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<idAbs>&lt;p&gt;This is the core block group level data for the Vulnerable Communities Platform. This table contains much of the source material that is used to calculate vulnerability and hazard scores for the VCP. This data also contains the calculated indexes and categories used in the VCP.&lt;/p&gt;</idAbs>
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<resTitle>VCP Block Group Data</resTitle>
<date>
<pubDate>2025-07-17</pubDate>
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<rpOrgName>Governor's Office of Land Use and Climate Innovation (LCI)</rpOrgName>
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<city>Sacramento</city>
<adminArea>California</adminArea>
<postCode>95814</postCode>
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<keyword>planning</keyword>
<keyword>Adaptation</keyword>
<keyword>planningCadastre</keyword>
<keyword>society</keyword>
<keyword>health</keyword>
</searchKeys>
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<keyword>planning</keyword>
<keyword>Adaptation</keyword>
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<keyword>planningCadastre</keyword>
<keyword>society</keyword>
<keyword>health</keyword>
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<resTitle>ISO 19115 Topic Categories</resTitle>
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</themeKeys>
<idPurp>Block group level data for Vulnerable Communities Platform (VCP). These features contain the various components of the VCP and the calculated indexes.</idPurp>
<idCredit>California Governor’s Office of Land Use and Climate Innovation</idCredit>
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<countryCode Sync="TRUE" value="USA"/>
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</Data>
</Thumbnail>
</Binary>
<mdChar>
<CharSetCd value="004"/>
</mdChar>
<mdDateSt>20250715</mdDateSt>
<mdContact>
<rpOrgName>Governor’s Office of Land use and Climate Innovation</rpOrgName>
<rpCntInfo>
<cntAddress addressType="both">
<city>Sacramento</city>
<adminArea>California</adminArea>
<postCode>95814</postCode>
</cntAddress>
</rpCntInfo>
<role>
<RoleCd value="007"/>
</role>
</mdContact>
<distInfo>
<distFormat>
<formatName>File Geodatabase Feature Class</formatName>
</distFormat>
</distInfo>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="3310"/>
<idCodeSpace>EPSG</idCodeSpace>
<idVersion>6.5(3.0.1)</idVersion>
</refSysID>
</RefSystem>
</refSysInfo>
<eainfo>
<detailed Name="VCP_BlockGroups">
<enttyp>
<enttypl>VCP_BlockGroup</enttypl>
<enttypd>Block Group</enttypd>
<enttypt>Feature Class</enttypt>
<enttypc>25584</enttypc>
</enttyp>
<attr>
<attrlabl>OBJECTID</attrlabl>
<attrdef>Internal feature number.</attrdef>
<attrdefs>Esri</attrdefs>
<attrdomv>
<udom>Sequential unique whole numbers that are automatically generated.</udom>
</attrdomv>
<attalias>FID</attalias>
<attrtype>OID</attrtype>
<attwidth>4</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>Shape</attrlabl>
<attrdef>Feature geometry.</attrdef>
<attrdefs>Esri</attrdefs>
<attrdomv>
<udom>Coordinates defining the features.</udom>
</attrdomv>
<attalias>Shape</attalias>
<attrtype>Geometry</attrtype>
<attwidth>0</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>GEOID</attrlabl>
<attrdef>Census Block Group GEOID from 2022 ACS</attrdef>
<attrdefs>US Census</attrdefs>
<attalias>GEOID</attalias>
<attrtype>String</attrtype>
<attwidth>12</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Name</attrlabl>
<attalias Sync="TRUE">Name</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>GEOID_Data</attrlabl>
<attrdef>Census Block Group Data GEOID from 2022 ACS</attrdef>
<attrdefs>US Census</attrdefs>
<attalias>GEOID_Data</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">GEOID_Trac</attrlabl>
<attalias Sync="TRUE">GEOID_Trac</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Population</attrlabl>
<attalias Sync="TRUE">Population</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>MSA</attrlabl>
<attrdef>Metropolitan Statistical Area (name) or county for areas outside a MSA</attrdef>
<attrdefs>US Census ACS Tracts</attrdefs>
<attalias>MSA</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>MSA_GEOID</attrlabl>
<attrdef>Metropolitan Statistical Area (GEOID) or county (GEOID) for areas outside a MSA</attrdef>
<attrdefs>US Census ACS Tracts</attrdefs>
<attalias>MSA_GEOID</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">FiveA_Regi</attrlabl>
<attalias Sync="TRUE">FiveA_Regi</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_GroupQ</attrlabl>
<attalias Sync="TRUE">Pct_GroupQ</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_NotWhi</attrlabl>
<attalias Sync="TRUE">Pct_NotWhi</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">MSA_Median</attrlabl>
<attalias Sync="TRUE">MSA_Median</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Median_Inc</attrlabl>
<attalias Sync="TRUE">Median_Inc</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Median</attrlabl>
<attalias Sync="TRUE">Pct_Median</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Popula</attrlabl>
<attalias Sync="TRUE">Pct_Popula</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_With_D</attrlabl>
<attalias Sync="TRUE">Pct_With_D</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Limite</attrlabl>
<attalias Sync="TRUE">Pct_Limite</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Units_</attrlabl>
<attalias Sync="TRUE">Pct_Units_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_no_Veh</attrlabl>
<attalias Sync="TRUE">Pct_no_Veh</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Senior</attrlabl>
<attalias Sync="TRUE">Pct_Senior</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_OD_wor</attrlabl>
<attalias Sync="TRUE">Pct_OD_wor</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Ag_wor</attrlabl>
<attalias Sync="TRUE">Pct_Ag_wor</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_HH_WO_</attrlabl>
<attalias Sync="TRUE">Pct_HH_WO_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Renter</attrlabl>
<attalias Sync="TRUE">Pct_Renter</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">FAIR_polic</attrlabl>
<attalias Sync="TRUE">FAIR_polic</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>PSPS_Value</attrlabl>
<attrdef>Average outages per year * average number of customers impacted. From tracts, from, PSE Healthy Energy from, CPUC PSPS Event Rollup (October 2013 through December 2022)</attrdef>
<attrdefs>PSE Healthy Energy</attrdefs>
<attalias>PSPS_Value</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">BPHIGH_Cru</attrlabl>
<attalias Sync="TRUE">BPHIGH_Cru</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">CASTHMA_Cr</attrlabl>
<attalias Sync="TRUE">CASTHMA_Cr</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">CHD_CrudeP</attrlabl>
<attalias Sync="TRUE">CHD_CrudeP</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">COPD_Crude</attrlabl>
<attalias Sync="TRUE">COPD_Crude</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">CSMOKING_C</attrlabl>
<attalias Sync="TRUE">CSMOKING_C</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">DIABETES_C</attrlabl>
<attalias Sync="TRUE">DIABETES_C</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">MHLTH_Crud</attrlabl>
<attalias Sync="TRUE">MHLTH_Crud</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">OBESITY_Cr</attrlabl>
<attalias Sync="TRUE">OBESITY_Cr</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">DISABILITY</attrlabl>
<attalias Sync="TRUE">DISABILITY</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">ISOLATION_</attrlabl>
<attalias Sync="TRUE">ISOLATION_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">FOODSTAMP_</attrlabl>
<attalias Sync="TRUE">FOODSTAMP_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">FOODINSECU</attrlabl>
<attalias Sync="TRUE">FOODINSECU</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HOUSINSECU</attrlabl>
<attalias Sync="TRUE">HOUSINSECU</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SHUTUTILIT</attrlabl>
<attalias Sync="TRUE">SHUTUTILIT</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">LACKTRPT_C</attrlabl>
<attalias Sync="TRUE">LACKTRPT_C</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">EMOTIONSPT</attrlabl>
<attalias Sync="TRUE">EMOTIONSPT</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">BasicNeeds</attrlabl>
<attalias Sync="TRUE">BasicNeeds</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">ExHeatHeal</attrlabl>
<attalias Sync="TRUE">ExHeatHeal</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">WildfireHe</attrlabl>
<attalias Sync="TRUE">WildfireHe</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SocialIso_</attrlabl>
<attalias Sync="TRUE">SocialIso_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_foods</attrlabl>
<attalias Sync="TRUE">Pctl_foods</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Menta</attrlabl>
<attalias Sync="TRUE">Pctl_Menta</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Diabe</attrlabl>
<attalias Sync="TRUE">Pctl_Diabe</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Pct_AI_NH</attrlabl>
<attrdef>Percent of population reporting American Indian not Hispanic</attrdef>
<attrdefs>US Census ACS Tracts</attrdefs>
<attalias>Pct_AI_NH</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_smoki</attrlabl>
<attalias Sync="TRUE">Pctl_smoki</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Pct_PI_NH</attrlabl>
<attrdef>Percent of population reporting Pacific Islander not Hispanic</attrdef>
<attrdefs>US Census ACS Tracts</attrdefs>
<attalias>Pct_PI_NH</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>Pctl_HBP</attrlabl>
<attalias>Pctl_HBP</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>High blood pressure among adults</attrdef>
<attrdefs>CDC Places</attrdefs>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_obesi</attrlabl>
<attalias Sync="TRUE">Pctl_obesi</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_asthm</attrlabl>
<attalias Sync="TRUE">Pctl_asthm</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_FoodI</attrlabl>
<attalias Sync="TRUE">Pctl_FoodI</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Housi</attrlabl>
<attalias Sync="TRUE">Pctl_Housi</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Lacks</attrlabl>
<attalias Sync="TRUE">Pctl_Lacks</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Shut_</attrlabl>
<attalias Sync="TRUE">Pctl_Shut_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Popul</attrlabl>
<attalias Sync="TRUE">Pctl_Popul</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_With_</attrlabl>
<attalias Sync="TRUE">Pctl_With_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Limit</attrlabl>
<attalias Sync="TRUE">Pctl_Limit</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Units</attrlabl>
<attalias Sync="TRUE">Pctl_Units</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Senio</attrlabl>
<attalias Sync="TRUE">Pctl_Senio</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_HH_WO</attrlabl>
<attalias Sync="TRUE">Pctl_HH_WO</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_OD_wo</attrlabl>
<attalias Sync="TRUE">Pctl_OD_wo</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Media</attrlabl>
<attalias Sync="TRUE">Pctl_Media</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Ag_wo</attrlabl>
<attalias Sync="TRUE">Pctl_Ag_wo</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pctl_Rente</attrlabl>
<attalias Sync="TRUE">Pctl_Rente</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Pctl_COPD</attrlabl>
<attalias>Pctl_COPD</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>Percentile rank of: Chronic obstructive pulmonary disease among adults</attrdef>
<attrdefs>CDC Places</attrdefs>
</attr>
<attr>
<attrlabl Sync="TRUE">Water_syst</attrlabl>
<attalias Sync="TRUE">Water_syst</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Water_Sy_1</attrlabl>
<attalias Sync="TRUE">Water_Sy_1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Pctl_CDH</attrlabl>
<attalias>Pctl_CDH</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>Percentile rank of: Coronary heart disease among adults</attrdef>
<attrdefs>CDC Places</attrdefs>
</attr>
<attr>
<attrlabl Sync="TRUE">PM25_txt</attrlabl>
<attalias Sync="TRUE">PM25_txt</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Pctl_FAIR</attrlabl>
<attalias>Pctl_FAIR</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>Percentile rank of: For the ZCTA that the parent tract is centered in: FAIR policies 2024/housing units in that ZCTA.</attrdef>
<attrdefs>CPUC and PSE Healthy Energy</attrdefs>
</attr>
<attr>
<attrlabl>UHI_sc</attrlabl>
<attrdef>For scoring. Adds 2 points to the social score if the inhabited area is impacted by UHI.</attrdef>
<attrdefs>LCI</attrdefs>
<attalias>UHI_sc</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>UHI_txt</attrlabl>
<attrdefs>LCI</attrdefs>
<attalias>PM25_sc</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>Yes or no if the inhabited area is impacted by UHI.</attrdef>
</attr>
<attr>
<attrlabl>PM25_sc</attrlabl>
<attalias>UHI_txt</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrdef>For scoring. If there is intersection with a PM2.5 hex cell with an average value above 10 ug/meter3 this is 2. Otherwise it is 0.</attrdef>
<attrdefs>LCI</attrdefs>
</attr>
<attr>
<attrlabl Sync="TRUE">ToxicFacl_</attrlabl>
<attalias Sync="TRUE">ToxicFacl_</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>ToxicF_sc</attrlabl>
<attrdef>For scoring. Any intersection with a one mile buffer around a SWCB monitored facility of concern this is = 2. If not, it is 0.</attrdef>
<attrdefs>LCI and SWCB</attrdefs>
<attalias>ToxicF_sc</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>ToxicF_txt</attrlabl>
<attrdef>Any intersection with a one mile buffer around a SWCB monitored facility of concern this is = Yes. If not, it is No.</attrdef>
<attrdefs>LCI and SWCB</attrdefs>
<attalias>Water_system_sc</attalias>
<attrtype>Text</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">TribalLand</attrlabl>
<attalias Sync="TRUE">TribalLand</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Triballa_1</attrlabl>
<attalias Sync="TRUE">Triballa_1</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">FAIR_pol_1</attrlabl>
<attalias Sync="TRUE">FAIR_pol_1</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">FAIR_Pol_2</attrlabl>
<attalias Sync="TRUE">FAIR_Pol_2</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>PSPS_sc</attrlabl>
<attrdef>For scoring. Any block group with a PSPS value greater than 0 is 2. Others are 0.</attrdef>
<attrdefs>LCI/PSE Healthy Energy</attrdefs>
<attalias>PSPS_sc</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Tourism_tx</attrlabl>
<attalias Sync="TRUE">Tourism_tx</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Heat_sc_so</attrlabl>
<attalias Sync="TRUE">Heat_sc_so</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Heat_sc_ha</attrlabl>
<attalias Sync="TRUE">Heat_sc_ha</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Heat_sc__1</attrlabl>
<attalias Sync="TRUE">Heat_sc__1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_sc_s</attrlabl>
<attalias Sync="TRUE">Flood_sc_s</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_sc_h</attrlabl>
<attalias Sync="TRUE">Flood_sc_h</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_sc_1</attrlabl>
<attalias Sync="TRUE">Flood_sc_1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_sc_soc</attrlabl>
<attalias Sync="TRUE">SLR_sc_soc</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_sc_haz</attrlabl>
<attalias Sync="TRUE">SLR_sc_haz</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_sc_h_1</attrlabl>
<attalias Sync="TRUE">SLR_sc_h_1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Drought_sc</attrlabl>
<attalias Sync="TRUE">Drought_sc</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Drought__1</attrlabl>
<attalias Sync="TRUE">Drought__1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Drought__2</attrlabl>
<attalias Sync="TRUE">Drought__2</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">ExHeat_S_R</attrlabl>
<attalias Sync="TRUE">ExHeat_S_R</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">ExHeat_H_R</attrlabl>
<attalias Sync="TRUE">ExHeat_H_R</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">ExHeat_H_1</attrlabl>
<attalias Sync="TRUE">ExHeat_H_1</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>PSPS_txt</attrlabl>
<attrdef>Any block group with a PSPS value greater than 0 is Yes. Others are No.</attrdef>
<attrdefs>LCI/PSE Healthy Energy</attrdefs>
<attalias>TribalLand_sc</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_H_Rank</attrlabl>
<attalias Sync="TRUE">SLR_H_Rank</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_H_Ra_1</attrlabl>
<attalias Sync="TRUE">SLR_H_Ra_1</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_S_Ra</attrlabl>
<attalias Sync="TRUE">Flood_S_Ra</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_H_Ra</attrlabl>
<attalias Sync="TRUE">Flood_H_Ra</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_H__1</attrlabl>
<attalias Sync="TRUE">Flood_H__1</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Drought_S_</attrlabl>
<attalias Sync="TRUE">Drought_S_</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Drought_H_</attrlabl>
<attalias Sync="TRUE">Drought_H_</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Drought_H1</attrlabl>
<attalias Sync="TRUE">Drought_H1</attalias>
<attrtype Sync="TRUE">String</attrtype>
<attwidth Sync="TRUE">254</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_flood_</attrlabl>
<attalias Sync="TRUE">SLR_flood_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_GW_pre</attrlabl>
<attalias Sync="TRUE">SLR_GW_pre</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_shore_</attrlabl>
<attalias Sync="TRUE">SLR_shore_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_cliff_</attrlabl>
<attalias Sync="TRUE">SLR_cliff_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_flood1</attrlabl>
<attalias Sync="TRUE">SLR_flood1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_GW_fut</attrlabl>
<attalias Sync="TRUE">SLR_GW_fut</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_shore1</attrlabl>
<attalias Sync="TRUE">SLR_shore1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">SLR_cliff1</attrlabl>
<attalias Sync="TRUE">SLR_cliff1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Hot100f_pr</attrlabl>
<attalias Sync="TRUE">Hot100f_pr</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Hot100f_fu</attrlabl>
<attalias Sync="TRUE">Hot100f_fu</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HotNight_p</attrlabl>
<attalias Sync="TRUE">HotNight_p</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HotNight_f</attrlabl>
<attalias Sync="TRUE">HotNight_f</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_BAM_</attrlabl>
<attalias Sync="TRUE">Flood_BAM_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_BAM1</attrlabl>
<attalias Sync="TRUE">Flood_BAM1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_very</attrlabl>
<attalias Sync="TRUE">Flood_very</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Flood_ve_1</attrlabl>
<attalias Sync="TRUE">Flood_ve_1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Dr_delta_J</attrlabl>
<attalias Sync="TRUE">Dr_delta_J</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Dr_delta_1</attrlabl>
<attalias Sync="TRUE">Dr_delta_1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Dr_WSV_ave</attrlabl>
<attalias Sync="TRUE">Dr_WSV_ave</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Dr_precip_</attrlabl>
<attalias Sync="TRUE">Dr_precip_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">FHSZ_any_p</attrlabl>
<attalias Sync="TRUE">FHSZ_any_p</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrdefs>ACS/LCI</attrdefs>
<attalias>FAIR_policy_sc</attalias>
<attrtype>Integer</attrtype>
<attwidth>4</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
<attrlabl>Tourism_sc</attrlabl>
<attrdef>For scoring. Outside an UAC with a population over 100,000 and Where percentile rank of percentage of employment in "Arts, entertainment, and recreation, and accommodation and food services" industry greater than 75th. 2 or 0</attrdef>
</attr>
<attr>
<attrlabl>SLR_S_Rank</attrlabl>
<attrdef>Social vulnerability rank - high, medium, low</attrdef>
<attrdefs>LCI</attrdefs>
<attalias>SLR_S_Rank</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>Region_Dr</attrlabl>
<attrdef>Regional average</attrdef>
<attrdefs>LCI</attrdefs>
<attalias>Region_Dr</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>Region_Fl</attrlabl>
<attrdef>Regional average</attrdef>
<attrdefs>LCI</attrdefs>
<attalias>Region_Fl</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_White_</attrlabl>
<attalias Sync="TRUE">Pct_White_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Black_</attrlabl>
<attalias Sync="TRUE">Pct_Black_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Hispan</attrlabl>
<attalias Sync="TRUE">Pct_Hispan</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Region_SLR</attrlabl>
<attrdef>Regional average</attrdef>
<attrdefs>LCI</attrdefs>
<attalias>Region_SLR</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Asian_</attrlabl>
<attalias Sync="TRUE">Pct_Asian_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Region_Ex</attrlabl>
<attrdef>Regional average</attrdef>
<attrdefs>LCI</attrdefs>
<attalias>Region_Ex</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_Other_</attrlabl>
<attalias Sync="TRUE">Pct_Other_</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome30</attrlabl>
<attalias Sync="TRUE">HHIncome30</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome40</attrlabl>
<attalias Sync="TRUE">HHIncome40</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome50</attrlabl>
<attalias Sync="TRUE">HHIncome50</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome60</attrlabl>
<attalias Sync="TRUE">HHIncome60</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome75</attrlabl>
<attalias Sync="TRUE">HHIncome75</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome10</attrlabl>
<attalias Sync="TRUE">HHIncome10</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome12</attrlabl>
<attalias Sync="TRUE">HHIncome12</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome15</attrlabl>
<attalias Sync="TRUE">HHIncome15</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHIncome20</attrlabl>
<attalias Sync="TRUE">HHIncome20</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">HHInc_over</attrlabl>
<attalias Sync="TRUE">HHInc_over</attalias>
<attrtype Sync="TRUE">Integer</attrtype>
<attwidth Sync="TRUE">4</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_sp_eng</attrlabl>
<attalias Sync="TRUE">Pct_sp_eng</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_sp_spa</attrlabl>
<attalias Sync="TRUE">Pct_sp_spa</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_sp_kor</attrlabl>
<attalias Sync="TRUE">Pct_sp_kor</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_sp_chi</attrlabl>
<attalias Sync="TRUE">Pct_sp_chi</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_sp_vie</attrlabl>
<attalias Sync="TRUE">Pct_sp_vie</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_sp_tag</attrlabl>
<attalias Sync="TRUE">Pct_sp_tag</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Pct_sp_oth</attrlabl>
<attalias Sync="TRUE">Pct_sp_oth</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>ACS_Year</attrlabl>
<attalias>ACS_Year</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>note</attrlabl>
<attalias>note</attalias>
<attrtype>String</attrtype>
<attwidth>255</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl Sync="TRUE">Dr_precip1</attrlabl>
<attalias Sync="TRUE">Dr_precip1</attalias>
<attrtype Sync="TRUE">Double</attrtype>
<attwidth Sync="TRUE">8</attwidth>
<atprecis Sync="TRUE">0</atprecis>
<attscale Sync="TRUE">0</attscale>
</attr>
<attr>
<attrlabl>Shape_Length</attrlabl>
<attrdef>Length of feature in internal units.</attrdef>
<attrdefs>Esri</attrdefs>
<attrdomv>
<udom>Positive real numbers that are automatically generated.</udom>
</attrdomv>
<attalias>Shape_Length</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
<attr>
<attrlabl>Shape_Area</attrlabl>
<attrdef>Area of feature in internal units squared.</attrdef>
<attrdefs>Esri</attrdefs>
<attrdomv>
<udom>Positive real numbers that are automatically generated.</udom>
</attrdomv>
<attalias>Shape_Area</attalias>
<attrtype>Double</attrtype>
<attwidth>8</attwidth>
<atprecis>0</atprecis>
<attscale>0</attscale>
</attr>
</detailed>
</eainfo>
<spatRepInfo>
<VectSpatRep>
<geometObjs Name="VCP_BlockGroups">
<geoObjTyp>
<GeoObjTypCd Sync="TRUE" value="002"/>
</geoObjTyp>
<geoObjCnt Sync="TRUE">0</geoObjCnt>
</geometObjs>
<topLvl>
<TopoLevCd Sync="TRUE" value="001"/>
</topLvl>
</VectSpatRep>
</spatRepInfo>
<mdStanName>ArcGIS Metadata</mdStanName>
<mdStanVer>1.0</mdStanVer>
<spdoinfo>
<ptvctinf>
<esriterm Name="VCP_BlockGroups">
<efeatyp Sync="TRUE">Simple</efeatyp>
<efeageom Sync="TRUE" code="4"/>
<esritopo Sync="TRUE">FALSE</esritopo>
<efeacnt Sync="TRUE">0</efeacnt>
<spindex Sync="TRUE">TRUE</spindex>
<linrefer Sync="TRUE">FALSE</linrefer>
</esriterm>
</ptvctinf>
</spdoinfo>
</metadata>
