvwKZjt2ZU143mjRMRhRY4y6FjK29yJ9gtPZ0TyWQYppG7cVIgpFbezHSubuYtRcrgS/3bu59aOqvcuZMNGm4EvgB8HH378dxRogohYtiH+7ryAz1eV6dJkWTrz/DycBH5kSwWWvP9j23DWEIuMBdPghAa0MnuUkEPDaNJk1Pusuf3CZNSxi/SVOW0VGabLo7nei9v3c7sB3cJk3OKE2rQgtDKwNzAit9wapr0vSM1wGIFMGVlG75OMzI5G6poXQ2NdzvC4ZrPY5Jimu8pCGM07dm17yoOd6X/umabO3FPo6fYOyjtcfTuU5mqPZiCc731bG1F+D8ryZxajf6i/EarLW3ArcWY18jJpo0LLDW/tIY81E3kLQxJTMxUx/uKBWZ/sOHPY5FiqMH2JznsZOA1F/EA3U+M+EZJRvd5Qr370O0NtzFaBJxH609k27v6zZp2uMuHe6diZEmTetwmjStdDc3OBeCXkaaND06sHPg0YGdI/uLrIosiMbdJk1zgyuroEnTlJIGY4wfp7/L7mJOWiMyRSVbPiY6OzKxxqYhRkYYHE4cQUlDpRnvZunRIWGigZIaHiaKU1MfP852I7UXhftdVGbtRYDjDG/rpYkmDQPGmPm4VS/GmAsonU6M/TgZNeme/UoaKsOfu9qa8xW6ZwM9Zyz2nzaN/c8HXuUu4DRp2gTcwWiTpkl3QHLvTHS7y8PAb+o31EcYbdJ0Ok4709wmTT24nRWHdgwdHNoxdBA3YQrMCcRijbFV4aXhlaH5oVX+Ov/SCmvSNNWahvcDjwL1RYxFZKpKuXwE5y5pDOjPDvcf8dfOXXm8J0hZyVfTAEAkYEopaZio3NqLwmX9aO1FvgSjLGsvStVEk4Z/ATbiTEl9J06b8jfMWFSTcwT3Yp06vGuqY9pKacnXn6EOWAbsiM8x8SIeLwRc6C4fBqC14XGcBMJJJFp7tk9lx72be4eAJ9zlpvoN9X6cUZpW4TRpOhVnEpaR9pA95DZpuq/3MeAxABMygWOaNDUEVvqCvugUX7PX0sDuyT7JGLMCp//Kp3CuSyJeK+XyEZya0NOA/sxg35Gg19FIseVLGgxApLRqGmbCVGovCicYJVB7UaoKJg3GmPOAndbaB4wxlwDvAV4P3ADsmoX4JuIwI202hweS2XRywBcIaQbf8pZvUrc4wOIaE50XNUtmOIYT3eUdALQ2HMQZGWkkkdg0xSZNGUabNN3jVlfOwWnG1Mixs1cf26QpadMDjwzsGHhk4GgHYrdJ06rQErdJU9Q/b4qvd7Z1bXn7lqk04fgiMzRpjchklEn5CE5yfh5AZuCIbqxVnvGShgju96JwedY0zITJ1F4McfyRo0bmvfC09mK2Ha+m4VvAi9zfL8Lp6PVPwFnAtymNuyl9OJ1KfEDWDg8cQUlDOTuE07RnPCcDmYtX+1d7MCPzAuBydwEYprXhfo4dpWnSQ4i61ZVH3OVh4Nduk6aVOEO8noGTvByvSdMDAMF5wZro2ujK8LLwqtD80Cp/rX+p8U2478dsmnTNzUxPWiMySeVQPoLTPtoAZPoOKmmoPAVrGsL+iq9pmAkRJl57cZjCzaJG5r3onqFYZ9Xxkga/tXakn8CbgW9ba38N/NoY8+CMRjZBic6ObKyxaR9OFdVAdmjgsL9m7gqv45Ipu62rrTnfyEYbgO7TFvnPmM2A8gjjTKLyPPdvS2vDdo5NIh6fyo7dJk2d7jLSpGkJo02aTmO0SdMxozSlDqcGUodTR5s0+cK+QGxdbHl4RXhlaKE78VzQF5naSy6qqTT3mtFJa0QmqeTLR9cR3NFa0t3PKmmoLIN55jOqwf3MQ0oaZpJhdOK4idRe5Bs5auy8FyVbe3HcpMEYE7DWpoEXAu+exHNn016cu9ADmcFetdksb/n6MzTg9AXYsXqOLz6rEU2MwRnZ6STg7wBobdjPaJOmO3GaNCUnu2O3SdNud7nbbdI0l2ObNK3k2CZNPUAmO5xN92/rf6Z/W//RTseReGRhdHV0VWhxaGVwbnCVP+qfO8XXPB2TThpmetIakUkql/LxCO5d53TPvj6bzaSMz69isjLk63Bfi9NvjKBfzZNKRASn9cDq42w3UntxvI7de7yYtft4F7afAbcZYw7i9Pa+HcAYs47SGh1iJ85daNK9+/c7N2OlTOWbnyEOsKLe1MyNsGj2wpmWRcBr3AVgiNaG+xhNIu6itWfSI365TZoOu8tDwK/qN9RHGW3SdCZOMhHAabY3iPP/Ogww1DV0YKhr6ACwCSA4P1gbWxtbGV4aXhWcH1w5S02aplQLI1JCyqV87CZnNtvsYO8+1cZXjPGaJoGTNGRANQ1lKLf24tQC290CXDYrEeUomDRYaz9ljPkTznTaN1hrR5qN+HDabpaKfbhzNaT2P72XUy71NhqZqv1dbc3b8jx2MpB+wapA3IP+DMUSAV7gLuDcUXiMY4d6fWIqO+7d3DuI80X8ceBGt0nTUo5t0rSY0SZNPcAAYFOHUv09h3oexRnGFF/EF4ytiy2PrIisDC4Mrgo0BFb4AkVv0rRlOk+eiUlrRCajXMrHRGdHKtbY1I0zStxwuu/QbiUNFSNf0hBjpKbBp6ShQu08/ibFd9wqVGvtPeOsK7W7hIdw2++lDu08YjOpIeMPlkK7bZmcWws8tgHoPnWRb8MsxTIbDE4ydDLwLgBaG/bhNGkaSSQemEr7RrdJ0y53uSunSdMqnI7VpzHapAlGR2nKZIeyqf6t/V39W/u7RvYXjUcXReKRVeHF4ZWBuYFV/oh/zuRf7lFPbHn7lkl3GhcpNWVSPoIzJ8paYDjd/ezu8JJ1XscjxZEvaagBMrEgAX9lze0jozwZoa2U2l1Ox7OMTsVNJtG7N1A3f6anTpfiy9efYS5OU59nVjX4Kv1zXQy81l0ABnOaNN2B06Spe7I7HdOk6UHgl/Ub6mM4E8+twRmlaR3ONcHgjM50tEnTYNfg/sGuwf04MzE7TZrWxVYdbdJU418yiSZNHZONX0Sm5RGc//HDyf1P7ak56flexyPFUbCmYV5U/RkqWGnWNJSDRGdHf6yx6QhO84+hTN/BPUoaylKh/gx2dYOpnRMx82cxnlIQBS52F3CaND3CaL+IO2jteWoqO+7d3JtgtEnTH+s31AdwmlqsxKmJOBUniQGnfezYJk2P4HwZwRc92qRpVXBBcFWwIbjC5B8fXEmDyOw6elcydaDrkGrjK0a+vjMxINUQNhp+vnIpaZimTpxRZIZSh3ftDC9b73U8Mjl7utqa842ocyqQesHqgBJBpxbgVHdxRmtpbXiW3KFenSZN4w3DV1Dv5t40zoVoJ6NNmubhNGlqxLlTOX6TpsFsqn9Lf1f/FrdJk8FE10QXRVdHV4YWhVYF5gRW+6P+evd5ShpEZtdujqmN79kTqFtwgofxSHHkq2mIAkMNEdU0VDAlDdO0HTgfYHjP9l21p73Q43BkkvI1TTK4/RlOWeg7d3ZDKhtLcGaifb37d4LWhns5dpSmSY/m4jZpOuQumxlt0rQSp0nT6Tj9I3yMbdJksYNPDe4bfGpwH06TpiXh5eFHl7xxyV6c5lEiMnv6cEZRyqmNV9JQAZ6TNLhlZhQ4WBdS0lChUrhzMc22SkoaduLeAc30HRzIJge7faHoHG9DkknI1zRpHk4H3h1V0J+hWGLApe4CkKW1YRvHTjz39FR27DZp2u4u17tNmpbhJBKn44zUNNKkKY1TqA0AoeHdwx1b3r7lOR1HRWRmJTo7bKyx6XGO1sbv2R1edpLXYcn0jVfTEHJ/2tqQRk6qUNumMudTMVRS0rCLnLGo070HukILVp3lbUgyCfmShjUA6+b56uvDxotJyCqBD+fLwunAewFobdjDsU2aHpxGk6Yd7nKn26RpPs9t0gQejfYgIoAzpLJTG7/70R01p/4FZTx8tTjGSxrCuDdQa1TTUKk2e3XgikkaEp0dQ7HGpl04Q431p/Y//YSShrKxo6utOV9n3tOA5PNX+VXLUFzLgDe6C8AArQ0djCYRd9Pak6+9bF5uk6aD7vIA8Iv6DfU1OLVFu4sRuIhMyW5GauP7DyWyg717/LGGZR7HJNNTMGmIBVXTUKEe8OrAFZM0uLYCLwL6B5958MnYyRdbo1sp5aBQf4Yzge6TFvgumN2Qqk4NzuySIzNMZmlt2MqxE889M5Ud927uHcBpoiQi3hlJ2g1gU4d3dyppKHvj9VU7mijEgqppqFBKGopkG/AygGyiZyib6N7lr5m78jjPEe/la5q0AGjA6c8Qn71wBKdJ0xnu8vcAtDbsZnS+iDuBh2jtyXgVoIhMXKKzYzDW2PQUsBDoHt6z/YnIilMu8ToumZZ8NQ0ARAKqaahAWeAhrw5eaUnDkzhvqA/Ipg7vfkJJQ1ko2J/h5AW+ubUh0zCL8cj4lgNvcheA/pwmTXcA99Da0+dVcCJyXPcAfw10D+/autue3TxoAqGo10HJlB0naVBNQwV6nNYez2ruKyppcPs1bMeZ5fbI8J7HnoisPO0vvI5LCnqqq615R57HTgeGL1rpj89iPDJxtcAL3QUgQ2vDFo6deM6TsaRFZFyPH/3NWpvuPfBkcN7y0zyMR6YnX9JgAKIBNIFf5fGsEzRUWNLguhc4GTgyvOuRPdlzkgO+QEizIpaum8dbOaY/w/NmNySZIj9wlrv8AwCtDTs5dpSmh9WkScQzu3H6F4WB4eSBrk4lDWWtYNIQVk1DJfKsPwNUZtLQmftHpmf/k775K87wKhg5rnxNkxbjdM49vFL9GcrZSuAv3QWgj9aGexhNIu6htaffq+BEqkmisyMba2y6D3gesHfomQefjJ14kYZeLV8Fk4aQX30aKpCnSYPPy4PPkL04/0gRgOG9jz/qbThyHPmShjhgzljsmx8LmrpZjEdmVh3wYqAVuBHoprVhE60NX6a1od7TyESqw0NAECDTd2ggm+jRUMjlabCrrTk1zvoanL6dShoqk6fNkyouaUh0dljgPpyZhBl8oqPTplND3kYleWzvamvem+exM4GhC1aoP0OF8wNnA38DqMZBZOY9gTOOvwFI7n9qq7fhyBTlm0enFkgDhPxqnlRhNtPac8TLACouaXA9hNv0ymZSmdSR3ds8jkfGl29+hpHhPrvXz/dpUrfqcDutPVmvgxCpdInOjgHgKZzhrEk80bHVWmu9jUqmIF/SUANkQDUNFajd6wAqNWl4HBgGQgBDzzz0sLfhSB75miYtwWlellxRr/4MVeI2rwMQqSK3A/UAmd4D/Zn+Q097HI9M3nFrGoI+JQ0V5jqvA6jIpCHR2ZHEGTd+AcDQMw/tyCYHuz0NSsZza571ccCcs9S3MBo0GvmqOtzqdQAiVWTkRprTRGnv41s8jEWmJl/SEAMy0QB+v8/4ZzMgmVH7cUYH9VRFJg2uDnJGh0oe6NJFsbRs62pr3p/nsQ3A4PnL/WqaVB168Lhzl0g1SXR2dAOP4Pb9G3j87kdsJp30NCiZrELNk9Jzo+rPUGH+QGuP580IKzlpeAroxsm6GXxqk5oolZZ8/Rn8wGlA94nz1Qm6StyiuRtEZt1tOE1ZsMMDydSRPY94HI9MTk+e9TEgMyeipKHCeN40CSo4aUh0dmRxJg6bD5Da/9TBTKJnj7dRSY58/RmWAmEDqeX1Jj6L8Yh3ful1ACJVaBtO2/cAwFDXg6rtKy/5ahqiQLohrKShUlhrU8ANXscBFZw0uDaR8xqHd227z8NYZJQlfxv2EwDOX+5fHAmY6KxFJJ6w1g4C13odh0i1SXR2JIC7gIUAQ888uCM7PHDI26hkEp6TNFy+PmhwkoZMfdhEZj8kmQnGmNtp7cmXJM6qSk8angV24A4tN/Don7dkU8MD3oYkwENdbc2H8zx2FpA4T/0ZqoIx5veaEVrEM3fgjjIIMLTrkQ4PY5HJGe9LZBCnc7utDWnkpApSEk2ToMKTBneitxuBOQA2ncwk9z2h2gbvFerPcArQ3ThPQ61WiV94HYBIFXsSOITTeZaBbbdstunkoLchyQSNlzSEcWryqQmpeVIF8Xx+hhEVnTS4NgFDuHdTBh659X6bzarTpbfy9WdYDgQDPjLqz1D5rLUDlNDFUKTauH3/rsft+2dTQ+nhfU/qxlp5yJc0ZAFiQdU0VIjHae153OsgRlR80pDo7BgE/ggsBsj0HRpIHd6pkZS8kwH+nOexEwBzwQr/0pBfd0kqnTHmWlp7El7HIVLl7sbpEB0EGNh28726sVYWxhs96Wi5GQ2oDK0QV3odQK6KTxpct+O08/MBJLbfeY+34VS1zV1tzfmGitsA9J+zVEOtVgmNmiTisURnxwDOyCxLwL2xdmjnQ95GJROQr6YBgKhqGsqeO2rS972OI1dVJA2Jzo5DwD3AIoDks0/sT/cdfMrbqKpWvv4MAeAkoGfdPJ86QVc4a20f8Aev4xARwBnN7uiNtYHHbr/bWs/nkZLCxksajo6YFFFNQ9kzxvyO1p59XseRqyqSBteN5GThg0/ed6eHsVSzfP0ZVgCBoA+7rM6sms2AZPa5F8Mhr+MQEUh0dhzEaaa0GNx5jXoPdHoblRxHvpoGAxAJqKahAnzL6wDGqqakoQtnluh5AINP3vdUuv/wM55GVH3SOE3FxrMWMBet9C8L+k0ozzZSOTRqkkhpOebGWqLz7js8jEWOr2DSEFa/wLJmrX0S+JPXcYxVNUmDO/zqtUD90XWP3naTdxFVpfu62przjcl/NtB3zjL1Z6h01tpDlMjsliJy1DPAY7gjKQ0989COdM9+1TaUrsJJg2oaypox5tu09pRcG8GqSRpcW4A9uPM2DO3Ysivds69khrKqAvn6MwSBE4HetXPVn6HSGWO+RmtP0us4RGSUe2PtOqBuZF3/1ptusurcUIqGutqax7uG1uAOuRryK2koV9baJPADr+MYT1UlDYnOjgzwc9ykAaB/681/0kVx1uTrz7AK8EUCsLTOrJzNgGR2WWuHga96HYeIjOsR4GncZrzJZ5/Yr5GUStJ4tQwAtTjDmhPym0iebaTEGWN+S2vPAa/jGE9VJQ2urTizYM4HSD7buT99ePdWb0OqCkkgX+fzEwDz/FX+5QGfCc5iTDL7fliqF0ORaudO9vYLoAG3mUv/Q9ffYrOZtKeByVj5koYanL6DqmkobyXXAXpE1SUN7kXxl+T0bejfcuMt1maz3kVVFTq62poH8zx2DtC7YYlfTZMqmLXWGmO+4HUcIlLQduAh3CHK093P9iaffaLD25BkjEJJQwYg6FPSUI6stY/T2pOvVYbnqi5pcD2O07/BGV7u0M4jqQNdm7wNqeLl688QBtYBvWvn+eKzGpHMKgvX0tqjPkQiJczt23A1zpj/PoC+B/9wh02n8t30kdmXL2mIAelIAL/fZ/yzGZAUhzHmS17HUEhVJg3uRfFXQBS3CrZ307U3Z9PJAU8Dq2yF+jOYWBDf4hr1Z6hkPmM+53UMInJ8ic6OnTjDYy8FyA72Dg3t2pZvuGyZfQWbJ82NaLjVcpTJ2h3Ad72Oo5CqTBoAEp0dXcB9wBKAbKJnaPDJ+zQM5MwYwpk4aDzrAC5eHVihOyOVK2vtvbT2aNx3kfKxEec7QgCg/8E/3JsZ6ld/pNLQk2d9DMjMUdJQlvw+01rqIwtWbdLg+jXOBTEIMLD1Tw+n+w497W1IFenurrbm4TyPnQ30nrlYQ61WMp8xn/U6BhGZOHeW6N/j1jbYTCozsOWmazXYYEko2DxJSUP5SWXs08BVXsdxPFWdNCQ6O54FfgssG1nXt7m93WazGe+iqkg3j7fy8vXBCM7ISX0nzFV/hkqVydqncf7PRKS83AAM43wZZWjHwztTB56+z9uQhHGShsvXBw1Ok+tMXVidoMuN38fHaO0p+e+eVZ00uG4EDuDO3ZA60HVoeM9jakZRXPn6M6wGqAvhX1Rjls9iPDKL/D7zBVp7NDqZSJlJdHb0AT/CbcYL0HvfNTdlU0P57nTL7Bjv/R8ZrtzWhlTTUE5SGfuoz5hfeB3HRFR90pDo7BjGmXlvLm6n6L5NG2/PDicOexpY5RgA7s3z2ImAvXh1YKX6M1SmTNbuBb7vdRwiMmUdwMO4ow1mh/qTicfuaPc2pKo3XtJwNFGoCSppKCdBv/korT1l0e6v6pMG12PAHbjNlGw6mRl45Nbr1HazKO7samtO5XlsA9B75hL1Z6hUfp/5IK09GqpRpEy5cxtdhXMnOwSQePyux1NH9mzzNLDqli9psACxoJonlYtkxj5Ia8/vvI5jopQ0cMy41GmcNoEMPnX/08l9T2pCm+nLNz9DDKd5Ut8Jc5U0VKLBlN1Ea8/PvI5DRKYn0dmxH/g5Of3/eu/77R80d4Nnxhs9KSdpMJHZDUemKuQ3/+p1DJOhpMGV6OzoBn5KbtvNjl/dmBns3edZUJWhYH+GuRGCC2Jm6SzGI7PAWmtDft7tdRwiUjS3Al3AAoBM36GBxBP3/MHLgKpYweZJUdU0lIVkxt5Na09ZDfWvpOFYdwHbcBMHm05m+u7f+CubzaS9Dats9QH5Ztpej9OfYbXPGJ2HFSaR4uf+/+p9wOs4RKQ4Ep0daZz+STW4czcMbLtlS/LAM5s9Daw6FUwaIgH1aSh1zo01836v45gsfVnLkejsyADfw6niqwFI7n/q4OBTm673NLDydXtXW3O+hGsD0HPGYn98FuORWZDO2kRNyHzA6zhEpLgSnR07gGuBo6Pd9dz9i99nhvr2exdVVcqXNBiAsF81DaUukeKbtPaU3fDFShrGSHR2HAK+jTNShA+g/6HrN6W69z7maWDlKV9/hlpgJdAfn2PUn6HCJDN8ktYefYkQqUzXAc8AiwBsaijdd9/vrrbZdL4BL6T4CiYNqmkobYMpu78mZD7kdRxToaRhfA8CNwErRlb03H31xmxqqM+ziMrTuJO6AXHALoiZ8PyYWZJnGylDQ2m7IxY0n/c6DhGZGYnOjiTwDcCPO+lbcv9TBxOdHRqGdfYUTBpCqmkoaf1J+05aexJexzEVShrG4Y6m9EtgHzAfIJvoHux/6IZfWZvVJFUTcwQn+RrPeiB7yWr/ap8xZvZCkpnmN/wDrT264yhSwRKdHftwauSX4H6PGNj6p4eSB3c86GVcVWK4q615eJz1NUAWIBxQ0lCqDiWyGxd+ru9ar+OYKiUNeSQ6O4Zw7qbU4I5NPfTMgzsGn7hPd1Mm5s9dbc35EqyzgZ7TFqk/QyUZSNrbgv/de53XcYjIrHgA+CNOU1NgpH9D/wHvQqoK+WbjrgUyACG/mieVoqG07YsGzRVexzEdShoKcDt9/QSnmZIB6H/4jw8MP/uE5m84vnz9GepwxvruXzNX/RkqRSZrUyE/7/I6DhGZHW6N/K+AHYz0b0gOpnrv/e0vbDo15GlwlS1f0lCDM9cUQZ9qGkpR37D959ineo94Hcd0KGk4vltwhmIdvZty18//mO498KR3IZWFfPMzrAGyS2tNbG7ELJ7NgGTm9A7zH8H/7u30Og4RmT2Jzo5hnBr5AG7/htSBpw/1PXT9z202m/E0uMp13JqGoPo0lJwjg/b2hZ/ru9LrOKZLScNxJDo7ssCVOKNFOJ12bdZ23/Hjq7NDAwc9DK2UHQS25HnsJCB78Wr/anVnqAyHEtnNc6Pmf7yOQ0RmX6Kz41lG+zcEAIa6Nj+TePzO31lrPY2tQuVLGmJAOuTHF/CZwGwGJIUlM3Yo6OctXsdRDEoaJsDt3/BVYBiYA5Ad7Bvu6fjVz2w6NehlbCXqtq625nylxQag+9RFfjVNqgBDaTvYPcTraO3RtwOR6rUJ+A2wCrcp78C2W7YM79qWr8ZZpq5Q86TMvKj6M5Sa7iH78dpP9+72Oo5iUNIwQe78DV8E6oAoQOrgM4f7Hr7hlxpR6Tny9WeYgzP/xcDqBl98NgOSmbG7135w7Zf7uryOQ0S84/Zv2AjcjpM4ANB772/+rBmji64nz/oYkJ4bMZHZDEYKe7Y/e9Oiz/X9r9dxFIuShklIdHY8DXwTWMpINezTm7oSj97+G6t62Fz57i7FAVbWm5q5UbNw9sKRmbCnL3vT2i/3fcPrOETEe25T3h8Cj5EzY3T3HT++Lt178CnPAqs8+WoaokCmIaKahlJxKJF9dkdP9rVex1FMShomKdHZcR9jq2EfvW3b4BMdGmrS8WxXW/MjeR47BUi/YHUgPovxyAzoHrL7e4dtRV0MRWR63Infvo7Tr20RANlMtvv2H/0yM9i7z8vYKshzkobL1wcNTtKQrgupE3QpGErb4bt3ZV53/ncG+r2OpZiUNEzNRuAOYPXIiv6Hb3hgsOvBG70LqWTcOt5K96K2Aeg+ZaFP/RnKWCpj048fyr7hpK/2V9TFUESmL9HZ0Qf8H85IPnMAskN9w91/vuqqzGCfEofpG6+mIYBzE9PWhlTT4LWstbZjV+Yjr/xp4m6vYyk2JQ1T4FbD/gBnxuOj7Tf7Nm28a2jn1mrv+JXv9c/FmV07of4M5e3Rg9m287/Tf7vXcYhIaUp0duzHSRxqcTrokuk/nOj+8w+VOEzfeElDGLAANUoaPPfwvuzVX7g7+RWv45gJShqmKNHZkcLp37AdZ/I3wOn4NbTrkds8C8x7BfszxOeYuoaImT974UgxdXVn7/y3m4f/w+s4RKS0JTo7ngK+DCzAncMh03840X3blT9UU6VpGa8jdISRpCGo5kle6urOPvKdTcm3btyeqsh+rkoapiFnKNYdOLMcA9Db8atbh3c/Vo13Ynd3tTXnm+DrVCB18eqAmiaVqX392d0P78u8qlIvhiJSXInOjodxRh1cyEjiMHBksPu2H/4wM9j7rJexlbF8NQ0ARIOqafDKkUF75PZn0i/72n3JlNexzBQlDdOU6OwYwKmG3UtO4tBzzy9vHux68MYqG1Qp31CrBjgL6D55gZomlaMjg7b3hifTL738Z4kjXsciIuUj0dnxEE4ZuZCRpkoDRwaP3HrlVUocpqRw0hBQTYMXkhmbvntX+i1v++3gTq9jmUlKGorA7fj1BWAfOYlD36aNdyUev+uaKprHIV/TpPk4fRoGVzWoE3S5GUjaoV9uS73jbb8d3OZ1LCJSftwah//DaapUA5BNdDuJQ6J3r6fBlZ+CSUMkoJqG2eZ2fP6vV/wk8UevY5lpShqKJNHZ0Qt8HqfG4Wgfh4Gtf3qof8tNP7fZTMVWV+Uo2J/hxPm+hrqwmTNr0ci0JTM2ffUjqY+3d6Z/63UsIlK+3MThf3FuIh1NHA7f/J0r0z37n/A0uPKSL2kwABHVNMwqay23dmV+8Lm7kp/0OpbZoKShiBKdHT3AZ4HHcYZjNQCDnfd09t6/8SqbTg16Gd8M6+pqa346z2OnA8nnrfSrlqGMZK21v3ss/ZXfPJr+ovoxiMh0JTo7tjCmxsEODyQP/+nbP03uf/p+T4MrHwWThrBqGmbVDU9m/vDFe5J/Xy1lpJKGInP7OHwJuA/nDrsPYHjnll09d//i+9nkUL7ZHMtdof4MZwJHTlJ/hrJyw5PpX/7o4dRHNm5PVUvzOhGZYW7i8AWcORzmAmCztvv2H7UPdm2+wVZZR8ApGG/0pNGkwU9kdsOpXjc+mb79a/cl37Zxe2rY61hmi5KGGZDo7BgGvgXciJM4BACS+5862H37Vd/LJHr2eBjeTMnXNGkhUA8Mr1R/hrJx1870bV+/L/WOjdtTaa9jEZHKkujs2AqMNOdYNLK+b9O1dw9su+WXVdKcdyqSXW3N431BjeEOuRryq3nSbLitK33vV+5NvnHj9tQhr2OZTUoaZkiisyMD/AT4Fc4EcCGAdPezvYdv/Mb3kwef2exlfDMgX9KwBuCUhb65tSFTP4vxyBRt2ZfZ2nZH8jUbt1d0czoR8VCis+MZ4L+BQ8DKo+u33/FY733XXJlNDQ94FlzpytdSoRZIA4T8ap400+7emX7wC3cnX7dxe6rq5htR0jCDEp0dFrgW+D7OqEq1ADadzHTf9sONiSfuvc5msxkvYyySJ7ramnfleex0YPgi9WcoC08dye746r3Jl23cnur2OhYRqWyJzo6DwGeAreQ25921bU/37T/+jkZWeo58SUMNkAHVNMy0+/dkHvnMHclXb9ye2u11LF5Q0jDDEp0dNtHZcSvOyEo15FTF9j90/abe+6/5QTZV9v0cJtKfQUlDidt+MLPjS/cMv+xbm5JVeTEUkdmX6OxIAF8B/oSTOAQB0kd29xy+8evfS+5/epOH4ZWaQklDGiCopGHGPPRspvMztw+/auP21A6vY/GKkoZZ4rbh/AROVewq3E5Lwzu37j5yy/e+ne471OVheNOVr2nSYpyLWXJFvTpBl7IHn808+d9/Hn7tlzqSj3odi4hUl0RnRxr4MU6T3hWMjKyUTma6b//RdQOP3f4bm0knvYyxRBRMGkJ+fAGfCcxmQNVi2/7M05+9c/jyXz+aesrrWLykpGEWJTo79gOfAu7CaesfAsj0HRo4fNM3fzS8Z/sdZTpyRMH+DGct8S2IBU3tLMYjk3DHjvSjrbcO/+2PH0494HUsIlKd3Fr5P+KMrFSLc9MJgIFtt2zpvvNn39YM0uOOnARu86R5UfVnmAn37c5s/+Sfh1/9ky2px7yOxWtKGmZZorNjCPgecCWwFGgAIJvJ9tz9iz/13X/N97PDA4e9i3DSHutqa853IT8TGGxa7o/PYjwyCdc/kdr82TuTf3vNY6k/ex2LiIg7Cdx/4EyUuhr3e0rqwNOHDv/xa98d3tt5d3neWyuKfDUNMSA9J6Kkodj++ER683//efjNP9ua2uJ1LKVASYMH3DsqNwOfBvw4naQNwNCOLbsO3fD1byb3PXlvmVwY8/Vn8OF0gu5er/4MJSdrrb16W+qur9+XevvG7al7vI5HRGREorPjANDG6LDlTnOlTCrTc9fPbuh/+I8/zqaG+jwM0Sv5koYokGkIK2kolqy12Z88nLzja/cl371xe+ohr+MpFUoaPJTo7OjE6eewDacpTwTAJgdT3Xf85A/9D/7hqmxyMF91ZKnI1zRpKRAxkFJ/htKSydrsVQ+lbv7Rw6krNm7X3RMRKT2Jzo4k8DOc5ko1OGUKAINP3Pvk4Ru+8bXk/qfuK9MmvVP1nKTBHXAkBqTrwuoEXQzJjE1+/b7k9b/Yln73xu0pzVSeQ0mDxxKdHUdwRo74FjAPWDLy2OBT9z99+MZvfiN5cMeDHoV3PJb8SUMc8J2zzLcoEjCx2QtJCkllbPqb96eu+82j6b/duD3V6XU8IiL5uLXyDwH/BjxJTl/A7FDfcPftP/59733XfD8z1Lffyzhn0Xg1DQGc73K2NqSahunqGbJ9/33b8NU3PJl538btKQ0MMoaShhKQ6OzIJjo77gQ+DjyFc2EMg3thvO3K3/Vt/v1VmaH+A17GOY6tXW3NB/M8tgEYOF/9GUrGUNoOf/Ge5C//+GT63dU8ZJyIlJdEZ8dhnBqHn+AMW3705trwzi27Dl3/lW8N7dhys81mKn0G+/GShjDubNC1IROZ3XAqy86e7LMfvnHo+w/ty/4/lZHjU9JQQtx2nJ/H6SS9kJw5HQafuv/pQ3/40jcHn9r0B5tODXkU4lj5+jP4gVOBnhPna1K3UrC3L3vw328e/u7tOzL/VI2zWIpIeUt0dmQSnR03AB8DHgdOwO3rQCad7b3vt7d33/7jb6T7Dj3tYZgzbbzmykeThlhQzZOmatOeTOcHbxj6yrP99t83bk+V2g3akqGkocS4tQ63AP8O7MapdXCa92Qz2b7N7fce/tO3vpLc//SmEmjLma9p0jIg5DOkl9eZ1bMZkDzX3TvTj7z/+qGvbj+U/ejG7alyGplLROQY7tDl/wd8FadsXMHICEsHnzl8+IavXTXw6O2/zg4njngY5kwpWNMQC6p50mSlszb960dS9/7nbcOfHErzuY3bU9XYwX7CNAlIiUp0duyNNTa1AecDfw0sAPYA6Uz/4UT37T+6LrRs/f21p7/45YHaeas8CDEL3JbnsTWAaVruXxwOmOgsxiQ5khk7/MMHU/dc+3j6t8C3N25PDXodk4jIdCU6Oyxwb6yx6THg9cClwBGgG2DgkVu2Dmy//ZG6M15ybnjVGRf7AqEaz4ItrnxJAwDRgGoaJuNgInvg83cl73rkQPYrwM0bt6cmdSPWGBMB/ozzGQSAX1lrPzEDoZYMJQ0lLNHZkQHujjU2PQy8HHgFkAT2ATa5Z/uzh/ds/0HspBecHD3hnEv80frFhfZXZA91tTXnu5OzARg4d5n/xFmMR3LsH8jub7sjeccTh7PfA/64cXsq43VMIiLFlOjs6AV+EGtsuhv4W5wBOJ4Fhsiks32bf39v/yO3PVh35ssuDC9bf5HxB0JexlsEBZOGSEA1DRORtdbevTPz0P/dk7w/meGLG7entk1xV8PAZdbafmNMELjDGPMHa23FDmOupKEMJDo7BoBfxRqb7gT+EjgLOIzbvjHx2O2PJh67/dHY+uetj55w3iX+WP3S/Hsrmnz9GQLAKcCBxvkaatUL9+/JPPrZO4dvHkrz5Y3bU497HY+IyExKdHY8Fmts+jfg+Tg1D4twkoekHR5I9t7769v8tfPvqz3zpReHFp1wrvH5/J4GPHUFk4awahqOqz9pe795f/LuPz+TuQP47sbtqSnPMu42Ee93/wy6i9fNxmeUkoYy4jZZ+iJwGvA2nLsqB3FP2sT2O7cntt+5PXbihSdG155/iT/WsGwGw8nXn2E5EAj4yCxTf4ZZlcrY5I8fTnX89rH074Dvbdye6vY6JhGR2eDO63BzrLGpA7gMuBxn0tS9QCbTfyjRc+dPrw/MXX537amXXhRcuHqD8QWCXsY8BeMlDRHcyWFV01DYowcyj7fdMbzpyBA/A/6wcXtq2qNtGWP8wCZgHfA1a23HdPdZypQ0lBm3LeeWWGPTx4FzgTfgJA+HgD6AxON3P554/O7Ho+ua1sXWnX+Jv2buiiKHkcFpxzeetYC5cIV/acivC9hsOZTIHmy7I3n79kPZHwC/V3MkEalGbs38tbHGpttxmvW+GEjj1Dxk00d293Tf8ZM/+GINt9Sccuk54WXrm3zBSJ2XMU9CvtGTfABhv2oaxpPM2OFfbE3dc/Uj6fuAb27cnnqyWPu21maAs4wxc4DfGmNOs9ZuLdb+S42ShjKV6OxI4fR3uB84h3GSh8EnOp4YfKLjifCKU5ZF1553bnDeitOMz1+MOyubutqa801nfxbQf84y/8lFOI4cRyZrs39+JvPgN+5P3jOU5quajEZEBBKdHd3Az2KNTTcDrwYuBFI4fQIz2UTPUN/9v7uzzx+4u+aki0+NrDrjwllq2jtVya625vGGW4/iNokJKWl4jt292V1tdwzf+0yPvQ74xcbtqcRMHMda222MuRV4GaCkQUqTmzzc4yYPG4A34iQPR3DvSgzvemTP8K5HNvqi9TfUnHzxmeGl68/1RWoWTOOw+fozBIGTgH3r5qk/w0x7tj+760v3JDdtO5C9C/jOxu2pShxiUERkyhKdHfuAb8cam34PvBC42H1oPzBMJp0d2HbzloFtN2+JxDesjq4978JAw6JGY3ylNiR9vqFA63BqUlDt/qiBpO397WOpTVdvSz9m4dvAQ5MdHel4jDELgZSbMESBFwH/U8xjlBolDRUi0dmRBu6LNTZtBs4EXgusxhltaT+QyQ72DvU9cF1HH9d1RNacE4+u2XBuYM6Sk6dwcczXn2EF4A/6sEtrjRfDwFaFZMYOtz+evufKB1NdFq4BritG20wRkUqV6OzYBfww1tj0O5wO06/AuUt/GPcL+VDX5meGujY/46+bXxNbd8FpoSXrzpjhvoGTka92vwanyTBB1TSQztrUXTszHV+/L7kjkWITcOUMzk+0FPih26/BB/zSWnvdDB2rJChpqDBu8rAp1tj0AM6MmZfiVMv6cTpNDwAMPb2pa+jpTV3+mrnR6NrzTgotXnuqv27+mgkkECngjjyPrQXM81f5lwf9ptyHtitJjxzIbPtyR3Lbnj77GPCDjdtTXV7HJCJSLtxmS9fFGptuxGnaeznODbYETvPebKbv0EDf5vYOoCO4cM386NpzzwgtjJ/hC0XneBU3hZMGt6aByOyFU1qstWw/lN3ylY7k1p29th/4OXDrxu2p7Awe82GcFh5VQ0lDhXI7TD8JPBlrbLoaOA+nU9hqYBAngchmBo4M9j98w2Zgsy82Jxpbe9760OK1p/rrF5yQJ4G4r6uteSDPYTcAfWcv9Z9W/FdU3Q4msnu/+0Cq466dmYPAL3AuhqpdEBGZgkRnxzBwV6yx6R7gZJwO02e4D/e4C6kDTx9KHXj6FuCWyOozV0VWnXF6YO7S9R50ni5Y0xD04Qv4TFV+p9vXn931vc2pjnt2ZfqBW4HfqbnuzKjKE6zauBPg/CnW2HQrcCJOu7uzcIZpS+BUz2azie7B/i03PsiWGx/0Resj0bXnrw8tXnNSoG7BGuMPjlR75uvPEHL3vXftPN+aGX5JVWMobRO/70zfedVDqWezls3AjzduTx3wOi4RkUqQ6OzIAtuAbbHGpgacxOFFODfYLM4NtgTA0DMP7Rh65qEdQHto6YmLw8tPXhect2Kdv2buylmY+2G8kZMAYkB6XrT6+jP0J23v7x5L3fmLbekDwKPAzzZuTz3jdVyVTElDFXFnmH4UeDTW2FSLc3flecDpjE0gBnuHBrbe9NDAVh7C+AKhpSee1tD0+geMz9+eZ/crAV8kgFlSa1bOwsupaENpO3jPrsx9P9ic3HVkiGeBq4CHi92RS0REHInOjh7g9lhj0x3AEpzmS5cBq3D6DRzGqaknuffxfcm9j+8D7jThmlB09ZlrQovXrgs0LF7rC8fmzkB4+WoaYkBmTqR6kobBlB24e1fm/m/dn9w5mGY/8CNmoKOzPJeShiqV6OzoB+7D6TxdizPq0UgC4QeGcEZgSmKz9ck9j93xzGcv/3yBXa4DzAtW+VdUaxVpMSRStv+unZm7v785uas/SQano/NNG7enhj0OTUSkKrjNe/fi9H34PbAGZ16k83ESCHD6B3YDGTs8kEw8ftf2xON3bQcIzFlaH1q8dllw3rLl/toFy/yxhqUmEIxOM6xCSUNvQ8TUT3P/Je/IoD1w2zPpe37ycOrgcIYU8GucprpJr2OrFvpyJyMJxP3A/bHGphqcBGIDzihMMaAe+N1xdnM20Lthqf/MmYy1UvUN2+7bnknfddVDqd1DaYLAvcCvNm5PHfQ6NhGRauU2XxrpH/hLYBHQiNNP8FScUXOyODfZBgDS3Xt70917e4HHRvYTnL9qbmjxmmWBOUuX+WvnL/OFY3NNMFJvjDETDOU5ScPl64MGZwSoI3Whyh05aXdv9uk/PJG++9rt6X7rTGZ3K7Bx4/ZUt7eRVR8lDXIMdzbNTTgjMPlwhhRbBWzJ95zL1wfDODUNu0+Yq/4Mk9E9ZA/96an0HT/ZkjqQzhIAHgTap9ou0xgTwZmtO4zz//0ra+0nihawiEiVcmsg9rnLHbHGphBOLcSpOEnEapwEwuA0Y+rDqbUndWjHkdShHUdw+k84/AFfcM6yhkDDorn+2vlz/DUNc32Rujm+cM1cE4rUGV8gavyBkQlZx6tpCOC0DMjWhSureVIma7Odh7Nbf/VI+r57d2fASc7uB67fuD2109voqpeSBsnLvcOy210KWQ0QC+JbXGNWzHhgFeBQIvvs9U+k77r6kfSRrMUH3I1zMdwzzV0PA5dZa/uNMUHgDmPMH6y190w7aBEROSrR2ZEEtrvLb2KNTTFgGbAcp8b+RGAxo4nEEE4yMQSkyKSzOcnEeBaYQPiRha/+11/jXNvHCrv7piZYGUlDMmOHH3w2c/+PHko9/EyPjeL0JbkBuE01795T0iDFsA7g4tWBlX6fmekRJMpWOmtTTx7OPnbz05mtf3giPYgzMsctwI0bt6f2F+MY1loL9Lt/Bt1FncNERGZYorMjATzhLrcBxBqb6nBq7FfgzGW0xF1iuJOyMdrEaRBnLqQUztwLQZse7ulqa96X55Bh3Ot7TRk3T8pkbWZnr33y/j2Zbdc8ltrbO0wMZ2LaXwEdG7en8g3zLrNMSYMUg9OfYYnvHK8DKTVZa+2ePvt0x67Mw9c8lnqiZ5j5OIXBDcDNMzFTpTs75SacZO5r1tqOYh9DRESOL9HZ0YfTTOlx4OaR9bHGpggwF5jj/lyEU0PRANTh9CUMUrim/2iiEA2UV01D1trsrl771KY9mW3XPp5+7GDCNgARnCFuN+KMFpjyNkoZS0mDTMvl64NRnJmnd66Z64t7HE7JODxo92/em3lo4/bU1qe7bQCnEKgDfotTzZpvJIxps9ZmgLOMMXOA3xpjTrPWbp2p44mIyOQkOjuGcEZo2ptvm1hj0/E6SY8mDcHSr2lwb6J1PbA3s/W6x9OPPdtvQzjJ0SKc/nzXA50aOrV0KWmQ6VoN2PowgYUxs9zrYLyUSNn+bfuzW254Mv1Qx+5MgtG7SI/hNEPatnF7KjFb8Vhru40xtwIvA5Q0iIiUEbfjdSG5NQ2RGQ5nStJZm97Xb3c9tC/zSPvj6Ud29lo/Trm4EHgK+A2wdSZq3aX4lDTIdDUC9pLVgVV+n/F5HcxsylqbPTBg9zzdne16YG/2qRueTO/JWhbiXMi7gZ8AD27cnjo0WzEZYxYCKTdhiOLMbPo/s3V8ERGZNWGcDtaEA6VR0zCctkN7++2Op45kdzz0bGbH3bsye4bSxHAShfnATuBaYIs6NpcfJQ0yXecAvSfM9Z1mrWXiQ06Xn6y19lDC7n2623Y9vC/z9O3PpHccGSKLc8ckCNQCf8CZNG+nR1WsS4Efuv0afMAvrbXXeRCHiIjMrKNJQ8SjPg39Sdu7py+7o/NQ9plNezM7Nu3J7rdO2VOH0z9jBbAH+BnO0O371fyofClpkCm7fH2wBmcOh51f6kje9YttZvPzVvpXnbzQv2p1g1m1IGaWlXPtg7WWw4N2X1e3fXrL/szTt3Vlnjk0aJM4yUEDo0PpdQB34rTFTHsYMtbah3Em5hMRkcp2NGkI+We2pmEwZQd6hu3hI4P28MGEPbKnzx66b09m5+OHsj043yUbgBpgpfuUp3D6KDwMPKtEoTIoaZDpWE3OOfRsvx389aPp7Tya3g5QGyJw9lL/4jVzfAuW1Zn5i2p8C+ZGzfz6MPMCPlNS514yY4cPD9r9BxP2wJ4+e+DpI9n9m/Zm9j7bbwc5NkkAp3r1dpyxubs2bk8NehS2iIhUryjukKvhaSQNmazNpLOkkhmGeobtkcOD9vCBAXt4b3/2SFe3Pbz9YOZIzzDJnKeEccrEOTgdmVM4ffceBrqAXRu3p5JIxTHOsO4ik3f5+uAy4O+AuLvK4MwR0MPo+NPPYYDG+b6GE+f7FqysN/OX1PrmL4iZ+XOjZkEkQCzgM8F8z52qTNZmkhmG+pK2u3vIHjmUsEf2Ddgju3vtkccPZQ493W37cjavwbkY+txw9wCbcS6KXRozWkREvHb5+uDrcAa62HPyAt/ceVETiQYJRgMmGAkQjARMMGuxQ2mbGkyTSqRsMpEiNZC0qf6kTfYlSfUN21Qq60wQN4bBGQI16i4BnHLdh1POb3WXZ3BqEvKW+VI5lDTItF2+PhjGqZKMA2fhdI4eqUkwOPMSJHAmrhlvVstjBHyYhrAJ1YcJNURMuC5kQjUhE64JEooFTSgaJBwNmFA4QCiVIT2YtsODKZKDaZscSDLcn7TJgZRN9g4z3DNkkz3DNjmUHjeJCeEkCDHAj3PHxgD7cJKER3GShL5xnisiIuKZy9cH3w5cgFNmTdRIfzd/zu9hnMTAMDp7tcGZM2EPzlwRe4DDwAHgkJobVSclDVJ0l68P+nGGG50PLMDpCLXS/dmAc7fC4FysBoEhnMQi7T423TsWuRdEP05yEMXprJzFSQ58wADOXZKncZocHcDppKWaBBERKWluTcPljJaZY7/QmTG/G5yZlodzliGcZGAnsN/9/TDQrdoDGUtJg8yqy9cHIzjJxHycCV1WActw7vZHcapDI4xe/MZWmxqee2EcWT+yZHAuhIPu0gPswrlTciRnGdTdEhERKUeXrw8anJth4y1pnAQhlbuozJPpUNIgJce9EIbcJTzO735G75Ykx/7u9QhGIiIiIpVGSYOIiIiIiBRUtmPoi4iIiIjI7FDSICIiIiIiBSlpEBERERGRgpQ0iIiIiIhIQUoaRERERESkICUNIiIiIiJSkJIGEREREREpSEmDiIiIiIgUpKRBREREREQKUtIgIiIiIiIFKWkQEREREZGClDSIiIiIiEhBShpERERERKQgJQ0iIiIiIlKQkgYRERERESlISYOIiIiIiBSkpEFERERERApS0iAiIiIiIgUpaRARERERkYKUNIiIiIiISEFKGkREREREpCAlDSIiIiIiUpCSBhERERERKUhJg4iIiIiIFKSkQUREREREClLSICIiIiIiBSlpEBERERGRgpQ0iIiIiIhIQUoaRERERESkICUNIiIiIiJSkJIGEREREREpSEmDiIiIiIgUpKRBREREREQKUtIgIiIiIiIFKWkQEREREZGClDSIiIiIiEhBShpERERERKQgJQ0iIiIiIlKQkgYRERERESlISYOIiIiIiBSkpEFERERERApS0iAiIiIiIgUpaRARERERkYKUNIiIiIiISEFKGkREREREpCAlDSIiIiIiUpCSBhERERERKUhJg4iIiIiIFKSkQUREREREClLSICIiIiIiBSlpEBERERGRgpQ0iIiIiIhIQUoaRERERESkICUNIiIiIiJSkJIGEREREREpSEmDiIiIiIgUpKRBREREREQKKuukwRhzkTHmemPMHmPMkPvzTmPMl40xfq/jK8QYc6kxxrrLFTnrP2CMac1d50Fs7zTGPOq+p9YYc6tXsZQSY8yVI5/ZBLYd+WyvnOGYrnDPlw9McPvWnNjiRTj+lTn7K7S0GmN+mPP3q8fspy3nsfdPNy6RaqfyccZiU/k4DpWPBfe7yn1/njLGDBtjDhhjHjTG/MAYs3ac7U8zxnzfGPO0e54dMMbcbYz5kDGmplhxTUXAy4NPhzHmxcD1HJv4LHWXi4CPABkPQpuuDwCrgduAK2f74MaY04BvA2a2jy1TcgVwCfAM8EVPIzm+DwGvBOYBXzbG3GStHTDGnAr8i7vNA8BXvQpQpBKofJwZKh/LzhV4XD4aYxYD9wMLc1YvcJczgV8AT+Zs/w7gW0AwZ/uwu/0FwE3AgzMadAHlXNPwQZz4u4DTgQiwBngTcC1w3GzXK8aYiLX2VmutcZcrvY4px5mMXhD/xo3vUq+CMcaEjDElcZ5aa68Y+cy8jmWqrLWtOeddVxH2d0XO/nLfl2dy17vHPQD8q/v4KuA/jTEG+CbOBTILvMdaW45fZkRKicrHmaHyMQ+Vj3m9AydhyADNQBRYArwI+C7QP7KhMaYJ+A5OeZgA/g6YA9QCLwR+X6SYps5aW5YLsB3nwvfHCW7/V8DdOB/QIHAv8Oacx//V3Z8FTshZvxzny4wF/nOi+3O3uTJnn+e62w/j3C25NOexK4B4zt9jl1ac7NICnWOO8e6c7c46zntwhRvnAM4JeT/wjjzxHnP84+z3DcCtQI/7XmwH/jXn8S/gZMaHgBRwAPjd2HhzjnclTqG3w33v5+Q57nrgN8DT7ucwDDwBfBaoGbPtEpw72E+72x0EbgTW5myzzj32LiAJ7HPjnDv2/Rmz77e6xx1034eTc1/LZM7DcT6HM4Bb3M+rE3jrOO/X2OXK8d4v9zmtOdvFc86LkXWvB65yP8u97nsZmMT/5ch+uvI8boDb3W1SwP/lPOfLXl9XtGiphAWVjyPHUPmo8tHT8hGn1sAC3UDkONv+LudY782zjd/Ta4uXB59W4M6JMvLm3gf8N/ASIDrOtv9V4AT6kLvNCkYvfh/Jee77c7ZtnOj+xjm5D+f8/gEmf1F8Xc7fF+cc43p33ZbjvF//U2D//zNOvBO6KAKfyPOcW3O2eTbPNt3A0pztxnuvLPkvii8r8Jp+kbPdcpwL3XjbXepuczrOhWC8beJj35+cfb+Q0fNmZNmb8/uVkzkPx/kcusdslwVOGfN+jV2uLPB5tY7zuq4ocDxLnotXnv2PPKerwDan4hQ6ucfYDdR5fV3RoqUSFlQ+jhxD5aPKx7HLlQU+r9ZxXtcVBY5nOU75OOYc6AK+ArwRWDBmOz9OwmqBXiDo9XVk3NfjdQBTDtypZh3vhOgBPpqz3Rog7T72VWAuTnXPT911CUYz5VvcdffmPH/krmjHFPaXe3Lf4T53LrCSMRfFnON1Meai4q4P4HyxOnrSu8cd+fL14QLv1VqcqjELPOzGEXd/t+5ja8f5B7n0OJ9BPOe9eBanuq0G5wLz3pzt3uDGEMOpJn9JzjH+JWe73M/xo0A9cFK+fx73+C8BFuNU583DaW86cvGY7273vZz9fgenXe98nDsgp7rb/Clnm1b38SXAPwCLxn6eOTHc4a5L41Q9zgF+mLOvkc9qqufNNW4s78pZ9285x7/VXdc1wf+b1pz9xMf5zJ8ATsSphh901900if9LO5F4cO7Q5H7eb/L6mqJFS6UsqHwElY9xVD7eisflo/s5DHDs52dxapWuwr1Z5n5OI4896PU1JO/r8TqAaQUPr8WpQhzv4vhmd5t353k8d3m5u+07c9atdv95Ri4m/zSF/eWe3OeNif3SnMeuyFnfxTgXxTEndD9OG7e3MXpRW17gfXpPzrHenrP+7Tnr3z3OP8ilx3n/c9+Lfyyw3atwOq5189y7Dt/M2W5k3dYJfv5h4NPAY8DQOJ/DBe52e9y/9zLOBRanjeHIBev+Asc7+nm6f/sZLZT+lLPdmpwYrpzmeXNyTowj676Vc6xbKe5F8X0523a467ZP4n/STiQe4LdjXvvHvL6eaNFSSQsqH1U+qny8lRIoH3ESxXaeW8NugW+425RF0lASHWimylr7W2vtuTidKt8B3JPz8Kvdnwuf88Tnmuf+vBqnPR842f/rcTqTpXF6uE92f7m2TOB5x/MdN5Ya4M1ufOD8Q+4u8LwFOb/vzPl9V87vE3ldY+U+Z/t4G7gde34DXAw08NxRJyLjPG3rBI//OZw7LutxLpBjjex7JM6nrLWpcbabh3OBgzyvI48FjI5wkPv+7xln26meN53uz6GcdeO91mLpzPl95JhFPZ4x5nLgNe6f1v35b8aYE4p5HJFqpvJR5SMqH4ttSuWjtXaLtbYZWITzv/eznIdH/hcP4tSoAJxgjCnJ0U3LNmkwxtSN/G6t3WmdERZekrPJyAl2MGfda+yxI7oYwGet/Ym7nx6cbBCci+Ib3N9vsNbun+z+cllrh8auy8PmfcC58F3r/vn3jL7eHx1nn7kxr8jze+42E3Ug5/f1ebZ5DaND+74KCAF1ebYdMdH36o3uz63AKvf9/6dxthuJM98/4mFGhx/M9zrGcxCnihGcdqEjluXZdsRkzpu0+zPfeZH3fJmi9AzuG3eM6a+4fx7BKdwtzp2irxf7eCLVSOWjykdUPkIJlI9j/he7rbUbrbV/hTO8OLj/i9YZNfAmd10d8Ld59ufpHCtlmzQA1xpjvu1OAlNnjIkBf53z+EhGfCNOlR/AJ40xZ7jDlMWNMf8Pp1ow14/dn03AC8asm8r+JuuI+3OVMaZhnMe/4f48G+eL1gDOnYpCbsqJ+YNurKsZHRs/y+jJOhk3MHox+bgx5jJjTMwYc4ox5r3u+lDO9n04dzc+PYVjjWdk3ylgwBizHqeN5Vgjw5QtAb5qjFlijJlrjHmLMeZUa+3IqA4A5xhj/sMYM88Ys9gY815jzKLxDu7+k3e4f15ijHmFMWYOThXnWDN13oycLwuMMUumuI/Z1Ipz5xOcttVXAz9w/36pMeZNnkQlUllUPqp8VPlYGuXjx4wxvzfGvN4Ys8h9Xc/DGY0Kjq29+RSj58wXjDM5Xb0xpsY9f36P09TJO163j5rqglPVmq/tWz+wPmfbTxfYtmvMfkMcOzpBHxAbs82E9keeIcjcxy7Nec4VOeu/Nc4+X5TzuAEez3nsqgm+X58vEPPnc7a7Imf9pRPY7yfy7PNW9/HLxnnsiZzfr8zZ13PWHefYVx1n35e628326BCH8ry+aZ03efb50XH29c4C71nrOK9r3M+cSbYHHRPjc56DMzxeyn38bsC46+cB+931e4B6r68vWrSU84LKR5WPKh+hBMpHoK3A67LkDBPrbv8Oxu/7MLKc5eW1pZxrGv4NZ1KoLThVW2mcarZrcIZcO5q9WWs/hjMSwF2Mjv/7BM4dkr/P3am1Ngn8KmfVb6y1iTHbTHh/U/AJYCNOp6jnsM5Z9a2cVVdNZKfW2g/hdGTbhBPvEE712Lvcx6bEWvufONWgf8YpQIZx2v1d7z5+M/A+nA5sg8DNwEunerwx3o8zukI3zjnwWeAz48S4G2cc8K+5caRwCr6bcNuwWmu3AOfgvJ973G3241R39+QLwFr7J+BvGB3f+g6cgmC8bWfivPkKTvX7VKrPZ03OJG4BnP/V99qRK721hxm9q7eU4t1pE6lWKh8dKh9VPnpdPv4Qp0y7B6ezeQrnXLgDZ9TA3Jo6rLU/wHmvr8SZyTqJk2h14MzkntuvYtaN3OmTMmKM+TzO5C7P4Ey0kz3OU0RERCqeykeRmVOSvbNlfMaYz+C0S13prmrTBVFERKqdykeRmaekobwsxbkgHgC+a639psfxiIiIlAKVjyIzTM2TRERERESkoHLuCC0iIiIiIrNASYOIiIiIiBSkpEFERERERApS0iAiIiIiIgUpaRARERERkYKUNIiIiIiISEFKGkREREREpCAlDSIiIiIiUpCSBhERERERKUhJg4iIiIiIFKSkQUREREREClLSICIiIiIiBSlpEBERERGRgpQ0iIiIiIhIQUoaRERERESkICUNIiIiIiJSkJIGEREREREpSEmDiIiIiIgUpKRBREREREQKUtIgIiIiIiIFKWkQEREREZGClDSIiIiIiEhBShpERERERKQgJQ0iIiIiIlKQkgYRERERESlISYOIiIiIiBSkpEFERERERApS0iAiIiIiIgUpaRARERERkYKUNIiIiIiISEEBrwMQGSve0m4AU2AT29XWbGcrHhERkVISb2kPASEg7K4a7GprTngYklQBY62+e8nMcpOAZcAJQBxYAswD5rs/xy41E9jtAHAYODTm58jve4FOoLOrrbm7aC9GRESkiOIt7T5gKbAaWOX+XA2sxCkT63KWWkYThbEskMApHwfG/N4PPAt0ucsz7s89ugknE6WkQYom3tIeBs4ETgHWAye5P9cAEQ9DO4SbQOQs24GtXW3NKQ/jEhGRKhFvaa8DzgbOBU5nNDlYAQQ9CisJ7GQ0kdgObALu72pr7vEoJilRShpkyuIt7WuBJuACdzkTp7q0XAwCDwAdwD3APV1tzTu9DUlERMpdvKW9FtiAkyCcC5wDnEjhprelxOLcYLsfuM9dNqsJVHVT0iAT4lafng9cBlyIkyws9DSombGH0STihq625ge9DUdEREqdW4vwIuDlwPNxatkrbbCZDPAIThn5J+DGrrbmQ96GJLNJSYPkFW9pbwBeCrwSeBmVmSQcz27g90A7cFNXW/OAx/GIiEgJiLe0n4qTJLwCJ1HwqomRV7I4TZn+iFNOdnS1NWe9DUlmkpIGOUa8pf0UoBlottY+zxijEbZGDQO34SQQ7V1tzU96HI+IiMySeEt7DKc24RU4ycIqbyMqOftwyseNOLUQaspUYZQ0CPGW9qXA24C343RilonZBFwJ/ExVtCIilSfe0u4HXgy8FXgNExvdT5yRm34LfB+4RSM0VQYlDVUq3tIeAV4NXGGtfbExxu91TGUsCVwH/BD4fVdbc9rjeEREZBriLe2nA39rrX2LMWax1/GUuS6cG2xXdrU1P+NtKDIdShqqTLyl/QKcROHNxpg5XsdTgfYDP8W5OD7kdTAiIjIx7ohHf2mtfZcx5nyv46lAFrgZp/bhN11tzUMexyOTpKShCrjVq2+01n7YGHO21/FUkTuB/wOu6WprzngdjIiIPFe8pX0N8CFr7d8YY2q9jqdKdOPcYPu/rrbmJzyORSZISUMFi7e01wB/Z232g8b41GHLO08DXwa+29XW3O91MCIi4jRBstZ+FHiTmuh6JgNcDXymq635Ya+DkcKUNFSgeEv7YmvtP4H9B2N8c7yOR446DHwV+LI6TouIeCPe0n6RzWY/jjEvN8aUy2Rr1aAd+FRXW/PdXgci41PSUEHiLe3LrbX/DrzDGFNOMzNXmwHgWzh3Vg56HYyISDWIt7S/3GazHzc+3/O8jkUKug34dFdb8w1eByLHUtJQAeIt7fU2m/kYxnzAGF/Y63hkwnqA/wG+2NXWPOh1MCIilSje0v5Sm81+zvh8p3sdi0zK/UBrV1tzu9eBiENJQxmLt7QHbSb9jxjzCePzN3gdj0zZLuATOCMuaTZNEZEiiLe0n2jTqa+aQPDFXsci03I98P+62pof8zqQaqekoQzFW9qNzWbfjM1+1vgDK72OR4pmC9DS1db8e68DEREpV/GW9jnZ1PBnTCD4LmN86uBcGdI4fQL/s6utudvjWKqWkoYpMsasBK4ClgBZ4NvW2i/N9HFXf+Ta88lmvmMCwTNm+ljimZuB93e1NW/1OhARkXIRb2n323Ty7zG+Txp/oN7reGRGHAD+DWc0QtXMzzIlDVNkjFkKLLXWPmCMqQM2Aa+x1j4yE8eLt7TXZIcTXzSh6N9ptIeqkAI+gzOSRNLrYEREStnqj2x8EdnMN0wgtM7rWGRWPIhzc+3PXgdSTZQ0FIkx5nfAV621NxZ73yv/+WevNsHwd33B8IJi71tK3qPAO7vamu/yOhARkVITb2mfm00O/sAXir7a61jEEz8H/kkjEc4OJQ1FYIyJA38GTrPW9hZrv6s+9Nv5NjV8lT9a94pi7VPKUhb4OvBRTQ4nIuJY8fc/fL0/Vv8dEwjN9ToW8dR+4H1dbc2/8TqQSqekYZrcKedvAz5lrS3aCbvyn3/6Ll8o9r8mENSU9jJiJ/BedZQWkWq24h+uqsWYHwVq573G61ikpPwM+MeutubDXgdSqZQ0TIMxJghcB/zRWvu/xdjnyn/+6RyM+a0/Wn9pMfYnFem7wD9rbgcRqTbL3/u9l/pjDT/2haJqrivj2Qu8vautuehNxUVJw5S5nZF/CBy21n6gGPtc+o4vvzQ4d9lPfaHovGLsTyraFuCNXW3N270ORERkpq34xx+FsNlv+2vn/40GA5HjsMD/4TTp1UAiRaSkYYqMMc8Hbsf58jYy7NfHrLWTbjoSa2wycy5++xeD81f8o/H5fcWMUypaP047zh97HYiIyExZ/u5vne2vmfs7X7hmhdexSFl5CHhLV1vzo14HUimUNHhs8Vs+vTQ4d3l7oH7BBq9jkbL1fZx2nGquJCIVZdk7vvLPwQWrPmf8gZDXsUhZ6gPe2tXWvNHrQCqBkgYPLf2b/31VcP7KH/nCsQavY5GytxWnudJjXgciIjJdDRe+KVxzyqVXBxesepVaI8k0WeDfu9qaP+V1IOVOSYMHYo1NpuF5f9UWWrTmQ2qOJEU0APyV7qiISDlb8Mp/WRNZdeYNgfoFmqhNiunnwN+qVn7qlDTMsroNr6it2/CK34QWrXmx17FIRcoCH+hqa/6K14GIiEzWwtd89CWR1Wf+wh+tm+N1LFKRHgBe09XWvNPrQMqRkoZZNPeSt6+JnfSCPwbnLm30OhapeF8C/qWrrTl73C1FRDwWa2wytWe+7IPR+FmfMoGQ+i/ITNoHvK6rrfkurwMpN0oaZsm8F73nwpqTXvA7f+3chV7HIlXjGuCvu9qaE14HIiKST6yxKVh37qu/GVl5+juMz6cODDIbkjiTpf7A60DKiZKGGRZrbDLRE859c83JF3/bF6mt8zoeqTr3Aq/qamve73UgIiJjxRqb6uvOffVPo6vPbPY6FqlKH+lqa/6c10GUC3XCnUGxxiZfrPHCD9acdtkPlDCIR84HOuIt7eu9DkREJFessWlJ/Xmv+b0SBvHQZ+Mt7Z/wOohyoZqGGRJrbApGTzj3P2pPf/G/mkAw6HU8UvWeBS7TJDciUgpijU0r6pvecE1kxSnneB2LCPA/XW3NLV4HUeqUNMyAWGNTNLL6rE/XnfXyf1DCICVEiYOIeC62/qJ4wwVvvDa89MTTvI5FJMdXgPd3tTXri3EeShqKLNbYFI2sOuNzdRua362EQUqQEgcR8UzNqZeubzj/9RtDi0840etYRMbxHZwO0hp5cBxKGopICYOUCSUOIjLras940en157/ud6EFq9d4HYtIAT8Gruhqa854HUipUUfoIlHCIGVkCXBzvKX9ZK8DEZHqEDvxwjPqz1PCIGXhrcBP4y3t+o48ht6QInAThs8qYZAysgS4RaMqichMizU2nVt//ut+FlqohEHKxpuA//M6iFKjpGGaYo1N0eDCeGvtWS9/pxIGKTOLgevjLe2LvQ5ERCpTrLHp7NozXvqNyIpTTvE6FpFJ+ud4S/uHvA6ilChpmIZYY1PUXzP3X+vPe+17fMFwxOt4RKYgDlwbb2mPeR2IiFSWWGNTY+zEC78QXXf+uV7HIjJFn423tP+l10GUCiUNUxRrbAqYYPi9DRf95Xv90boGr+MRmYbzgJ+o/aaIFEussWl5ZNUZn6859YUvMMZ4HY7IVBngh/GW9ku9DqQU6EvCFMQamwyYNzZc8OZ/CtQvVNMOqQSvAb7gdRAiUv5ijU3zQovXfrpuQ/PLjM/n9zoekWkKAb+Nt7Sf6nUgXlPSMDWX1Z17+UdDi+Lq1CWV5APxlvZ/8joIESlfscammsDcpZ+oP/91bzCBYMjreESKZA7wh3hL+3KvA/GSkoZJijU2nVVz8iX/FV195ulexyIyA74Yb2m/3OsgRKT8xBqbQiYU+0DDBW96my8UVT8pqTQrgd/HW9prvQ7EK0oaJiHW2LQmvOyk/4qd/IILvI5FZIb4cManPsnrQERkZhhjVhpjbjHGPGqM2WaMef909xlrbPIDVzSc/9or/LGGuUUIU6QUnYEza3RVUtIwQbHGpoW+aP1H68551aXG+PS+SSWrAX4Zb2mPeh2IiMyINPBBa+3JwAXAPxhjpjsk6qtjJ1/89tDiteumH55ISfvLam3Kqy+/ExBrbIoA72+48E0v8YWidV7HIzILTge+4nUQIlJ81tq91toH3N/7gEeBKbfVjjU2nR5cuPrtNSe94PxixShS4r4Qb2mvulYnShqOwxkpibfUnvmylwTnLlvtdTwis+jv4i3tb/U6CBGZOcaYOLAB6JjK82ONTQtMKPpP9ee//vnG5w8UNTiR0hUEro63tM/3OpDZpKTh+C4ILV3/xujac8/xOhARD3xT/RtEKpMxphb4NfABa23vZJ8fa2wKAu9tuOBNf+GP1M4reoAipW0F8H2vg5hNShoKiDU2LfNF695Xf+7lz1M/BqlS6t8gUoGMMUGchOEn1trfTHE3r6059bLm0MLV6scg1eryeEv7P3odxGzRF+E83H4M/9BwwZuf7wtF672OR8RDpwNf9joIESkO40zR/D3gUWvt/05lH7HGprOCi054W+zEC88rbnQiZefz8Zb2M70OYjYoaRiH24/hzbGTL74kOG+ZJnATgXfGW9pf6XUQIlIUzwPeBlxmjHnQXV4x0SfHGpsW8f/bu+/wuK7r3vvffc4UYFDZuwQVCOoSZclwiYuc3LjQoVOd2M69uUmcHidv5FwbvnFixGmMc53EiYucuMiybNkqlgQJqraKRZEaihK7RHBYwE6CRAcGmDllv3/sMyRY0MuZsj6P5sFgMJhZgMA58zt777XtyB9X3/qhtyjLlh2fRamLY1qVF/1mhhIaLu7NdsW8NRVXvV3WMQhx1tfrmlprwy5CCDE9Wuv1Wmultb5Ra31zcHl8It+bqG+MAX9UfcsHb7HLqxbOcqlCFIprgU+HXcRsk9BwnkR94wLgd6rf/Ms3qki0LOx6hMgjy4EpTWUQQhSND0QXX/am+KrrV4ddiBB55q/qmlqvCruI2SShYYRgWtLHyq94c110/oqGsOsRIg/9dl1T68+HXYQQYu4l6hsvxbJ/sfpNa2+T5iBCXCAOfD3sImaT/KM/15tUvOKtFde9+61hFyJEHvuadFMSorQE7VU/XnnTe6+0EzVLw65HiDz17rqm1t8Ju4jZIqEhkKhvrAb+d81tv3SNFS2TXZ+FGN3lwN+EXYQQYk79vF29qKG87mbZ9VmIsf1LXVPr4rCLmA0SGjgzLenX4iuvq4suvqwk2mYJMU2frGtqvT7sIoQQsy9R37gc+JXq237xJmVFomHXI0Semw/8W9hFzAYJDcY1KPXOyht//jbTvloIMY4osneDEEUvUd9oAb9ZfsVtS6O1y4p6kacQM+ijdU2t7w27iJlW8qEhUd9YDvxuxbW3L7PLq4pyOEmIWXJ7XVPrhHu7CyEK0m1Y9vUV17yzMexChCgwX6lrai2qkbmSDw3Az6tIbFH5Fbe+JexChChA6+qaWuV1RIgilKhvrAL+Z+V171lixSvmh12PEAXmCuDjYRcxk0r6YJ+ob5wP/ELlze9fJYufhZiSG4DfCrsIIcSseL+KxKrKLlstHQWFmJrPFlO3wZIODcAvWImaWNnK6+QFUYip+3wxvSgKISBR37gIeG/lTe9bISfVhJiy5cCfhl3ETCnZ0JCob1wJ3F61ek2DsiPxsOsRooCtBP487CKEEDNqjRWvsMtWXve2sAsRosB9uq6ptTrsImZCSYaGoMXqr0bmLY/Gllx+a9j1CFEEmuqaWheEXYQQYvoS9Y0rgHdVrv7A5SoSlVFEIaZnAfDJsIuYCSUZGoCrgNVVN73vBqWsUv0dCDGTaoD/G3YRQogZ8Yt2xTw7vqxeGoQIMTP+oq6pdWHYRUxXyb1hDnpOfzRSu9SPzF9+Xdj1CFFEfr+uqbU27CKEEFOXqG+8HLitavUHGmQjNyFmTBXwmbCLmK6SCw3AzUBdxXXvuUZGGYSYUZXAH4ZdhBBianJTd+2qhUQXXfamsOsRosj8cV1T64qwi5iOknrTHIwy/LJVXj0YW1x3S9j1CFGE/qyuqTUWdhFCiCm5Griu4rrbL1eWZYddjBBFpgz4k7CLmI6SCg1AA7Cy8vqflWFXIWbHMuA3wy5CCDE5wSjDryk7OhBfcoWMMggxO36vrqm1LOwipqpkQkPwgvhBZUeHYsuuenPY9QhRxP6yrqlVhV2EEGJSLgcuq7j2XStUJJYIuxghitRC4DfCLmKqSiY0AKuAayuue89KKxqvDLsYIYrYNcCasIsQQkzKzwHZ+KrrG8MuRIgi94mwC5iqUgoN7wWyZauul92fhZh9fxl2AUKIiUnUNy4AGssuvTlul1cvDbseIYrcLXVNrQW5aWJJhIZEfeNC4K3lV9xWYZVVyAZUQsy+d9U1td4YdhFCiAl5G6DLr7j1trALEaJEFORoQ0mEBuB2QJddcuNNYRciRAn532EXIIQYW6K+MQ68P1K7dChSu/TqsOsRokT8Sl1T67Kwi5isog8NifrGcuB/WGWVXfKCKMSc+lhdU2sk7CKEEGO6GSivuOZdN8neRULMmSgFuK9RKbxAXA9EE1e9vUFZtryBEWLuLAbeH3YRQoiLy3UVRFm90UV1q8OuR4gS8/uFdmKtFELDzwL98eVX3Rx2IUKUoN8KuwAhxKiuBFaWX7Z6nhWNV4RdjBAlZinmPWrBKOrQkKhvXAQ0RBdequyKeavCrkeIEvQLdU2t88MuQghxUbcD2fiKa68LuxAhStRHwy5gMoo6NAC3An75lW+WBdBChCMGfCTsIoQQ50rUN5YBt6Gs09H5K64Jux4hStQvFdIO0UUbGhL1jRZms5rO2KI6af0oRHhkipIQ+acBsMsvf9Mq2QFaiNBUUUCboRZtaAAuB+aXXXrTAitWXhN2MUKUsNvqmlovC7sIIcQ53gYMx1dce33YhQhR4j4cdgETVcyh4W1ANr7iGmmzKkT4Phh2AUIII2hFfgt2pDs6b7kcI4UI1wfqmlrjYRcxEUUZGhL1jTHg7cCp6LwVDWHXI4QonOFXIUrA1YBdftmbLlWRaHnYxQhR4iqB/xF2ERNRlKEBuAKIRBddVmOVVSwIuxghBO+ua2qVlo5C5Ie3A0PxFddI1yQh8sMvhV3ARBRraFgNeGWX3HBV2IUIIQCIU2D9qIUoRon6xgRwM0p1RWuXyki8EPlhbV1Ta96/J8/7Aicr6Jr0FqAzumDllWHXI4Q4Q6YoCRG+awA7vvzqxSoSk6lJQuSHhcANYRcxnqILDcBKoFLFyn27Yv6lYRcjhDhDQoMQ4XsrkI4tu+rysAsRQpzjXWEXMJ5iDA0NAGWX3lSnLMsOuxghxBkr6ppabw67CCFKVaK+MYI5m9kdnbdCQoMQ+eXdYRcwnmIMDW8GemOLLpO+8ELkn4LoECFEkVoFRFQkpu3KeZeEXYwQ4hzvrGtqVWEXMZaiCg2J+sYKTOekvkj1wpVh1yOEuMBbwi5AiBJ2JaDiK65ZoSw7EnYxQohzLADyuqNZUYUGzC7QYEeUVV69LORahBAXktAgRHhuBfpiiy6TUQYh8lNer2sottBwBeDHlzUslbMoQuSl5XVNravCLkKIUpOob4yTG4mvXSqhQYj8JKFhDl0H9McWXSpTk4TIX41hFyBECVoJKJTSduU8Ce5C5Kd3hl3AWIomNCTqG6PAZUB/pGaphAYh8pdMURJi7tUBKrb48oXKjpaFXYwQ4qKW1DW1Xh12EaMpmtAALAUU4NuV8yU0CJG/JDQIMfduBAai81cuDrsQIcSYVoddwGiKKTSsBJRdOT9hxRPzwi5GCDGqW+qaWqNhFyFEqUjUN1qYPYz67OpFi8KuRwgxpmvDLmA0xRQargYysaX1y8MuRAgxpnLyvK2cEEVmPhAFXLuiVkKDEPntmrALGE0xhYZrgb5I9aKFYRcihBhXQ9gFCFFCFgEawC6vlulJQuQ3GWmYTYn6xipgITBkV9TOD7seIcS46sMuQIgSsgSwsSOWiifkGClEfrsyX6fwFkVowJxF8QCssip5QRQi/0loEGLu1AHDsYV1C5SyiuW4L0SximJ2b887E3rxUEo9qJRao5TK1xeb+ZjOSVhllQtCrkUIMT4JDaIoFMDxEUxoGIzOXyFTk4QoDHk5RWmiL3JfAz4KpJRS65RS+dZDdgmAsqO2ipbVhF2MEGJcEhpEscjr42PQOWkFkJbOSUIUjLxcDD2h0KC1/rHW+mPALUA78IxSaoNS6reVUvkw72oVMBSZv7JWKaXCLkYIMa6FdU2tEvBFwSuA4+N8wAZ86ZwkRMEo6JEGlFILgP8NfBzYAnwJ8yL5zKxUNjkrgaHovKUyNUmIwiGjDaIo5PnxcRHgA1ixRHXItQghJiYv1zREJnInpdSPMPsgfBf4Ba318eBLP1RKbZ6t4iYiGHpdAhy3KxfIImghCkc9EOrrhxDTlc/Hx8BizEgDKhKrCLkWIcTE5OWo4IRCA/ANrfXjI29QSsW11hmt9a2zUNdkVGNGTHyrrLIq5FqEEBO3LOwChJgB+Xx8BLOeIQsSGoQoIHm559hEpyf9/UVu2ziThUzDmdEFFY2Xh1mIEGJSZGRQFIN8Pj4CzAOyKhqPKDsSC7sYIcSEVNY1tZaFXcT5xhxpUEotxZylKFdKrSZoa4o5u5+Y5domqjZ3RUUkNAhRQGQNkihYBXJ8BHOMdOyK+flUkxBifIuAw2EXMdJ405Pei1nctRL41xG39wP/d5ZqmqxyghETFYlJaBCicMhIgyhkhXB8BBMasnZF7bywCxFCTMpCCik0aK2/A3xHKfUrWusH56imyaoANICKxORMihCFQ0YaRMEqkOMjmJGPDqu8WtYzCFFY8m4x9HjTk35Ta30PUKeUuuP8r2ut//Ui3zbXagEXQNlRGWkQonDISIMoWIVwfEzUN8aAKOBZZVUSGoQoLHm3GHq86Um5F5nK2S5kGmoAB0DZkbxbNCKEGJWEBlHICuH4eGYk3oonJDQIUVgKa6RBa/11pZQN9Gmt/22OapqsasBRsfKosuyJtpAVQoRPpieJglUgx8ez03ejcTmpJkRhybuRhnFbrmqtPWDtHNQyVdWAa5VVxsMuRAgxKZV1Ta0T3pVeiHxTAMfHM+v8lFJqrDsKIfJO3k25n+gBe4NS6stKqXcopW7JXWa1somrBJyz3e6EEAXEnuw3KKW+pZTqUErtnI2ChJikfD4+VnDm4CjHSCEKzKSPjzC7x8iJTud5W/Dx8yNu08B7ZracKakEOjCLvYQQhcUmWJM0CXcBXwbunvFqhJi8fD4+jjwxKKlBiMIy1Sn3dzFLx8gJFaS1vn2mn3gG2QRzNoUQBWfSZ1K01j9VStXNQi1CTFqeHx8lKAhRuKYUGmbzGDmhgpRSS4B/BJZrrd+vlLoWeKvW+puzUZQQI7n9HQeszJHT8ehALBodjEUi6WgUz454StuexvaVjnhgexDxIXfdDq5HfI3toyK523ytbF/nbifiaxXxUUqy55xwtY4viMb2R5RyjlcsULAm7JKEmLICOD6a4CBrGopW9lTqNay0Z1lZ24pkLcvO2FbEsS07ayvbsS3btZTWlkKjUBofgusojVZaKaX1mSOgQmnlB18HpTSg0QpQWqG0+Zr5Bh3cZv7QlLkJpXOPhVY+5nFQoLUe8TWlfIVCa1OLBo1SmOcCUL4yz4FS6vzv1UrnalFaQ3AfIFePCu6vc/Vhbgs+P/M9KK20wvxnfjdopc33n/mHc+Zn1Jy5X+42PeKxg1+Lyv1uzOMF36+D3/DIukEFP7ev/WhMWel50djRwUhZxzSOjxZwhVLqMa31B6f6IOebaIq5C/g28FfB53uAHwL58qIoitjwwZ2b0m3rd4+8za7047FFuio6z6+K1OiqSJWusit0lVVOlV2uq6wyXWXFqFT2xJO68rS2PXzbxbM8/IiLb3vBxUXbHn7EQ9vm9pGfE/HO3KYjLjrig+2RCzPBR00kF3B8iHgmtJwbaFC2j7K1uf1MyNEoS6Mi5muWpTlzm62xbLRlaZQFlqWxbLCssxfbyr8zjkuDjwq+GGohQkzTXeTv8dG84zJX8+01QMwQb2DgVP9rj7481n2sch2NVOq4ldAxu1zH7XLiVpmOWWU6bsWIq5iOWTHiVkzHVZS4FdUxFSGuosRURMeUTVxFiCubmLImvB5WTN1VwJ7Pj3u3Uf02kJmpYnIm+oZqodb6PqXUZwC01q5SypvpYoS4mIojG2+sGD56Ve68BlpphoBTwfkPQ/so7UO/A/2YkyZaVaiImmdFrRorqmpU1Kq2YqpKmUuliqkKFVcJFVO2UtpWyrWx3djUFh+N7/xj9twdw7XvEwQfbbtnLn7wEdvTOnLu13NhR9se2K7WEQ8sDyK5cGSuY50d3dG2j8oFJvvMSI4JP7lLxFcsi7C3TOMOlONcM2e/BSFmRb4fHyUsFLnyJZf93PzBQ1cp34NzpmuP+F/fj1n9CaiRgwrjT+/OBJf+3IPrKIoyS1GmrOCiKLMs4srKfVRxFXyuLGLB9fiI6zFlEVNKRSTMjmFKryNKqZWYNVXdM1vOxEPDoFJqAbl+z0q9Beid6WKEuIDWMNi+WUeHK1C6Qmu/QkEcTUShI4CtNBF1dljQVxrP0uagrdJYpFHqCEqBp7QeBoYVWEqfGWlUVFoRVRuJqGo7qqttm+pIhCrbptq2dZVtU2XZVNg2dmG+vinLwo+hfFCTXXU8S24NPrr53K9SiAnI5+Pj2TeFSsJD0UrU2t61P9sXfb31pDZv6SMaoigdfCQCWMGsHyu45GbW2JiPFmY4ygd0cOLNx5ymM7eZB/DRwBCKIfP06mzsGDmTZ+Qf3Nmr50UUHTEBRJVZNmWWIm5ZlKncdZv4iDASU9aZz2NnPqoztxdfAJnq4frfgX8C/nPmSjEmGho+CbRg5ke9hNml7ldnupjpkfnoRUmpwwdTx/5X7tPq1dUKKAOqzrssxPxdLgDmg56HeRH0c48UfO5izppkR3zU4IOXNbk8l821RoGFxlKYS7Q2WhWZF6mOVEeq7KpIlZ2wK60Ku9IqtyqtMqtCldkJFVdl0hN9Qvwdv7XDnew3KaXuBd4NLFVKDQF/mkfzx0Xpyffjo7wWlYDsrR+JZW/9yPva16254M1QcNyMAPHgEhtxfeTnZZi9PSqCS2LEx/LgUsbZBjQ+58r9reWmL/mYY64XXC523Td3880tLjA4td+BiijLrrDjVrkVt8vtmFVmxa0yK27FrJgVt+IqpuJW1IqrqIoFH+MqomIqouLKDq7bwXVb5cNmwZOeXqSU+iBwE/DfmNeipUqp352pY+REuye9qpR6F9CA+aNo01rnyQlLw8+ks2HXIGZFauQnfVv6zDkOc+kY7ZuCF8kEZ0NFJeeGi4XAfGAx5m/6/HDhoFRGQxZFRpvEr70+d5g+99SYFdtY0fnRiui8aFWkOlIVqYpUWQmryk7YVVaZVWXFzUVFVKLEs8XQVL5Ja/0RpdQdmNGKagkMIkx5fnw8O9LgeflSk5gd12A2Gnzk/C8Ex00nuAxM50lGBJCRwWO065WcG0LKg88TmI15y4PHOjOScd7TqREXn9GDhwe42tW+2+sO0Tu1Y8s5bCw7YcfshB23y+24VWaZEBI3IUTFVNyKjQggkREBxISQs2HEVlPdEmAqP8fbMb/XDHAa83u+nRlaYzXR7knbMAu7fqi13jcTTzzTdGYwq33fU5Y1S/PRRUhS49/lQsGL5GBwOTHa/apXV1ucGy5yl8WYYJELFzWcfWGDYCgXM1IxctQii4fvnHL6nVNO/1g1qqiyowuildFaEy7sStsEi4RVZZfZJljEVJUVtcqm8jsoAGP+fkYTzNdcA/wDcMeMViTEJBXA8VEB+M7wcNiFiFn3aS4SGmbSeQFkimMCZ1Wvrj4/gIwWQio4dwRk5KUSMwIS5Wz4GBlA1IiPIwPI6CHEw/P6vWGv35v+vxsLlQsgVrkVt8qsmF1mx4PRDzMOEgQQFLWRqshAbFHsJLBrsk+ltf4M8BkApdS7gb/UWv/mtH+GwESHX9YCvw7cp5TyMS+Q92mtD81UIdPgEExD0Z4zrKx4RdgFiRk1pdAwUX1b+nzMmZcB4Pho9wvCRW60Inep5my4CKZFUcm5L1i5cHH+lChHO9rLnsj2Zk9kx5z/rGIqElsYq4rURkaGi0q7fMTIRcyqUhEVn+rvISR9U/y+fwc+hfl/IETY8vn4eGb6iJbQUAreWtfU+o72dWtevOArzTVx4PHgsz7MSZv+Edcvdtu515t7z5+ONG19W/pyk5LS032s6tXVNmOPfOQ+zwWNkdOvEiM+LwvuO/JE4fkhJDcrYfwpWD6eN+BlvAFvItONlgAv923p+87kfwOzb6LTkw4CXwC+oJSqB/4a+GemuMX1DBvA/Byu9pw0UQkNRWZWQ8NEBeGij3He6AZnTUaGi0rMKMX54aKCsy9IZ9pbc2G4cHVWu5ljme7MscyYnRCscisaXRCtitZGq+wquypSGTEjF+XWueFi6kOlM61nst8QzNfsCKaEvHumCxJisvL8+DhM8GZHRhpKRhNwkdDQm6G5ZitTH53VNNekGT9ojBc+zMfm3hnvMNa3pc/DhI+ZCiC5wDHWVKxc0MiFkNylfMTHGOeeTLzYKIgV3F7JFKfunk9r/Tzw/Ew8Vs7Ee9ib3eU+jDmj4mHO9OWDfswZX3CzM/KLFnll7NDQXBMDbJp78+L/fXDWpIdx3hBXr66OcuHIRS3nhosFmDMeI8NF7szGyGCRATx/yHcyRzJdmSOZrrGe266w49EF0apITTByUWFfGC6iVuUcLAQbs85RvB1Yq5T6AOZ3U62Uumcmh1+FmKw8Pj6eCQ06k86L10gx6z5Q19R6Q/u6NTsA1jZE/xyoA4Yun6fcL/58mWdbaiqBVnF2etDSce47vuaaISYfPi5+W3PvpBtqjCcIILn1k9MSzFS4WAA5//MyzPuCV6b7nLNlomsakpi5YvcDv6a13j+rVU1OH+bNFb7rDOXDqR0xY3xgvL+1DwH30VzTAxwbcTl+3ufm0tybFwvm+7b0OZzbq+miqldXx7hwvcV8LlzMHePCcOFxYbjwvUEv4w16uUVSo4pUR8qj86NVkZpIpV1lnwkXdrl9djF3TFWqqR2AADon+w2zPV9TiMnK8+PjmdEFL9077fnnomB8CvifwfVuYDXg7O/W9s4Ov+2mpfa14ZV2Rq4b05JpP1JzzTAzET7MCMiMv0cIZioMM+LfY6Ga6JnE39Ja7x7/bqHox7xgo92MnEkpLofb16256BzAtQ3RhYD3o18vvypiKTBn6WuBsV4MNc01XVwsTJx7OTEbZy6mom9LXxbz5nrUN9hBN4s453aJyoWLxZwdtViK+TefGyYd2Yb23MXc4Lt97pDb547ZpQogUhtJBOGiKlJlRi6scuvccBFVFcpS5+8iOuoaEiEKSD4fH8+GhsEuCQ2l4zfqmlo/275uzUHgaUz3nGHAf/AN57kbl1jXFlnnvrLgsmjaj9Rck2UmwocJIAUfEs430dDQrZT6JrBca/1+pdS1wFvzpNVhL8HPoR0JDUXmolOT1jZEFwD/CNjbT/rvuGXZhE90K86+gb5hjPv5NNecZvxwcXI2FoZNVtDNIncWY9R2sBPc42JB8HluGtTIBV8OF9njwu1x026PmwZOjlqkQkXnRysiNZEl0XlRa9475r0A7JjGjz0r8zWFmIJ8Pj4OEfTM9wa60lprLXvIlIQIZv+QP2tpc06sbYi+AtwInNh6wj/d3qPbLpunGsItMW/FONs5cXqaaxxmInyYKVh58f52oqHhLuDbwF8Fn+/BdIjIhxfFXoKRBj8zOK3+wyLvjLaeIfem9vCyylnpGGRhztAvBm4e434ezTUnGW9KFJyiuTf03QenscdF7pKbEjX+HhfnhgsHjXY6nQGn04kPMbTnyDeO/NfM/4RChOIu8vf4mCY3qqi11m42raRZSKn43bqm1s+3r1tzGtM16c0E+3b86A1n/SffFpfQMPuimGPl/Gk/UnONy9kQcX6o+Guae9+Y9nNMwERDw0Kt9X1Kqc8AaK1dpdSMr3yfojNDrt5A11QWVor8NVpomE9w9qy2TC2Yu3IuYAPLg8tYHJprTjDeyEVzb178/U5yj4sKzu0UVc2F4WLkHhcJxhgNEaIA5e3xMZ1K+on6xtwU3qx2Mn3SYbBkJIBPAJ8DDgJvAKuA0y8c9I589Ab/4LIq69IwCxSTEgHmBZfz/dNcFjERg0qpBQRdGJRSb8Gc4c8HacyCT9yeE5NeWCny2mihYTngzSsjVh5VhXAAjGJerFeNeS+zmGsi4SIv/u0Fi7tyZzpGFbSuGxkujs5+dULMmXw+PoLp5FYJZP3h/k47Ub0s5HrE3PnTuqbWL7S3OYNrG6ItmM3fTgO0ptz1H78lJqGhOPTM1RNNNDTcAbQAVyilXsKcSfzVWatqcnoI+tw6XYe7tdbIlM2isXeU21cBQ1cvtKc/5JdfyjCt8erGvFdzzSAXToU6//OjNOdHt5Sgdd24e1wIUaDy+fgIprXxfABvsOd0dP6KkMsRc2g+8HuYDTF3A4cwDUN6Wtrcvb98TeTk/HJr+t2LRNh65uqJxgwNSqnbgMNa69eUUu8C/gD4Fcxq/CNzUN9EdBKEBu1kXO0M96pYeU3INYnp8xi93epyYKiu1irVM2YVwJXBZXTNNf2Mv5j7WDF2eBBithXI8RHMyN4NAG7/KZkaWHruqGtq/Up7m+OsbYg+jJmy1APwk/3eS792nfXLYRYnps0jX0ID8HXg54Lrb8Ms9PoEZnHof5EfZ1MGMAsubcDzM+kuS0JDMTjUvm7NBf2S1zZEI5i58oeXV6liG2mYaVVAQ3AZ3YV7XFzscjxf9rgQIk8UwvERTICxAdzu42PuzSKK0irgo8B3gO2YE62VwMC9O52d77sy8p6quKoNsT4xPcdmY3ft0YwXGmytdW5x5q8D/6W1fhB4UCm1dVYrm6B0KqkT9Y3HMQsw+/2hvi6qFlwWdl1i2kZbzzCPYJ+BRRWhLoIuJrVMbI+LTsbfQC9v9rgQYpbl/fExcJqgw5lz+mCntF0tSZ+qa2q9u73Ncdc2RB8CPg4MuD56/SF34/vro+8Pu0AxZQfn8snGDQ1KqYjW2gV+Fvj9SXzvXDoCvAno99K9shi6OIwWGs4EhfnlMtIwhxRnOyLdOMb9fJprTjH+yEVHPuxxIcQ0FMrx8TRBtzntZj2dHepR8cTFOrCI4nUt8EHgUWAz8BHMGrrh7253Xrv9ssi7yiIqEWaBYsryKjTcC7yglDqN6e3+IoBS6kryqzvEYeDtAF7/KQkNxWGsdqtmC+hw262Ki7OAJcFl9Rj3c2mu6WD0ULGX5t7R/gaEyAeFcnzsw0zhjQCuP9x/ypLQUIqagEdb2pzM2oboo5jRsUMDWdxNR73kOy+N3B5yfWJq5jQ0WGN9UWv9D5hdBe8CfkZrndugysLM3cwXZxZ3ZU7sPRZmIWLGjNY5aTngzS9XcTkzUtAimP+XtwJrgT8EPg98A7MR0T+HV5oQ4yuU42M6ldSY0fgEgJfulXUNpeltdU2tPxNcfwmzCWcU4LvbnFccT8uatcKUP6EBQGv9stb6Ia314Ijb9mitX5vd0iali2DOptd3asDPDuXTWR4xNaOdZV4FpK9ZaMnUpOI2py+EQkxFgRwfwfx7MqGhv1M6KJWuJoCWNmcA0+VrKcDJQT20/aSfb3+zYmLyKzQUiA7Mz6IAvMHufGp3JybPAw6M8rVcu1WZmlTcDoVdgBBF5CAQB8h2HJDNFUvXB+qaWq8Prj8XfLQB7tme3ej5WtaZFR4JDZOVTiWHMPOgEwBuz0kJDYWtvX3dGuf8G9c2RKOYhdCZZdJutdhJaBBi5pwiGI3Pntx7SrvZdMj1iHAo4FMALW1OF/ACwWjDvm7d19bp7wixNjF5PhIapuwNTNtVnNMH5UxKYRu/3WpCFkEXOZmeJMTMOUkwEg/gDnRJKC9dH6lrar0kuP4MZn2ZBfDDnc76s0tzRAFoo7l3aC6fsJhCwx6CRT2Z423Hte/P2WYXYsaNtgh6ASY0SLvV4iehQYiZ043ZNbYMwO0+Lv++SlcEs4CfljbnOKYF6yKALSf80+09ui3E2sTkbJ3rJyym0HCE4A2ldjKuP9x/MuR6xNSN1W7VBqgpk9BQxE7S3CuLNYWYIUEHpe2YTRzJntwroaG0fbyuqTU3Wv84UJ77wkO7nfXhlCSmYMtcP2ExhYYOwCXYe8LtPy3rGgrXaKFhOeAsTKgyabda1DaHXYAQReh1IAaQOdZ2QntuJuR6RHgSnG0L3I6Z3r0Q4Pl278jxfl+mrxWGrXP9hEUTGtKppId5s1kF4Jw6OFr3HZH/RgsNlwBD0m616EloEGLmnR1d0L72BrsPh1iLCN+f1jW1JlraHI3ZKboy94Un9roy2lAYZKRhml4n+MMfPrjtgNa+tA8rPC7mzMfFLAeGLpV2q8XulbALEKIIdQCDBKMNbo+sayhxC4DfC67vBg4TTF97eLeb6hrSHSHVJSbmCM1zv1FjsYWG/QQdIvzh/ow32CNnUgrPgfZ1a9zzbwzarc4HMsul3Wqxk5EGIWZYsK5hF7l1DR0HJDSIO+qaWiMtbY4PPATU5L7w7AH3pfDKEhOwNYwnLbbQcADTt9YGcLuOjNaFR+Sv0f6fzcf8v9ULExIaithhmnuliYEQs2M7waLX4cM7j2rXmdN2jSLvXAJ8JLi+HegimK1x7w5n50BW94ZVmBjXpjCetKhCQzqVzGAW9NQADB95fbS58SJ/jdU5KdduVaYnFS8ZZRBi9hwk2OQN3/OdnuPSXlN8qq6pVbW0OS7wMGbaEo6Pv/6QuyHUysRYfhLGkxZVaAi8QpCUs8f3nPSzQz3hliMmabTQsIDg77UmLiMNRUxCgxCz5zgwzJkuSrtfD7cckQeuB9YE1zdh1r2UAXx3m7Nl2NWye3j+GUBGGmbMnpGfON3H5ExKYRktNKwA3CUVqjweUeWj3EcUPlkELcQsSaeSPrCR4Gzy8P5X92vPGQ63KpEHmgBa2pwM8BiwGKA/i/PKUS+UN6diTD+lufeCtZ9zoRhDw0ngNKYPMdljuyU0FJbRQsMqYKhB2q0WOxlpEGJ2bQaiANpzPLfnxJ5x7i+K39vrmlrfHlxfDzgEfyN3b3M2OZ52QqtMXEwoU5OgCEND0CFiA2YOPEMHtrT7TmYg3KrEBDmM7CV+ruVAuk7arRaz/TT3doddhBBFbh+QIXhTmDnWJlOUBMCnAVranAHgaWApwMlBPbSjw38tzMLEBSQ0zLAd5H427Wvn9KEd4ZYjJuhA+7o13vk3rm2IxjBtAjNLK2U9QxF7OewChCh26VTSwfxbWwgwtH/zXu252XCrEnngg3VNrdcF158LPtoA92x3Nni+ln2v8sMpTKerUBRraGgH0kAcYGj/5q1hFiMmbKzOST7AImm3WsweC7sAIUrEK+SmKLlZz+09IdN4hQI+BdDS5nQBPwWWAOzt8vv2dPpy8jU/PEdzrw7ryYsyNKRTSQ+TlBcBZE+kOrx03/FwqxITMFZoMFek3WqxygKtYRchRIlIMWLeeubYHpmiJAA+UtfUeklw/WnM34cC+OEu5yWtQ3uvKs4K9eRaUYaGwCaCoTWA7InU1vBKERM0VrtVG6Ba2q0Wq+dp7u0LuwghSkEwRSlJborSvk0p7WZlozcRBe4AaGlzjmMWzS8BeO24f+pgr5ZF8yHSWmeAR8KsoZhDw5HgUg2Q3rNhh/b9C+bLi7wyVrvV7LJKlYhHVNlcFiTmzMNhFyBEidlEsF+DdrNe9tTBreGWI/LEx+uaWnMn554g2LMB4KE3nPXhlCQAlFJPh31yrWhDQ9BF6ceYBbR4g91Dbt9J2SE6v+0d5fZLkHarRUubMe9Qz54IUYL2MKKLUjq18dVwyxF5ogL4RHD9ALCbYETquXbv8PF+/1BYhQnuC7uAog0Nga3BRwsgc3jX1lHvKcKWBUZ7MVoGDF1SI6GhGCmlXqG591jYdQhRStKpZBaz9m8JgHOqvdPt72wPtSiRLz5R19SaaGlzNNACVOa+8ORe96XwyipdwdSklrDrKOrQkE4le4EtBCk5vTeZ8rNDveFWJUaxf5R2q3GgBsgsq5RF0EXq4bALEKJErWfE2r/hwztkR3YBZh3hx4Pru4HDmOMwD+9293QN6Y6wCitVSqmnwp6aBEUeGgIvAOUA+J6fOfrGxnDLEaMYv91qhSyCLlIPh12AECXqGGazt3kA6baXdvvOcOhvTEReuKOuqTXS0ub4mNfoWgANPHtARhtCcH/YBUBphIY3gAGCxTwDO599TbvOcLgliYsYt93qvDIZaShCbTT3vhF2EUKUomDt35MEZ5HxPT97bI+MNgiAS4HfCK5vA7ow6x24d4ezcyCrZdbGHNFaD5EHU5OgBEJD0FquFVgMoLNpJ3tyn7wo5p9x263WlMlIQxGSBdBChGs7I0+svf78q9r3nHBLEnni03VNraqlzXExow2LABwff/0hT2ZtzBGl1A/yYWoSlEBoCLwEuARdIgZef26TtF/NO6N1TloJZFdWq4qYreJzWZCYEw+HXYAQpSxYEP0kwRtCP90z5Jw+tD3cqkSeuB74QHD9FWCQIFx+d1v2tWFXy94ec+NrYReQUxKhIZ1K9gM/IegS4fWdGnA6D28LtypxntFGGlYCQ/XzpXNSEXqD5l45WyVE+F7C7PxrAwzuem691r4fbkkiT3waoKXNGQYeJZi10Z/F2XzM2xRmYaVAa72Z5t68mR1TEqEh8Czm57UABne/uFG2RM8bGUx3hotZAaQvrZXQUIS+HHYBQghIp5LdmE5Kpv1q15Ee59TB18KtSuSJd9Q1tb4tuP4S4BDM2rh7m5N0fS1T2WaRUipvRhmghEJDOpU8BbxM7kWxY/9pt/dkW7hVicC+9nVrLjirFbRbrcLsBi2LoIuIr3UfcHfYdQghzvgxZodoBTCw/Zmfat9zwy1J5IncaEM/8AzB+6gTA3po+0lfwuUs0Vr3Aj8Iu46RSiY0BJ4G4gQvioO7nn1Wy3BDPhhrEbQGWJiQRdDFxFLqWzT3DoRdhxDCSKeSh4BNwFIAt/dEf/bk/ryZFiFC9Qt1Ta3XBtefY8RUtu9tdzb6WstUtlmglLqL5t502HWMVGqh4SCmBesCgOyJvR2ytiEvjN9utVxGGopFENS/EnYdQogLPII5sWYBDGx/er323Gy4JYk8oIBPAbS0OZ3ATwlGG1Jdfm/baX9niLUVszvDLuB8JRUagp7UD2OmvJgh2K1PPitDsKEbrXPSAoK/0eq4jDQUkSdo7h3t/7kQIiTpVPIo8CLBaIM30JnOnEglw61K5ImP1jW1rgquP8OIqWz3v+68JJM2ZpbW+jGae3eHXcf5Sio0BPYAWwk6ALi9J/qzJ1Ivh1qRGKtzUmaVabcam8uCxOxRSv1n2DUIIUb1GBAhmH4ysO2pDdqTDVEFUeAOgJY25xiwmWC0YfMxv+Ngr94TYm1FRyn1+bBruJiSCw3BaMP9QDnBz9+/5Yn12s3m1byxEjNmu9WrFlgyNalI+FqngKfCrkMIcXHpVPIkptvgUgB/qG84c3T3hnCrEnni9+qaWnOj/o9jprIB8Mhu56VwSio+rq+fzqc2qyOVXGgASKeSR4Dnyb0oDvdnhg/v/GmoRZWuIeDIKF9bAQxdUiPtVouFpdSXae6VcWwh8tsTmKknEYD+bU+97DvD/eGWJPJABfCnwfUDmBN+CwB+csA7dGLAH611upiEiKU+F3YNoynJ0BB4FPPzRwH6tz35ip9Jd4dbUkna175uzQVvItc2RMvItVutkkXQxUBrPQB8O+w6hBBjS6eSnZgRwWUAOpt20ns2PhFuVSJPfKKuqTXR0uZozML5qtwXntzrrg+vrOLg+vpZmnvzdsp8yYaG4EXxMYIXRTzXT+956clQiypNYy2C9gEWJmSkoRgE7ePkbKUQheFpwMMseCW9+8U3nB7Z20iwEPid4PobmJkCNQAPveHu6R7Sp8IqrBhELPU3YdcwlpINDYFnMNNjygHSezbucbqO7gq3pJIzfrvVMiQ0FDitdRb4Qth1CCEmJp1K9gIPkDuxBvS/2vK4tGAVwCfrmlojLW2ODzwEzAOzqdKzB1xZ2zBFrq9/SnNvXv/+Sjo0pFPJQcyL4pLcbX2bH35Cu85QeFWVnLE2dpN2q0VCw1dp7pX5rkIUlucwZ5IXALg9x/uGD+94PsyCRF6oA349uL4N6MSsd+Denc6OgazuC6mugqW11hFLNYVdx3hKOjQEXsQs6FkE4PV3Dqb3vSLdXebOaKFhFZC5tEZVRqXdakHzfJ22lPqHsOsQQkxOOpV0MOuQqghasPa/1vqyN9R3ItTCRD74NEBLm+Ni1jYsBMh6+BsOexvDLKwQZT0eoLk3739vJR8a0qmkC3wLSBB0ihjc+eNtbt+pfaEWVjqk3WqR8zVfpLn3dNh1CCEmL51K7sesb1gOgPb1wPanH9Wym1epu6GuqfUDwfVNQBooA7h7W/bVjKtlxsYEeb7OxCPqL8KuYyJKPjQApFPJw5ikvCJ3W9+rjz6mfdcJr6qSkAaOjfK15Ui71YLn+ro7aqt/CbsOIcS0PAIMApUAmSOvH8t27N8UbkkiD+RGG4YxjWUWA/RlcDYf8+TvY4IyHl+gufdo2HVMhISGs54AOggW9LhdR3qGD+54NtySit5o7VbLMfMjs0srpd1qIVPwOemYJERhC9b/3YV5U6gA+jc/8qyfHeoJsSwRvnfWNbW+Nbi+HnAJ2th/Z5uTdH0tJ17HkXH18URU/WPYdUyUhIZAOpXMAN8EajmzU/RjSXeg62CYdRW5sTonaZB2q4Us4+p9tqW+FnYdQogZsQV4lTObog5k+7c8/oDWvh9uWSJkudGGfsw0tiUAJwb00I6T/pYwCysEGv6c5t7hsOuYKAkNI6RTyT2YNqxmmpLWuu/l+x/UbjYdamHFa6zOSQDMK5d2q4UqavPHNPe6YdchhJi+dCqpge9j3jfEATJHdh0dPrj9x6EWJsK2tq6p9Zrg+nOYvw8b4Hs7nA2+1hIqR5F29Mtlf993f9h1TIaEhgs9BPQRbFbi9p7sH9j57I9kzdesGCs0KIW0Wy1UaUc/a/1t39Nh1yGEmDnpVPIUcA/mxJqZpvRqy0a39+SeUAsTYVLApwBa2pxOTEfKJQB7Ov3ePZ3+zhBry1uer92YfWaTvIIhoeE8wdzNOzFrG6IAQ/s27csea3sx1MKK02ih4RIgW1erqiKWis5lQWL6fK29RFT9Udh1CCFmxU+BDZgOdwD0bPjhw352WHrzl66P1TW15v4ensK8d1IA9+1yXpKTrhfqy/CFyOf73gi7jsmS0HAR6VSyDbifES+KvckHnnMHug6FV1VRGi00rADSVy2wZRF0ARpy+DLNvXLmUYgiFExT+i5mQ6/5AH66Z2hg+1OyvqF0RYE7AFranGPAawSdlDYf8zsO9urRjvUlqS+j980rV58Lu46pkNAwuieB7YzoTd338gMPyPqGGTPYvm7N8fNvXNsQVZjQMLSqRqYmFZqBrD5QEVOfCrsOIcTsCUbkv4ppwRoDGD647XDm8M7nQi1MhOn36ppa5wXXHwfKc19oaXPWh1NS/vF87Q05+jcKdb2fhIZRpFNJD9NNaRioBnB7T/QP7HruIRlqmxF7R7m9PLg4SyslNBQSz9feYFZ/mObebNi1CCFmVzqVbMesb1hJMBWl75WH18vGqCWrEviT4Pp+YA9BU5Mf7/cOnRjwD4dVWD45Oaj/dcn/698cdh1TJaFhDOlUsgf4CmYINgIwtDe5d/iQdIuYAWO1W/UBFiZkN+hCcrRff6mQXwyFEJP2PGY34DMbo/Zu+MGDfibdHVpFIkx/VtfUWt7S5mjMhoBVuS88tdd9Kbyy8kPXkG5bXmU1hV3HdEhoGEewvuEBYFXutv7Nj7yU7TjwanhVFYUxOycB1JbJSEOh6Ez7bZfUWP8n7DqEEHMnnUr6mE3fejF7HOENdg/1Jh/8nvacguk9L2bMIjjTEegN4ChBJ8ofveG2dQ/pU2EVFrasp7M9w/qXaO6d1LofpVSZUmqTUmqbUmqXUupvZ6vGiZDQMDFPYNY3nO0Wsf57rW7fqdGm2IjxjRUaLNNuVfZoKATmxZBfnOyLoRCi8KVTyQHMiHw1UAbgnDrQ2b/t6R/KwuiS9Jd1Ta2RljbHx7Swnwdmt9bn290NoVYWogPd/h2Xf6l/Kt2SMsB7tNY3ATcD71NKvWVGi5sECQ0TEKxv+DpwkqD/MNrXPS9+935vqP9kmLUVsLHarQ5fMd+qjlgqMpcFiak51q8/d8V/9O8Ouw4hRDjSqeR+zBrA5QQbew0feLV9KJV8NNTCRBjqgA8H17cCXUAFwPd2ONsHsrrkWvOmOr1HGr488JWpfK82BoJPo8EltIW1EhomKDib8u+AQ5Cc/eGBbO+Ge7/vO8P9YdZWoEYbpVkJDF0535JRhgLQMehvqvv3/nVh1yGECN0GzJnlSwimmA7seGbr8OFdz4dZlAhFbrM3F7O2YQFA1sPfeNjbGGZhc+14v3/wpwe935jOYyilbKXUVqADeEZrnZyR4qZAQsMkBLth/ismNScA3J4TfX2bH/m+9lzpGDNx/e3r1pw4/8ag3eoyYGhVtZJF0Hlu2NXpIYdfCrsOIUT4gv0bHgE2MmINYN+mB1/IdhyQBgml5aa6ptb3B9eTmC6UZQDf2ZZ9NePqodAqm0ODWZ3edNRb87stQ9Na36O19rTWN2NOqr5ZKXX9jBQ4BRIaJiloM/cfmGlKMYDssbYTAzt+fJ/2fS/M2grIaKMMCc60W5WRhnx3rF9/4tJ/7z8Wdh1CiPwQLIz+NuY1/kxHpZ719zzu9ByXKYyl5dMALW3OMPAYwWZvfRmczce8V8IsbC54vtabj3l/8KEfpHfN1GNqrXswHcveN1OPOVkSGqYgnUpuB76DSX02wNC+TfsGdjzzAwkOEzKBdqsy0pDPDvf6D1/+pf5vhV2HECK/pFPJDPCfwCmCN4porXt+eveDsodDSXlXXVNrbsHui4CLmY/P3ducpOtrJ7TK5sD2k/4333XX4D3TfRyl1CKlVG1wvRz4OSC0AC6hYeqew+x6eGb+5tDe5F4JDhMyZuckkHar+exwr797/SHvw+PfUwhRitKpZD9mKm+GYD67djJu93PfvNft7Rjt9V8Un9xoQz/wDLAU4PiATu846W8Js7DZtKfT2/S55zN/OEMPtwx4Tim1HXgFs6bhsRl67EmT0DBFwfzN+zFDRZchwWEyRpuetBDAUihpt5qfTg36nY/ucd/3kQfTRX2WSAgxPelU8jTwRczGqLUA2s16Xc994wdO9/GptJ4UhedDdU2tVwfXnw0+2gDf3+Fs9LUuupa8B7r9A9/Z6vx8S5szI+8BtdbbtdartdY3aq2v11p/fiYed6okNExD0Ir1bsyogwSHiRvtTNMqIHPFPKvatpQ9lwWJ8Q1k9dBDu91f/+PWoYNh1yKEyH/pVPII8AUgTtB1EM/1u5//1gNO19GdYdYm5oTibCelTmA9Qdv6tk6/J9Xpz9h8/3xwvN8/fdfW7Pv/4cVMb9i1zBYJDdMkwWFKRgsNK4G0tFvNP46n3Ufb3L/4/UeHfhJ2LUKIwpFOJQ8A/4QZcTBr1XzP737+2z/Kdh7eFmZtYk58rK6pNbco/mnMugYFcP/r7kuhVTXDuod0/3e3O7/2ty9k2sKuZTZJaJgBI4LD85wfHLY/fa+0Yz1HX/u6NR3n33hOu9UaWQSdT7TWPL3P/Y97dzr/FXYtQojCk04lD2GCgyYXHLSve16465HsqfbXwqxNzLoYcAdAS5tzFNhCsEB+01Hv5MEef7TpygVjMKuH79me/cNPPTP8fNi1zDYJDTMkCA7f4fzgsG/Tvr5XHrrLdzKDIZaXT0YbZajAtFt1pd1qftlw2Gv5+qvOp1ranNB2oRRCFLZgqtI/YbroLAJyXZUezZ7ctynM2sSs+/26ptZ5wfVWgj0bAFranPXhlDQzsp52f7DT+ewz+717w65lLkhomEHnBYc6gt9v5ugbx3vXf+8bfmawM7zq8sZY7VY9kHar+WRnh7fln1/K/sZMLeoSQpSudCp5HFiH2exrce72nvXfe2KofeszWms5MVGcKoE/Dq7vx7wPWADwzH7v4MkB/0hYhU2H42n3vl3OFx9pc/+tVE6qSWiYYSOCw5OY4BAFcLqO9HQ/961vugNdh0IsLx+MNhQp7VbzzKFe//C3tzjvb2lzSmL3TiHE7EunkicxwWGAYFEsQP+rLRsGdvz4Xu25mdCKE7Ppz+qaWsuDN9ctQFXuC0/udQtutCHraedbW5yv3bfL/WxLm1N0XaBGI6FhFgTB4QfA9zCLe8sAvMHuoe4ff/3uEl/8NdpIw5l2q1Ux5o1yHzFHjvf7p+/f5az54sbMybBrEUIUl3QqeQoTHLowx0gAhlIbU70bf/hNP5PuDq04MVsWA78dXH8dOAbUAPzoDbetZ1ifDquwycq42vnqK9m7WlPup1vaHDfseuaShIZZkk4ldTqVfAr4CuYfSzWA9hyv5/lvPzx8aMezJToSO1pouAQYrp9v1Ui71XAd7vU7vpTMfuiTTw/vCLsWIURxSqeSXcA/Ajsx6wBtgOzJfae6nv3Gf7v9nQfCrE/Mir+sa2q1gzPzDxG04dXAcwcKo5PSsKuzX96U/fazB7w7SnEUXkLDLEunkpswZ1TKyC3+AvpeeejFge1Pf0+72XRoxYVjrHarQ9JuNVz7u/0Tf//TzMfXrc9sCLsWIURxS6eSg8B/Ao8BlxKMyvvpnqGuH995T7Zj/yth1idm3GXAh4PrW4FuTBMUvrfD2T6Y1X0h1TUhQ47O/Gcy+98vHPTuaGlzBsKuJwwSGuZAOpXcA/wt0Afk+hUztDe5t/v5u+4soXUOPe3r1lwwBBm0W12KtFsNVarTO/q3zw//yfGB8LaoF0KUlmA67wPAnZhR+RoAfM/vefGex9N7N7Vq7ZfMnPESkNvszQEeJpianPXwNxz2Xg6xrjGlHT38pWT2zhcPeZ9qaXNKthumhIY5Eiz++gdgNyZtRwDc3hP9XU9/9a7M0d0vlsB0pdFGGSoxO4a6SypkpCEMuzq8Q3/zXOb3u4d5qFS6QAgh8kMwnXcD5hgZYcQC6YFtT27u2/TQt/zMYFdoBYqZdHNdU+v7guubgCHM8Z+7t2Vfzbh6OLTKRnE67ff83QuZf9tw2PtMS5tTarNDziGhYQ6lU8kB4N+B+zHTcaoB0L7uffm+Zwe2PXVPkU9XGq1z0nzAB1iQkM5Jc23rCW//376Q+e17dzqPS2AQQoQlnUruw4zKd2DWuSmAzJFdRzuf/tqd2Y4Dr4ZZn5gxnwYI1gS0EoTE3gzZV497ebVnx4Fu/9inn8n8y65T/udLcQ3D+SQ0zLF0KumlU8nHMJvcRIDlua8N7du0r/v5b9/pDnQdDK3A2TXWHg25dqsyPWkOvXLUS/3dC5n/dd8u59mwaxFCiHQqeRqzDnATZlS+HEBn007Pi999rH/7M9+XzVIL3rvrmlrfHFx/EbPhXxTg7m1O0vV1XnQk2nzMS/2fZ4b/+VRaf7Glzcm7EZAwSGgISTqVbAP+BmjDvDBGAdzek/1dT3/lO0MHXntK+64TZo2zYLTQsAggYkm71bn00iH3jb/7aeajD77hFETXCiFEaUinkkPA14PLPMyaN8C0Ze1+9htfdXpOtIVVn5gRTQAtbU4f8GOC/8fH+nV6Z4e/JczCtNY8tsd57fMvZD6b9fhKS5sje4cEJDSEKJ1K9mCmK92HWSBtFoBprftfe+zl7hfu/qrbd2pfaAXOvNFCwypMu9Va21LyNzkHfrLf3Rrs9Lw57FqEEOJ8wTqHl4DPAgcZcXLNG+hMd//kv36Q3rOxRXtuNsw6xZR9qK6ptSG4/ixmKpoN8P0dzgY/pEWerq/db7zmPP9frzp3APe3tDleGHXkK3mDFrJgulIrpl81mDfQFoDbdaSn65mv3TPY9tLD2s0Ww1y6sUKDtFudA46n3W9vyT73pWT2Yy1tzvaw6xFCiLGkU8kO4F+AH2Km856Zwjqw45ktPS9+907Z06EgWZztpHQaWI/pnsXu037P3i5/11wX1Jn2u5ufzzz86B73T1ranBdkjd+FJDTkiaAt62eB5zD9qs9M0xnc+ZNtXc/+91ecrqM7w6pvBnS3r1tzQfeLoN3qMiC9slrWM8ymvozu//ufZloe2u3+YUub83rY9QghxESkU0k3nUo+DjQDA5hF0jaA03m4u+vpr9w9+MYLD/jOcH+IZYrJ+826ptZcG/qngRjB4vf7d7nr57KQbSe8PX/2xPDd20/6fyHHx9FJaMgj6VRyMJ1K3oNpOzeMCQ8RAK+/c7D7uW8+2L/9me/7mXR3mHVO0VjtVqOAt6RSRhpmy8Ee/9gnnxr+/pYT/idb2pw9YdcjhBCTlU4lD2K6Kz2DCQ61ua8Nvv7Crq6nv/rlzPHURtnXoWDEgP8PoKXNOYLZ8G0xQPKod/JQrz9ax8UZ43jauWd7dv1fP5e5uz9Lc1CHGIWEhjwUjDr8DfAIZq3DmZ2kh1IbU6ef+PcvD+1/9ckCa886WmhYQK7darm0W50N6w+5r9/x1PCdJwf1Z1ranPaw6xFCiKlKp5LD6VTyXkwHwgxQh3nziT88kO3dcO/TPeu//zW3t2O0Y47IL39Q19RaG1xvJeiWBdDS5szqaMPptH/6s89mHr9vl/sl4AstbU7PbD5fMZDQkKfSqWQmnUo+jAkPJxnReg7P9fu3tCY7n/rKf2SO7n5R+15etCcbh7RbnWMZVw/fuTn7/Bdeyn7B8fnnljanEEeohBDiAulUcjfw18C9mBNrywmmtjgd+093/fjO7/dvfeK73nB/R4hlivFVAX8cXN+Hea+wAODpfd7BjkH/6Gw86eZj3ut/+vjwg2+c9v+6pc15INihWoxDlcAuxAUvUd8YAd4B/ComOBwHzvyBR2qWVlXe/N7bowsuuVkppUIqczwfa1+35vvn37i2Ifo+4MNRiyP3f7j8rywl3ZNmwskB/+Q/rc+8uL9bfxV4XhZ0CSGKVaK+cSHwYaAR6AXOrp9Tlqq8/mdvLrv0pp+x4gkZzc5PHcCl7evWDK9tiN4A3IHpmMWvXRu5+n/eFPv1mXqivozu+cZr2U3Pt3vPA//V0uZ0ztRjl4JI2AWI8aVTSRd4LlHfuAn4H8AHAY0JD77be6K/54XvtMSWXLmx4vr3vCdSs+TqPMwOY3ZOumqBVSuBYWa8fMTd9cUN2WczHv/Z0ubIEL0QoqilU8nTifrGr2H6/X8MMzLfAQyifT2w45ktAzt/srXimnddV3bZze+wy6oWh1qwON9i4LeBrwG7MO9tqoG+B153d/9CQ/R0bZlaOJ0n8LXWySPeq19KZtvSDg8Aj7W0OYUwSyOvyEhDAUrUNy7ABId3YxZMd2BCBADRRZctqLjmHW+LLrjkJmVZdjhVXmBe+7o1PeffuLYh+nkgsbYhsvTjt8Q+NvdlFY++jO7+xmvZzc+3e08A32ppc3rDrkkIIeZSor7RBm4DPoqZ+tIBnNOyPNHwM1eXX/6md9iJmuUhlCgubj9wVfu6Nd7ahuhtwJ8A7QC/szq6+hevjq6d6gN3pv2TX3klm9x8zN8P/Ld0R5o6CQ0FLFHfuBIzZWk10A90MiI82FULKyquu70xvuTK21QkWhZSmQCd7evWXHCWIGi3eifQ8ce3Rd/0viuj75/70gqfr7W/4bD36n8ms3uGXL4PPDXZDWmUUmXAT4E4ZgTyAa3152ahXCGEmHWJ+sZy4K3AL2G69J0GBkfep/yKN19RfuWb3xmpnH9JCCWKs9YDXwQeaV+3Rq9tiEaBLwAuMFgWwf72h8r/vCKmqibzoK6v3ecOeJu+tjm71/V5Enikpc0ppAYyeUdCQ4FL1Dcq4CrgF4GrgSxm4fSZlnMqlohWXnf7LfGV177FipXXhlDmy+3r1rz1/BvXNkSrMTtiH/rbd8ffv3qZ/ea5LqzQnRzwj/5HMvvKjg7/IPC1ljanbSqPE6yFqdBaDyilopgX8T/XWr88k/UKIcRcStQ3xoE3Y8LDfMx6h76R9ym79OZLyq+49c2RmqVX59HofFHTWmu362gqvffllzNHXv/tdCp5TpvctQ3R24H/RbC24c8aY2/9ucsjPz/Rx2877b1+5+bs6/u69V7gmy1tzqy3by0FsqahwKVTSQ20Jeobv4DpW/1e4C2Y0HAScHQ27fRvaU32b31iU6L+LVfFV153U6RmyVVz+OI4frvVhLRbnYyspzOPp9yX79rqHPT19M+gaHP2YCD4NBpc5IyCEKKgpVPJDPBior7xZcyo/K9g2rT2BBeGD249NHxw6yG7Yl55ouHtN8aW1q+2y6uWhFRyUfOHB05nTu7bmt6zcY/X11GOmWKd4OzxJ+dl4Ncwo9+Z727LvvqOS+x3xiNqzFkTx/v9Q9/a4rySPOr1AQ9hRt6zs/CjlCQZaShCifrGRcDtwM9hgmEH5h/mGXbFvPLEVW+7Iba0/mY7Ub1slkv6m/Z1a/7u/BvXNkTfhGm1dvieXy7/s+q4mnfht4rz7e3y2/51Y2bHkT69G/h2S5uzfyYeVyllA68CVwJf0Vp/eiYeVwgh8kWw5uFG4JcJGnEApxgxOg8QX3nt8vLL3rQ6umDlDcqOxue+0uKhXWfI6Ty8c6h9y9bMkV2DmE35BoBHgY3pVPKiO3mvbYiuwYS8QwCf+ZnYe966KvKOi923d1h3/ugN56WHdrs9wF7MsVE2apthMtJQhNKp5CngvkR94xPA2zCLppdgXhxPA7432D3Uv6V1E7AptvTKxeWX33ZzdOElN1jReOUslDTaSMNigJiNVRk7u7OnuLjBrO773g5n42N73CPA/cCzM9lbWmvtATcrpWqBh5RS12utd87U4wshRNjSqaQHbEnUN24DGjANRW7F7PHQjVkfSObI68cyR14/pqJlTyWuetu18RXXrLYr51+ax23N84rWvu/1ndo7fOT1renUy+14zgLMCPYgZm+NrelUcrwRgBcxU68jgPvd7U7ythX2WyOWOvPeddjV6Z/sd1/65hbnmOvTGTz2ay1tjuwKPgtkpKEEJOobo5j1Du/CDM8qzLDsOfM6sWyr7NKbLokvu6o+Om/5VVZZ5bRanI1wW/u6NZvPv3FtQ/QPgBuvX2x5//izZZ+YoecqOllPZ5NHvNfu3Jw90J9lM3BPS5szqxsWKaU+Bwxqrf/fbD6PEEKELVHfWA3cgpneuxSzALeDEfshAdiV8xNldauvjC2+7KpI9aIrZQTiXNpzs25/5wHn9MG9Q/te2e0NdCaAMswJy+eBJHA4mFY9IWsbor+OaTV/BODvbo+vuWmpfWva0QPrD3kv37U1e2wgyxDwAPBiS5uTmemfS5wloaHEJOoba4CbMVOXVgIeZmj2gn9o0QWr5pVdcmN9dOElV9mVC+qmsQaitn3dmgvaf+barX6oIbLsd2+JfXSKj120sp7OvHLU2/SN15yDnUO6D7gL2DwbG7UppRYBjta6RylVDjwN/LPW+rGZfi4hhMhHQWOROuDtmA1VY5iRh27OX+N15iRbw1XmJFvFgjkuNy94w/0dbvfxvdkTqb3DB7cf0p5TiZl+5AFbgReA3elUckqj4msboouAf8aEBv/qhVbtOy+167+z1Tme8VDAk8CTLW3ORac4iZkloaFEBS+OKzA7aN6OWYikMSMQF/zjU7FEtPyy1ZdHF9VdHqlauNIqq1oywRBxqn3dmgs20gnarX4dOPknt8Vufe+VkfdN48cpKkFYSH7jNWdv55C2MWdoHpzNF0Wl1I3AdwAbsID7tNafn63nE0KIfJaobywDbgDeg+lQqDDdCbuCj+eILrx0ftklN9RH5q24LFI5b5WKxBJzWvAc0Z4z7PadPuCcPrh3+ND2vW7PiQFMSKjE/I4OYTbZ25ZOJfvGeKgJW9sQ/V3Me5WTmKnWUWAj8PBsj7qLc0loELmFYZcA12I6L60MvjSIOcNyQc9/FYnZ8eUNy6IL61ZGapestCvmrbRi5TUXefgN7evWvP38G9c2RGuAfwUOf/72+AduXmrfNlM/T6HKejqz6aj38jdec/Z1mbCwHfOiOCMLnYUQQkxeor6xAtMg4hbM+odcB59uLuz6A5gQEVt65crovOWr7Mr5y62yysXKsgtqHal2nSFvqPe419953O05cTx7qv24c/pgF1AOzMOsNdDAbmATsAc4MZnpRxOxtiG6EvgHzHuRFzEjC8dn8jnExEhoEBdI1DfOB+oxva1vxJx5BvPi2I+Z73kBu3pxZXzplcvt6kWLrLLKS2OLLutSlpVsX7fmz8+/79qG6OXAXwGHv/KBst9cVWNdMSs/TAHIuHp401Ev+c0tZ8LCNuBhoH02piIJIYSYmhEn2a7DbB63HPPGOYNZJzh00W+0bCu25IpFsYWXLLOrFy2xyqpqrXii1oqVzwt7bYTWvq+zw71+ZrDTG+g84XQfP5btOHDc7TrSE9wlClRjRhM0JiwlgZ3A/nQqOXzRB55BaxuiNwAnWtqcU7P9XGJ0EhrEmBL1jTHgcsw8z+swYSKKGYZ0MCFikHPne9rAIuCPRjvjsLYheivwR8Dh7/1y+Z9XxVXtLP0IeWswq/tfO+69+t+vZQ/0DGNh5n8+goQFIYQoCIn6xgWYUYhrMcfI+Zw9Hg5ijpFjzue3EjVl0dpltXb1onl2xbxau7yq1iqrrFWRWDlWJKYsO4ZtPirLjk6kLu17Lr7vau05+L6r3Wzad4b6dWao388M9ntD/X3eQGeP23uyx+050Yf2czVHgSrOBgQwgWgPsBnTDbFjpkcTRGEoqKEyMfeClmi7g8uTifpGC9MqdSVmnue1mF7XPiZIgHmhGa9DwhJAxWysihgXm9ZUlDxfe/u7/d3Pt3tbH0+5g54mjhlZeKSlzWkPuTwhhBCTkE4lO4FOzJn3XCemVcClmJauV2KmM2nMCTUHMxoxjHkz7vvp3uFMuvcEx3afGPcJlVJWvCKqYuUxK5aIKTtiazfrajfr+s6wo51hVzuZi84GOE8kqKuMs1OSVVDbXuANzOLj40CXhAQBEhrEJAVbvZ8ILpsBEvWN5ZggsRBYhnmxHK+//yogfc1Ca55VAn2vTw36x1455m198HX3jVNpXYXZ5fJ1JCwIIUTRCBb/7goujwdNR2ox05gWYI6RuctyzBt1HXy0MIusvVEvWnv+8ECW4YFssNgw17wid4lj1hzYwSWGGT2AsxvYWZjAchITEPYDR4FjQI8EBDEaCQ1i2tKp5BBwMLhM1Epg6PJ51orZqSp8Q44e3HXK3/54ytm6+ZjvYOaE1gAbgOckLAghRHEL3oB3B5dzBCP3VZhFxbXBxyVABeaNf1nwMXc9HnzMrTPUmJELBxM2spiRgiwmFAxjNnQ9hVlv0R987AaGJByIyZLQIObc2oaohXlhPL6y2pofdj0zyfO1d7BXp1486G5taXMPOz4LMC/4R4HvAzta2px0uFUKIYQIWzBy3xtcJiQYuch1LfLkjb+YSxIaRBiqMWdK/MUVquA3xOnL6O793f7eLce9vT854B7qy1CLOSMUx3RBeqWlzRl/rqoQQggxhiAkTGmjNCGmS0KDCMOZoLAgoQpupCHj6uFj/fpgW6d/YP0hd+/2k34XZtpRDWZdxyZML+k9LW3OBXtcCCGEEEIUGgkNIgzzCTot1cTzPzQMu3roWL8+mOr02zcf89pfOeZ1+JoY5ueoCC77gPuBbS1tzkU3+xFCCCGEKFQSGkQYlgC6PIKdT+1W044e6B7SpzoG9anjA/7p9h596vVT3ulDvXoA82+lBhMQVmH6b2/A7K2wT4KCEEIIIYqZhAYRhkuAIaVQP3rDfXhxhapdUK7m1Zap2uq4qq2IUW0pZY37KJPk+tp1PDIZj+GeYd11alCfOtLnn9rf7Z/e2eGf6hzSmRF3j2G6WszHdLRwMS1StxK0p2tpc/zzn0MIIYQQohhJaBBhWA4MpR3cu7c528//YsRC1ZapeFWMaFVcxSqiKloeJZqIqlh5hGh5VMXiNtGyiIrGI8RiNlHHw007DKcdnRnI6uH+LJn+jB7uGdaZ7mE93DWkM8Mu568vUJj2dQnMPhMjbx/A7Hy5DTiACQmyPkEIIYQQJUlCgwhDbj1AbkH08IiL5/r4p9N6+HSa4bO72E+awmxsEwkuVZgNbsqCr2tMB6dOYA/QjtnY5jRwStqiCiGEEEKcJaFBhOEfMGf2azHBYQVmd8yFmDf1Mc7ukplLDeenh5G7SOvzbs99bQhIY0YNBoEeTDjowGx2c7qlzclO/8cRQgghhChuSmvZF0Tkl7UN0dzmNTHM6EB0lOs2ZufLYc7ufpn7mG1pc+SPWwghhBBiBkhoEEIIIYQQQoxpxjvUCCGEEEIIIYqLhAYhhBBCCCHEmCQ0CCGEEEIIIcYkoUEIIYQQQggxJgkNQgghhBBCiDFJaBBCCCGEEEKMSUKDEEIIIYQQYkwSGoQQQgghhBBjktAghBBCCCGEGJOEBiGEEEIIIcSYJDQIIYQQQgghxiShQQghhBBCCDEmCQ1CCCGEEEKIMUloEEIIIYQQQoxJQoMQQgghhBBiTBIahBBCCCGEEGOS0CCEEEIIIYQYk4QGIYQQQgghxJgkNAghhBBCCCHGJKFBCCGEEEIIMSYJDUIIIYQQQogxSWgQQgghhBBCjElCgxBCCCGEEGJM/z/qNom5mvUnvgAAAABJRU5ErkJggg==\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(15,12))\n", "\n", "plt.subplot(2,2,1)\n", "Severity_US = df[\"Severity\"].value_counts()\n", "Severity_US.plot(kind='pie', explode = [0,0.1,0,0], shadow= True)\n", "plt.title('Severity of car accident in US', weight = 'bold', size = 15)\n", "\n", "plt.subplot(2,2,2)\n", "Severity_CA = df_CA[\"Severity\"].value_counts()\n", "Severity_CA.plot(kind='pie', explode = [0,0.1,0,0], shadow= True)\n", "plt.title('Severity of car accident in CA', weight = 'bold', size = 15)\n", "\n", "plt.subplot(2,2,3)\n", "Severity_TX = df_TX[\"Severity\"].value_counts()\n", "Severity_TX.plot(kind='pie', explode = [0,0.1,0,0], shadow= True)\n", "plt.title('Severity of car accident in TX', weight = 'bold', size = 15)\n", "\n", "plt.subplot(2,2,4)\n", "Severity_SC = df_SC[\"Severity\"].value_counts()\n", "Severity_SC.plot(kind='pie', explode = [0,0.1,0,0], shadow= True)\n", "plt.title('Severity of car accident in SC', weight = 'bold', size =15)\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "protecting-verse", "metadata": {}, "source": [ "### we see that althought South Carolina is one of the states with high rate of car accident, it has fewer accidents with with severity of 3 than US and two other states. Also, The severity level 4 for all three states are lower than that of US." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.9" } }, "nbformat": 4, "nbformat_minor": 5 }