20231020 14302300 1.0 FALSE BG_Decennial_Race_2020 002 file://\\2TK9490CK1\C$\Users\mevans\OneDrive - State of Indiana\Documents\ArcGIS\Projects\IndianaMap Publishing\IndianaMap Publishing.gdb Local Area Network Geographic GCS_North_American_1983 Angular Unit: Degree (0.017453) <GeographicCoordinateSystem xsi:type='typens:GeographicCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/2.9.0'><WKT>GEOGCS[&quot;GCS_North_American_1983&quot;,DATUM[&quot;D_North_American_1983&quot;,SPHEROID[&quot;GRS_1980&quot;,6378137.0,298.257222101]],PRIMEM[&quot;Greenwich&quot;,0.0],UNIT[&quot;Degree&quot;,0.0174532925199433],AUTHORITY[&quot;EPSG&quot;,4269]]</WKT><XOrigin>-400</XOrigin><YOrigin>-400</YOrigin><XYScale>1111948722.2222221</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>8.983152841195215e-09</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><LeftLongitude>-180</LeftLongitude><WKID>4269</WKID><LatestWKID>4269</LatestWKID></GeographicCoordinateSystem> FeatureClassToFeatureClass tl_2021_18_bg "C:\Users\mevans\OneDrive - State of Indiana\Documents\ArcGIS\Projects\IndianaMap Publishing\IndianaMap Publishing.gdb" BG_Decennial_Race_2020 # "STATEFP "STATEFP" true true false 2 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.STATEFP,0,2;COUNTYFP "COUNTYFP" true true false 3 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.COUNTYFP,0,3;TRACTCE "TRACTCE" true true false 6 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.TRACTCE,0,6;BLKGRPCE "BLKGRPCE" true true false 1 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.BLKGRPCE,0,1;GEOID "GEOID" true true false 12 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.GEOID,0,12;NAMELSAD "NAMELSAD" true true false 13 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.NAMELSAD,0,13;MTFCC "MTFCC" true true false 5 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.MTFCC,0,5;FUNCSTAT "FUNCSTAT" true true false 1 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.FUNCSTAT,0,1;ALAND "ALAND" true true false 14 Double 0 14,First,#,tl_2021_18_bg,tl_2021_18_bg.ALAND,-1,-1;AWATER "AWATER" true true false 14 Double 0 14,First,#,tl_2021_18_bg,tl_2021_18_bg.AWATER,-1,-1;INTPTLAT "INTPTLAT" true true false 11 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.INTPTLAT,0,11;INTPTLON "INTPTLON" true true false 12 Text 0 0,First,#,tl_2021_18_bg,tl_2021_18_bg.INTPTLON,0,12;OBJECTID "OBJECTID" false true false 4 Long 0 9,First,#,tl_2021_18_bg,BG_ACS_Race_2020.OBJECTID,-1,-1;GEO_ID "GEO_ID" true true false 255 Text 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.GEO_ID,0,255;NAME "NAME" true true false 255 Text 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.NAME,0,255;P1_001N "Total Population" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_001N,-1,-1;P1_002N "Total Population: One Race" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_002N,-1,-1;P1_003N "Total Population: White Alone" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_003N,-1,-1;P1_004N "Total Population: Black or African American Alone" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_004N,-1,-1;P1_005N "Total Population: American Indian and Alaska Native Alone" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_005N,-1,-1;P1_006N "Total Population: Asian Alone" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_006N,-1,-1;P1_007N "Total Population: Native Hawaiian and Other Pacific Islander" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_007N,-1,-1;P1_008N "Total Population: Some Other Race" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_008N,-1,-1;P1_010N "Total Population: Two or More Races" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_010N,-1,-1;P1_011N "Total Population: White and Black or African American" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_011N,-1,-1;P1_012N "Total Population: White and American Indian and Alaska Native" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_012N,-1,-1;P1_013N "Total Population: White and Asian" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_013N,-1,-1;P1_014N "Total Population: White and Native Hawaiian and Other Pacific Islander" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_014N,-1,-1;P1_015N "Total Population: White and Some Other Race" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_015N,-1,-1;P1_016N "Total Population: Black or African American and American Indian and Alaska Native" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_016N,-1,-1;P1_017N "Total Population: Black or African American and Asian" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_017N,-1,-1;P1_018N "Total Population: Black or African American and Native Hawaiian and Other Pacific Islander" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_018N,-1,-1;P1_019N "Total Population: Black or African American and Some Other Race" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_019N,-1,-1;P1_020N "Total Population: American Indian and Alaska Native and Asian" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_020N,-1,-1;P1_021N "Total Population: American Indian and Alaska Native and Native Hawaiian and Other Pacific Islander" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_021N,-1,-1;P1_022N "Total Population: American Indian and Alaska Native and Some Other Race" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_022N,-1,-1;P1_023N "Total Population: Asian and Native Hawaiian and Other Pacific Islander" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_023N,-1,-1;P1_024N "Total Population: Asian and Some Other Race" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_024N,-1,-1;P1_025N "Total Population: Native Hawaiian and Other Pacific Islander and Some Other Race" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_025N,-1,-1;P1_026N "Total Population: Three Races" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_026N,-1,-1;P1_047N "Total Population: Four Races" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_047N,-1,-1;P1_063N "Total Population: Five Races" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_063N,-1,-1;P1_070N "Total Population: Six Races" true true false 4 Long 0 0,First,#,tl_2021_18_bg,BG_ACS_Race_2020.P1_070N,-1,-1" # 20231020 14302300 20231020 14302300 Microsoft Windows 10 Version 10.0 (Build 19045) ; Esri ArcGIS 12.9.4.32739 Census Block Groups with Population Estimates by Race 2020 Census Population Demographics Race Decennial Census Redistricting Files Test File Geodatabase Feature Class dataset EPSG 6.5(3.0.1) 0 Simple FALSE 0 TRUE FALSE BG_Decennial_Race_2020 Feature Class 0 OBJECTID_1 OBJECTID_1 OID 4 0 0 Internal feature number. Esri Sequential unique whole numbers that are automatically generated. Shape Shape Geometry 0 0 0 Feature geometry. Esri Coordinates defining the features. STATEFP STATEFP String 2 0 0 COUNTYFP COUNTYFP String 3 0 0 TRACTCE TRACTCE String 6 0 0 BLKGRPCE BLKGRPCE String 1 0 0 GEOID GEOID String 12 0 0 NAMELSAD NAMELSAD String 13 0 0 MTFCC MTFCC String 5 0 0 FUNCSTAT FUNCSTAT String 1 0 0 ALAND ALAND Double 8 0 0 AWATER AWATER Double 8 0 0 INTPTLAT INTPTLAT String 11 0 0 INTPTLON INTPTLON String 12 0 0 OBJECTID OBJECTID Integer 4 0 0 GEO_ID GEO_ID String 255 0 0 NAME NAME String 255 0 0 P1_001N Total Population Integer 4 0 0 P1_002N Total Population: One Race Integer 4 0 0 P1_003N Total Population: White Alone Integer 4 0 0 P1_004N Total Population: Black or African American Alone Integer 4 0 0 P1_005N Total Population: American Indian and Alaska Native Alone Integer 4 0 0 P1_006N Total Population: Asian Alone Integer 4 0 0 P1_007N Total Population: Native Hawaiian and Other Pacific Islander Integer 4 0 0 P1_008N Total Population: Some Other Race Integer 4 0 0 P1_010N Total Population: Two or More Races Integer 4 0 0 P1_011N Total Population: White and Black or African American Integer 4 0 0 P1_012N Total Population: White and American Indian and Alaska Native Integer 4 0 0 P1_013N Total Population: White and Asian Integer 4 0 0 P1_014N Total Population: White and Native Hawaiian and Other Pacific Islander Integer 4 0 0 P1_015N Total Population: White and Some Other Race Integer 4 0 0 P1_016N Total Population: Black or African American and American Indian and Alaska Native Integer 4 0 0 P1_017N Total Population: Black or African American and Asian Integer 4 0 0 P1_018N Total Population: Black or African American and Native Hawaiian and Other Pacific Islander Integer 4 0 0 P1_019N Total Population: Black or African American and Some Other Race Integer 4 0 0 P1_020N Total Population: American Indian and Alaska Native and Asian Integer 4 0 0 P1_021N Total Population: American Indian and Alaska Native and Native Hawaiian and Other Pacific Islander Integer 4 0 0 P1_022N Total Population: American Indian and Alaska Native and Some Other Race Integer 4 0 0 P1_023N Total Population: Asian and Native Hawaiian and Other Pacific Islander Integer 4 0 0 P1_024N Total Population: Asian and Some Other Race Integer 4 0 0 P1_025N Total Population: Native Hawaiian and Other Pacific Islander and Some Other Race Integer 4 0 0 P1_026N Total Population: Three Races Integer 4 0 0 P1_047N Total Population: Four Races Integer 4 0 0 P1_063N Total Population: Five Races Integer 4 0 0 P1_070N Total Population: Six Races Integer 4 0 0 Shape_Length Shape_Length Double 8 0 0 Length of feature in internal units. Esri Positive real numbers that are automatically generated. Shape_Area Shape_Area Double 8 0 0 Area of feature in internal units squared. Esri Positive real numbers that are automatically generated. 20231020 /9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0a HBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIy MjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCADIASwDASIA AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3 ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3 uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3jcPW jcPrS0VICZb0o+Y9Tj6UtFADWUbTnnjvQFXA+UflQ3Yepp1ADdq/3R+VLj0JpaKAI5WKocrmoQ6+ VtK9KsMu4Yziq8yLGAAOfWkxkXfpSd6njiyNzY9hSsyqpXy8HvSsBWdQ6Mh6MMGoIYo7KHywflyT kgdSfarPSsfxLeTafo5u4GCyRSIwyMjrVQm4O6JnDnVjS+0R+p/75NJ9pizjcc+m01i6T43tpEZr +RQzN8qqFG0ds5NWZ/GOlpeFoyW8tGVt3yjOR379O2ar6zLsZfV13NL7RH6n/vk1FJf2sX+snVOc fNxXOXHjmW41O3tYDHbW8n35AhdgM9j/APWrm9VDz3txPBeyzHf8jHnPqTyMVjLMYx0Z0Qy+UrWP She2SsBLcomezcVcW+s0AHnKM9OOteWR6ncTpFDKQ02RghT93n3NdDZpKjwXEyzJLGx3sFYNg+uc g9R2Fczx8pStKJu8HGnG6Z17azpyE7ryIY65PSmf29pIODqFuD/v1x2uaZdC/wDtVuxXzEcZmC4P r8uO4PpXEC2mjmEiK7lTuBC8EVrGtpeehHs02lHU9q/tzSyMi/gx0+/TxqliRkXMZHrmvH4tNvrm 1kutxCF9jBkPBxn046moJZdRs1iMLlbpHDKrLu3YxggHip+s6XL+r3ly3PZv7X04f8vkP/fVCaxp 0pIjvIXI5IVs141H5tk4uHkkmEi5feSu3PUD0q9ZO2n2T6gjeUj5Bk3E4QnGPfpXM8wd7KNzp+oL lvzHrC6pYyfcuUb/AHeacdSsx1nUY9a8x0nUl1LdDbXUW6FGfaCVYjv9f/r1uWUch80XUU5DD5SJ O4P4jGfWqhj5Sko8hlUwihFty+R2D6pYq2GuYwRyQT0HrT49QtJnVY51Zj0ArzW9mvFvGt/Lf7OQ HeQ9D2wMH36V0ejxu1tFK7SFmmQKV6BQRgHHANarFuVVQSMnQ5afO2dhRUPlt3eUflRsH9+X9a7D nJqKh8tP+ekn/fZo8uP++/8A32aAJqKh8qL+83/fZo8qH0z+NAE1FReTB/dWmfZYzzsWgCxRTdi+ mPpQUXrtB/CgB1FNKoBnaPypNhxwAPpxQArdV+v9DSswVSzEBQMkntUZViyjPv1okh8yNkZjhhg4 piHpIkn3HVvoc07IyRnmqJ0uHOcv1z174xmnQWCQSb0L527eW+n+FOyFdlsnHWopE3kfLjJ7mpBG O+T9aRlx93g+lIoasJB++fpTWgLHlyamBBoJwM0rAQNDkYXHGK5rx9iPwjM7/LiSMZz/ALVdYBgY rn/GkdzL4eeOzVWuGlTYG6daio+WLl2RdNc00jx5LqJlLbgiA5Zic8CtSBLBVdnuI7gFOAGJKH8h zT7fw5NKkjaikgeM/MUb5Tkjj8qpajpJsZC1iru0mTsPIUDqa8qri05KCep6dLCppvoMYbp9+5WQ DA3An8K2tKHkWr3McW4qC2DEWVcfyrCt4rp4mlkThSNxUcL6ZrasrjVpNOe1tY2a3OVZgnrxjJ47 1x1KspSTX4f8Md3sFGFr9ev/AA5r6bBEx81WhdUwAT/THetOSS2gtGlkjkD78EhWB24GBkjpmqei WsegiV762t57iRAQr87Rzx0xnipRcR3jPssposBmkQN8oLHIAA44GfzrWlBwhzN69jgruMqjS27k VzrlppdikkqfaS8oG4ykkA846celaTSx6PDueF90AHmbZsYVumfl6DpWLqulNcQxCwtZZGSVGUse QQpPr7VPpu+QS/2nBNICpjkVnJ3OD0OD61qqrhZPW5k6UZLmjpb7zD1jxYZNR86B3gXaP3ckm/J5 Gegqub+bUbIsMSOrrtZI+QBznNbV9pujyXoV4La0UoPknOTnnkZ7dKy7PWjHIbO4soEtosLExx0B 4JBHI9uOKxUZznvZ9zs56UYXjHbvuVv7D3R4udS3gtmSAoVZfUZ7YNSadosuoCaytyq26DewmfA2 5GRurooYZbuWNDFgM+5gGOSSSR16Usunm0ufLe4a3Q5DSHJwfQketVUg1Jcuq/r/AIBnTxPuvm0f TT0K5tLSyjWeCNWDMF+RTnjtuwB27da0dHJvY5vNgngV0DJuUyZGc9hxWJfT3QX7Hay+ejPyAud3 Ixj8asWSvbWpL36wSzKuwKWQ5z0460U6knLRWIqUkoXck2X/ALVaurRpJIzlj5aKjKOcDqR3xWjp cuw21tG0wQTIWV+mc+vf8K462QRancqsu8o4Ksvrn3ro9PvXm1q1XDovmqCjAdc+uKVGfLWV2915 fpsOpR9zTtc7+iiivfPJCiiigAooooAawGAMdTS7R2yKD1A96WgAoPSigmgBrdMetO7U1Rklvyp1 MBrfeX606mt1X6/0p1IAoopM56fnQAZzwPzpQMUAYooAQgHrTXO1eefSn03q2fSmAuSen5msvXd3 2FMMAfNXB259a1ao6pcpaQwzyZ2JMucY9D61nVScGn2Kg7STOKnF3Ofs0UgLSvhiE+6Scc+3eufu zdWl3JYy7nERZGaIH5ya7uTVGluWnWWKPPAU4zj35qNb2KGwa4abzJt7nZGgY/fNeF7ON2oP8D04 1nFJzjf5nK2d1fW9wlvplizMY9siTw9c45OD7D8zXVWK3EVo0Uzwpco7MIo4v3ZbHAHrWlbeRLE0 8eoRpM4Ejq5XKgAZBAPtVbfYzTqslzbORI7Eo4GSMYPXp/hXVGjKGtznqVlU0SsRx6NCXiEMxEcs m7CqOMCkt9qQ3SW9wZPnbeUjB9h+gqsj26u+JVGJJNv7ztuPvVjTIra0sJWS+tE3g7g7fNx07+lR TaqSaUde4ppxim3oEX+jWO2K5XerrIg2D5yeCPyJrMmF9PeTxwBT0kcFApB+hPtW3MtuNPMa6pEx fZhGkXrkc561nCzt5Ll38yESh1izE6uzjGTjnOK0rUOZxj0+QqVXlvLqYOoaBFrs26/aQXMa4CwL 820ZPvxyar6f4YsIxtkN3JGAZCx2KV47EjnvXZz2y6hdyzrcODHGEBCFccHjn61ny200lnNssSmy 3yWDKeMH5uv1rB0uSVoP+vkbLESlGz2IpoEt1hmWaeEO5JV04wOnA79+KqXsU91E0aXZ5mBwd2D8 vY5yCc471rpcwWcUTDVrOSROGYEEtk/UgVU1TV5oblha3KSRsRIrhQQWHB6fQU6nIlzJ+VkiafO3 a3zZRxY6Q0Er3SOc/wDLOVSykcgfMvHeuX1Q20ly0lm0wTcWBaQH+Q4q9f2up3Un+lCNQ7k7iCoB 9eRV6Tw9DNpqtY3Kh4XYHceq4BPIFPDyhzXt8jWtFxW+/Uw9Ds/tN40REi4Tcu1vmPI9vTPNdpo9 iYbyMtBc4SZSkzNlT84GD8o9TTLDT7fTp0ZZFZgTGWxgkAZz909Dx9a2rS4kI8kSMYRcR7AEJB+Z Sfm2jHNdCp05VVJ90czrVOW1zpKKTPY8Glr0jkCiiigAoopCccdT6UAH8Y+lLSAc5PWl5oATJHUf lVLUbidbGc2a7rgRsY1I6tjgVdLAdSKqGxV7yO7JO9PujjGMEeme/r6UAZR1TXYVdH0gSuhwGRuH 4zn25/lVuxv9Slvhb3Vh5cex2MwPy7g5AA+q4NagYn+Hp70uT/dNACP938RS5HqKDhgaQMNoPqKA BmGMZ60uRQB3PWloATcKNwpaKAGswCk0DgAYNDckD8adQAmfY1T1Dy2WASnahmGSW244PertVL47 fs52F/3w+Ud+DSlswMt2tklRRK7Dc4OJzyOMfxe9Zcv2c3ErKqkmQbWfDHGBznPP510VxdCC4ikm tmQBHwOCT09KW18vbYR/IXWLDDjg7a4KuHjU30NqdVwMJbaO7QxzXAjJ3hWwuODj196eyfZGmkiv XZ1t5Du2HHTjkcVp3N/a6bbXkx8gzxux2MwBIzXK3HiS4urg7zB5bJtKJkDHuQc96wm6OHkunbT/ AIBvCnWrptK/zNHSL4PLdfvo45NzA7/Vc56nPJJqzLcQSxXUTzCTeysGjYDPyr2zWGt7h2myiPcP ja+58HJHXg9AK0kmgSNxLbQyyRtjzDKyEnGeMdOvapdZOVn9+v8AkHsmloQXniN7GSyDRPIfuvhD 8oOOR6ng8VZurxxZTTFgqvMCPMXblSMZAq2lrElwvlTRiVYyQ7s0gVjkZA3D1rAu9QuZ2+w2d0kI MmEk2mT5R7OTxj+dXzQsr6N+olCUvhWiLOkXUF006FI2bHLNCDkjI7VJqFxdW2nI9pDAoZGSVtgU 7CCOQDk1etneL7MBPjcHBMqJt+b5jgKQRyO571SYeUQnn25yCxzHjAz/AL1KdV0vejqTGCm7PQpp Yw5UyGV03Lk7cDqPxpbjSbZZmR5gfKfMbMCCQQp9fWmtqEVjHCrSb5JF3R5OV4OQTh++OlaN1f3G pTQBDbudrAhUIAGATnLe1YKiqMbRdm9tDolWlVd5bCXEED/ZWABBB3RsWODis2S4tYLmG3NrGZFu NyZBJUkDueo+tdDHFHa/ZZGu45GII3fcYDaTjJJ4qtPawXV8zG4gIb5gx+dlP1BGK6ZUZU1zx3MI 1VL3ZbFHU7j7Tp6q16kc3nSEhRgqct3zTdDv/LeGxa8SUmZGweSfmBPP4VnapaSwwyPbzLKwmbOV PAyeeT9Ky/DjSS+KbGV1xmYE4GK5oVJ+1jdfa/X0OyNCEqUmnsr/AIep7DwR6ik2j6fSjAPI/OjJ HX86948gNvoTRg+v6UZHqKQkEgZ/WgA+Zh14+lAUjoR+VOGAMUUAJg+v6UYPr+lLRQAm0egpaT5v aj5vagBF6t9adTBu3N0pST0GM0AJIMocfePSmQqU4J+gqQAjnPNABK4OPyoAdRTQCOh49KXcO/H1 oAWijOahubmK1hMsrbVyB0JJJ7ACgCUckn8KWqUer6a8KyLewBCdo3OF59MHv7U5dU09vu31seM8 Sr0/OgC3VS9DlrUIVDGYYLDI+61EeqWEzokd7bs7gFVEgyc9OKbqMvkm1csq4m6t0+61KWzBFTVo LlgC/lSCRDFhY+RkHnlqpEbZgY91s0fzbUibkEY7E4+nWpb7U2kZUiuI2A+bcqcKc9j3zyKoWWoX t3d7pfLtlkVeRzlRnkZ+tebOp7zUWdEYO12cP4n8N6hqOvXN6JIxESoJlYq3QDoaybSzj0q7uXuc vJGuYo1wy/UnNbfiog+IbkLJ5ijbgls/wiqkF3aqqme1EsyggSeYR9OPauWnXhGpJTR6s6NaVCDg 9LbG7o3iOK/t7a9nso/MfdndycjI/KtL/kIPNPChEan59iKAnygZ5PtWfpvhhY75VkuUKMCu4LnB x9asX2n6np8AOnXJG5gk0O1VOeoPuOanmqT957GEo0U+WD1+di+W1HTmMsdkhUQlmJjXhV5J61zd +15Ii39ou2UboiIhnA6nI7da7nTxPcNDMxmZjGwcjA5OOMZIxwe1Qz3K2TS20bJGvml3jbg/dHJx gY9q6oUowipSeiOX2rd4panMR6pqsFmkjRiS4jYHGAwIK+3fkcV0enQrqkULbAkrxZnSQYJ55HIO Kz2luDA0JwLcZkzlOW3ZHH0FaNzdrDcWqC2inTaV4cNs5GM0oS9/mFO3La2pg6/pNraCCd2EKS5K Bfm2MOxzjI68U7R72R4jJbBdiSFS0inDEpg4x/Krst3Fc3ccSQWwDMMMu0pgc8/WmXepW1jbHelq i+Y4KRqhLfMenFOpBX1dl+pUJ3VrXZbuL29u2t7eW3hSJAGDNGQWO09iamtY/LjunW6ijlTaVQgA P14x79KwdP1lr+S3byIAEyFUhWzhT1GBW/a2P2tpJfJQtuB3267QRjoRTjT5qvO3fTqiJy5Ycthu ozTRymBcSC627xCvKnoOuQM4/SobbTorfULZ45txWVcrvVuc9sc/pV+2ydr3C28KSwBj5igBtp7e v3qngvN8FtAJYCvmoECn5iAwPSnGjFzi5rZ6CVWUYtRej3NsEAY/mMU6m7fc4p1eocwm0egpMDf0 HSnU3q59qQC4HpRnHX86WkblSPagBTRTSpxwaMn+7QA6iis7U9Xi0sxmeN/KZXZpAMhdozj6nsKA H6k9ykSm0BMmTkAZ4wev44qBrjUkUbLdXJLZz6bgB+mahHijT8t8s+FJVj5Z4I6j8O9Q/wDCYWBl IWK4aIKGLiM5yV3KAvUkjn/69AFz7bqTFsWYUKTjOeflYj9QvT1q/bO8lujyKUdhllIxg1Qsdetr ++NpFHMrqHLF12gbSvHPf5hSapeXkDwCxiaQs53KIywPTAJ/hHXmgDWpCQOtcyNb1o2wZtHYTFsC NVkYYxnJOB34x6jPQir2lajqF5MqXGntbqEzIzKw+bA4GfqfyoA1mzjO0D8ap3EZuz5M0JaLIIIY qwIPUEYIPSrzdh70i9D9TQBkP4X0mSeCZ7PdJAweMmZ+GAxnrz+NRN4R0mSSRpLYsjgAJ5zgLhdv Y+gFb1FAGHZeGLGyvGnSLgBViQO2IwpJ7k85NWtXjeeO2jUhCZuCwyPuNWlWZrUjxRWzx43ibjPT 7jVnWt7OV+zKhfmVjEjjvBPL5dvA4AwJNpZgfTqOPwq1aXN75kMEwmjYALsypGMdmI7Hjmmaeslz NOjwxLM53AeaVBHfGAf51bskeJWDWkDlAIizSnllyCfu8Zrz6KjFcyfum1RtuzWpn32pWVtcvDNE TcJKGLyKGwu0Zziqk19pUskJimWSRmfdGExgnGMA/SrlzIwuLtFgiTcw6RGQD5R/FisY+HlkX7fI sRUup2BWLH5gMY7frWdapzNpK99NjalCKSbdi3OzQMklxbvBHnACggnIPcYqhPqtrbxvNcPdbiQA wDMQMAc1rS4MMC3tvOYY8gYfliF64OCKrRjT4gTLFcxr5YWXIDDcTx3PXNczpvZP3fU1jONtU+Yj ttb0yVojbSzxeXG0kjszADpznPuay38aWkOsXlo9ybiN4t0eF3BiRg/NjPasrWZr9hPHplz+5dGi kg8tQGU9/WufFq0IC4UKBkEYJ/MV1UYOb5k7rt0+4JxpwVpL+vU7W38XW008bRMVthIHy4HoO3B/ h9a1ZtTiv2Vv3kj+WzbRtVQRzxg/zJrzaSBfI2ghlPJB7Vq+HL+7j+0RgRmEIU2kAkZ7881dajyx SvZIzp2k20m2WvEV9MmticEKIIdiRKRtx6jBq5YSx6vpcSXDxRqgaQ5L5dixwOuB+A7VJpHhuzkJ jZQ5RMu8khGe3GB1rUj0SAWafZWlEnmONgQlcKzHgtisXPmXtKSRr7sf3VVtGXpmiyRXkcpSKSBw Uym/5T0z2Oc/rXSWulw5f7TMF8nBCOzJkc8kisfTbiWS4ktwQphxNuI4OGBI6+nP4VsTXUwncSSA I6gMQ7ADr1601WaadS7fYynC7ajsWL6xmuLKOWG6+zxwZ2qtwzHg4yAR6A4xjrVtLeCW8tJD58s0 MoAkfgLkc8DA6e1ZUsl1NYsYZI5WkHyrHMMpxn5s4x0qbw/czTXCJcPJ5guPukHH+rJ+ldEKkZTi rMwcGot3R2FFFFeic4UicjPvS1XmvLa0IFxcRQhjhPMcLk+gzQBYpM4BppljUcyKOccmomnUsAjA /jQBYxgY9KSjdkcAn3pMn0/WgBHchSVUk1mx2JvVmTUY45VIKDcoJCkYIHpmtWkXv9aAIRZ26qFE SAAYACj/AAqGDSbG2ieOK2jCOxZgRnJPHertFAEC2cCPvSJFfGNyqAcemaIrdUdpATlqmY4FKBhQ PSgBOfajn2pelJuH1+lADTncBx60oyWJ49KOpBHGKVemfU5pgHPtRz7UtFIBOfasrXsm3t/3ix/v vvFScfI3atasnX0d7SAJnd5uRg4P3GrOtrTl6MqHxIy496XUbwSC58tGYrEcNxj/AOvWbE97PPGZ beUW87gq7ufn+uePSkW4XRr3c0txIzZVVWXgEcjH+FbNjfymG1jmgSVFi2lsjGNoPPbNedTpw5VB 6WOmUpL3t7lfULyK2SQpY27GFkMh4wMsBg8d6oSa1bETMunRASYCgY+VumenrzWg+qWsloiJZxki YMhJXCgvnHHSsvVLD+0Zlug0UTFtrKAccD1P4VjVctqctFqzWjyf8vIkN7rFsyxW0ERikVixdmBO O4P51k6u9zeafLBJLsidwScqpHQ8A89a3ZBK9mrgEKilNqhdzHp0Awaoaq6RQGW8s7lk+SMGVVXD ckcA+lZK8vf5r2/P+vM2i1FqKjbX1OMjWS2ulS0kddxGSDyx9eKd5TshkI+UH5+f1q3c6dtX7ZGY 4nfc21efL7Cq1xbvZ2lsDNNJLITvDJt57dOpr1KNVOxy1aT1e/8AmQyNGiMN6hW55bHH41as75be F2jsklcYUrI2OoPzD6YrDu782l2iGFw2R8zLn1HSvUILFdIszcXEFrIBAZgWjGCdhwufXIrKv78k jSlanDXqc/pMbtCZHRR5jgDPOK6630+e58m1ie1SKGLc22Ehm24zzjqc1T0aZNThnlOnQw+WEwcZ yMjkDGCeK2b27msrSW6s4bddqNGS0Xl5JIGDjqePauahCMZObej8isTUlK0LarzuRz6YsWnrIIbc kMpViCThmHB9apLYSNeMFktoScMNwAUfnVr7UTpGJEkafMZUI7bTyOu4n9KoXZvnTFvtjkzvcbOo GPl3dx+VL3XVV2mtTNcyg9LMXVYL9bSaKGaOTd8zbIxJjPHUdOlV/DNldW/iG3kkknKSsxbchUE7 G59K1IL/AFGY3AIhikMaqP3Z/wBr3rUsrueQ6bHMUbnduCbT9xx6nNaYaUZzShKyVtP6QVLwi+aN 79Tc2/7RpdvH3jS96K9c4SKRMrxnjmse6hi1K5aG4jmjWMEblOA4IwR071uH7pwcGoRBkDeaAOfh 8I6e8xcmUx/ewz5Jfj5unYA/99GtPTvD9jpdz9ot1fzSGBZiOjYyOn+yK0woxwMfSgqPU/nQAtFN 5x8pz9aTH94nNAD6Re/1paRe/wBaAFooooAa3QD3H86dTT976CkWRJI9yMGU8ZBoAUjcfYH86dSL woHtS0wEJ7DrQBgAelC8/N60bh0HJ9qQC0dBzSfMfagKB7n3oATd6AmsnxC+2zhLfKPN6k/7DfWt isG/hkumuYGi8yZGV0dnwoGcgY+gI/Gs60uWm2VBXkjznVIbu9vWigk2uwwCwZcc4z0OKuaHptzq 8n2qa9dorNAkkQcgSnBxz6cfrXSNpa3BMUlkrnPy5kyBjr/OpLC2itTcJHGqQvs3CGQcnnHPNeXz TnKPodqlGEJJbi2mlGxtljXzI95BWMRqQW7AnJOKh1DT2vrSS2a4wiZkCqQp4z0B4+tar27Jdw/a LVy3lsQY5i3cc9RiuYu9MuzdtiFfvFvmbnnpmnWq+y3jcmhD2kr81i5JYxQQNGJ7gtBnBRQA3GQT kj1rn9cjvzBCrF2jkkJEe7cd4A5wPY4/Ol/fThwS8g+YkKScgfzrT0+/s7o5KsNsgBVmweAARyR3 PFcqTnLRHWpex1dn1MZ4Ll7PMsU0cbfxhAA+3HvTY7/TP7PNvJaySXBbiVlXnnuetdjJHY31v5Ud jOytCcFt2C/cjn6VhrYWM1w9rFaR7zxuVicE859hgj8q1q05QldPyJpVoTjaSemph2fhSx1W/kWU NK0SmbYjgHA65OR7VtWd3Za1dWumtaNjod0pAOFPcA1Wd9G0yW4t5b5oblAysixtyOuMjtjFWdD1 iwlkk8ixCyRxYV8kBvfgZojTnJXk/h/H7gqTgrtJ67eRbSRdNk+zW1sMqdjBpSwLZGSM4xzVnUHN 7M0MhitZIzlwwPzZAOeuO9S2tvFFJC90jLKw3lmjLfT8aztasvtV5JNDJI6DEjsEK7T05/Koq8/K 1J3/AMiaXI5LlVn+pbeZmgMRaNkXaNwVtp6d+gpdSQ6cEEojKOCECS9D7kj/ABrKmOonS5dhcwkb fNPIyeB7msm0W9GqJHJL5luq7pJfLwQT2ArCnfltFas3dJXvJ6I0fMclQWZwOR+8PIz64966bS9W tbvWLO2S1SGUMzYEmeNje1c1C5S7doRv4YMvl7jjPcVf8Oizk8VLPbli4ZhzgAgoegrfBqo6id+u u5GJVLlenTQ9D+7Qjb1zUbygDPcVUmvRaRNK5O0dsZJr37njl/q/sBQzcfLkn2rKXXbIN5csnlvn BUgk5zjHGec9qlXXtMYqv2pQxwMEHvj/ABH50AaPzHrxRtFUrTWLG/n8m1nEjbN/AOMZx1+oNXqA CiikoAD6etKBik+8Qe3aloAKKQkDqap3155KiJBmWT7ozjPPOPzppXE3YjuZXurj7NASMY3t2x/n uKuQQJBGEQYFRWdsLdNoPJHPFWdvrk02+iEl1YFgO9NyWOBkDHWnZA4A59KAOcnrUlCbBjHJ/Gnd KKKACiiigBkocxOEOHIO0+hrnFeW1kaGa3Hmj5mIuJBuz36+1dNWJrsccTR3IL+c5EYReQwGSfyG a5sWpeybg7NamtHl50pI5y8hu72dxGmIxkH5skc9ASc/jUCag9jdLFeySBYdigiRhtGDjhSM/jW/ Y+WPLlCyMzZ3o0eeMnkH9KthYpXulFiZd0S4+VBj73PzEetccaUnJSTa29PuN3ViouDSa/H7yuWj vtNF1ZG5zFkGaWd8EDr3qnLLay27sBIZshDIs7kZ6ZAJyauCa2kjnMNo2xgqFpF+VeB0UfXuRmqe 37PILKyt5HYYdpAgXZ69z2NXWinHV3ZlB2locuBJD4ma3hEnlY+SMuQCNvr9c1QvrHUJbzzklYO7 bTvYqQAAep/Ct3VbDURrEV55U/khAgYnJB5465qIXMQiklndiGBVtxOQ/OOvsBXBQnOMuWNz0q3L KKm7M24blrDTpGkuWULbMVLgfK2Pp/OuF0vVLS3vXubmfJ2kgBQwY+h54rrY2s9UieEtIbcptZXk +9n6HpXNt4CsZIfOW9lTeu8JtHcZwKz5pStfoXRdOCkpaXNEmz1i0aTzwsMhJEckoGD+B9c9qswG K300wQzJI2C2YwCTtUkhjzkcD9agj8N+G7O1ltIYJdRvFj8xnLYCD68AD6ZNZeiLcvJKlsVjSOJm ZFjz8mMN+hNbrmjLe1zJxhOLcdkdLFqhlaFJLkecoIYsCRjHX71c/qN/OsktjZ3W62kO9vKGNxI6 E9SB6V099p9rfBoUS6OATGyqq7mA9DjisH7KLO0kmaHYi/LvbAJJzwM9TwelYVeblUlq+tv60NcK 6fO7rTon/Wp0Ukn9oaascMk08UEQeVDheg4xgAk8GseZbRLRJoZ5XnwQ6MnTH5VFpskt5GzWscny YVjkD+tasOmRvYyM8TCdHDPvcAYJ6YGcj8qIS9vo4q/mKcFh38Tt5fqYrrJaRx3NrtgulyolhYAE cfeHTnNX/BmlXsmoNqUhG1SwDE/eJHPFaMkOnT5iBRCV/gQ7VPbgfePXqak8PKmn30we5IRgFWMR MFJz97OOK7cNHkqK9vv/AEOWrU5qbt+XQ6eTzNvzguB3x0rPnjnuJTE0KPasvzhuT39/p2rWKAgH JxnketK4CY2jHvXr+Z51zO/srTZU2+QjNkNk5yD65655605tI05vleyiK7duNueOOP0H5VclhLBX QDcOR706Pa65waBEFrp1jZy+bb26xvtK7hnJBJY/mSTmroIPekAwKQhcZxTGONFN+YehpCx9B+dA FDStYh1ZHMKMhjVCwf8A2hkVoYJ6mgMPpTqAECgcgU1lDMuQDjn6U5iQOOtAGKYB/F+FBPYUgyWN Cg889/SkAoGKWkwfWjaO/P1oAWjIHWmhV3HgflSgAdABQAZ+poz7GlooATPsay/EEkMelSTSEK0Z DIW45z0z71pSyLDC0jZwoycVxk+jT6zdtNq0VwkDEsgU8j0HsMZrCvPlja176GtKKbu3axJpVzHq UssljFFNIEwA4wAcZ545q2LSY2Us0q+U0Uex4l+6zE5PTrjIqFY7KK3it4PKhO8xrLgKx7g7v596 h8QWMZgnC3Ux2CNmZZGILchiTn0x3rkpJUqT8jSb9pU06nPeINY1G3u2sYrhhDsUbAK1vCrltNlu JZJjIgdpSDg4HTr+NVLHQbvWdR+0JMiJCoUmRmJPXHUk1JLFJpc15ZusEhf5Wbbn3/GvPjUnFe0q fC/62PSnThOPsqaXMt/+HN26vPtGn24GfODKHLqcZx1rlNc0t5bWdYSnmgiWIK3AwRkY/wA9a2tP 1hvMgguI45oQ27pk+vfrUOq3NlepKogeGCchgRHggADOPxqnaUVWgYRUqc/ZSLemRsltJKtyluYo Q7AHdkYJP9anNxdXFtZwKyAqojJDkBv6VFDKg0UpuOREVBaEdMcc0/U/s1vIIhdN+9UlsoGAHbpj 860c3CPuv1/roYqPNKzXoPfTJ2ugojhfYgyOgwc8fhj9aytTC6cJdqCGXG11iAGYyOeaqXOrXUWn CO1uJFvHly0glZsx7SMfN0IIH5/WsyH7Q7v9tDXMr4O6R92R6E9RWM5QoyXL/XfqdVKhOpFuT07d fyOiS4R5HK3D7sHaVYN/COOKytQ1LS57QwIzOQDsBjP3vbmprdktUtbqKDMZG5cSsOT26VPNbaMr edcafueU7hsmKkZHBwMCtIJOLWiS79v69SEkpJ6tva1t/wCvQi8P6TrVrGUnsZYkdt5Idc4x9fpV 97x9Pu3ihhBmbb/rBubPtXVafP8AaNOt5QGAKDhuvpVnyskOoG8d8dK7XgYPWm7HK8XJybqK5ztt pF7dRia4jjiO4thxkkHPBHbrVy00b7PcJJ5iuqksV2ADpx+VawwWw+cj3zUihdpxW8MLSi7pamEq 85aXEGAreuKJB04pAQp5HFKMuoro3RkOXhcHpUAjkj5jkGM9CKs9BUeSAMGm9AGj7R1yh/OlEp3h HAVu3PBp4Y46c+9DoJBtboR27U0MN20ZYgCoTcwE/eU/jSm25BLFwOgbFOZUzyQDSYiTJOQAPxpP L77jmn4xRTGMGQeVz7g5p24eh/KlooAaGAHJx9aF6tTqZghvlxzQA+im/N6il+b2oADwwNLTSGI7 UfN6A0AOoyAMnpTWZlUnaTjsK5a6k8QahvaGBktpAQEDLnBGOTms6lRU1dq/oXCHO7XsP1TWXku5 bewtmvysWdokCxg55zz83biuYl8V6ompk3dnBI20ILc7sIRkdM8H+lRxQTzbQEcnfsJKnbn602DS IBqLQv5huI1EpVWBB59+3I/OvGli6k22/da/rqv+AerGhRp6aS/ryf8AwTWTV7rU9BltZbDY8cmW 2xk4X73px6UltFcWqbZbpok87JgLb957k8kD8etX5LRrqxeW4lRN0ZIVQ2CQDgDtV25eG88ua1tH UqvzDaqjB79fatqlOVnNt3t3tf7jmVWN+RJJN+tvvOS13VHi1EEAygxDBX5cEE8YFXNG1Ozm0+a4 njjW6VZFYyM245HGPlNWdQt7pZDLHG4DbQFWPeSeeQRkVyN22r28qeTZ3MqrIC6iFvnGee3euWnO VNuTWrtvf/hjr5I1oKKdkjrtLvJZtQgXyoyoPSNOen1o1mFgkV0scuHypUgYXnK4/Wr1nazN5Eq2 8MSTqrjBORxnBxj/ACKnu7MSxSW0iKijG11jdscdR1FCo3o8kt3/AF0MXXUa6nFWSMWGeM2ZjR5S du0RnA+Y9s+maj1K9iuLuWQWRLL8m2OQ8kfhz1q59ngsZXTztySBSrsn3sHIAPrmsXVLO60qBLmW yYxluQswVh/U1nyTSUba9TWMqbm5J+gajfWFuqST6Zc24fOWDA8AjoM9cfzqKTVrE6dJc20cRbb+ 6DqATyMZAb9Md6w3ummmUh5QB2L5Az9a37Dwbb3aBluS0vWR0HHTI56ZziuqjBVZ26+hNZeygm/z IdHupbtkV2j+zxYb5jx6Ywen1xXW21loNvdLLJfxEgKfLDAJlhkdc9uaqaL4PtrKRpbgtOTwqNjA Hvit+HRNNyf9BXazAnqeQMDv2FenDDwWjVzz5VpN3joP/t7SI5PK+2RoApbeeFADbevTrxWrj5fl 6VnHQ9KKgGyTgYHB4GQf5gVpKVPAIP0roMCGRcEY6+tIrce9SOMnAFZF3Z/2nPtgu5IZbdXxtyBv OApPYgYPFTbUXU06WI4x+VYb6Hq8huAdZYI4IjAX7oII59eo/Kmx6FqcMkrtrLAPtLE9iEC5GemS M0KIWOlppG1eBmq9nFJZ2McdxOZXTgyMeTzxVnk9eBVDGjLH0pwGBS4FFADXJC5AqqTk5NW2IC89 KqtHuOd6j2JqJJvYTLdFRLOCSrKVYdjTvNXGSQKsY+ikBB5HSloAKbn5wPanGmqCGOaAHUUUUAFF FFAFXUbsWVm0uQDkKpIyMnpmsNjKllNcPkzykbpEkxgZA6L7etJ4sv5UjSxSE7JMMznGCM9B71V0 RLm6KySNFLawHDxFMyHjrn2rjq1uar7CL1tc6Y0GqXtntcpSXUUIQtFbNFAwAURL84HXIrmNY1XG tfbLaCFWXbmFVGzG0dsd66W80Ce5hWeVbqGNI0VlXCg4zngnPf0qNfA8GoW2baZ0lQlXLnIPcEfn +lYUIOXuVN9zSUlD3oeglnqointIor3yrZ9jthAQH2/N2zjtVjT9UnvLuSS52uNu0BkIQkc/nzUi fDxLZ0ljvXlYHLoVAyP9k9qnjsnsZZWiRwYzlY5QpIHUntk+nWpqUakJXeq/rQPaU5Rst/61J7mF blFtoeHWUKQQRubG4nngflUUVhqK7oi8Z8sYGAAADz61JZy3l3fyWnmEbW80hgF28DuBn+Lp+tbM GkhTI1xIZw38LZ29Pcmr9g66v0Zlz+z0OG8TXmvS2FpbaWrI6sUd4DzgfKDntW3oOnfYNHjt9Rll uL58szSKS6kj7oPoPrTxpV5p93KyOhtNw2g44QnoPf371tRCW5ljlCosaM2DuJJHI6Y/HrSjh589 mXKunT5UiOGyM9vCLskiNQAmwDIHY+3tXGanZ3cl00NwzrK/yKX5BGeME9q9FUZPWnsqOPmQN9Vr or4VV4pN2sZ4fEOi20rnADwvIrRQwyQuIl3FzxjPA/r+VdVpcDJa7WKgBiARzkDvTrzT41m8+OEk ng9x+VVMspxll9hxU0cNGg211CtiJ1UlI1lhJkwG49anEYXgE1Xt3PkITk/L1q0hOBu611pmFxeg 60hKN1wfrSkjvUbAdlb8qpgGVJwN35mmR28KSSMsSB35ZgvJ+tSKM8gY+tBGHzycc0IQuF9PyrN1 GYXBk0/LKZVGHxkDqfx6VqggjiozDGG3EcigZg/8I1HJMs7XtwG84zHBOHJxwck+nGMVXk8Iq06q LxhbBAOeXVhtxj06Z+pzXTKcZAXjtTsr0I/MU7AZNjoiWFylwssjuoK+i4JY4A7DLdPYVrfMe4A9 qRshTjmonlZV+ZQBUt2AhkuCHwvIHXNN89n53EewqJ2VmyARU6WysoIfrWScmyLtlxkVxyAar4CD bMhx/fHP50UVtuWKJkj4DZXsanVwwzRRUJ62ENaYK2GFORt2WFFFUnqMXd82MGloopoBrOqnDHFI JEI+8KKKm+ojOvdKttVmSSZHwgxuDYz+FP0zR4NLMhjZ3Z+pb09KKKTpwcue2vc09pJR5L6F90WV CjqGU8EGmLFHCgWNQig9FooqyCT5uxH41HLCk6FJURgRjkUUUAV7LT47OWRwzM8h5Zj+lXG6cHFF FJJJWQN33IGAdcMAR70+NOBgADtRRUx3Eh+zPX9KMYPJooqxjqrT20UjbtmXJooo3AVfkTbtwB0p 6sfxooqL6iJAO9LRRVjEwd2e1B4IP4UUUAIQRyDzSbWLAsenYUUUBYU/eX8RStypoooArymRFYjr 7d6ptKzdeDRRWNTRkMI03k1YXMahaKKUQR//2Q==