"GEO.id" "GEO.id2" "GEO.display.label" "HC01_VC03" "HC02_VC03" "HC03_VC03" "HC04_VC03" "HC01_VC04" "HC02_VC04" "HC03_VC04" "HC04_VC04" "HC01_VC05" "HC02_VC05" "HC03_VC05" "HC04_VC05" "HC01_VC06" "HC02_VC06" "HC03_VC06" "HC04_VC06" "HC01_VC07" "HC02_VC07" "HC03_VC07" "HC04_VC07" "HC01_VC08" "HC02_VC08" "HC03_VC08" "HC04_VC08" "HC01_VC09" "HC02_VC09" "HC03_VC09" "HC04_VC09" "HC01_VC10" "HC02_VC10" "HC03_VC10" "HC04_VC10" "HC01_VC11" "HC02_VC11" "HC03_VC11" "HC04_VC11" "HC01_VC12" "HC02_VC12" "HC03_VC12" "HC04_VC12" "HC01_VC13" "HC02_VC13" "HC03_VC13" "HC04_VC13" "HC01_VC14" "HC02_VC14" "HC03_VC14" "HC04_VC14" "HC01_VC17" "HC02_VC17" "HC03_VC17" "HC04_VC17" "HC01_VC18" "HC02_VC18" "HC03_VC18" "HC04_VC18" "HC01_VC21" "HC02_VC21" "HC03_VC21" "HC04_VC21" "HC01_VC22" "HC02_VC22" "HC03_VC22" "HC04_VC22" "HC01_VC26" "HC02_VC26" "HC03_VC26" "HC04_VC26" "HC01_VC27" "HC02_VC27" "HC03_VC27" "HC04_VC27" "HC01_VC28" "HC02_VC28" "HC03_VC28" "HC04_VC28" "HC01_VC29" "HC02_VC29" "HC03_VC29" "HC04_VC29" "HC01_VC30" "HC02_VC30" "HC03_VC30" "HC04_VC30" "HC01_VC31" "HC02_VC31" "HC03_VC31" "HC04_VC31" "HC01_VC32" "HC02_VC32" "HC03_VC32" "HC04_VC32" "HC01_VC36" "HC02_VC36" "HC03_VC36" "HC04_VC36" "HC01_VC37" "HC02_VC37" "HC03_VC37" "HC04_VC37" "HC01_VC38" "HC02_VC38" "HC03_VC38" "HC04_VC38" "HC01_VC39" "HC02_VC39" "HC03_VC39" "HC04_VC39" "HC01_VC40" "HC02_VC40" "HC03_VC40" "HC04_VC40" "HC01_VC41" "HC02_VC41" "HC03_VC41" "HC04_VC41" "HC01_VC43" "HC02_VC43" "HC03_VC43" "HC04_VC43" "HC01_VC44" "HC02_VC44" "HC03_VC44" "HC04_VC44" "HC01_VC45" "HC02_VC45" "HC03_VC45" "HC04_VC45" "HC01_VC46" "HC02_VC46" "HC03_VC46" "HC04_VC46" "HC01_VC47" "HC02_VC47" "HC03_VC47" "HC04_VC47" "HC01_VC48" "HC02_VC48" "HC03_VC48" "HC04_VC48" "HC01_VC52" "HC02_VC52" "HC03_VC52" "HC04_VC52" "HC01_VC53" "HC02_VC53" "HC03_VC53" "HC04_VC53" "HC01_VC54" "HC02_VC54" "HC03_VC54" "HC04_VC54" "HC01_VC55" "HC02_VC55" "HC03_VC55" "HC04_VC55" "HC01_VC56" "HC02_VC56" "HC03_VC56" "HC04_VC56" "HC01_VC57" "HC02_VC57" "HC03_VC57" "HC04_VC57" "HC01_VC58" "HC02_VC58" "HC03_VC58" "HC04_VC58" "HC01_VC62" "HC02_VC62" "HC03_VC62" "HC04_VC62" "HC01_VC63" "HC02_VC63" "HC03_VC63" "HC04_VC63" "HC01_VC65" "HC02_VC65" "HC03_VC65" "HC04_VC65" "HC01_VC66" "HC02_VC66" "HC03_VC66" "HC04_VC66" "HC01_VC67" "HC02_VC67" "HC03_VC67" "HC04_VC67" "HC01_VC68" "HC02_VC68" "HC03_VC68" "HC04_VC68" "HC01_VC70" "HC02_VC70" "HC03_VC70" "HC04_VC70" "HC01_VC71" "HC02_VC71" "HC03_VC71" "HC04_VC71" "HC01_VC72" "HC02_VC72" "HC03_VC72" "HC04_VC72" "HC01_VC76" "HC02_VC76" "HC03_VC76" "HC04_VC76" "HC01_VC77" "HC02_VC77" "HC03_VC77" "HC04_VC77" "HC01_VC78" "HC02_VC78" "HC03_VC78" "HC04_VC78" "HC01_VC79" "HC02_VC79" "HC03_VC79" "HC04_VC79" "HC01_VC80" "HC02_VC80" "HC03_VC80" "HC04_VC80" "HC01_VC81" "HC02_VC81" "HC03_VC81" "HC04_VC81" "HC01_VC85" "HC02_VC85" "HC03_VC85" "HC04_VC85" "HC01_VC86" "HC02_VC86" "HC03_VC86" "HC04_VC86" "HC01_VC87" "HC02_VC87" "HC03_VC87" "HC04_VC87" "HC01_VC88" "HC02_VC88" "HC03_VC88" "HC04_VC88" "HC01_VC89" "HC02_VC89" "HC03_VC89" "HC04_VC89" "HC01_VC90" "HC02_VC90" "HC03_VC90" "HC04_VC90" "HC01_VC91" "HC02_VC91" "HC03_VC91" "HC04_VC91" "HC01_VC92" "HC02_VC92" "HC03_VC92" "HC04_VC92" "HC01_VC95" "HC02_VC95" "HC03_VC95" "HC04_VC95" "HC01_VC96" "HC02_VC96" "HC03_VC96" "HC04_VC96" "HC01_VC100" "HC02_VC100" "HC03_VC100" "HC04_VC100" "HC01_VC101" "HC02_VC101" "HC03_VC101" "HC04_VC101" "HC01_VC105" "HC02_VC105" "HC03_VC105" "HC04_VC105" "HC01_VC106" "HC02_VC106" "HC03_VC106" "HC04_VC106" "HC01_VC108" "HC02_VC108" "HC03_VC108" "HC04_VC108" "HC01_VC109" "HC02_VC109" "HC03_VC109" "HC04_VC109" "HC01_VC111" "HC02_VC111" "HC03_VC111" "HC04_VC111" "HC01_VC112" "HC02_VC112" "HC03_VC112" "HC04_VC112" "HC01_VC114" "HC02_VC114" "HC03_VC114" "HC04_VC114" "HC01_VC115" "HC02_VC115" "HC03_VC115" "HC04_VC115" "HC01_VC119" "HC02_VC119" "HC03_VC119" "HC04_VC119" "HC01_VC120" "HC02_VC120" "HC03_VC120" "HC04_VC120" "HC01_VC121" "HC02_VC121" "HC03_VC121" "HC04_VC121" "HC01_VC122" "HC02_VC122" "HC03_VC122" "HC04_VC122" "HC01_VC123" "HC02_VC123" "HC03_VC123" "HC04_VC123" "HC01_VC124" "HC02_VC124" "HC03_VC124" "HC04_VC124" "HC01_VC125" "HC02_VC125" "HC03_VC125" "HC04_VC125" "HC01_VC126" "HC02_VC126" "HC03_VC126" "HC04_VC126" "HC01_VC130" "HC02_VC130" "HC03_VC130" "HC04_VC130" "HC01_VC131" "HC02_VC131" "HC03_VC131" "HC04_VC131" "HC01_VC132" "HC02_VC132" "HC03_VC132" "HC04_VC132" "HC01_VC133" "HC02_VC133" "HC03_VC133" "HC04_VC133" "HC01_VC134" "HC02_VC134" "HC03_VC134" "HC04_VC134" "HC01_VC135" "HC02_VC135" "HC03_VC135" "HC04_VC135" "HC01_VC136" "HC02_VC136" "HC03_VC136" "HC04_VC136" "HC01_VC140" "HC02_VC140" "HC03_VC140" "HC04_VC140" "HC01_VC141" "HC02_VC141" "HC03_VC141" "HC04_VC141" "HC01_VC142" "HC02_VC142" "HC03_VC142" "HC04_VC142" "HC01_VC146" "HC02_VC146" "HC03_VC146" "HC04_VC146" "HC01_VC149" "HC02_VC149" "HC03_VC149" "HC04_VC149" "HC01_VC150" "HC02_VC150" "HC03_VC150" "HC04_VC150" "HC01_VC151" "HC02_VC151" "HC03_VC151" "HC04_VC151" "HC01_VC154" "HC02_VC154" "HC03_VC154" "HC04_VC154" "HC01_VC155" "HC02_VC155" "HC03_VC155" "HC04_VC155" "HC01_VC156" "HC02_VC156" "HC03_VC156" "HC04_VC156" "HC01_VC160" "HC02_VC160" "HC03_VC160" "HC04_VC160" "HC01_VC161" "HC02_VC161" "HC03_VC161" "HC04_VC161" "HC01_VC162" "HC02_VC162" "HC03_VC162" "HC04_VC162" "HC01_VC163" "HC02_VC163" "HC03_VC163" "HC04_VC163" "HC01_VC164" "HC02_VC164" "HC03_VC164" "HC04_VC164" "HC01_VC165" "HC02_VC165" "HC03_VC165" "HC04_VC165" "HC01_VC166" "HC02_VC166" "HC03_VC166" "HC04_VC166" "HC01_VC170" "HC02_VC170" "HC03_VC170" "HC04_VC170" "HC01_VC171" "HC02_VC171" "HC03_VC171" "HC04_VC171" "HC01_VC172" "HC02_VC172" "HC03_VC172" "HC04_VC172" "HC01_VC173" "HC02_VC173" "HC03_VC173" "HC04_VC173" "HC01_VC174" "HC02_VC174" "HC03_VC174" "HC04_VC174" "HC01_VC175" "HC02_VC175" "HC03_VC175" "HC04_VC175" "HC01_VC176" "HC02_VC176" "HC03_VC176" "HC04_VC176" "HC01_VC177" "HC02_VC177" "HC03_VC177" "HC04_VC177" "HC01_VC178" "HC02_VC178" "HC03_VC178" "HC04_VC178" "HC01_VC179" "HC02_VC179" "HC03_VC179" "HC04_VC179" "HC01_VC180" "HC02_VC180" "HC03_VC180" "HC04_VC180" "HC01_VC181" "HC02_VC181" "HC03_VC181" "HC04_VC181" "HC01_VC185" "HC02_VC185" "HC03_VC185" "HC04_VC185" "HC01_VC186" "HC02_VC186" "HC03_VC186" "HC04_VC186" "HC01_VC187" "HC02_VC187" "HC03_VC187" "HC04_VC187" "HC01_VC188" "HC02_VC188" "HC03_VC188" "HC04_VC188" "HC01_VC189" "HC02_VC189" "HC03_VC189" "HC04_VC189" "HC01_VC190" "HC02_VC190" "HC03_VC190" "HC04_VC190" "HC01_VC191" "HC02_VC191" "HC03_VC191" "HC04_VC191" "HC01_VC192" "HC02_VC192" "HC03_VC192" "HC04_VC192" "HC01_VC193" "HC02_VC193" "HC03_VC193" "HC04_VC193" "HC01_VC194" "HC02_VC194" "HC03_VC194" "HC04_VC194" "HC01_VC195" "HC02_VC195" "HC03_VC195" "HC04_VC195" "HC01_VC196" "HC02_VC196" "HC03_VC196" "HC04_VC196" "HC01_VC197" "HC02_VC197" "HC03_VC197" "HC04_VC197" "HC01_VC198" "HC02_VC198" "HC03_VC198" "HC04_VC198" "HC01_VC199" "HC02_VC199" "HC03_VC199" "HC04_VC199" "HC01_VC200" "HC02_VC200" "HC03_VC200" "HC04_VC200" "HC01_VC201" "HC02_VC201" "HC03_VC201" "HC04_VC201" "HC01_VC202" "HC02_VC202" "HC03_VC202" "HC04_VC202" "HC01_VC203" "HC02_VC203" "HC03_VC203" "HC04_VC203" "HC01_VC204" "HC02_VC204" "HC03_VC204" "HC04_VC204" "HC01_VC205" "HC02_VC205" "HC03_VC205" "HC04_VC205" "HC01_VC206" "HC02_VC206" "HC03_VC206" "HC04_VC206" "HC01_VC207" "HC02_VC207" "HC03_VC207" "HC04_VC207" "HC01_VC208" "HC02_VC208" "HC03_VC208" "HC04_VC208" "HC01_VC209" "HC02_VC209" "HC03_VC209" "HC04_VC209" "HC01_VC210" "HC02_VC210" "HC03_VC210" "HC04_VC210" "HC01_VC211" "HC02_VC211" "HC03_VC211" "HC04_VC211" "HC01_VC212" "HC02_VC212" "HC03_VC212" "HC04_VC212" "HC01_VC216" "HC02_VC216" "HC03_VC216" "HC04_VC216" "HC01_VC217" "HC02_VC217" "HC03_VC217" "HC04_VC217" "HC01_VC218" "HC02_VC218" "HC03_VC218" "HC04_VC218"
"1" "Id" "Id2" "Geography" "Estimate; HOUSEHOLDS BY TYPE - Total households" "Margin of Error; HOUSEHOLDS BY TYPE - Total households" "Percent; HOUSEHOLDS BY TYPE - Total households" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households" "Estimate; HOUSEHOLDS BY TYPE - Total households - Family households (families)" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families)" "Percent; HOUSEHOLDS BY TYPE - Total households - Family households (families)" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families)" "Estimate; HOUSEHOLDS BY TYPE - Total households - Family households (families) - With own children under 18 years" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - With own children under 18 years" "Percent; HOUSEHOLDS BY TYPE - Total households - Family households (families) - With own children under 18 years" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - With own children under 18 years" "Estimate; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Married-couple family" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Married-couple family" "Percent; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Married-couple family" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Married-couple family" "Estimate; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Married-couple family - With own children under 18 years" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Married-couple family - With own children under 18 years" "Percent; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Married-couple family - With own children under 18 years" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Married-couple family - With own children under 18 years" "Estimate; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Male householder, no wife present, family" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Male householder, no wife present, family" "Percent; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Male householder, no wife present, family" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Male householder, no wife present, family" "Estimate; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Male householder, no wife present, family - With own children under 18 years" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Male householder, no wife present, family - With own children under 18 years" "Percent; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Male householder, no wife present, family - With own children under 18 years" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Male householder, no wife present, family - With own children under 18 years" "Estimate; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Female householder, no husband present, family" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Female householder, no husband present, family" "Percent; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Female householder, no husband present, family" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Female householder, no husband present, family" "Estimate; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Female householder, no husband present, family - With own children under 18 years" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Female householder, no husband present, family - With own children under 18 years" "Percent; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Female householder, no husband present, family - With own children under 18 years" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Family households (families) - Female householder, no husband present, family - With own children under 18 years" "Estimate; HOUSEHOLDS BY TYPE - Total households - Nonfamily households" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Nonfamily households" "Percent; HOUSEHOLDS BY TYPE - Total households - Nonfamily households" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Nonfamily households" "Estimate; HOUSEHOLDS BY TYPE - Total households - Nonfamily households - Householder living alone" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Nonfamily households - Householder living alone" "Percent; HOUSEHOLDS BY TYPE - Total households - Nonfamily households - Householder living alone" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Nonfamily households - Householder living alone" "Estimate; HOUSEHOLDS BY TYPE - Total households - Nonfamily households - Householder living alone - 65 years and over" "Margin of Error; HOUSEHOLDS BY TYPE - Total households - Nonfamily households - Householder living alone - 65 years and over" "Percent; HOUSEHOLDS BY TYPE - Total households - Nonfamily households - Householder living alone - 65 years and over" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Total households - Nonfamily households - Householder living alone - 65 years and over" "Estimate; HOUSEHOLDS BY TYPE - Households with one or more people under 18 years" "Margin of Error; HOUSEHOLDS BY TYPE - Households with one or more people under 18 years" "Percent; HOUSEHOLDS BY TYPE - Households with one or more people under 18 years" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Households with one or more people under 18 years" "Estimate; HOUSEHOLDS BY TYPE - Households with one or more people 65 years and over" "Margin of Error; HOUSEHOLDS BY TYPE - Households with one or more people 65 years and over" "Percent; HOUSEHOLDS BY TYPE - Households with one or more people 65 years and over" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Households with one or more people 65 years and over" "Estimate; HOUSEHOLDS BY TYPE - Average household size" "Margin of Error; HOUSEHOLDS BY TYPE - Average household size" "Percent; HOUSEHOLDS BY TYPE - Average household size" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Average household size" "Estimate; HOUSEHOLDS BY TYPE - Average family size" "Margin of Error; HOUSEHOLDS BY TYPE - Average family size" "Percent; HOUSEHOLDS BY TYPE - Average family size" "Percent Margin of Error; HOUSEHOLDS BY TYPE - Average family size" "Estimate; RELATIONSHIP - Population in households" "Margin of Error; RELATIONSHIP - Population in households" "Percent; RELATIONSHIP - Population in households" "Percent Margin of Error; RELATIONSHIP - Population in households" "Estimate; RELATIONSHIP - Population in households - Householder" "Margin of Error; RELATIONSHIP - Population in households - Householder" "Percent; RELATIONSHIP - Population in households - Householder" "Percent Margin of Error; RELATIONSHIP - Population in households - Householder" "Estimate; RELATIONSHIP - Population in households - Spouse" "Margin of Error; RELATIONSHIP - Population in households - Spouse" "Percent; RELATIONSHIP - Population in households - Spouse" "Percent Margin of Error; RELATIONSHIP - Population in households - Spouse" "Estimate; RELATIONSHIP - Population in households - Child" "Margin of Error; RELATIONSHIP - Population in households - Child" "Percent; RELATIONSHIP - Population in households - Child" "Percent Margin of Error; RELATIONSHIP - Population in households - Child" "Estimate; RELATIONSHIP - Population in households - Other relatives" "Margin of Error; RELATIONSHIP - Population in households - Other relatives" "Percent; RELATIONSHIP - Population in households - Other relatives" "Percent Margin of Error; RELATIONSHIP - Population in households - Other relatives" "Estimate; RELATIONSHIP - Population in households - Nonrelatives" "Margin of Error; RELATIONSHIP - Population in households - Nonrelatives" "Percent; RELATIONSHIP - Population in households - Nonrelatives" "Percent Margin of Error; RELATIONSHIP - Population in households - Nonrelatives" "Estimate; RELATIONSHIP - Population in households - Nonrelatives - Unmarried partner" "Margin of Error; RELATIONSHIP - Population in households - Nonrelatives - Unmarried partner" "Percent; RELATIONSHIP - Population in households - Nonrelatives - Unmarried partner" "Percent Margin of Error; RELATIONSHIP - Population in households - Nonrelatives - Unmarried partner" "Estimate; MARITAL STATUS - Males 15 years and over" "Margin of Error; MARITAL STATUS - Males 15 years and over" "Percent; MARITAL STATUS - Males 15 years and over" "Percent Margin of Error; MARITAL STATUS - Males 15 years and over" "Estimate; MARITAL STATUS - Males 15 years and over - Never married" "Margin of Error; MARITAL STATUS - Males 15 years and over - Never married" "Percent; MARITAL STATUS - Males 15 years and over - Never married" "Percent Margin of Error; MARITAL STATUS - Males 15 years and over - Never married" "Estimate; MARITAL STATUS - Males 15 years and over - Now married, except separated" "Margin of Error; MARITAL STATUS - Males 15 years and over - Now married, except separated" "Percent; MARITAL STATUS - Males 15 years and over - Now married, except separated" "Percent Margin of Error; MARITAL STATUS - Males 15 years and over - Now married, except separated" "Estimate; MARITAL STATUS - Males 15 years and over - Separated" "Margin of Error; MARITAL STATUS - Males 15 years and over - Separated" "Percent; MARITAL STATUS - Males 15 years and over - Separated" "Percent Margin of Error; MARITAL STATUS - Males 15 years and over - Separated" "Estimate; MARITAL STATUS - Males 15 years and over - Widowed" "Margin of Error; MARITAL STATUS - Males 15 years and over - Widowed" "Percent; MARITAL STATUS - Males 15 years and over - Widowed" "Percent Margin of Error; MARITAL STATUS - Males 15 years and over - Widowed" "Estimate; MARITAL STATUS - Males 15 years and over - Divorced" "Margin of Error; MARITAL STATUS - Males 15 years and over - Divorced" "Percent; MARITAL STATUS - Males 15 years and over - Divorced" "Percent Margin of Error; MARITAL STATUS - Males 15 years and over - Divorced" "Estimate; MARITAL STATUS - Females 15 years and over" "Margin of Error; MARITAL STATUS - Females 15 years and over" "Percent; MARITAL STATUS - Females 15 years and over" "Percent Margin of Error; MARITAL STATUS - Females 15 years and over" "Estimate; MARITAL STATUS - Females 15 years and over - Never married" "Margin of Error; MARITAL STATUS - Females 15 years and over - Never married" "Percent; MARITAL STATUS - Females 15 years and over - Never married" "Percent Margin of Error; MARITAL STATUS - Females 15 years and over - Never married" "Estimate; MARITAL STATUS - Females 15 years and over - Now married, except separated" "Margin of Error; MARITAL STATUS - Females 15 years and over - Now married, except separated" "Percent; MARITAL STATUS - Females 15 years and over - Now married, except separated" "Percent Margin of Error; MARITAL STATUS - Females 15 years and over - Now married, except separated" "Estimate; MARITAL STATUS - Females 15 years and over - Separated" "Margin of Error; MARITAL STATUS - Females 15 years and over - Separated" "Percent; MARITAL STATUS - Females 15 years and over - Separated" "Percent Margin of Error; MARITAL STATUS - Females 15 years and over - Separated" "Estimate; MARITAL STATUS - Females 15 years and over - Widowed" "Margin of Error; MARITAL STATUS - Females 15 years and over - Widowed" "Percent; MARITAL STATUS - Females 15 years and over - Widowed" "Percent Margin of Error; MARITAL STATUS - Females 15 years and over - Widowed" "Estimate; MARITAL STATUS - Females 15 years and over - Divorced" "Margin of Error; MARITAL STATUS - Females 15 years and over - Divorced" "Percent; MARITAL STATUS - Females 15 years and over - Divorced" "Percent Margin of Error; MARITAL STATUS - Females 15 years and over - Divorced" "Estimate; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months" "Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months" "Percent; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months" "Percent Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months" "Estimate; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Unmarried women (widowed, divorced, and never married)" "Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Unmarried women (widowed, divorced, and never married)" "Percent; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Unmarried women (widowed, divorced, and never married)" "Percent Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Unmarried women (widowed, divorced, and never married)" "Estimate; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Unmarried women (widowed, divorced, and never married) - Per 1,000 unmarried women" "Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Unmarried women (widowed, divorced, and never married) - Per 1,000 unmarried women" "Percent; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Unmarried women (widowed, divorced, and never married) - Per 1,000 unmarried women" "Percent Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Unmarried women (widowed, divorced, and never married) - Per 1,000 unmarried women" "Estimate; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 15 to 50 years old" "Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 15 to 50 years old" "Percent; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 15 to 50 years old" "Percent Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 15 to 50 years old" "Estimate; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 15 to 19 years old" "Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 15 to 19 years old" "Percent; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 15 to 19 years old" "Percent Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 15 to 19 years old" "Estimate; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 20 to 34 years old" "Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 20 to 34 years old" "Percent; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 20 to 34 years old" "Percent Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 20 to 34 years old" "Estimate; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 35 to 50 years old" "Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 35 to 50 years old" "Percent; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 35 to 50 years old" "Percent Margin of Error; FERTILITY - Number of women 15 to 50 years old who had a birth in the past 12 months - Per 1,000 women 35 to 50 years old" "Estimate; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years" "Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years" "Percent; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years" "Percent Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years" "Estimate; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Responsible for grandchildren" "Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Responsible for grandchildren" "Percent; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Responsible for grandchildren" "Percent Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Responsible for grandchildren" "Estimate; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - Less than 1 year" "Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - Less than 1 year" "Percent; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - Less than 1 year" "Percent Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - Less than 1 year" "Estimate; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 1 or 2 years" "Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 1 or 2 years" "Percent; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 1 or 2 years" "Percent Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 1 or 2 years" "Estimate; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 3 or 4 years" "Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 3 or 4 years" "Percent; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 3 or 4 years" "Percent Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 3 or 4 years" "Estimate; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 5 or more years" "Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 5 or more years" "Percent; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 5 or more years" "Percent Margin of Error; GRANDPARENTS - Number of grandparents living with own grandchildren under 18 years - Years responsible for grandchildren - 5 or more years" "Estimate; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years" "Margin of Error; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years" "Percent; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years" "Percent Margin of Error; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years" "Estimate; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years - Who are female" "Margin of Error; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years - Who are female" "Percent; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years - Who are female" "Percent Margin of Error; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years - Who are female" "Estimate; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years - Who are married" "Margin of Error; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years - Who are married" "Percent; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years - Who are married" "Percent Margin of Error; GRANDPARENTS - Number of grandparents responsible for own grandchildren under 18 years - Who are married" "Estimate; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school" "Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school" "Percent; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school" "Percent Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school" "Estimate; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Nursery school, preschool" "Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Nursery school, preschool" "Percent; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Nursery school, preschool" "Percent Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Nursery school, preschool" "Estimate; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Kindergarten" "Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Kindergarten" "Percent; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Kindergarten" "Percent Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Kindergarten" "Estimate; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Elementary school (grades 1-8)" "Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Elementary school (grades 1-8)" "Percent; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Elementary school (grades 1-8)" "Percent Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - Elementary school (grades 1-8)" "Estimate; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - High school (grades 9-12)" "Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - High school (grades 9-12)" "Percent; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - High school (grades 9-12)" "Percent Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - High school (grades 9-12)" "Estimate; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - College or graduate school" "Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - College or graduate school" "Percent; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - College or graduate school" "Percent Margin of Error; SCHOOL ENROLLMENT - Population 3 years and over enrolled in school - College or graduate school" "Estimate; EDUCATIONAL ATTAINMENT - Population 25 years and over" "Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over" "Percent; EDUCATIONAL ATTAINMENT - Population 25 years and over" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over" "Estimate; EDUCATIONAL ATTAINMENT - Population 25 years and over - Less than 9th grade" "Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Less than 9th grade" "Percent; EDUCATIONAL ATTAINMENT - Population 25 years and over - Less than 9th grade" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Less than 9th grade" "Estimate; EDUCATIONAL ATTAINMENT - Population 25 years and over - 9th to 12th grade, no diploma" "Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - 9th to 12th grade, no diploma" "Percent; EDUCATIONAL ATTAINMENT - Population 25 years and over - 9th to 12th grade, no diploma" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - 9th to 12th grade, no diploma" "Estimate; EDUCATIONAL ATTAINMENT - Population 25 years and over - High school graduate (includes equivalency)" "Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - High school graduate (includes equivalency)" "Percent; EDUCATIONAL ATTAINMENT - Population 25 years and over - High school graduate (includes equivalency)" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - High school graduate (includes equivalency)" "Estimate; EDUCATIONAL ATTAINMENT - Population 25 years and over - Some college, no degree" "Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Some college, no degree" "Percent; EDUCATIONAL ATTAINMENT - Population 25 years and over - Some college, no degree" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Some college, no degree" "Estimate; EDUCATIONAL ATTAINMENT - Population 25 years and over - Associate's degree" "Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Associate's degree" "Percent; EDUCATIONAL ATTAINMENT - Population 25 years and over - Associate's degree" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Associate's degree" "Estimate; EDUCATIONAL ATTAINMENT - Population 25 years and over - Bachelor's degree" "Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Bachelor's degree" "Percent; EDUCATIONAL ATTAINMENT - Population 25 years and over - Bachelor's degree" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Bachelor's degree" "Estimate; EDUCATIONAL ATTAINMENT - Population 25 years and over - Graduate or professional degree" "Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Graduate or professional degree" "Percent; EDUCATIONAL ATTAINMENT - Population 25 years and over - Graduate or professional degree" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Population 25 years and over - Graduate or professional degree" "Estimate; EDUCATIONAL ATTAINMENT - Percent high school graduate or higher" "Margin of Error; EDUCATIONAL ATTAINMENT - Percent high school graduate or higher" "Percent; EDUCATIONAL ATTAINMENT - Percent high school graduate or higher" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Percent high school graduate or higher" "Estimate; EDUCATIONAL ATTAINMENT - Percent bachelor's degree or higher" "Margin of Error; EDUCATIONAL ATTAINMENT - Percent bachelor's degree or higher" "Percent; EDUCATIONAL ATTAINMENT - Percent bachelor's degree or higher" "Percent Margin of Error; EDUCATIONAL ATTAINMENT - Percent bachelor's degree or higher" "Estimate; VETERAN STATUS - Civilian population 18 years and over" "Margin of Error; VETERAN STATUS - Civilian population 18 years and over" "Percent; VETERAN STATUS - Civilian population 18 years and over" "Percent Margin of Error; VETERAN STATUS - Civilian population 18 years and over" "Estimate; VETERAN STATUS - Civilian population 18 years and over - Civilian veterans" "Margin of Error; VETERAN STATUS - Civilian population 18 years and over - Civilian veterans" "Percent; VETERAN STATUS - Civilian population 18 years and over - Civilian veterans" "Percent Margin of Error; VETERAN STATUS - Civilian population 18 years and over - Civilian veterans" "Estimate; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Total Civilian Noninstitutionalized Population" "Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Total Civilian Noninstitutionalized Population" "Percent; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Total Civilian Noninstitutionalized Population" "Percent Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Total Civilian Noninstitutionalized Population" "Estimate; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Total Civilian Noninstitutionalized Population - With a disability" "Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Total Civilian Noninstitutionalized Population - With a disability" "Percent; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Total Civilian Noninstitutionalized Population - With a disability" "Percent Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Total Civilian Noninstitutionalized Population - With a disability" "Estimate; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Under 18 years" "Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Under 18 years" "Percent; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Under 18 years" "Percent Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Under 18 years" "Estimate; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Under 18 years - With a disability" "Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Under 18 years - With a disability" "Percent; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Under 18 years - With a disability" "Percent Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - Under 18 years - With a disability" "Estimate; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 18 to 64 years" "Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 18 to 64 years" "Percent; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 18 to 64 years" "Percent Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 18 to 64 years" "Estimate; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 18 to 64 years - With a disability" "Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 18 to 64 years - With a disability" "Percent; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 18 to 64 years - With a disability" "Percent Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 18 to 64 years - With a disability" "Estimate; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 65 years and over" "Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 65 years and over" "Percent; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 65 years and over" "Percent Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 65 years and over" "Estimate; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 65 years and over - With a disability" "Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 65 years and over - With a disability" "Percent; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 65 years and over - With a disability" "Percent Margin of Error; DISABILITY STATUS OF THE CIVILIAN NONINSTITUTIONALIZED POPULATION - 65 years and over - With a disability" "Estimate; RESIDENCE 1 YEAR AGO - Population 1 year and over" "Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over" "Percent; RESIDENCE 1 YEAR AGO - Population 1 year and over" "Percent Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over" "Estimate; RESIDENCE 1 YEAR AGO - Population 1 year and over - Same house" "Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Same house" "Percent; RESIDENCE 1 YEAR AGO - Population 1 year and over - Same house" "Percent Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Same house" "Estimate; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S." "Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S." "Percent; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S." "Percent Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S." "Estimate; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Same county" "Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Same county" "Percent; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Same county" "Percent Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Same county" "Estimate; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county" "Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county" "Percent; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county" "Percent Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county" "Estimate; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county - Same state" "Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county - Same state" "Percent; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county - Same state" "Percent Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county - Same state" "Estimate; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county - Different state" "Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county - Different state" "Percent; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county - Different state" "Percent Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Different house in the U.S. - Different county - Different state" "Estimate; RESIDENCE 1 YEAR AGO - Population 1 year and over - Abroad" "Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Abroad" "Percent; RESIDENCE 1 YEAR AGO - Population 1 year and over - Abroad" "Percent Margin of Error; RESIDENCE 1 YEAR AGO - Population 1 year and over - Abroad" "Estimate; PLACE OF BIRTH - Total population" "Margin of Error; PLACE OF BIRTH - Total population" "Percent; PLACE OF BIRTH - Total population" "Percent Margin of Error; PLACE OF BIRTH - Total population" "Estimate; PLACE OF BIRTH - Total population - Native" "Margin of Error; PLACE OF BIRTH - Total population - Native" "Percent; PLACE OF BIRTH - Total population - Native" "Percent Margin of Error; PLACE OF BIRTH - Total population - Native" "Estimate; PLACE OF BIRTH - Total population - Native - Born in United States" "Margin of Error; PLACE OF BIRTH - Total population - Native - Born in United States" "Percent; PLACE OF BIRTH - Total population - Native - Born in United States" "Percent Margin of Error; PLACE OF BIRTH - Total population - Native - Born in United States" "Estimate; PLACE OF BIRTH - Total population - Native - Born in United States - State of residence" "Margin of Error; PLACE OF BIRTH - Total population - Native - Born in United States - State of residence" "Percent; PLACE OF BIRTH - Total population - Native - Born in United States - State of residence" "Percent Margin of Error; PLACE OF BIRTH - Total population - Native - Born in United States - State of residence" "Estimate; PLACE OF BIRTH - Total population - Native - Born in United States - Different state" "Margin of Error; PLACE OF BIRTH - Total population - Native - Born in United States - Different state" "Percent; PLACE OF BIRTH - Total population - Native - Born in United States - Different state" "Percent Margin of Error; PLACE OF BIRTH - Total population - Native - Born in United States - Different state" "Estimate; PLACE OF BIRTH - Total population - Native - Born in Puerto Rico, U.S. Island areas, or born abroad to American parent(s)" "Margin of Error; PLACE OF BIRTH - Total population - Native - Born in Puerto Rico, U.S. Island areas, or born abroad to American parent(s)" "Percent; PLACE OF BIRTH - Total population - Native - Born in Puerto Rico, U.S. Island areas, or born abroad to American parent(s)" "Percent Margin of Error; PLACE OF BIRTH - Total population - Native - Born in Puerto Rico, U.S. Island areas, or born abroad to American parent(s)" "Estimate; PLACE OF BIRTH - Total population - Foreign born" "Margin of Error; PLACE OF BIRTH - Total population - Foreign born" "Percent; PLACE OF BIRTH - Total population - Foreign born" "Percent Margin of Error; PLACE OF BIRTH - Total population - Foreign born" "Estimate; U.S. CITIZENSHIP STATUS - Foreign-born population" "Margin of Error; U.S. CITIZENSHIP STATUS - Foreign-born population" "Percent; U.S. CITIZENSHIP STATUS - Foreign-born population" "Percent Margin of Error; U.S. CITIZENSHIP STATUS - Foreign-born population" "Estimate; U.S. CITIZENSHIP STATUS - Foreign-born population - Naturalized U.S. citizen" "Margin of Error; U.S. CITIZENSHIP STATUS - Foreign-born population - Naturalized U.S. citizen" "Percent; U.S. CITIZENSHIP STATUS - Foreign-born population - Naturalized U.S. citizen" "Percent Margin of Error; U.S. CITIZENSHIP STATUS - Foreign-born population - Naturalized U.S. citizen" "Estimate; U.S. CITIZENSHIP STATUS - Foreign-born population - Not a U.S. citizen" "Margin of Error; U.S. CITIZENSHIP STATUS - Foreign-born population - Not a U.S. citizen" "Percent; U.S. CITIZENSHIP STATUS - Foreign-born population - Not a U.S. citizen" "Percent Margin of Error; U.S. CITIZENSHIP STATUS - Foreign-born population - Not a U.S. citizen" "Estimate; YEAR OF ENTRY - Population born outside the United States" "Margin of Error; YEAR OF ENTRY - Population born outside the United States" "Percent; YEAR OF ENTRY - Population born outside the United States" "Percent Margin of Error; YEAR OF ENTRY - Population born outside the United States" "Estimate; YEAR OF ENTRY - Native" "Margin of Error; YEAR OF ENTRY - Native" "Percent; YEAR OF ENTRY - Native" "Percent Margin of Error; YEAR OF ENTRY - Native" "Estimate; YEAR OF ENTRY - Native - Entered 2010 or later" "Margin of Error; YEAR OF ENTRY - Native - Entered 2010 or later" "Percent; YEAR OF ENTRY - Native - Entered 2010 or later" "Percent Margin of Error; YEAR OF ENTRY - Native - Entered 2010 or later" "Estimate; YEAR OF ENTRY - Native - Entered before 2010" "Margin of Error; YEAR OF ENTRY - Native - Entered before 2010" "Percent; YEAR OF ENTRY - Native - Entered before 2010" "Percent Margin of Error; YEAR OF ENTRY - Native - Entered before 2010" "Estimate; YEAR OF ENTRY - Foreign born" "Margin of Error; YEAR OF ENTRY - Foreign born" "Percent; YEAR OF ENTRY - Foreign born" "Percent Margin of Error; YEAR OF ENTRY - Foreign born" "Estimate; YEAR OF ENTRY - Foreign born - Entered 2010 or later" "Margin of Error; YEAR OF ENTRY - Foreign born - Entered 2010 or later" "Percent; YEAR OF ENTRY - Foreign born - Entered 2010 or later" "Percent Margin of Error; YEAR OF ENTRY - Foreign born - Entered 2010 or later" "Estimate; YEAR OF ENTRY - Foreign born - Entered before 2010" "Margin of Error; YEAR OF ENTRY - Foreign born - Entered before 2010" "Percent; YEAR OF ENTRY - Foreign born - Entered before 2010" "Percent Margin of Error; YEAR OF ENTRY - Foreign born - Entered before 2010" "Estimate; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea" "Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea" "Percent; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea" "Percent Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea" "Estimate; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Europe" "Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Europe" "Percent; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Europe" "Percent Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Europe" "Estimate; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Asia" "Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Asia" "Percent; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Asia" "Percent Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Asia" "Estimate; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Africa" "Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Africa" "Percent; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Africa" "Percent Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Africa" "Estimate; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Oceania" "Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Oceania" "Percent; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Oceania" "Percent Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Oceania" "Estimate; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Latin America" "Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Latin America" "Percent; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Latin America" "Percent Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Latin America" "Estimate; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Northern America" "Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Northern America" "Percent; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Northern America" "Percent Margin of Error; WORLD REGION OF BIRTH OF FOREIGN BORN - Foreign-born population, excluding population born at sea - Northern America" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - English only" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - English only" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - English only" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - English only" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Language other than English" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Language other than English" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Language other than English" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Language other than English" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Language other than English - Speak English less than \"very well\"" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Language other than English - Speak English less than \"very well\"" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Language other than English - Speak English less than \"very well\"" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Language other than English - Speak English less than \"very well\"" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Spanish" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Spanish" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Spanish" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Spanish" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Spanish - Speak English less than \"very well\"" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Spanish - Speak English less than \"very well\"" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Spanish - Speak English less than \"very well\"" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Spanish - Speak English less than \"very well\"" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other Indo-European languages" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other Indo-European languages" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other Indo-European languages" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other Indo-European languages" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other Indo-European languages - Speak English less than \"very well\"" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other Indo-European languages - Speak English less than \"very well\"" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other Indo-European languages - Speak English less than \"very well\"" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other Indo-European languages - Speak English less than \"very well\"" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Asian and Pacific Islander languages" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Asian and Pacific Islander languages" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Asian and Pacific Islander languages" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Asian and Pacific Islander languages" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Asian and Pacific Islander languages - Speak English less than \"very well\"" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Asian and Pacific Islander languages - Speak English less than \"very well\"" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Asian and Pacific Islander languages - Speak English less than \"very well\"" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Asian and Pacific Islander languages - Speak English less than \"very well\"" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other languages" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other languages" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other languages" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other languages" "Estimate; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other languages - Speak English less than \"very well\"" "Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other languages - Speak English less than \"very well\"" "Percent; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other languages - Speak English less than \"very well\"" "Percent Margin of Error; LANGUAGE SPOKEN AT HOME - Population 5 years and over - Other languages - Speak English less than \"very well\"" "Estimate; ANCESTRY - Total population" "Margin of Error; ANCESTRY - Total population" "Percent; ANCESTRY - Total population" "Percent Margin of Error; ANCESTRY - Total population" "Estimate; ANCESTRY - Total population - American" "Margin of Error; ANCESTRY - Total population - American" "Percent; ANCESTRY - Total population - American" "Percent Margin of Error; ANCESTRY - Total population - American" "Estimate; ANCESTRY - Total population - Arab" "Margin of Error; ANCESTRY - Total population - Arab" "Percent; ANCESTRY - Total population - Arab" "Percent Margin of Error; ANCESTRY - Total population - Arab" "Estimate; ANCESTRY - Total population - Czech" "Margin of Error; ANCESTRY - Total population - Czech" "Percent; ANCESTRY - Total population - Czech" "Percent Margin of Error; ANCESTRY - Total population - Czech" "Estimate; ANCESTRY - Total population - Danish" "Margin of Error; ANCESTRY - Total population - Danish" "Percent; ANCESTRY - Total population - Danish" "Percent Margin of Error; ANCESTRY - Total population - Danish" "Estimate; ANCESTRY - Total population - Dutch" "Margin of Error; ANCESTRY - Total population - Dutch" "Percent; ANCESTRY - Total population - Dutch" "Percent Margin of Error; ANCESTRY - Total population - Dutch" "Estimate; ANCESTRY - Total population - English" "Margin of Error; ANCESTRY - Total population - English" "Percent; ANCESTRY - Total population - English" "Percent Margin of Error; ANCESTRY - Total population - English" "Estimate; ANCESTRY - Total population - French (except Basque)" "Margin of Error; ANCESTRY - Total population - French (except Basque)" "Percent; ANCESTRY - Total population - French (except Basque)" "Percent Margin of Error; ANCESTRY - Total population - French (except Basque)" "Estimate; ANCESTRY - Total population - French Canadian" "Margin of Error; ANCESTRY - Total population - French Canadian" "Percent; ANCESTRY - Total population - French Canadian" "Percent Margin of Error; ANCESTRY - Total population - French Canadian" "Estimate; ANCESTRY - Total population - German" "Margin of Error; ANCESTRY - Total population - German" "Percent; ANCESTRY - Total population - German" "Percent Margin of Error; ANCESTRY - Total population - German" "Estimate; ANCESTRY - Total population - Greek" "Margin of Error; ANCESTRY - Total population - Greek" "Percent; ANCESTRY - Total population - Greek" "Percent Margin of Error; ANCESTRY - Total population - Greek" "Estimate; ANCESTRY - Total population - Hungarian" "Margin of Error; ANCESTRY - Total population - Hungarian" "Percent; ANCESTRY - Total population - Hungarian" "Percent Margin of Error; ANCESTRY - Total population - Hungarian" "Estimate; ANCESTRY - Total population - Irish" "Margin of Error; ANCESTRY - Total population - Irish" "Percent; ANCESTRY - Total population - Irish" "Percent Margin of Error; ANCESTRY - Total population - Irish" "Estimate; ANCESTRY - Total population - Italian" "Margin of Error; ANCESTRY - Total population - Italian" "Percent; ANCESTRY - Total population - Italian" "Percent Margin of Error; ANCESTRY - Total population - Italian" "Estimate; ANCESTRY - Total population - Lithuanian" "Margin of Error; ANCESTRY - Total population - Lithuanian" "Percent; ANCESTRY - Total population - Lithuanian" "Percent Margin of Error; ANCESTRY - Total population - Lithuanian" "Estimate; ANCESTRY - Total population - Norwegian" "Margin of Error; ANCESTRY - Total population - Norwegian" "Percent; ANCESTRY - Total population - Norwegian" "Percent Margin of Error; ANCESTRY - Total population - Norwegian" "Estimate; ANCESTRY - Total population - Polish" "Margin of Error; ANCESTRY - Total population - Polish" "Percent; ANCESTRY - Total population - Polish" "Percent Margin of Error; ANCESTRY - Total population - Polish" "Estimate; ANCESTRY - Total population - Portuguese" "Margin of Error; ANCESTRY - Total population - Portuguese" "Percent; ANCESTRY - Total population - Portuguese" "Percent Margin of Error; ANCESTRY - Total population - Portuguese" "Estimate; ANCESTRY - Total population - Russian" "Margin of Error; ANCESTRY - Total population - Russian" "Percent; ANCESTRY - Total population - Russian" "Percent Margin of Error; ANCESTRY - Total population - Russian" "Estimate; ANCESTRY - Total population - Scotch-Irish" "Margin of Error; ANCESTRY - Total population - Scotch-Irish" "Percent; ANCESTRY - Total population - Scotch-Irish" "Percent Margin of Error; ANCESTRY - Total population - Scotch-Irish" "Estimate; ANCESTRY - Total population - Scottish" "Margin of Error; ANCESTRY - Total population - Scottish" "Percent; ANCESTRY - Total population - Scottish" "Percent Margin of Error; ANCESTRY - Total population - Scottish" "Estimate; ANCESTRY - Total population - Slovak" "Margin of Error; ANCESTRY - Total population - Slovak" "Percent; ANCESTRY - Total population - Slovak" "Percent Margin of Error; ANCESTRY - Total population - Slovak" "Estimate; ANCESTRY - Total population - Subsaharan African" "Margin of Error; ANCESTRY - Total population - Subsaharan African" "Percent; ANCESTRY - Total population - Subsaharan African" "Percent Margin of Error; ANCESTRY - Total population - Subsaharan African" "Estimate; ANCESTRY - Total population - Swedish" "Margin of Error; ANCESTRY - Total population - Swedish" "Percent; ANCESTRY - Total population - Swedish" "Percent Margin of Error; ANCESTRY - Total population - Swedish" "Estimate; ANCESTRY - Total population - Swiss" "Margin of Error; ANCESTRY - Total population - Swiss" "Percent; ANCESTRY - Total population - Swiss" "Percent Margin of Error; ANCESTRY - Total population - Swiss" "Estimate; ANCESTRY - Total population - Ukrainian" "Margin of Error; ANCESTRY - Total population - Ukrainian" "Percent; ANCESTRY - Total population - Ukrainian" "Percent Margin of Error; ANCESTRY - Total population - Ukrainian" "Estimate; ANCESTRY - Total population - Welsh" "Margin of Error; ANCESTRY - Total population - Welsh" "Percent; ANCESTRY - Total population - Welsh" "Percent Margin of Error; ANCESTRY - Total population - Welsh" "Estimate; ANCESTRY - Total population - West Indian (excluding Hispanic origin groups)" "Margin of Error; ANCESTRY - Total population - West Indian (excluding Hispanic origin groups)" "Percent; ANCESTRY - Total population - West Indian (excluding Hispanic origin groups)" "Percent Margin of Error; ANCESTRY - Total population - West Indian (excluding Hispanic origin groups)" "Estimate; COMPUTERS AND INTERNET USE - Total Households" "Margin of Error; COMPUTERS AND INTERNET USE - Total Households" "Percent; COMPUTERS AND INTERNET USE - Total Households" "Percent Margin of Error; COMPUTERS AND INTERNET USE - Total Households" "Estimate; COMPUTERS AND INTERNET USE - Total Households - With a computer" "Margin of Error; COMPUTERS AND INTERNET USE - Total Households - With a computer" "Percent; COMPUTERS AND INTERNET USE - Total Households - With a computer" "Percent Margin of Error; COMPUTERS AND INTERNET USE - Total Households - With a computer" "Estimate; COMPUTERS AND INTERNET USE - Total Households - With a broadband Internet subscription" "Margin of Error; COMPUTERS AND INTERNET USE - Total Households - With a broadband Internet subscription" "Percent; COMPUTERS AND INTERNET USE - Total Households - With a broadband Internet subscription" "Percent Margin of Error; COMPUTERS AND INTERNET USE - Total Households - With a broadband Internet subscription"
"2" "0400000US01" "01" "Alabama" "1838683" "5863" "1838683" "" "1241686" "5996" "67.5" "0.2" "513927" "4489" "28.0" "0.2" "883432" "5943" "48.0" "0.3" "327957" "4333" "17.8" "0.2" "77284" "1776" "4.2" "0.1" "33654" "1319" "1.8" "0.1" "280970" "2700" "15.3" "0.1" "152316" "2307" "8.3" "0.1" "596997" "4573" "32.5" "0.2" "522010" "4695" "28.4" "0.2" "189436" "3162" "10.3" "0.2" "592093" "4743" "32.2" "0.2" "486161" "2437" "26.4" "0.1" "2.55" "0.01" "" "" "3.14" "0.01" "" "" "4683880" "" "4683880" "" "1838683" "5863" "39.3" "0.1" "882621" "5834" "18.8" "0.1" "1418049" "6409" "30.3" "0.1" "351992" "6391" "7.5" "0.1" "192535" "5023" "4.1" "0.1" "67287" "1860" "1.4" "0.1" "1854423" "815" "1854423" "" "596005" "4687" "32.1" "0.2" "952726" "5882" "51.4" "0.3" "40229" "1449" "2.2" "0.1" "54972" "1429" "3.0" "0.1" "210491" "3424" "11.4" "0.2" "2016442" "792" "2016442" "" "530755" "3950" "26.3" "0.2" "932261" "5628" "46.2" "0.3" "61058" "1931" "3.0" "0.1" "222995" "2811" "11.1" "0.1" "269373" "3707" "13.4" "0.2" "65578" "1902" "65578" "" "27577" "1191" "42.1" "1.4" "44" "2" "" "" "56" "2" "" "" "28" "3" "" "" "106" "4" "" "" "19" "1" "" "" "122352" "2873" "122352" "" "67522" "2193" "55.2" "1.2" "12265" "882" "10.0" "0.7" "15093" "961" "12.3" "0.8" "11516" "1009" "9.4" "0.7" "28648" "1399" "23.4" "1.0" "67522" "2193" "67522" "" "43303" "1415" "64.1" "0.8" "47101" "1970" "69.8" "1.5" "1222995" "4115" "1222995" "" "69131" "1823" "5.7" "0.1" "64170" "1987" "5.2" "0.2" "505946" "2767" "41.4" "0.3" "255674" "2092" "20.9" "0.2" "328074" "3587" "26.8" "0.2" "3193338" "1317" "3193338" "" "180671" "3045" "5.7" "0.1" "358529" "4643" "11.2" "0.1" "991730" "6095" "31.1" "0.2" "703243" "5123" "22.0" "0.2" "236473" "3426" "7.4" "0.1" "458393" "5122" "14.4" "0.2" "264299" "3781" "8.3" "0.1" "" "" "83.1" "0.2" "" "" "22.6" "0.2" "3660703" "916" "3660703" "" "388865" "3443" "10.6" "0.1" "4716915" "717" "4716915" "" "766399" "5603" "16.2" "0.1" "1121332" "500" "1121332" "" "54595" "1814" "4.9" "0.2" "2934586" "1064" "2934586" "" "427513" "4564" "14.6" "0.2" "660997" "631" "660997" "" "284291" "2393" "43.0" "0.4" "4744420" "1381" "4744420" "" "4031229" "9842" "85.0" "0.2" "698073" "9982" "14.7" "0.2" "432492" "8697" "9.1" "0.2" "265581" "6476" "5.6" "0.1" "155395" "5286" "3.3" "0.1" "110186" "3315" "2.3" "0.1" "15118" "1346" "0.3" "0.1" "4799277" "" "4799277" "" "4631045" "2881" "96.5" "0.1" "4593219" "2969" "95.7" "0.1" "3359408" "8841" "70.0" "0.2" "1233811" "8634" "25.7" "0.2" "37826" "1369" "0.8" "0.1" "168232" "2881" "3.5" "0.1" "168232" "2881" "168232" "" "53829" "1779" "32.0" "1.1" "114403" "2988" "68.0" "1.1" "206058" "2969" "206058" "" "37826" "1369" "37826" "" "839" "214" "2.2" "0.6" "36987" "1371" "97.8" "0.6" "168232" "2881" "168232" "" "11044" "1112" "6.6" "0.6" "157188" "2773" "93.4" "0.6" "168232" "2881" "168232" "" "18024" "930" "10.7" "0.5" "47481" "1368" "28.2" "0.7" "6895" "852" "4.1" "0.5" "758" "225" "0.5" "0.1" "91845" "2032" "54.6" "0.8" "3229" "404" "1.9" "0.2" "4497352" "490" "4497352" "" "4261611" "3627" "94.8" "0.1" "235741" "3580" "5.2" "0.1" "107436" "2608" "2.4" "0.1" "151384" "2607" "3.4" "0.1" "78970" "2312" "1.8" "0.1" "38001" "1797" "0.8" "0.1" "7995" "662" "0.2" "0.1" "36312" "1666" "0.8" "0.1" "17798" "1233" "0.4" "0.1" "10044" "1164" "0.2" "0.1" "2673" "580" "0.1" "0.1" "4799277" "" "4799277" "" "708800" "8152" "14.8" "0.2" "10401" "1076" "0.2" "0.1" "4636" "646" "0.1" "0.1" "4340" "574" "0.1" "0.1" "48471" "2020" "1.0" "0.1" "405561" "5789" "8.5" "0.1" "83044" "2599" "1.7" "0.1" "8955" "822" "0.2" "0.1" "345235" "6420" "7.2" "0.1" "8196" "940" "0.2" "0.1" "5009" "474" "0.1" "0.1" "455463" "6124" "9.5" "0.1" "83628" "2929" "1.7" "0.1" "2079" "390" "0.0" "0.1" "15064" "998" "0.3" "0.1" "30479" "1933" "0.6" "0.1" "3437" "650" "0.1" "0.1" "7772" "805" "0.2" "0.1" "76385" "2660" "1.6" "0.1" "87903" "3060" "1.8" "0.1" "1933" "366" "0.0" "0.1" "36826" "1805" "0.8" "0.1" "18335" "1134" "0.4" "0.1" "4817" "608" "0.1" "0.1" "2233" "350" "0.0" "0.1" "18540" "1210" "0.4" "0.1" "8017" "961" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"3" "0400000US02" "02" "Alaska" "251899" "1331" "251899" "" "169367" "1630" "67.2" "0.5" "83892" "1403" "33.3" "0.5" "126436" "1681" "50.2" "0.6" "57103" "1180" "22.7" "0.4" "14272" "778" "5.7" "0.3" "8359" "648" "3.3" "0.3" "28659" "893" "11.4" "0.3" "18430" "839" "7.3" "0.3" "82532" "1286" "32.8" "0.5" "64046" "1225" "25.4" "0.5" "14519" "624" "5.8" "0.3" "92325" "1317" "36.7" "0.5" "42617" "541" "16.9" "0.2" "2.75" "0.01" "" "" "3.32" "0.03" "" "" "693856" "" "693856" "" "251899" "1331" "36.3" "0.2" "126316" "1750" "18.2" "0.3" "223837" "2008" "32.3" "0.3" "42848" "1646" "6.2" "0.2" "48956" "1690" "7.1" "0.2" "19875" "966" "2.9" "0.1" "294790" "383" "294790" "" "109325" "1434" "37.1" "0.5" "142639" "1903" "48.4" "0.6" "5141" "619" "1.7" "0.2" "5315" "465" "1.8" "0.2" "32370" "1278" "11.0" "0.4" "268969" "329" "268969" "" "75715" "1346" "28.2" "0.5" "136372" "1691" "50.7" "0.6" "5986" "577" "2.2" "0.2" "15849" "635" "5.9" "0.2" "35047" "1229" "13.0" "0.5" "12010" "774" "12010" "" "4414" "479" "36.8" "2.9" "50" "5" "" "" "68" "4" "" "" "21" "5" "" "" "118" "9" "" "" "32" "5" "" "" "15843" "914" "15843" "" "7089" "584" "44.7" "2.7" "2275" "427" "14.4" "2.5" "1624" "282" "10.3" "1.7" "955" "243" "6.0" "1.6" "2235" "309" "14.1" "1.8" "7089" "584" "7089" "" "4213" "380" "59.4" "2.1" "5182" "520" "73.1" "3.8" "195215" "2149" "195215" "" "9739" "693" "5.0" "0.3" "10020" "618" "5.1" "0.3" "81604" "984" "41.8" "0.6" "42985" "909" "22.0" "0.4" "50867" "1542" "26.1" "0.6" "454301" "374" "454301" "" "13853" "774" "3.0" "0.2" "24142" "985" "5.3" "0.2" "124059" "2311" "27.3" "0.5" "130962" "2106" "28.8" "0.5" "36351" "1295" "8.0" "0.3" "80447" "1923" "17.7" "0.4" "44487" "1503" "9.8" "0.3" "" "" "91.6" "0.3" "" "" "27.5" "0.5" "515714" "739" "515714" "" "71004" "1554" "13.8" "0.3" "696885" "670" "696885" "" "76309" "1799" "11.0" "0.3" "187469" "193" "187469" "" "6149" "561" "3.3" "0.3" "451633" "787" "451633" "" "46465" "1443" "10.3" "0.3" "57783" "284" "57783" "" "23695" "784" "41.0" "1.4" "709363" "629" "709363" "" "569558" "3469" "80.3" "0.5" "134317" "3341" "18.9" "0.5" "79876" "3138" "11.3" "0.4" "54441" "2281" "7.7" "0.3" "18940" "1376" "2.7" "0.2" "35501" "1858" "5.0" "0.3" "5488" "774" "0.8" "0.1" "720316" "" "720316" "" "669941" "1262" "93.0" "0.2" "654009" "1573" "90.8" "0.2" "291184" "2488" "40.4" "0.3" "362825" "2727" "50.4" "0.4" "15932" "986" "2.2" "0.1" "50375" "1262" "7.0" "0.2" "50375" "1262" "50375" "" "26990" "1109" "53.6" "1.8" "23385" "1106" "46.4" "1.8" "66307" "1573" "66307" "" "15932" "986" "15932" "" "631" "211" "4.0" "1.2" "15301" "916" "96.0" "1.2" "50375" "1262" "50375" "" "2700" "797" "5.4" "1.6" "47675" "1476" "94.6" "1.6" "50367" "1264" "50367" "" "8007" "878" "15.9" "1.6" "27628" "940" "54.9" "1.7" "2048" "385" "4.1" "0.8" "1311" "315" "2.6" "0.6" "8801" "741" "17.5" "1.4" "2572" "357" "5.1" "0.7" "665954" "168" "665954" "" "557877" "1931" "83.8" "0.3" "108077" "1921" "16.2" "0.3" "35221" "1309" "5.3" "0.2" "22425" "1109" "3.4" "0.2" "5772" "597" "0.9" "0.1" "15446" "1253" "2.3" "0.2" "3308" "631" "0.5" "0.1" "35935" "1286" "5.4" "0.2" "17119" "1194" "2.6" "0.2" "34271" "1052" "5.1" "0.2" "9022" "481" "1.4" "0.1" "720316" "" "720316" "" "30537" "1799" "4.2" "0.2" "1085" "313" "0.2" "0.1" "3946" "464" "0.5" "0.1" "6257" "790" "0.9" "0.1" "13580" "1082" "1.9" "0.2" "61560" "2201" "8.5" "0.3" "21304" "1339" "3.0" "0.2" "6585" "785" "0.9" "0.1" "128548" "2802" "17.8" "0.4" "2043" "377" "0.3" "0.1" "2497" "481" "0.3" "0.1" "79924" "2459" "11.1" "0.3" "23034" "1489" "3.2" "0.2" "937" "214" "0.1" "0.1" "29010" "1766" "4.0" "0.2" "14983" "1273" "2.1" "0.2" "2380" "380" "0.3" "0.1" "10100" "1023" "1.4" "0.1" "9185" "858" "1.3" "0.1" "20783" "1456" "2.9" "0.2" "947" "266" "0.1" "0.1" "3302" "588" "0.5" "0.1" "17799" "1238" "2.5" "0.2" "3829" "609" "0.5" "0.1" "2594" "672" "0.4" "0.1" "6181" "704" "0.9" "0.1" "1375" "355" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"4" "0400000US04" "04" "Arizona" "2370289" "8769" "2370289" "" "1563121" "8699" "65.9" "0.2" "687333" "6652" "29.0" "0.2" "1139274" "8283" "48.1" "0.2" "446368" "5747" "18.8" "0.2" "124962" "2858" "5.3" "0.1" "66238" "2134" "2.8" "0.1" "298885" "4005" "12.6" "0.2" "174727" "3379" "7.4" "0.1" "807168" "4863" "34.1" "0.2" "642974" "5538" "27.1" "0.2" "223231" "3755" "9.4" "0.1" "775045" "6891" "32.7" "0.2" "645637" "3168" "27.2" "0.1" "2.67" "0.01" "" "" "3.28" "0.02" "" "" "6335998" "" "6335998" "" "2370289" "8769" "37.4" "0.1" "1138765" "7972" "18.0" "0.1" "1928352" "8057" "30.4" "0.1" "493724" "9897" "7.8" "0.2" "404868" "6737" "6.4" "0.1" "164183" "3036" "2.6" "0.1" "2531781" "584" "2531781" "" "899394" "5322" "35.5" "0.2" "1258350" "7203" "49.7" "0.3" "40352" "1569" "1.6" "0.1" "64153" "1380" "2.5" "0.1" "269532" "3644" "10.6" "0.1" "2596795" "604" "2596795" "" "734699" "4965" "28.3" "0.2" "1228915" "7700" "47.3" "0.3" "56502" "2235" "2.2" "0.1" "217561" "2629" "8.4" "0.1" "359118" "4644" "13.8" "0.2" "88162" "2086" "88162" "" "34246" "1388" "38.8" "1.3" "40" "2" "" "" "58" "1" "" "" "26" "3" "" "" "101" "3" "" "" "26" "1" "" "" "160008" "3920" "160008" "" "64304" "2276" "40.2" "1.1" "14491" "990" "9.1" "0.6" "14704" "1054" "9.2" "0.6" "10705" "916" "6.7" "0.5" "24404" "1217" "15.3" "0.7" "64304" "2276" "64304" "" "39123" "1456" "60.8" "0.9" "46045" "1986" "71.6" "1.3" "1738721" "5825" "1738721" "" "82843" "2081" "4.8" "0.1" "88759" "2292" "5.1" "0.1" "721724" "3013" "41.5" "0.2" "365236" "2748" "21.0" "0.2" "480159" "5191" "27.6" "0.2" "4211194" "874" "4211194" "" "267781" "3993" "6.4" "0.1" "334656" "4312" "7.9" "0.1" "1032014" "7178" "24.5" "0.2" "1094505" "7461" "26.0" "0.2" "350503" "3839" "8.3" "0.1" "716734" "6891" "17.0" "0.2" "415001" "5130" "9.9" "0.1" "" "" "85.7" "0.1" "" "" "26.9" "0.2" "4840412" "999" "4840412" "" "522382" "4515" "10.8" "0.1" "6373367" "907" "6373367" "" "740579" "5644" "11.6" "0.1" "1618689" "223" "1618689" "" "55951" "1888" "3.5" "0.1" "3834412" "1081" "3834412" "" "373395" "4416" "9.7" "0.1" "920266" "519" "920266" "" "311233" "2930" "33.8" "0.3" "6395635" "2229" "6395635" "" "5142032" "15924" "80.4" "0.2" "1210805" "15993" "18.9" "0.2" "863051" "14790" "13.5" "0.2" "347754" "7946" "5.4" "0.1" "121806" "5558" "1.9" "0.1" "225948" "5478" "3.5" "0.1" "42798" "2599" "0.7" "0.1" "6479703" "" "6479703" "" "5609835" "7725" "86.6" "0.1" "5532500" "8250" "85.4" "0.1" "2466137" "12061" "38.1" "0.2" "3066363" "11029" "47.3" "0.2" "77335" "2689" "1.2" "0.1" "869868" "7725" "13.4" "0.1" "869868" "7725" "869868" "" "325061" "4656" "37.4" "0.5" "544807" "7539" "62.6" "0.5" "947203" "8250" "947203" "" "77335" "2689" "77335" "" "2514" "401" "3.3" "0.5" "74821" "2598" "96.7" "0.5" "869868" "7725" "869868" "" "40089" "1980" "4.6" "0.2" "829779" "7478" "95.4" "0.2" "869868" "7725" "869868" "" "82441" "2508" "9.5" "0.3" "151974" "2459" "17.5" "0.2" "22966" "1958" "2.6" "0.2" "3634" "465" "0.4" "0.1" "569621" "6744" "65.5" "0.4" "39232" "1725" "4.5" "0.2" "6033147" "321" "6033147" "" "4416957" "10221" "73.2" "0.2" "1616190" "10218" "26.8" "0.2" "574452" "7168" "9.5" "0.1" "1230732" "7873" "20.4" "0.1" "458851" "6274" "7.6" "0.1" "123220" "3926" "2.0" "0.1" "27453" "1697" "0.5" "0.1" "113544" "2598" "1.9" "0.1" "48706" "1846" "0.8" "0.1" "148694" "3724" "2.5" "0.1" "39442" "1504" "0.7" "0.1" "6479703" "" "6479703" "" "336885" "7739" "5.2" "0.1" "31413" "2259" "0.5" "0.1" "27975" "1480" "0.4" "0.1" "44341" "2147" "0.7" "0.1" "93376" "2748" "1.4" "0.1" "590717" "7371" "9.1" "0.1" "165258" "4200" "2.6" "0.1" "30911" "1967" "0.5" "0.1" "964445" "8836" "14.9" "0.1" "22727" "1450" "0.4" "0.1" "28983" "1522" "0.4" "0.1" "641926" "7301" "9.9" "0.1" "284126" "4865" "4.4" "0.1" "12325" "1088" "0.2" "0.1" "116777" "3206" "1.8" "0.1" "159008" "4248" "2.5" "0.1" "16400" "1414" "0.3" "0.1" "54960" "2409" "0.8" "0.1" "58048" "2147" "0.9" "0.1" "124155" "3569" "1.9" "0.1" "9816" "905" "0.2" "0.1" "31412" "2389" "0.5" "0.1" "103348" "3044" "1.6" "0.1" "18935" "1236" "0.3" "0.1" "13773" "1263" "0.2" "0.1" "41357" "1919" "0.6" "0.1" "10103" "1143" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"5" "0400000US05" "05" "Arkansas" "1129723" "4304" "1129723" "" "762881" "4903" "67.5" "0.3" "322304" "3863" "28.5" "0.3" "560823" "4932" "49.6" "0.4" "209094" "3689" "18.5" "0.3" "50723" "1518" "4.5" "0.1" "24845" "1022" "2.2" "0.1" "151335" "2717" "13.4" "0.2" "88365" "2264" "7.8" "0.2" "366842" "3575" "32.5" "0.3" "312753" "3496" "27.7" "0.3" "116512" "2043" "10.3" "0.2" "366052" "4005" "32.4" "0.3" "302484" "1701" "26.8" "0.1" "2.53" "0.01" "" "" "3.09" "0.02" "" "" "2852772" "" "2852772" "" "1129723" "4304" "39.6" "0.2" "560761" "4574" "19.7" "0.2" "839575" "4340" "29.4" "0.2" "190746" "4710" "6.7" "0.2" "131967" "4005" "4.6" "0.1" "52836" "1663" "1.9" "0.1" "1137143" "920" "1137143" "" "337147" "3365" "29.6" "0.3" "606466" "4999" "53.3" "0.4" "23672" "1121" "2.1" "0.1" "33108" "1189" "2.9" "0.1" "136750" "2989" "12.0" "0.3" "1204273" "759" "1204273" "" "282108" "3020" "23.4" "0.2" "592099" "4167" "49.2" "0.3" "33323" "1296" "2.8" "0.1" "130439" "1666" "10.8" "0.1" "166304" "2268" "13.8" "0.2" "38668" "1429" "38668" "" "14663" "905" "37.9" "2.0" "42" "2" "" "" "56" "2" "" "" "32" "4" "" "" "107" "4" "" "" "15" "2" "" "" "68659" "1884" "68659" "" "38745" "1323" "56.4" "1.3" "8717" "655" "12.7" "0.9" "8937" "880" "13.0" "1.2" "6227" "563" "9.1" "0.8" "14864" "790" "21.6" "1.1" "38745" "1323" "38745" "" "23917" "913" "61.7" "1.0" "27772" "1087" "71.7" "1.5" "750822" "4146" "750822" "" "52331" "1732" "7.0" "0.2" "40164" "1480" "5.3" "0.2" "312298" "2032" "41.6" "0.3" "153080" "1776" "20.4" "0.2" "192949" "3295" "25.7" "0.3" "1936554" "1010" "1936554" "" "118011" "2297" "6.1" "0.1" "197050" "2977" "10.2" "0.2" "679339" "4903" "35.1" "0.3" "433799" "4000" "22.4" "0.2" "119038" "2327" "6.1" "0.1" "257157" "3672" "13.3" "0.2" "132160" "2334" "6.8" "0.1" "" "" "83.7" "0.2" "" "" "20.1" "0.2" "2217101" "618" "2217101" "" "237311" "2680" "10.7" "0.1" "2879435" "547" "2879435" "" "482558" "4686" "16.8" "0.2" "707821" "385" "707821" "" "39721" "1558" "5.6" "0.2" "1755753" "938" "1755753" "" "264304" "3526" "15.1" "0.2" "415861" "723" "415861" "" "178533" "2104" "42.9" "0.5" "2898882" "1264" "2898882" "" "2422897" "8609" "83.6" "0.3" "467311" "8382" "16.1" "0.3" "287919" "6985" "9.9" "0.2" "179392" "4815" "6.2" "0.2" "103581" "3584" "3.6" "0.1" "75811" "3287" "2.6" "0.1" "8674" "1113" "0.3" "0.1" "2933369" "" "2933369" "" "2799972" "2568" "95.5" "0.1" "2780965" "2656" "94.8" "0.1" "1798882" "6262" "61.3" "0.2" "982083" "6413" "33.5" "0.2" "19007" "1177" "0.6" "0.1" "133397" "2568" "4.5" "0.1" "133397" "2568" "133397" "" "39680" "1287" "29.7" "1.0" "93717" "2527" "70.3" "1.0" "152404" "2656" "152404" "" "19007" "1177" "19007" "" "1146" "372" "6.0" "1.8" "17861" "1075" "94.0" "1.8" "133397" "2568" "133397" "" "8463" "968" "6.3" "0.7" "124934" "2405" "93.7" "0.7" "133397" "2568" "133397" "" "10232" "801" "7.7" "0.6" "29607" "1092" "22.2" "0.7" "2192" "535" "1.6" "0.4" "3817" "399" "2.9" "0.3" "85057" "1912" "63.8" "0.8" "2492" "369" "1.9" "0.3" "2738012" "459" "2738012" "" "2540974" "3012" "92.8" "0.1" "197038" "2958" "7.2" "0.1" "89977" "2467" "3.3" "0.1" "143540" "2172" "5.2" "0.1" "69398" "2255" "2.5" "0.1" "21691" "1614" "0.8" "0.1" "5192" "681" "0.2" "0.1" "26769" "1231" "1.0" "0.1" "13797" "856" "0.5" "0.1" "5038" "982" "0.2" "0.1" "1590" "388" "0.1" "0.1" "2933369" "" "2933369" "" "331709" "6523" "11.3" "0.2" "6518" "1097" "0.2" "0.1" "7377" "829" "0.3" "0.1" "5241" "556" "0.2" "0.1" "45580" "2048" "1.6" "0.1" "294826" "5392" "10.1" "0.2" "60308" "1914" "2.1" "0.1" "5669" "637" "0.2" "0.1" "330955" "5513" "11.3" "0.2" "3289" "570" "0.1" "0.1" "3228" "510" "0.1" "0.1" "345911" "5408" "11.8" "0.2" "45767" "2003" "1.6" "0.1" "1543" "367" "0.1" "0.1" "13450" "947" "0.5" "0.1" "24355" "1706" "0.8" "0.1" "3049" "529" "0.1" "0.1" "4570" "693" "0.2" "0.1" "38554" "1888" "1.3" "0.1" "50609" "1830" "1.7" "0.1" "1067" "224" "0.0" "0.1" "7413" "882" "0.3" "0.1" "16884" "1131" "0.6" "0.1" "5935" "762" "0.2" "0.1" "1570" "341" "0.1" "0.1" "13129" "1004" "0.4" "0.1" "4206" "557" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"6" "0400000US06" "06" "California" "12542460" "20542" "12542460" "" "8603822" "23012" "68.6" "0.1" "4105841" "19594" "32.7" "0.1" "6168251" "29978" "49.2" "0.2" "2866494" "22531" "22.9" "0.1" "742821" "6750" "5.9" "0.1" "341332" "4187" "2.7" "0.1" "1692750" "9048" "13.5" "0.1" "898015" "6863" "7.2" "0.1" "3938638" "10280" "31.4" "0.1" "3040221" "9441" "24.2" "0.1" "1067111" "10233" "8.5" "0.1" "4613728" "19485" "36.8" "0.1" "3128350" "11067" "24.9" "0.1" "2.94" "0.01" "" "" "3.53" "0.01" "" "" "36843355" "" "36843355" "" "12542460" "20542" "34.0" "0.1" "6163628" "30197" "16.7" "0.1" "11869789" "15056" "32.2" "0.1" "3716035" "34949" "10.1" "0.1" "2551443" "26606" "6.9" "0.1" "847332" "7028" "2.3" "0.1" "14836120" "804" "14836120" "" "5891713" "18843" "39.7" "0.1" "7154318" "25859" "48.2" "0.2" "281977" "4377" "1.9" "0.1" "314930" "3785" "2.1" "0.1" "1193182" "9528" "8.0" "0.1" "15212647" "706" "15212647" "" "4932296" "16055" "32.4" "0.1" "6948021" "23197" "45.7" "0.2" "414072" "5163" "2.7" "0.1" "1221063" "5590" "8.0" "0.1" "1697195" "10441" "11.2" "0.1" "514155" "4825" "514155" "" "171452" "3542" "33.3" "0.6" "33" "1" "" "" "54" "1" "" "" "21" "1" "" "" "90" "1" "" "" "30" "1" "" "" "1104161" "8172" "1104161" "" "301746" "4117" "27.3" "0.3" "62955" "1879" "5.7" "0.2" "74285" "2517" "6.7" "0.2" "49590" "1702" "4.5" "0.2" "114916" "2631" "10.4" "0.2" "301746" "4117" "301746" "" "185151" "2760" "61.4" "0.4" "220568" "3796" "73.1" "0.6" "10600340" "17271" "10600340" "" "587247" "5573" "5.5" "0.1" "517658" "5323" "4.9" "0.1" "4054653" "6690" "38.3" "0.1" "2266997" "5502" "21.4" "0.1" "3173785" "15509" "29.9" "0.1" "24455010" "1019" "24455010" "" "2501496" "14877" "10.2" "0.1" "2085785" "10707" "8.5" "0.1" "5066034" "22388" "20.7" "0.1" "5404742" "15887" "22.1" "0.1" "1895918" "11185" "7.8" "0.1" "4753446" "18239" "19.4" "0.1" "2747589" "19494" "11.2" "0.1" "" "" "81.2" "0.1" "" "" "30.7" "0.1" "28275343" "2314" "28275343" "" "1893539" "8809" "6.7" "0.1" "37130876" "2336" "37130876" "" "3762239" "13377" "10.1" "0.1" "9225966" "600" "9225966" "" "284395" "4437" "3.1" "0.1" "23554540" "2665" "23554540" "" "1878329" "9351" "8.0" "0.1" "4350370" "1155" "4350370" "" "1599515" "5839" "36.8" "0.1" "37198858" "3953" "37198858" "" "31337487" "37516" "84.2" "0.1" "5595338" "35724" "15.0" "0.1" "4056883" "30970" "10.9" "0.1" "1538455" "13682" "4.1" "0.1" "1067311" "10868" "2.9" "0.1" "471144" "7455" "1.3" "0.1" "266033" "5669" "0.7" "0.1" "37659181" "" "37659181" "" "27483342" "30666" "73.0" "0.1" "27027293" "29588" "71.8" "0.1" "20374976" "28193" "54.1" "0.1" "6652317" "19365" "17.7" "0.1" "456049" "5669" "1.2" "0.1" "10175839" "30666" "27.0" "0.1" "10175839" "30666" "10175839" "" "4790971" "18538" "47.1" "0.2" "5384868" "32122" "52.9" "0.2" "10631888" "29588" "10631888" "" "456049" "5669" "456049" "" "21506" "1277" "4.7" "0.3" "434543" "5374" "95.3" "0.3" "10175839" "30666" "10175839" "" "316980" "6684" "3.1" "0.1" "9858859" "28720" "96.9" "0.1" "10175803" "30663" "10175803" "" "667170" "6615" "6.6" "0.1" "3708094" "14233" "36.4" "0.1" "161186" "4291" "1.6" "0.1" "75717" "2552" "0.7" "0.1" "5434984" "18730" "53.4" "0.1" "128652" "2700" "1.3" "0.1" "35131429" "586" "35131429" "" "19782598" "34163" "56.3" "0.1" "15348831" "34040" "43.7" "0.1" "6799270" "22260" "19.4" "0.1" "10105424" "22961" "28.8" "0.1" "4539249" "16174" "12.9" "0.1" "1543211" "13369" "4.4" "0.1" "495598" "6553" "1.4" "0.1" "3375028" "12691" "9.6" "0.1" "1655771" "9450" "4.7" "0.1" "325168" "6787" "0.9" "0.1" "108652" "3359" "0.3" "0.1" "37659181" "" "37659181" "" "1124070" "10956" "3.0" "0.1" "269313" "6226" "0.7" "0.1" "88325" "2521" "0.2" "0.1" "182221" "3432" "0.5" "0.1" "392477" "6082" "1.0" "0.1" "2329935" "15495" "6.2" "0.1" "726518" "8629" "1.9" "0.1" "111298" "2978" "0.3" "0.1" "3315024" "16343" "8.8" "0.1" "131082" "3049" "0.3" "0.1" "125254" "3645" "0.3" "0.1" "2612762" "13764" "6.9" "0.1" "1523621" "12242" "4.0" "0.1" "48883" "1811" "0.1" "0.1" "394056" "5827" "1.0" "0.1" "504770" "7165" "1.3" "0.1" "354246" "5046" "0.9" "0.1" "433384" "6662" "1.2" "0.1" "240268" "4345" "0.6" "0.1" "520575" "7414" "1.4" "0.1" "24732" "1564" "0.1" "0.1" "266190" "7292" "0.7" "0.1" "425092" "5332" "1.1" "0.1" "103574" "2660" "0.3" "0.1" "99583" "4046" "0.3" "0.1" "168463" "3482" "0.4" "0.1" "77827" "3142" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"7" "0400000US08" "08" "Colorado" "1977591" "4762" "1977591" "" "1269436" "5728" "64.2" "0.2" "588574" "4402" "29.8" "0.2" "981124" "6012" "49.6" "0.2" "419548" "4499" "21.2" "0.2" "85712" "2302" "4.3" "0.1" "46305" "1711" "2.3" "0.1" "202600" "2762" "10.2" "0.1" "122721" "2312" "6.2" "0.1" "708155" "4264" "35.8" "0.2" "556054" "3988" "28.1" "0.2" "160781" "2991" "8.1" "0.1" "639803" "4247" "32.4" "0.2" "414306" "2456" "21.0" "0.1" "2.53" "0.01" "" "" "3.12" "0.01" "" "" "5002024" "" "5002024" "" "1977591" "4762" "39.5" "0.1" "980055" "6176" "19.6" "0.1" "1449694" "5248" "29.0" "0.1" "267134" "5978" "5.3" "0.1" "327550" "5689" "6.5" "0.1" "115907" "2476" "2.3" "0.1" "2041854" "846" "2041854" "" "701503" "4506" "34.4" "0.2" "1062751" "5334" "52.0" "0.3" "29745" "1144" "1.5" "0.1" "41206" "1335" "2.0" "0.1" "206649" "3235" "10.1" "0.2" "2048691" "705" "2048691" "" "552661" "4410" "27.0" "0.2" "1040532" "5914" "50.8" "0.3" "38371" "1430" "1.9" "0.1" "141981" "1821" "6.9" "0.1" "275146" "3335" "13.4" "0.2" "70944" "2065" "70944" "" "19522" "1073" "27.5" "1.2" "31" "2" "" "" "56" "2" "" "" "22" "2" "" "" "98" "3" "" "" "27" "1" "" "" "90643" "2481" "90643" "" "36363" "1718" "40.1" "1.5" "8280" "751" "9.1" "0.8" "9085" "871" "10.0" "0.9" "5217" "517" "5.8" "0.6" "13781" "927" "15.2" "0.9" "36363" "1718" "36363" "" "21724" "1043" "59.7" "1.1" "26453" "1544" "72.7" "2.0" "1370879" "4487" "1370879" "" "89197" "1970" "6.5" "0.1" "69107" "1533" "5.0" "0.1" "548053" "2189" "40.0" "0.2" "269935" "2121" "19.7" "0.2" "394587" "3888" "28.8" "0.2" "3388783" "1076" "3388783" "" "138240" "3481" "4.1" "0.1" "194797" "3369" "5.7" "0.1" "750237" "5883" "22.1" "0.2" "773730" "5446" "22.8" "0.2" "276955" "3698" "8.2" "0.1" "799431" "6130" "23.6" "0.2" "455393" "4191" "13.4" "0.1" "" "" "90.2" "0.1" "" "" "37.0" "0.2" "3858312" "1020" "3858312" "" "399458" "3739" "10.4" "0.1" "5025295" "996" "5025295" "" "508331" "4667" "10.1" "0.1" "1225807" "464" "1225807" "" "40696" "1673" "3.3" "0.1" "3229893" "1231" "3229893" "" "275413" "3964" "8.5" "0.1" "569595" "681" "569595" "" "192222" "1948" "33.7" "0.3" "5054734" "1721" "5054734" "" "4081010" "12385" "80.7" "0.2" "939540" "11905" "18.6" "0.2" "493932" "9310" "9.8" "0.2" "445608" "7691" "8.8" "0.2" "249282" "5755" "4.9" "0.1" "196326" "4910" "3.9" "0.1" "34184" "1976" "0.7" "0.1" "5119329" "" "5119329" "" "4623809" "5778" "90.3" "0.1" "4551036" "6119" "88.9" "0.1" "2172551" "9077" "42.4" "0.2" "2378485" "8234" "46.5" "0.2" "72773" "1933" "1.4" "0.1" "495520" "5779" "9.7" "0.1" "495520" "5779" "495520" "" "182108" "3043" "36.8" "0.6" "313412" "5504" "63.2" "0.6" "568293" "6120" "568293" "" "72773" "1933" "72773" "" "2715" "480" "3.7" "0.6" "70058" "1830" "96.3" "0.6" "495520" "5779" "495520" "" "24958" "1669" "5.0" "0.3" "470562" "5714" "95.0" "0.3" "495520" "5779" "495520" "" "68149" "2254" "13.8" "0.4" "109714" "1831" "22.1" "0.3" "26672" "1728" "5.4" "0.3" "3661" "505" "0.7" "0.1" "272617" "4331" "55.0" "0.5" "14707" "1111" "3.0" "0.2" "4779527" "437" "4779527" "" "3976875" "7959" "83.2" "0.2" "802652" "7936" "16.8" "0.2" "312251" "4287" "6.5" "0.1" "565058" "6145" "11.8" "0.1" "230423" "3833" "4.8" "0.1" "110342" "3234" "2.3" "0.1" "25041" "1398" "0.5" "0.1" "91051" "1758" "1.9" "0.1" "42929" "1190" "0.9" "0.1" "36201" "2388" "0.8" "0.1" "13858" "1216" "0.3" "0.1" "5119329" "" "5119329" "" "260711" "4392" "5.1" "0.1" "19676" "1703" "0.4" "0.1" "37571" "1829" "0.7" "0.1" "44556" "1954" "0.9" "0.1" "95016" "2717" "1.9" "0.1" "552950" "6221" "10.8" "0.1" "159033" "3537" "3.1" "0.1" "27842" "1484" "0.5" "0.1" "1099576" "7137" "21.5" "0.1" "19547" "1145" "0.4" "0.1" "21093" "1323" "0.4" "0.1" "630572" "6908" "12.3" "0.1" "266989" "5753" "5.2" "0.1" "10339" "779" "0.2" "0.1" "114408" "3923" "2.2" "0.1" "130935" "2939" "2.6" "0.1" "10880" "915" "0.2" "0.1" "57199" "2358" "1.1" "0.1" "68346" "2387" "1.3" "0.1" "133389" "3112" "2.6" "0.1" "8358" "819" "0.2" "0.1" "35305" "2301" "0.7" "0.1" "131418" "3388" "2.6" "0.1" "23810" "1178" "0.5" "0.1" "13035" "896" "0.3" "0.1" "46441" "1814" "0.9" "0.1" "7749" "855" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"8" "0400000US09" "09" "Connecticut" "1355849" "3506" "1355849" "" "903577" "4166" "66.6" "0.3" "407094" "3174" "30.0" "0.2" "669883" "4116" "49.4" "0.3" "281478" "3200" "20.8" "0.2" "57399" "1833" "4.2" "0.1" "25016" "1370" "1.8" "0.1" "176295" "2390" "13.0" "0.2" "100600" "1973" "7.4" "0.1" "452272" "3795" "33.4" "0.3" "374214" "3638" "27.6" "0.2" "146627" "2318" "10.8" "0.2" "442362" "3075" "32.6" "0.2" "364118" "1838" "26.9" "0.1" "2.55" "0.01" "" "" "3.14" "0.01" "" "" "3464102" "" "3464102" "" "1355849" "3506" "39.1" "0.1" "669510" "4195" "19.3" "0.1" "1065534" "4199" "30.8" "0.1" "198530" "4609" "5.7" "0.1" "174679" "4759" "5.0" "0.1" "79071" "1934" "2.3" "0.1" "1410786" "332" "1410786" "" "509794" "3553" "36.1" "0.3" "721386" "4661" "51.1" "0.3" "16400" "935" "1.2" "0.1" "37574" "1118" "2.7" "0.1" "125632" "2482" "8.9" "0.2" "1518499" "332" "1518499" "" "456053" "3228" "30.0" "0.2" "710609" "3783" "46.8" "0.2" "26285" "1174" "1.7" "0.1" "141110" "1630" "9.3" "0.1" "184442" "2463" "12.1" "0.2" "40180" "1425" "40180" "" "13265" "760" "33.0" "1.6" "27" "2" "" "" "46" "2" "" "" "12" "2" "" "" "85" "3" "" "" "26" "2" "" "" "67119" "2182" "67119" "" "21458" "1270" "32.0" "1.6" "4293" "520" "6.4" "0.7" "5299" "693" "7.9" "1.0" "3674" "571" "5.5" "0.8" "8192" "860" "12.2" "1.2" "21458" "1270" "21458" "" "13832" "827" "64.5" "1.7" "13913" "1117" "64.8" "2.5" "951377" "3570" "951377" "" "61580" "1376" "6.5" "0.1" "43010" "1353" "4.5" "0.1" "367757" "1560" "38.7" "0.2" "207591" "1735" "21.8" "0.2" "271439" "3301" "28.5" "0.3" "2443761" "383" "2443761" "" "109133" "2289" "4.5" "0.1" "155272" "3242" "6.4" "0.1" "678370" "6272" "27.8" "0.3" "431469" "3729" "17.7" "0.2" "178597" "3028" "7.3" "0.1" "498124" "4845" "20.4" "0.2" "392796" "4545" "16.1" "0.2" "" "" "89.2" "0.2" "" "" "36.5" "0.3" "2770936" "470" "2770936" "" "217947" "2155" "7.9" "0.1" "3526628" "447" "3526628" "" "373470" "4134" "10.6" "0.1" "802863" "218" "802863" "" "29893" "1482" "3.7" "0.2" "2226234" "594" "2226234" "" "182889" "2924" "8.2" "0.1" "497531" "405" "497531" "" "160688" "2082" "32.3" "0.4" "3549044" "1187" "3549044" "" "3122348" "7251" "88.0" "0.2" "404174" "7325" "11.4" "0.2" "258640" "6151" "7.3" "0.2" "145534" "3498" "4.1" "0.1" "66381" "2483" "1.9" "0.1" "79153" "2874" "2.2" "0.1" "22522" "1592" "0.6" "0.1" "3583561" "" "3583561" "" "3096374" "5553" "86.4" "0.2" "2967797" "5604" "82.8" "0.2" "1978222" "7356" "55.2" "0.2" "989575" "6460" "27.6" "0.2" "128577" "3091" "3.6" "0.1" "487187" "5553" "13.6" "0.2" "487187" "5553" "487187" "" "232348" "3686" "47.7" "0.6" "254839" "4664" "52.3" "0.6" "615764" "5604" "615764" "" "128577" "3091" "128577" "" "4923" "626" "3.8" "0.5" "123654" "3121" "96.2" "0.5" "487187" "5553" "487187" "" "25209" "1625" "5.2" "0.3" "461978" "5543" "94.8" "0.3" "487187" "5553" "487187" "" "133084" "2999" "27.3" "0.5" "112165" "1673" "23.0" "0.4" "19043" "1570" "3.9" "0.3" "1568" "282" "0.3" "0.1" "205549" "4506" "42.2" "0.7" "15778" "940" "3.2" "0.2" "3386166" "207" "3386166" "" "2658925" "5118" "78.5" "0.2" "727241" "5133" "21.5" "0.2" "283518" "4351" "8.4" "0.1" "371024" "3078" "11.0" "0.1" "156236" "3067" "4.6" "0.1" "254783" "4336" "7.5" "0.1" "85770" "2798" "2.5" "0.1" "76859" "1952" "2.3" "0.1" "33934" "1456" "1.0" "0.1" "24575" "1912" "0.7" "0.1" "7578" "997" "0.2" "0.1" "3583561" "" "3583561" "" "126980" "3307" "3.5" "0.1" "21328" "1645" "0.6" "0.1" "14072" "1165" "0.4" "0.1" "12362" "1160" "0.3" "0.1" "27959" "1462" "0.8" "0.1" "330624" "4296" "9.2" "0.1" "209501" "4435" "5.8" "0.1" "100729" "3243" "2.8" "0.1" "342262" "4670" "9.6" "0.1" "31470" "1509" "0.9" "0.1" "38003" "1769" "1.1" "0.1" "587278" "6073" "16.4" "0.2" "673770" "6908" "18.8" "0.2" "29880" "1624" "0.8" "0.1" "19356" "1082" "0.5" "0.1" "292447" "5246" "8.2" "0.1" "52832" "2633" "1.5" "0.1" "67428" "2132" "1.9" "0.1" "20209" "1224" "0.6" "0.1" "68378" "2155" "1.9" "0.1" "20573" "1123" "0.6" "0.1" "31978" "1867" "0.9" "0.1" "62271" "2076" "1.7" "0.1" "8382" "712" "0.2" "0.1" "20217" "1263" "0.6" "0.1" "14987" "871" "0.4" "0.1" "86199" "2998" "2.4" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"9" "0400000US10" "10" "Delaware" "335707" "1773" "335707" "" "226784" "1925" "67.6" "0.5" "94010" "1605" "28.0" "0.4" "164066" "1769" "48.9" "0.5" "60323" "1281" "18.0" "0.4" "15997" "894" "4.8" "0.3" "8141" "690" "2.4" "0.2" "46721" "1302" "13.9" "0.4" "25546" "1007" "7.6" "0.3" "108923" "1844" "32.4" "0.5" "87908" "1588" "26.2" "0.4" "34559" "1108" "10.3" "0.3" "107386" "1585" "32.0" "0.4" "94182" "844" "28.1" "0.2" "2.63" "0.01" "" "" "3.17" "0.02" "" "" "883681" "" "883681" "" "335707" "1773" "38.0" "0.2" "164003" "1791" "18.6" "0.2" "264022" "2465" "29.9" "0.3" "64481" "2530" "7.3" "0.3" "55468" "2019" "6.3" "0.2" "22512" "1211" "2.5" "0.1" "353620" "88" "353620" "" "124617" "1671" "35.2" "0.5" "177762" "1941" "50.3" "0.5" "6500" "628" "1.8" "0.2" "10590" "651" "3.0" "0.2" "34151" "1275" "9.7" "0.4" "385110" "87" "385110" "" "117217" "1334" "30.4" "0.3" "175370" "1981" "45.5" "0.5" "8265" "677" "2.1" "0.2" "35804" "900" "9.3" "0.2" "48454" "1599" "12.6" "0.4" "11904" "708" "11904" "" "4797" "511" "40.3" "3.2" "37" "4" "" "" "54" "3" "" "" "14" "5" "" "" "98" "7" "" "" "27" "4" "" "" "22154" "1021" "22154" "" "9273" "758" "41.9" "2.7" "1555" "294" "7.0" "1.3" "2237" "361" "10.1" "1.5" "1528" "302" "6.9" "1.3" "3953" "509" "17.8" "2.3" "9273" "758" "9273" "" "5675" "469" "61.2" "2.0" "6598" "600" "71.2" "3.3" "234336" "1689" "234336" "" "14513" "800" "6.2" "0.3" "11352" "735" "4.8" "0.3" "90513" "1008" "38.6" "0.4" "47718" "893" "20.4" "0.4" "70240" "1396" "30.0" "0.5" "611728" "156" "611728" "" "25620" "1219" "4.2" "0.2" "49343" "1608" "8.1" "0.3" "193877" "2802" "31.7" "0.5" "121907" "1825" "19.9" "0.3" "44444" "1329" "7.3" "0.2" "105108" "2022" "17.2" "0.3" "71429" "1802" "11.7" "0.3" "" "" "87.7" "0.3" "" "" "28.9" "0.5" "700032" "397" "700032" "" "75081" "1541" "10.7" "0.2" "893326" "395" "893326" "" "110011" "2038" "12.3" "0.2" "204585" "91" "204585" "" "8923" "660" "4.4" "0.3" "556992" "455" "556992" "" "57967" "1677" "10.4" "0.3" "131749" "218" "131749" "" "43121" "903" "32.7" "0.7" "897837" "682" "897837" "" "774601" "3562" "86.3" "0.4" "118285" "3600" "13.2" "0.4" "76389" "3036" "8.5" "0.3" "41896" "1851" "4.7" "0.2" "7800" "818" "0.9" "0.1" "34096" "1752" "3.8" "0.2" "4951" "953" "0.6" "0.1" "908446" "" "908446" "" "831683" "2039" "91.6" "0.2" "816913" "2094" "89.9" "0.2" "414829" "4290" "45.7" "0.5" "402084" "4249" "44.3" "0.5" "14770" "1044" "1.6" "0.1" "76763" "2039" "8.4" "0.2" "76763" "2039" "76763" "" "34372" "1653" "44.8" "1.7" "42391" "1644" "55.2" "1.7" "91533" "2094" "91533" "" "14770" "1044" "14770" "" "595" "232" "4.0" "1.5" "14175" "985" "96.0" "1.5" "76763" "2039" "76763" "" "4264" "681" "5.6" "0.9" "72499" "2074" "94.4" "0.9" "76763" "2039" "76763" "" "10511" "955" "13.7" "1.1" "23910" "709" "31.1" "1.2" "7723" "1033" "10.1" "1.3" "92" "52" "0.1" "0.1" "33207" "1669" "43.3" "1.7" "1320" "287" "1.7" "0.4" "852446" "109" "852446" "" "745175" "2415" "87.4" "0.3" "107271" "2419" "12.6" "0.3" "40323" "1652" "4.7" "0.2" "57255" "1611" "6.7" "0.2" "25777" "1350" "3.0" "0.2" "27391" "1587" "3.2" "0.2" "7898" "849" "0.9" "0.1" "16609" "1003" "1.9" "0.1" "5707" "674" "0.7" "0.1" "6016" "1025" "0.7" "0.1" "941" "255" "0.1" "0.1" "908446" "" "908446" "" "44053" "1785" "4.8" "0.2" "2785" "561" "0.3" "0.1" "2124" "384" "0.2" "0.1" "1848" "441" "0.2" "0.1" "13276" "1055" "1.5" "0.1" "102803" "2605" "11.3" "0.3" "17931" "1027" "2.0" "0.1" "3805" "601" "0.4" "0.1" "138355" "3234" "15.2" "0.4" "4538" "641" "0.5" "0.1" "4246" "569" "0.5" "0.1" "161675" "3180" "17.8" "0.4" "90347" "2668" "9.9" "0.3" "2693" "361" "0.3" "0.1" "3923" "513" "0.4" "0.1" "42983" "1768" "4.7" "0.2" "1607" "368" "0.2" "0.1" "7535" "838" "0.8" "0.1" "8127" "671" "0.9" "0.1" "15311" "1011" "1.7" "0.1" "2172" "481" "0.2" "0.1" "8884" "1256" "1.0" "0.1" "7386" "740" "0.8" "0.1" "1834" "331" "0.2" "0.1" "4961" "533" "0.5" "0.1" "7949" "761" "0.9" "0.1" "9125" "1112" "1.0" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"10" "0400000US11" "11" "District of Columbia" "263649" "1588" "263649" "" "112278" "1896" "42.6" "0.6" "46867" "1265" "17.8" "0.5" "60581" "1490" "23.0" "0.5" "21966" "979" "8.3" "0.4" "9784" "601" "3.7" "0.2" "4301" "454" "1.6" "0.2" "41913" "1167" "15.9" "0.4" "20600" "870" "7.8" "0.3" "151371" "1812" "57.4" "0.6" "119573" "1910" "45.4" "0.7" "26706" "741" "10.1" "0.3" "54704" "1403" "20.7" "0.5" "54166" "553" "20.5" "0.2" "2.20" "0.01" "" "" "3.20" "0.04" "" "" "579281" "" "579281" "" "263649" "1588" "45.5" "0.3" "60537" "1370" "10.5" "0.2" "134994" "1963" "23.3" "0.3" "51047" "1684" "8.8" "0.3" "69054" "2014" "11.9" "0.3" "18410" "883" "3.2" "0.2" "248008" "101" "248008" "" "144324" "1481" "58.2" "0.6" "71435" "1551" "28.8" "0.6" "5928" "522" "2.4" "0.2" "5198" "502" "2.1" "0.2" "21123" "1030" "8.5" "0.4" "282372" "104" "282372" "" "157371" "1807" "55.7" "0.6" "68108" "1618" "24.1" "0.6" "7057" "603" "2.5" "0.2" "20408" "783" "7.2" "0.3" "29428" "1027" "10.4" "0.4" "8460" "671" "8460" "" "4108" "491" "48.6" "3.8" "28" "3" "" "" "45" "4" "" "" "20" "7" "" "" "53" "5" "" "" "40" "5" "" "" "10653" "779" "10653" "" "4104" "440" "38.5" "2.7" "345" "146" "3.2" "1.4" "1237" "246" "11.6" "2.1" "781" "224" "7.3" "1.9" "1741" "279" "16.3" "2.3" "4104" "440" "4104" "" "3272" "340" "79.7" "3.4" "1732" "315" "42.2" "5.3" "157837" "1728" "157837" "" "10863" "614" "6.9" "0.4" "7087" "534" "4.5" "0.4" "40812" "742" "25.9" "0.5" "24710" "850" "15.7" "0.5" "74365" "1670" "47.1" "0.7" "430307" "95" "430307" "" "18894" "889" "4.4" "0.2" "30899" "1270" "7.2" "0.3" "80963" "1783" "18.8" "0.4" "61310" "1587" "14.2" "0.4" "12958" "785" "3.0" "0.2" "97641" "2103" "22.7" "0.5" "127642" "2128" "29.7" "0.5" "" "" "88.4" "0.3" "" "" "52.4" "0.5" "510800" "267" "510800" "" "30520" "992" "6.0" "0.2" "608630" "235" "608630" "" "68143" "1695" "11.2" "0.3" "105045" "73" "105045" "" "5427" "489" "5.2" "0.5" "435555" "290" "435555" "" "39154" "1381" "9.0" "0.3" "68030" "217" "68030" "" "23562" "832" "34.6" "1.2" "611783" "505" "611783" "" "492936" "3131" "80.6" "0.5" "110160" "3084" "18.0" "0.5" "61442" "2580" "10.0" "0.4" "48718" "1744" "8.0" "0.3" "0" "29" "0.0" "0.1" "48718" "1744" "8.0" "0.3" "8687" "794" "1.4" "0.1" "619371" "" "619371" "" "534142" "2017" "86.2" "0.3" "523913" "2072" "84.6" "0.3" "230579" "2524" "37.2" "0.4" "293334" "2825" "47.4" "0.5" "10229" "764" "1.7" "0.1" "85229" "2017" "13.8" "0.3" "85229" "2017" "85229" "" "33886" "1238" "39.8" "1.3" "51343" "1816" "60.2" "1.3" "95458" "2072" "95458" "" "10229" "764" "10229" "" "321" "115" "3.1" "1.1" "9908" "731" "96.9" "1.1" "85229" "2017" "85229" "" "7881" "926" "9.2" "1.0" "77348" "1968" "90.8" "1.0" "85229" "2017" "85229" "" "15475" "979" "18.2" "1.1" "15750" "739" "18.5" "0.8" "13130" "1121" "15.4" "1.2" "992" "261" "1.2" "0.3" "38188" "1408" "44.8" "1.3" "1694" "229" "2.0" "0.3" "582879" "72" "582879" "" "490944" "1976" "84.2" "0.3" "91935" "1972" "15.8" "0.3" "28176" "1469" "4.8" "0.3" "44457" "1422" "7.6" "0.2" "16201" "1067" "2.8" "0.2" "24907" "1325" "4.3" "0.2" "4348" "528" "0.7" "0.1" "10990" "684" "1.9" "0.1" "3969" "487" "0.7" "0.1" "11581" "984" "2.0" "0.2" "3658" "655" "0.6" "0.1" "619371" "" "619371" "" "12812" "896" "2.1" "0.1" "3636" "468" "0.6" "0.1" "1598" "263" "0.3" "0.1" "1435" "296" "0.2" "0.1" "3199" "439" "0.5" "0.1" "32774" "1413" "5.3" "0.2" "9636" "754" "1.6" "0.1" "1944" "335" "0.3" "0.1" "41388" "1577" "6.7" "0.3" "2165" "355" "0.3" "0.1" "2633" "432" "0.4" "0.1" "41653" "1286" "6.7" "0.2" "21571" "1220" "3.5" "0.2" "1703" "256" "0.3" "0.1" "3828" "442" "0.6" "0.1" "12384" "763" "2.0" "0.1" "1181" "294" "0.2" "0.1" "10956" "802" "1.8" "0.1" "3811" "433" "0.6" "0.1" "8612" "648" "1.4" "0.1" "946" "225" "0.2" "0.1" "18301" "1351" "3.0" "0.2" "4543" "444" "0.7" "0.1" "1868" "332" "0.3" "0.1" "2114" "344" "0.3" "0.1" "2758" "355" "0.4" "0.1" "8059" "930" "1.3" "0.2" "" "" "" "" "" "" "" "" "" "" "" ""
"11" "0400000US12" "12" "Florida" "7158980" "25790" "7158980" "" "4629753" "22242" "64.7" "0.1" "1816383" "15525" "25.4" "0.1" "3364988" "21768" "47.0" "0.2" "1161349" "15034" "16.2" "0.2" "320254" "4483" "4.5" "0.1" "146149" "3209" "2.0" "0.1" "944511" "7246" "13.2" "0.1" "508885" "5464" "7.1" "0.1" "2529227" "10953" "35.3" "0.1" "2063572" "10555" "28.8" "0.1" "846182" "8686" "11.8" "0.1" "2050375" "16578" "28.6" "0.1" "2307627" "10226" "32.2" "0.1" "2.61" "0.01" "" "" "3.23" "0.01" "" "" "18666285" "" "18666285" "" "7158980" "25790" "38.4" "0.1" "3362778" "22352" "18.0" "0.1" "5362889" "15230" "28.7" "0.1" "1581794" "23899" "8.5" "0.1" "1199844" "19449" "6.4" "0.1" "442578" "5094" "2.4" "0.1" "7648394" "994" "7648394" "" "2616365" "13823" "34.2" "0.2" "3762603" "20379" "49.2" "0.3" "161990" "3626" "2.1" "0.1" "239727" "3283" "3.1" "0.1" "867709" "8472" "11.3" "0.1" "8145830" "932" "8145830" "" "2193568" "11825" "26.9" "0.1" "3665530" "17658" "45.0" "0.2" "237379" "4681" "2.9" "0.1" "883730" "5845" "10.8" "0.1" "1165623" "8763" "14.3" "0.1" "220679" "4153" "220679" "" "89854" "2565" "40.7" "0.9" "36" "1" "" "" "50" "1" "" "" "21" "2" "" "" "89" "2" "" "" "24" "1" "" "" "457158" "6355" "457158" "" "164252" "3431" "35.9" "0.7" "37409" "1641" "8.2" "0.4" "39583" "1844" "8.7" "0.4" "26103" "1251" "5.7" "0.3" "61157" "2092" "13.4" "0.5" "164252" "3431" "164252" "" "104271" "2213" "63.5" "0.7" "113648" "3085" "69.2" "0.9" "4625006" "13051" "4625006" "" "286859" "4462" "6.2" "0.1" "222951" "3740" "4.8" "0.1" "1800389" "5537" "38.9" "0.2" "942798" "4537" "20.4" "0.1" "1372009" "10898" "29.7" "0.2" "13317503" "1501" "13317503" "" "739623" "7664" "5.6" "0.1" "1109845" "8398" "8.3" "0.1" "3964227" "19887" "29.8" "0.2" "2799815" "11602" "21.0" "0.1" "1188081" "8262" "8.9" "0.1" "2253937" "13929" "16.9" "0.1" "1261975" "11472" "9.5" "0.1" "" "" "86.1" "0.1" "" "" "26.4" "0.2" "15027251" "1926" "15027251" "" "1569406" "7195" "10.4" "0.1" "18778532" "1837" "18778532" "" "2429834" "12237" "12.9" "0.1" "3997284" "508" "3997284" "" "157357" "3490" "3.9" "0.1" "11446241" "2202" "11446241" "" "1136968" "9079" "9.9" "0.1" "3335007" "1002" "3335007" "" "1135509" "6345" "34.0" "0.2" "18888570" "3388" "18888570" "" "15818520" "23959" "83.7" "0.1" "2911940" "22434" "15.4" "0.1" "1846490" "18044" "9.8" "0.1" "1065450" "10812" "5.6" "0.1" "564976" "8379" "3.0" "0.1" "500474" "8360" "2.6" "0.1" "158110" "4943" "0.8" "0.1" "19091156" "" "19091156" "" "15392410" "16848" "80.6" "0.1" "14773216" "15545" "77.4" "0.1" "6769620" "17185" "35.5" "0.1" "8003596" "20703" "41.9" "0.1" "619194" "8523" "3.2" "0.1" "3698746" "16848" "19.4" "0.1" "3698746" "16848" "3698746" "" "1872035" "12668" "50.6" "0.3" "1826711" "16262" "49.4" "0.3" "4317940" "15545" "4317940" "" "619194" "8523" "619194" "" "30852" "2565" "5.0" "0.4" "588342" "8133" "95.0" "0.4" "3698746" "16848" "3698746" "" "175121" "5358" "4.7" "0.1" "3523625" "15747" "95.3" "0.1" "3698746" "16848" "3698746" "" "378213" "5825" "10.2" "0.1" "375049" "4097" "10.1" "0.1" "58531" "2231" "1.6" "0.1" "6479" "579" "0.2" "0.1" "2772454" "13744" "75.0" "0.2" "108020" "3124" "2.9" "0.1" "18014852" "540" "18014852" "" "13070061" "15364" "72.6" "0.1" "4944791" "15256" "27.4" "0.1" "2107585" "14834" "11.7" "0.1" "3640750" "9978" "20.2" "0.1" "1617076" "10794" "9.0" "0.1" "940254" "11895" "5.2" "0.1" "343230" "6946" "1.9" "0.1" "269329" "4348" "1.5" "0.1" "120898" "3585" "0.7" "0.1" "94458" "3643" "0.5" "0.1" "26381" "1828" "0.1" "0.1" "19091156" "" "19091156" "" "1609853" "17733" "8.4" "0.1" "102774" "4390" "0.5" "0.1" "59417" "2483" "0.3" "0.1" "43080" "1697" "0.2" "0.1" "206133" "4502" "1.1" "0.1" "1487282" "12269" "7.8" "0.1" "465992" "6873" "2.4" "0.1" "113366" "3301" "0.6" "0.1" "2066457" "16487" "10.8" "0.1" "89628" "3280" "0.5" "0.1" "102873" "3461" "0.5" "0.1" "1857468" "15801" "9.7" "0.1" "1189410" "12238" "6.2" "0.1" "38877" "1901" "0.2" "0.1" "117158" "3488" "0.6" "0.1" "493532" "7112" "2.6" "0.1" "67385" "2749" "0.4" "0.1" "228894" "4529" "1.2" "0.1" "171095" "3716" "0.9" "0.1" "305677" "5471" "1.6" "0.1" "31854" "1693" "0.2" "0.1" "140327" "4760" "0.7" "0.1" "151191" "3489" "0.8" "0.1" "36839" "1634" "0.2" "0.1" "46054" "2241" "0.2" "0.1" "92667" "2736" "0.5" "0.1" "810847" "11329" "4.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"12" "0400000US13" "13" "Georgia" "3518097" "10972" "3518097" "" "2400096" "10777" "68.2" "0.2" "1113192" "8596" "31.6" "0.2" "1696281" "11262" "48.2" "0.2" "727738" "8374" "20.7" "0.2" "164892" "3298" "4.7" "0.1" "77899" "2481" "2.2" "0.1" "538923" "5256" "15.3" "0.2" "307555" "4259" "8.7" "0.1" "1118001" "6632" "31.8" "0.2" "933730" "7035" "26.5" "0.2" "280013" "4063" "8.0" "0.1" "1260842" "8860" "35.8" "0.2" "773486" "4102" "22.0" "0.1" "2.71" "0.01" "" "" "3.31" "0.01" "" "" "9550824" "" "9550824" "" "3518097" "10972" "36.8" "0.1" "1696121" "11423" "17.8" "0.1" "3046597" "8953" "31.9" "0.1" "789648" "12217" "8.3" "0.1" "500361" "8481" "5.2" "0.1" "169699" "3201" "1.8" "0.1" "3735298" "1622" "3735298" "" "1333292" "7895" "35.7" "0.2" "1870708" "10088" "50.1" "0.3" "78928" "2424" "2.1" "0.1" "86158" "1997" "2.3" "0.1" "366212" "5057" "9.8" "0.1" "4002358" "1433" "4002358" "" "1202729" "7223" "30.1" "0.2" "1825892" "10501" "45.6" "0.3" "115364" "2935" "2.9" "0.1" "344608" "3329" "8.6" "0.1" "513765" "5932" "12.8" "0.1" "143485" "2949" "143485" "" "56183" "1843" "39.2" "1.0" "41" "1" "" "" "57" "1" "" "" "27" "2" "" "" "102" "3" "" "" "25" "1" "" "" "255133" "3796" "255133" "" "115378" "2564" "45.2" "0.7" "25363" "1434" "9.9" "0.5" "26537" "1619" "10.4" "0.6" "19750" "1145" "7.7" "0.4" "43728" "1630" "17.1" "0.6" "115378" "2564" "115378" "" "73858" "1714" "64.0" "0.7" "79310" "2654" "68.7" "1.2" "2754113" "8572" "2754113" "" "183383" "3591" "6.7" "0.1" "146779" "2782" "5.3" "0.1" "1119142" "4172" "40.6" "0.2" "557704" "3787" "20.2" "0.1" "747105" "6565" "27.1" "0.2" "6323120" "1988" "6323120" "" "363832" "4939" "5.8" "0.1" "601126" "6389" "9.5" "0.1" "1817352" "9870" "28.7" "0.2" "1333987" "10046" "21.1" "0.2" "438989" "3863" "6.9" "0.1" "1121880" "8280" "17.7" "0.1" "645954" "8035" "10.2" "0.1" "" "" "84.7" "0.1" "" "" "28.0" "0.2" "7269336" "1495" "7269336" "" "690208" "5150" "9.5" "0.1" "9610713" "1426" "9610713" "" "1147708" "7068" "11.9" "0.1" "2484323" "1045" "2484323" "" "97412" "2553" "3.9" "0.1" "6066045" "1893" "6066045" "" "639843" "5332" "10.5" "0.1" "1060345" "1013" "1060345" "" "410453" "3360" "38.7" "0.3" "9685706" "2566" "9685706" "" "8099076" "16308" "83.6" "0.2" "1537756" "16478" "15.9" "0.2" "816099" "11951" "8.4" "0.1" "721657" "10713" "7.5" "0.1" "453503" "8802" "4.7" "0.1" "268154" "6434" "2.8" "0.1" "48874" "2828" "0.5" "0.1" "9810417" "" "9810417" "" "8859747" "7988" "90.3" "0.1" "8732646" "8611" "89.0" "0.1" "5419239" "15123" "55.2" "0.2" "3313407" "16037" "33.8" "0.2" "127101" "3673" "1.3" "0.1" "950670" "7988" "9.7" "0.1" "950670" "7988" "950670" "" "353977" "6195" "37.2" "0.6" "596693" "7028" "62.8" "0.6" "1077771" "8612" "1077771" "" "127101" "3673" "127101" "" "6064" "929" "4.8" "0.7" "121037" "3628" "95.2" "0.7" "950670" "7988" "950670" "" "45779" "2823" "4.8" "0.3" "904891" "7303" "95.2" "0.3" "950651" "7991" "950651" "" "88723" "2681" "9.3" "0.3" "256915" "3561" "27.0" "0.4" "77182" "3664" "8.1" "0.4" "2569" "472" "0.3" "0.1" "508586" "5481" "53.5" "0.5" "16676" "1318" "1.8" "0.1" "9133039" "965" "9133039" "" "7921115" "9722" "86.7" "0.1" "1211924" "9641" "13.3" "0.1" "522952" "7424" "5.7" "0.1" "709563" "6393" "7.8" "0.1" "346236" "5607" "3.8" "0.1" "234947" "6134" "2.6" "0.1" "63569" "2927" "0.7" "0.1" "197248" "4127" "2.2" "0.1" "95464" "3142" "1.0" "0.1" "70166" "3218" "0.8" "0.1" "17683" "1504" "0.2" "0.1" "9810417" "" "9810417" "" "1131623" "11035" "11.5" "0.1" "28261" "2039" "0.3" "0.1" "15204" "1191" "0.2" "0.1" "14296" "1200" "0.1" "0.1" "78249" "2621" "0.8" "0.1" "822636" "11151" "8.4" "0.1" "143964" "3986" "1.5" "0.1" "24957" "1621" "0.3" "0.1" "725884" "8935" "7.4" "0.1" "20423" "1790" "0.2" "0.1" "18498" "1121" "0.2" "0.1" "820375" "9721" "8.4" "0.1" "218221" "5318" "2.2" "0.1" "9163" "1027" "0.1" "0.1" "35959" "1857" "0.4" "0.1" "103433" "3043" "1.1" "0.1" "11926" "1085" "0.1" "0.1" "41533" "1965" "0.4" "0.1" "125166" "3617" "1.3" "0.1" "175428" "3941" "1.8" "0.1" "6696" "693" "0.1" "0.1" "180017" "6270" "1.8" "0.1" "45533" "2200" "0.5" "0.1" "11640" "1112" "0.1" "0.1" "12738" "1247" "0.1" "0.1" "39703" "2033" "0.4" "0.1" "120241" "5181" "1.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"13" "0400000US15" "15" "Hawaii" "449771" "1783" "449771" "" "312058" "2363" "69.4" "0.4" "124471" "1799" "27.7" "0.4" "231608" "2296" "51.5" "0.4" "90990" "1767" "20.2" "0.4" "24811" "1051" "5.5" "0.2" "9646" "733" "2.1" "0.2" "55639" "1285" "12.4" "0.3" "23835" "920" "5.3" "0.2" "137713" "1989" "30.6" "0.4" "107299" "1865" "23.9" "0.4" "36716" "1074" "8.2" "0.2" "151659" "1957" "33.7" "0.4" "137917" "1019" "30.7" "0.2" "2.96" "0.01" "" "" "3.54" "0.02" "" "" "1333167" "" "1333167" "" "449771" "1783" "33.7" "0.1" "231635" "2349" "17.4" "0.2" "383814" "3183" "28.8" "0.2" "178291" "3551" "13.4" "0.3" "89656" "2867" "6.7" "0.2" "28599" "1167" "2.1" "0.1" "560477" "195" "560477" "" "208714" "2201" "37.2" "0.4" "283553" "2486" "50.6" "0.4" "7652" "731" "1.4" "0.1" "13147" "652" "2.3" "0.1" "47411" "1546" "8.5" "0.3" "561048" "243" "561048" "" "160263" "2270" "28.6" "0.4" "278877" "2626" "49.7" "0.5" "8872" "727" "1.6" "0.1" "54975" "1251" "9.8" "0.2" "58061" "1433" "10.3" "0.3" "20210" "844" "20210" "" "6522" "618" "32.3" "2.6" "39" "4" "" "" "63" "3" "" "" "27" "6" "" "" "106" "5" "" "" "32" "3" "" "" "54284" "1986" "54284" "" "12608" "929" "23.2" "1.5" "2142" "370" "3.9" "0.7" "2445" "335" "4.5" "0.6" "1808" "364" "3.3" "0.6" "6213" "692" "11.4" "1.2" "12608" "929" "12608" "" "7373" "584" "58.5" "1.9" "9727" "871" "77.1" "3.0" "337054" "2298" "337054" "" "20425" "1083" "6.1" "0.3" "17914" "855" "5.3" "0.3" "128822" "1333" "38.2" "0.5" "69050" "1234" "20.5" "0.4" "100843" "1957" "29.9" "0.4" "938217" "165" "938217" "" "41500" "1388" "4.4" "0.1" "48495" "1639" "5.2" "0.2" "263664" "3086" "28.1" "0.3" "209554" "3170" "22.3" "0.3" "92512" "2115" "9.9" "0.2" "186379" "2862" "19.9" "0.3" "96113" "1888" "10.2" "0.2" "" "" "90.4" "0.2" "" "" "30.1" "0.4" "1031429" "1075" "1031429" "" "112625" "1816" "10.9" "0.2" "1323796" "962" "1323796" "" "143250" "2453" "10.8" "0.2" "304623" "105" "304623" "" "9069" "693" "3.0" "0.2" "819961" "970" "819961" "" "64724" "1751" "7.9" "0.2" "199212" "210" "199212" "" "69457" "1340" "34.9" "0.7" "1358968" "668" "1358968" "" "1153483" "5003" "84.9" "0.4" "188747" "4948" "13.9" "0.4" "125214" "4148" "9.2" "0.3" "63533" "2397" "4.7" "0.2" "8043" "1054" "0.6" "0.1" "55490" "2275" "4.1" "0.2" "16738" "1419" "1.2" "0.1" "1376298" "" "1376298" "" "1129563" "4557" "82.1" "0.3" "1090211" "4563" "79.2" "0.3" "750445" "4524" "54.5" "0.3" "339766" "3292" "24.7" "0.2" "39352" "1690" "2.9" "0.1" "246735" "4557" "17.9" "0.3" "246735" "4557" "246735" "" "139956" "2643" "56.7" "0.9" "106779" "3428" "43.3" "0.9" "286087" "4563" "286087" "" "39352" "1690" "39352" "" "2059" "404" "5.2" "1.0" "37293" "1686" "94.8" "1.0" "246735" "4557" "246735" "" "13055" "1282" "5.3" "0.5" "233680" "4283" "94.7" "0.5" "246735" "4557" "246735" "" "12132" "869" "4.9" "0.4" "193378" "3979" "78.4" "0.8" "1471" "306" "0.6" "0.1" "23887" "1490" "9.7" "0.6" "11250" "902" "4.6" "0.3" "4617" "610" "1.9" "0.2" "1287075" "151" "1287075" "" "960182" "4625" "74.6" "0.4" "326893" "4609" "25.4" "0.4" "159497" "3268" "12.4" "0.3" "25491" "1500" "2.0" "0.1" "7011" "819" "0.5" "0.1" "19537" "1322" "1.5" "0.1" "3855" "601" "0.3" "0.1" "279961" "4085" "21.8" "0.3" "148136" "3020" "11.5" "0.2" "1904" "391" "0.1" "0.1" "495" "177" "0.0" "0.1" "1376298" "" "1376298" "" "17291" "1178" "1.3" "0.1" "2300" "420" "0.2" "0.1" "2652" "491" "0.2" "0.1" "4121" "607" "0.3" "0.1" "9291" "802" "0.7" "0.1" "54274" "2073" "3.9" "0.2" "22012" "1887" "1.6" "0.1" "2839" "463" "0.2" "0.1" "86142" "2846" "6.3" "0.2" "2102" "394" "0.2" "0.1" "2924" "445" "0.2" "0.1" "65649" "2253" "4.8" "0.2" "28717" "1775" "2.1" "0.1" "1182" "287" "0.1" "0.1" "10121" "891" "0.7" "0.1" "12956" "923" "0.9" "0.1" "53800" "2711" "3.9" "0.2" "5649" "702" "0.4" "0.1" "6890" "652" "0.5" "0.1" "15653" "1117" "1.1" "0.1" "561" "147" "0.0" "0.1" "2242" "508" "0.2" "0.1" "9810" "890" "0.7" "0.1" "3117" "558" "0.2" "0.1" "1380" "225" "0.1" "0.1" "4341" "567" "0.3" "0.1" "2166" "502" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"14" "0400000US16" "16" "Idaho" "579797" "2551" "579797" "" "404646" "2838" "69.8" "0.4" "188581" "2196" "32.5" "0.3" "323892" "3188" "55.9" "0.5" "138075" "2289" "23.8" "0.4" "24939" "1188" "4.3" "0.2" "15106" "859" "2.6" "0.1" "55815" "1578" "9.6" "0.3" "35400" "1217" "6.1" "0.2" "175151" "2533" "30.2" "0.4" "138724" "2376" "23.9" "0.4" "51540" "1479" "8.9" "0.3" "204546" "2159" "35.3" "0.3" "143096" "1026" "24.7" "0.2" "2.68" "0.01" "" "" "3.19" "0.02" "" "" "1554097" "" "1554097" "" "579797" "2551" "37.3" "0.2" "323794" "2963" "20.8" "0.2" "491156" "3320" "31.6" "0.2" "72289" "2853" "4.7" "0.2" "87061" "2763" "5.6" "0.2" "32592" "1476" "2.1" "0.1" "610306" "594" "610306" "" "175967" "2451" "28.8" "0.4" "346175" "3264" "56.7" "0.5" "6948" "520" "1.1" "0.1" "14131" "829" "2.3" "0.1" "67085" "1688" "11.0" "0.3" "615204" "488" "615204" "" "137056" "2196" "22.3" "0.4" "339300" "2872" "55.2" "0.5" "10121" "697" "1.6" "0.1" "49033" "1226" "8.0" "0.2" "79694" "1891" "13.0" "0.3" "25071" "1173" "25071" "" "6174" "679" "24.6" "2.3" "36" "4" "" "" "68" "3" "" "" "24" "5" "" "" "130" "6" "" "" "22" "2" "" "" "26311" "1328" "26311" "" "11143" "760" "42.4" "2.1" "2661" "414" "10.1" "1.6" "2295" "400" "8.7" "1.5" "1880" "407" "7.1" "1.6" "4307" "613" "16.4" "2.1" "11143" "760" "11143" "" "6467" "449" "58.0" "2.0" "8354" "709" "75.0" "2.8" "440280" "2769" "440280" "" "23324" "954" "5.3" "0.2" "23453" "1030" "5.3" "0.2" "189205" "1569" "43.0" "0.4" "92004" "1354" "20.9" "0.3" "112294" "2157" "25.5" "0.4" "1000946" "677" "1000946" "" "43822" "1537" "4.4" "0.2" "68249" "1802" "6.8" "0.2" "278646" "3791" "27.8" "0.4" "271575" "3097" "27.1" "0.3" "87761" "2118" "8.8" "0.2" "172377" "3220" "17.2" "0.3" "78516" "2060" "7.8" "0.2" "" "" "88.8" "0.2" "" "" "25.1" "0.4" "1153076" "499" "1153076" "" "122955" "1911" "10.7" "0.2" "1562894" "421" "1562894" "" "194728" "3050" "12.5" "0.2" "426249" "328" "426249" "" "17651" "1147" "4.1" "0.3" "936288" "555" "936288" "" "101439" "2144" "10.8" "0.2" "200357" "452" "200357" "" "75638" "1399" "37.8" "0.7" "1561155" "1009" "1561155" "" "1292750" "5592" "82.8" "0.3" "261119" "5473" "16.7" "0.4" "149653" "4533" "9.6" "0.3" "111466" "3602" "7.1" "0.2" "53048" "2249" "3.4" "0.1" "58418" "2425" "3.7" "0.2" "7286" "944" "0.5" "0.1" "1583364" "" "1583364" "" "1489560" "2528" "94.1" "0.2" "1474237" "2583" "93.1" "0.2" "739710" "5002" "46.7" "0.3" "734527" "4404" "46.4" "0.3" "15323" "1174" "1.0" "0.1" "93804" "2528" "5.9" "0.2" "93804" "2528" "93804" "" "33010" "1699" "35.2" "1.7" "60794" "2456" "64.8" "1.7" "109127" "2583" "109127" "" "15323" "1174" "15323" "" "494" "188" "3.2" "1.2" "14829" "1146" "96.8" "1.2" "93804" "2528" "93804" "" "5068" "769" "5.4" "0.8" "88736" "2504" "94.6" "0.8" "93804" "2528" "93804" "" "13921" "1115" "14.8" "1.1" "15156" "1009" "16.2" "0.9" "2368" "586" "2.5" "0.6" "923" "224" "1.0" "0.2" "56654" "1733" "60.4" "1.3" "4782" "543" "5.1" "0.6" "1465609" "322" "1465609" "" "1312576" "2979" "89.6" "0.2" "153033" "2969" "10.4" "0.2" "57835" "1926" "3.9" "0.1" "114558" "2268" "7.8" "0.2" "45709" "1605" "3.1" "0.1" "20687" "1533" "1.4" "0.1" "5262" "794" "0.4" "0.1" "12505" "957" "0.9" "0.1" "5135" "635" "0.4" "0.1" "5283" "690" "0.4" "0.1" "1729" "514" "0.1" "0.1" "1583364" "" "1583364" "" "156054" "4705" "9.9" "0.3" "1877" "431" "0.1" "0.1" "6647" "794" "0.4" "0.1" "34616" "1907" "2.2" "0.1" "34589" "1698" "2.2" "0.1" "255670" "5213" "16.1" "0.3" "42033" "2201" "2.7" "0.1" "8507" "845" "0.5" "0.1" "292981" "4846" "18.5" "0.3" "4667" "743" "0.3" "0.1" "3225" "443" "0.2" "0.1" "154523" "3762" "9.8" "0.2" "50312" "2398" "3.2" "0.2" "1101" "324" "0.1" "0.1" "51361" "2575" "3.2" "0.2" "19997" "1371" "1.3" "0.1" "7497" "933" "0.5" "0.1" "8554" "996" "0.5" "0.1" "19050" "1221" "1.2" "0.1" "49927" "2045" "3.2" "0.1" "1018" "312" "0.1" "0.1" "3003" "650" "0.2" "0.1" "45315" "2113" "2.9" "0.1" "11283" "918" "0.7" "0.1" "2183" "477" "0.1" "0.1" "21634" "1311" "1.4" "0.1" "988" "276" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"15" "0400000US17" "17" "Illinois" "4772723" "11056" "4772723" "" "3136362" "10253" "65.7" "0.1" "1426391" "8065" "29.9" "0.1" "2314425" "12133" "48.5" "0.2" "991093" "8902" "20.8" "0.1" "216198" "3116" "4.5" "0.1" "101130" "2040" "2.1" "0.1" "605739" "4789" "12.7" "0.1" "334168" "3210" "7.0" "0.1" "1636361" "5723" "34.3" "0.1" "1365430" "6133" "28.6" "0.1" "478565" "5709" "10.0" "0.1" "1576110" "8148" "33.0" "0.1" "1174926" "4059" "24.6" "0.1" "2.63" "0.01" "" "" "3.28" "0.01" "" "" "12547643" "" "12547643" "" "4772723" "11056" "38.0" "0.1" "2313173" "12002" "18.4" "0.1" "3968624" "9601" "31.6" "0.1" "855120" "12323" "6.8" "0.1" "638003" "9361" "5.1" "0.1" "272457" "3301" "2.2" "0.1" "5005849" "1070" "5005849" "" "1866082" "9118" "37.3" "0.2" "2512849" "11502" "50.2" "0.2" "72395" "2008" "1.4" "0.1" "125104" "2381" "2.5" "0.1" "429419" "4757" "8.6" "0.1" "5298337" "845" "5298337" "" "1652875" "6936" "31.2" "0.1" "2462725" "10079" "46.5" "0.2" "106953" "3004" "2.0" "0.1" "494926" "3547" "9.3" "0.1" "580858" "4797" "11.0" "0.1" "169451" "3025" "169451" "" "60593" "1977" "35.8" "1.0" "35" "1" "" "" "53" "1" "" "" "22" "2" "" "" "93" "2" "" "" "26" "1" "" "" "275086" "4033" "275086" "" "99581" "2268" "36.2" "0.7" "19723" "1076" "7.2" "0.4" "22606" "1412" "8.2" "0.5" "17612" "933" "6.4" "0.3" "39640" "1285" "14.4" "0.5" "99581" "2268" "99581" "" "64168" "1510" "64.4" "0.7" "66545" "2055" "66.8" "1.1" "3494514" "7878" "3494514" "" "237403" "3649" "6.8" "0.1" "170948" "2728" "4.9" "0.1" "1376999" "3799" "39.4" "0.1" "731254" "3135" "20.9" "0.1" "977910" "7047" "28.0" "0.2" "8509739" "1186" "8509739" "" "478869" "5576" "5.6" "0.1" "603512" "5268" "7.1" "0.1" "2308986" "11045" "27.1" "0.1" "1810007" "8250" "21.3" "0.1" "632569" "4801" "7.4" "0.1" "1657947" "8451" "19.5" "0.1" "1017849" "7660" "12.0" "0.1" "" "" "87.3" "0.1" "" "" "31.4" "0.2" "9742838" "1206" "9742838" "" "727919" "3952" "7.5" "0.1" "12668117" "668" "12668117" "" "1327536" "8540" "10.5" "0.1" "3081894" "685" "3081894" "" "104433" "2922" "3.4" "0.1" "7993310" "1453" "7993310" "" "660429" "5981" "8.3" "0.1" "1592913" "978" "1592913" "" "562674" "3729" "35.3" "0.2" "12695273" "2608" "12695273" "" "11024961" "15033" "86.8" "0.1" "1603092" "14526" "12.6" "0.1" "1080455" "13275" "8.5" "0.1" "522637" "6628" "4.1" "0.1" "308815" "5871" "2.4" "0.1" "213822" "4953" "1.7" "0.1" "67220" "2330" "0.5" "0.1" "12848554" "" "12848554" "" "11073828" "10091" "86.2" "0.1" "10942841" "9888" "85.2" "0.1" "8600676" "12960" "66.9" "0.1" "2342165" "11117" "18.2" "0.1" "130987" "3470" "1.0" "0.1" "1774726" "10093" "13.8" "0.1" "1774726" "10093" "1774726" "" "818967" "6517" "46.1" "0.3" "955759" "9409" "53.9" "0.3" "1905713" "9890" "1905713" "" "130987" "3470" "130987" "" "5123" "668" "3.9" "0.5" "125864" "3327" "96.1" "0.5" "1774726" "10093" "1774726" "" "71607" "2934" "4.0" "0.2" "1703119" "10029" "96.0" "0.2" "1774726" "10093" "1774726" "" "382164" "5235" "21.5" "0.2" "486589" "3856" "27.4" "0.2" "50779" "2348" "2.9" "0.1" "3476" "432" "0.2" "0.1" "832844" "5552" "46.9" "0.2" "18874" "1079" "1.1" "0.1" "12027783" "470" "12027783" "" "9342837" "12175" "77.7" "0.1" "2684946" "12160" "22.3" "0.1" "1131389" "8843" "9.4" "0.1" "1570809" "6916" "13.1" "0.1" "704908" "5861" "5.9" "0.1" "670517" "8255" "5.6" "0.1" "246768" "4673" "2.1" "0.1" "331327" "4322" "2.8" "0.1" "144481" "3437" "1.2" "0.1" "112293" "4586" "0.9" "0.1" "35232" "2441" "0.3" "0.1" "12848554" "" "12848554" "" "638154" "6515" "5.0" "0.1" "87307" "4088" "0.7" "0.1" "119622" "3526" "0.9" "0.1" "50434" "2046" "0.4" "0.1" "180911" "3375" "1.4" "0.1" "777420" "9076" "6.1" "0.1" "245293" "4354" "1.9" "0.1" "34357" "1634" "0.3" "0.1" "2502687" "10606" "19.5" "0.1" "99304" "3890" "0.8" "0.1" "51276" "1861" "0.4" "0.1" "1578109" "9443" "12.3" "0.1" "804499" "8273" "6.3" "0.1" "88150" "2781" "0.7" "0.1" "162185" "3207" "1.3" "0.1" "946708" "8723" "7.4" "0.1" "9910" "1141" "0.1" "0.1" "128755" "3077" "1.0" "0.1" "81015" "2085" "0.6" "0.1" "151934" "2953" "1.2" "0.1" "37630" "1493" "0.3" "0.1" "79061" "2651" "0.6" "0.1" "280330" "4498" "2.2" "0.1" "36001" "1748" "0.3" "0.1" "51526" "2510" "0.4" "0.1" "50567" "1649" "0.4" "0.1" "30606" "2138" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"16" "0400000US18" "18" "Indiana" "2481793" "6580" "2481793" "" "1655596" "6205" "66.7" "0.2" "734537" "5275" "29.6" "0.2" "1240254" "7526" "50.0" "0.2" "492012" "5580" "19.8" "0.2" "109905" "2291" "4.4" "0.1" "59485" "1619" "2.4" "0.1" "305437" "3891" "12.3" "0.2" "183040" "3064" "7.4" "0.1" "826197" "4958" "33.3" "0.2" "688283" "5160" "27.7" "0.2" "244196" "3803" "9.8" "0.1" "816085" "4768" "32.9" "0.2" "606750" "2686" "24.4" "0.1" "2.55" "0.01" "" "" "3.12" "0.01" "" "" "6327145" "" "6327145" "" "2481793" "6580" "39.2" "0.1" "1239318" "7965" "19.6" "0.1" "1931864" "6641" "30.5" "0.1" "332559" "7314" "5.3" "0.1" "341611" "6146" "5.4" "0.1" "149072" "2645" "2.4" "0.1" "2529940" "1027" "2529940" "" "827389" "5158" "32.7" "0.2" "1319978" "7342" "52.2" "0.3" "31460" "967" "1.2" "0.1" "65092" "1677" "2.6" "0.1" "286021" "4172" "11.3" "0.2" "2662168" "805" "2662168" "" "714941" "4483" "26.9" "0.2" "1295990" "6434" "48.7" "0.2" "46067" "1633" "1.7" "0.1" "249198" "2556" "9.4" "0.1" "355972" "3889" "13.4" "0.1" "88098" "2013" "88098" "" "33484" "1367" "38.0" "1.2" "40" "2" "" "" "56" "1" "" "" "28" "2" "" "" "107" "3" "" "" "18" "1" "" "" "128215" "2703" "128215" "" "63439" "2095" "49.5" "1.2" "15201" "1017" "11.9" "0.8" "14432" "753" "11.3" "0.6" "11359" "913" "8.9" "0.7" "22447" "1194" "17.5" "0.8" "63439" "2095" "63439" "" "38960" "1361" "61.4" "0.9" "45355" "1899" "71.5" "1.4" "1748724" "5914" "1748724" "" "103616" "2009" "5.9" "0.1" "87241" "2091" "5.0" "0.1" "719855" "2646" "41.2" "0.2" "360227" "2370" "20.6" "0.1" "477785" "4831" "27.3" "0.2" "4258878" "940" "4258878" "" "178422" "3161" "4.2" "0.1" "365926" "4201" "8.6" "0.1" "1500702" "7480" "35.2" "0.2" "891274" "5822" "20.9" "0.1" "334834" "4160" "7.9" "0.1" "632094" "6181" "14.8" "0.1" "355626" "4374" "8.4" "0.1" "" "" "87.2" "0.1" "" "" "23.2" "0.2" "4913683" "690" "4913683" "" "455105" "4223" "9.3" "0.1" "6414808" "439" "6414808" "" "834080" "5888" "13.0" "0.1" "1593235" "586" "1593235" "" "73971" "2141" "4.6" "0.1" "3990694" "975" "3990694" "" "449049" "4937" "11.3" "0.1" "830879" "754" "830879" "" "311060" "2746" "37.4" "0.3" "6434804" "1810" "6434804" "" "5461221" "12187" "84.9" "0.2" "949947" "11837" "14.8" "0.2" "590415" "8893" "9.2" "0.1" "359532" "6599" "5.6" "0.1" "227702" "4855" "3.5" "0.1" "131830" "4562" "2.0" "0.1" "23636" "1672" "0.4" "0.1" "6514861" "" "6514861" "" "6206801" "4499" "95.3" "0.1" "6167795" "4643" "94.7" "0.1" "4453460" "8980" "68.4" "0.1" "1714335" "8854" "26.3" "0.1" "39006" "1547" "0.6" "0.1" "308060" "4500" "4.7" "0.1" "308060" "4500" "308060" "" "107555" "2881" "34.9" "0.8" "200505" "3789" "65.1" "0.8" "347066" "4644" "347066" "" "39006" "1547" "39006" "" "1285" "223" "3.3" "0.5" "37721" "1473" "96.7" "0.5" "308060" "4500" "308060" "" "23767" "1732" "7.7" "0.5" "284293" "4188" "92.3" "0.5" "308060" "4500" "308060" "" "43428" "1824" "14.1" "0.5" "92249" "1512" "29.9" "0.5" "18607" "1647" "6.0" "0.5" "1271" "261" "0.4" "0.1" "145231" "2993" "47.1" "0.7" "7274" "653" "2.4" "0.2" "6087409" "542" "6087409" "" "5588460" "5499" "91.8" "0.1" "498949" "5498" "8.2" "0.1" "198648" "4069" "3.3" "0.1" "277381" "3508" "4.6" "0.1" "123268" "3124" "2.0" "0.1" "136530" "3659" "2.2" "0.1" "36637" "1839" "0.6" "0.1" "63250" "1990" "1.0" "0.1" "32606" "1535" "0.5" "0.1" "21788" "1672" "0.4" "0.1" "6137" "873" "0.1" "0.1" "6514861" "" "6514861" "" "727248" "8351" "11.2" "0.1" "17409" "1476" "0.3" "0.1" "16823" "1211" "0.3" "0.1" "12189" "918" "0.2" "0.1" "133008" "3126" "2.0" "0.1" "580220" "6776" "8.9" "0.1" "150732" "3013" "2.3" "0.1" "16582" "1235" "0.3" "0.1" "1572617" "11675" "24.1" "0.2" "24665" "1581" "0.4" "0.1" "37904" "1498" "0.6" "0.1" "786904" "9131" "12.1" "0.1" "176996" "4318" "2.7" "0.1" "10934" "903" "0.2" "0.1" "35204" "1555" "0.5" "0.1" "206877" "4244" "3.2" "0.1" "3762" "467" "0.1" "0.1" "25548" "1607" "0.4" "0.1" "59648" "2020" "0.9" "0.1" "114006" "3289" "1.7" "0.1" "21100" "1285" "0.3" "0.1" "65931" "3317" "1.0" "0.1" "60038" "2175" "0.9" "0.1" "39760" "1886" "0.6" "0.1" "9493" "946" "0.1" "0.1" "36177" "1380" "0.6" "0.1" "7268" "1409" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"17" "0400000US19" "19" "Iowa" "1226547" "3433" "1226547" "" "795274" "3394" "64.8" "0.2" "349406" "2551" "28.5" "0.2" "631564" "3876" "51.5" "0.2" "244810" "2725" "20.0" "0.2" "48776" "1402" "4.0" "0.1" "29014" "1017" "2.4" "0.1" "114934" "1759" "9.4" "0.1" "75582" "1579" "6.2" "0.1" "431273" "2988" "35.2" "0.2" "353057" "3039" "28.8" "0.2" "135675" "2187" "11.1" "0.2" "374573" "2626" "30.5" "0.2" "315091" "1701" "25.7" "0.1" "2.42" "0.01" "" "" "2.98" "0.01" "" "" "2963009" "" "2963009" "" "1226547" "3433" "41.4" "0.1" "631070" "3585" "21.3" "0.1" "841108" "3814" "28.4" "0.1" "98628" "2964" "3.3" "0.1" "165656" "3075" "5.6" "0.1" "76537" "1633" "2.6" "0.1" "1208672" "804" "1208672" "" "382112" "3037" "31.6" "0.2" "661831" "4040" "54.8" "0.3" "13086" "732" "1.1" "0.1" "31550" "974" "2.6" "0.1" "120093" "2324" "9.9" "0.2" "1252141" "704" "1252141" "" "313752" "2210" "25.1" "0.2" "651533" "3505" "52.0" "0.3" "18204" "984" "1.5" "0.1" "126099" "1411" "10.1" "0.1" "142553" "2431" "11.4" "0.2" "40334" "1199" "40334" "" "12801" "684" "31.7" "1.5" "36" "2" "" "" "57" "2" "" "" "18" "3" "" "" "109" "4" "" "" "21" "2" "" "" "37396" "1406" "37396" "" "16119" "898" "43.1" "1.9" "4242" "487" "11.3" "1.2" "3920" "533" "10.5" "1.4" "2998" "428" "8.0" "1.1" "4959" "465" "13.3" "1.3" "16119" "898" "16119" "" "9882" "572" "61.3" "1.4" "12061" "793" "74.8" "2.1" "811848" "2992" "811848" "" "56244" "1295" "6.9" "0.2" "41459" "1104" "5.1" "0.1" "317938" "1901" "39.2" "0.3" "164467" "1477" "20.3" "0.2" "231740" "2734" "28.5" "0.3" "2026719" "824" "2026719" "" "72508" "1713" "3.6" "0.1" "110553" "1983" "5.5" "0.1" "666371" "4110" "32.9" "0.2" "440519" "3775" "21.7" "0.2" "215049" "2591" "10.6" "0.1" "359520" "4184" "17.7" "0.2" "162199" "2501" "8.0" "0.1" "" "" "91.0" "0.1" "" "" "25.7" "0.3" "2335338" "568" "2335338" "" "226175" "2339" "9.7" "0.1" "3016863" "323" "3016863" "" "343424" "3958" "11.4" "0.1" "722659" "544" "722659" "" "27977" "1352" "3.9" "0.2" "1856591" "893" "1856591" "" "172330" "2626" "9.3" "0.1" "437613" "618" "437613" "" "143117" "1786" "32.7" "0.4" "3025173" "1073" "3025173" "" "2565332" "7120" "84.8" "0.2" "447791" "7091" "14.8" "0.2" "265118" "5676" "8.8" "0.2" "182673" "4093" "6.0" "0.1" "107998" "2944" "3.6" "0.1" "74675" "2962" "2.5" "0.1" "12050" "1117" "0.4" "0.1" "3062553" "" "3062553" "" "2925492" "2046" "95.5" "0.1" "2910638" "2170" "95.0" "0.1" "2200768" "6363" "71.9" "0.2" "709870" "5919" "23.2" "0.2" "14854" "942" "0.5" "0.1" "137061" "2046" "4.5" "0.1" "137061" "2046" "137061" "" "52095" "1765" "38.0" "1.2" "84966" "2182" "62.0" "1.2" "151915" "2170" "151915" "" "14854" "942" "14854" "" "710" "270" "4.8" "1.7" "14144" "887" "95.2" "1.7" "137061" "2046" "137061" "" "11624" "1205" "8.5" "0.8" "125437" "2033" "91.5" "0.8" "137061" "2046" "137061" "" "20628" "952" "15.1" "0.7" "45251" "896" "33.0" "0.6" "10424" "960" "7.6" "0.7" "865" "344" "0.6" "0.3" "56156" "1450" "41.0" "0.8" "3737" "489" "2.7" "0.3" "2864943" "515" "2864943" "" "2657355" "2468" "92.8" "0.1" "207588" "2445" "7.2" "0.1" "85841" "1935" "3.0" "0.1" "113173" "1810" "4.0" "0.1" "50002" "1482" "1.7" "0.1" "45955" "2009" "1.6" "0.1" "13058" "988" "0.5" "0.1" "36717" "1158" "1.3" "0.1" "18565" "805" "0.6" "0.1" "11743" "1107" "0.4" "0.1" "4216" "640" "0.1" "0.1" "3062553" "" "3062553" "" "193721" "3740" "6.3" "0.1" "7019" "1007" "0.2" "0.1" "58896" "1912" "1.9" "0.1" "59967" "1651" "2.0" "0.1" "136580" "2831" "4.5" "0.1" "277265" "4178" "9.1" "0.1" "74342" "2267" "2.4" "0.1" "9425" "850" "0.3" "0.1" "1146199" "7151" "37.4" "0.2" "7277" "881" "0.2" "0.1" "3528" "414" "0.1" "0.1" "445318" "5243" "14.5" "0.2" "66316" "2413" "2.2" "0.1" "2695" "383" "0.1" "0.1" "168913" "2490" "5.5" "0.1" "40295" "1655" "1.3" "0.1" "1620" "244" "0.1" "0.1" "11460" "1149" "0.4" "0.1" "27899" "1304" "0.9" "0.1" "47107" "1607" "1.5" "0.1" "1758" "308" "0.1" "0.1" "17032" "1304" "0.6" "0.1" "93790" "2163" "3.1" "0.1" "14483" "979" "0.5" "0.1" "2809" "454" "0.1" "0.1" "20717" "1147" "0.7" "0.1" "1691" "351" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"18" "0400000US20" "20" "Kansas" "1110440" "3304" "1110440" "" "729607" "3204" "65.7" "0.2" "336091" "3091" "30.3" "0.2" "565658" "3756" "50.9" "0.3" "235496" "2720" "21.2" "0.2" "48278" "1390" "4.3" "0.1" "26938" "1228" "2.4" "0.1" "115671" "2036" "10.4" "0.2" "73657" "1678" "6.6" "0.2" "380833" "2901" "34.3" "0.2" "315010" "2668" "28.4" "0.2" "113653" "1825" "10.2" "0.1" "365786" "3197" "32.9" "0.2" "268267" "1417" "24.2" "0.1" "2.51" "0.01" "" "" "3.10" "0.01" "" "" "2788981" "" "2788981" "" "1110440" "3304" "39.8" "0.1" "565065" "4375" "20.3" "0.2" "837415" "3939" "30.0" "0.1" "126343" "3626" "4.5" "0.1" "149718" "3632" "5.4" "0.1" "60440" "1428" "2.2" "0.1" "1115311" "754" "1115311" "" "350649" "2910" "31.4" "0.3" "604232" "3846" "54.2" "0.3" "13918" "834" "1.2" "0.1" "29186" "856" "2.6" "0.1" "117326" "1882" "10.5" "0.2" "1146691" "593" "1146691" "" "284832" "2642" "24.8" "0.2" "590868" "3476" "51.5" "0.3" "18837" "1004" "1.6" "0.1" "106201" "1546" "9.3" "0.1" "145953" "2420" "12.7" "0.2" "43361" "1424" "43361" "" "13231" "858" "30.5" "1.6" "39" "3" "" "" "64" "2" "" "" "25" "3" "" "" "117" "4" "" "" "26" "2" "" "" "46370" "1629" "46370" "" "20767" "1228" "44.8" "1.8" "5112" "529" "11.0" "1.0" "5448" "529" "11.7" "1.0" "2882" "393" "6.2" "0.8" "7325" "678" "15.8" "1.3" "20767" "1228" "20767" "" "12335" "750" "59.4" "1.2" "15290" "1000" "73.6" "2.0" "794865" "2980" "794865" "" "52797" "1391" "6.6" "0.2" "42197" "1304" "5.3" "0.2" "318162" "1714" "40.0" "0.2" "160051" "1250" "20.1" "0.2" "221658" "2666" "27.9" "0.3" "1850010" "935" "1850010" "" "75823" "1857" "4.1" "0.1" "112449" "2372" "6.1" "0.1" "508652" "4078" "27.5" "0.2" "452591" "4220" "24.5" "0.2" "140680" "2278" "7.6" "0.1" "363386" "3765" "19.6" "0.2" "196429" "2911" "10.6" "0.2" "" "" "89.8" "0.2" "" "" "30.3" "0.3" "2125577" "823" "2125577" "" "211113" "2497" "9.9" "0.1" "2808883" "765" "2808883" "" "341339" "3798" "12.2" "0.1" "723140" "484" "723140" "" "28998" "1218" "4.0" "0.2" "1718259" "1028" "1718259" "" "177317" "2944" "10.3" "0.2" "367484" "561" "367484" "" "135024" "1518" "36.7" "0.4" "2828927" "1161" "2828927" "" "2353262" "7786" "83.2" "0.3" "461417" "7381" "16.3" "0.3" "271943" "5645" "9.6" "0.2" "189474" "4625" "6.7" "0.2" "97294" "2932" "3.4" "0.1" "92180" "3264" "3.3" "0.1" "14248" "1163" "0.5" "0.1" "2868107" "" "2868107" "" "2677007" "3095" "93.3" "0.1" "2653773" "3230" "92.5" "0.1" "1688751" "6731" "58.9" "0.2" "965022" "6360" "33.6" "0.2" "23234" "1057" "0.8" "0.1" "191100" "3100" "6.7" "0.1" "191100" "3100" "191100" "" "64588" "1931" "33.8" "0.9" "126512" "2940" "66.2" "0.9" "214334" "3235" "214334" "" "23234" "1057" "23234" "" "936" "228" "4.0" "1.0" "22298" "1047" "96.0" "1.0" "191100" "3100" "191100" "" "11967" "1048" "6.3" "0.5" "179133" "2837" "93.7" "0.5" "191086" "3100" "191086" "" "15002" "931" "7.9" "0.4" "55405" "1136" "29.0" "0.6" "9926" "1036" "5.2" "0.5" "1041" "243" "0.5" "0.1" "107003" "2353" "56.0" "0.8" "2709" "322" "1.4" "0.2" "2665346" "409" "2665346" "" "2371428" "3466" "89.0" "0.1" "293918" "3462" "11.0" "0.1" "120332" "2673" "4.5" "0.1" "195103" "2333" "7.3" "0.1" "85126" "2115" "3.2" "0.1" "39087" "1602" "1.5" "0.1" "7738" "680" "0.3" "0.1" "46074" "1386" "1.7" "0.1" "23498" "988" "0.9" "0.1" "13654" "1405" "0.5" "0.1" "3970" "621" "0.1" "0.1" "2868107" "" "2868107" "" "228827" "5009" "8.0" "0.2" "9424" "1266" "0.3" "0.1" "24979" "1080" "0.9" "0.1" "14237" "905" "0.5" "0.1" "58264" "2136" "2.0" "0.1" "290980" "4686" "10.1" "0.2" "84052" "2547" "2.9" "0.1" "9103" "615" "0.3" "0.1" "831098" "6288" "29.0" "0.2" "5364" "703" "0.2" "0.1" "4454" "551" "0.2" "0.1" "368255" "6034" "12.8" "0.2" "68353" "2261" "2.4" "0.1" "2031" "419" "0.1" "0.1" "30784" "1710" "1.1" "0.1" "40402" "1871" "1.4" "0.1" "3043" "474" "0.1" "0.1" "22046" "1255" "0.8" "0.1" "34488" "1424" "1.2" "0.1" "56643" "1973" "2.0" "0.1" "1402" "275" "0.0" "0.1" "18505" "1449" "0.6" "0.1" "65998" "1990" "2.3" "0.1" "15029" "1046" "0.5" "0.1" "3045" "579" "0.1" "0.1" "22729" "1408" "0.8" "0.1" "2865" "496" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"19" "0400000US21" "21" "Kentucky" "1694996" "5311" "1694996" "" "1137576" "4888" "67.1" "0.2" "484878" "4173" "28.6" "0.2" "841281" "6269" "49.6" "0.3" "320816" "4667" "18.9" "0.2" "78364" "1996" "4.6" "0.1" "38652" "1690" "2.3" "0.1" "217931" "2486" "12.9" "0.2" "125410" "2019" "7.4" "0.1" "557420" "3782" "32.9" "0.2" "473591" "3596" "27.9" "0.2" "171222" "2670" "10.1" "0.1" "549346" "4288" "32.4" "0.2" "426068" "2283" "25.1" "0.1" "2.50" "0.01" "" "" "3.05" "0.01" "" "" "4235109" "" "4235109" "" "1694996" "5311" "40.0" "0.1" "841262" "5815" "19.9" "0.1" "1236896" "5014" "29.2" "0.1" "253497" "5898" "6.0" "0.1" "208458" "5056" "4.9" "0.1" "94051" "2325" "2.2" "0.1" "1710730" "994" "1710730" "" "526588" "3855" "30.8" "0.2" "899082" "6166" "52.6" "0.4" "33233" "1356" "1.9" "0.1" "48069" "1490" "2.8" "0.1" "203758" "3342" "11.9" "0.2" "1801801" "882" "1801801" "" "433752" "3570" "24.1" "0.2" "884393" "5165" "49.1" "0.3" "45220" "1548" "2.5" "0.1" "187670" "1942" "10.4" "0.1" "250766" "3631" "13.9" "0.2" "57137" "1658" "57137" "" "20456" "1053" "35.8" "1.4" "39" "2" "" "" "55" "2" "" "" "31" "3" "" "" "102" "3" "" "" "19" "1" "" "" "99237" "2471" "99237" "" "55183" "2008" "55.6" "1.4" "11042" "832" "11.1" "0.8" "12797" "951" "12.9" "0.9" "9029" "851" "9.1" "0.8" "22315" "1201" "22.5" "1.1" "55183" "2008" "55183" "" "34001" "1168" "61.6" "0.8" "40132" "1834" "72.7" "1.3" "1098640" "4414" "1098640" "" "64582" "1743" "5.9" "0.1" "59122" "1342" "5.4" "0.1" "455679" "2435" "41.5" "0.3" "227432" "1860" "20.7" "0.2" "291825" "3756" "26.6" "0.3" "2920579" "1147" "2920579" "" "211256" "3281" "7.2" "0.1" "285453" "3721" "9.8" "0.1" "989067" "6194" "33.9" "0.2" "599340" "4141" "20.5" "0.1" "206790" "3152" "7.1" "0.1" "372738" "3819" "12.8" "0.1" "255935" "3858" "8.8" "0.1" "" "" "83.0" "0.2" "" "" "21.5" "0.2" "3323981" "997" "3323981" "" "312365" "2980" "9.4" "0.1" "4273751" "738" "4273751" "" "717889" "6514" "16.8" "0.2" "1018483" "677" "1018483" "" "56566" "1774" "5.6" "0.2" "2680541" "1306" "2680541" "" "417332" "4774" "15.6" "0.2" "574727" "852" "574727" "" "243991" "2348" "42.5" "0.4" "4309798" "1431" "4309798" "" "3655291" "9802" "84.8" "0.2" "637007" "9843" "14.8" "0.2" "374610" "7235" "8.7" "0.2" "262397" "5653" "6.1" "0.1" "150203" "4176" "3.5" "0.1" "112194" "3537" "2.6" "0.1" "17500" "1749" "0.4" "0.1" "4361333" "" "4361333" "" "4217644" "2801" "96.7" "0.1" "4189593" "3069" "96.1" "0.1" "3055984" "7150" "70.1" "0.2" "1133609" "7190" "26.0" "0.2" "28051" "1332" "0.6" "0.1" "143689" "2801" "3.3" "0.1" "143689" "2801" "143689" "" "50530" "1583" "35.2" "1.0" "93159" "2462" "64.8" "1.0" "171740" "3069" "171740" "" "28051" "1332" "28051" "" "1119" "303" "4.0" "1.1" "26932" "1318" "96.0" "1.1" "143689" "2801" "143689" "" "13512" "1286" "9.4" "0.9" "130177" "2784" "90.6" "0.9" "143689" "2801" "143689" "" "21801" "1130" "15.2" "0.7" "46298" "1239" "32.2" "0.8" "10609" "1138" "7.4" "0.7" "822" "203" "0.6" "0.1" "60592" "1678" "42.2" "0.8" "3567" "436" "2.5" "0.3" "4082467" "773" "4082467" "" "3879829" "4073" "95.0" "0.1" "202638" "4065" "5.0" "0.1" "85829" "2385" "2.1" "0.1" "104471" "2443" "2.6" "0.1" "49237" "1702" "1.2" "0.1" "51176" "2360" "1.3" "0.1" "15455" "1191" "0.4" "0.1" "32592" "1048" "0.8" "0.1" "15779" "878" "0.4" "0.1" "14399" "1541" "0.4" "0.1" "5358" "738" "0.1" "0.1" "4361333" "" "4361333" "" "908949" "9059" "20.8" "0.2" "12075" "1395" "0.3" "0.1" "5064" "674" "0.1" "0.1" "4592" "675" "0.1" "0.1" "51987" "1976" "1.2" "0.1" "471072" "6427" "10.8" "0.1" "74502" "2344" "1.7" "0.1" "8118" "835" "0.2" "0.1" "650480" "5735" "14.9" "0.1" "6371" "785" "0.1" "0.1" "7341" "750" "0.2" "0.1" "559470" "6272" "12.8" "0.1" "88131" "2723" "2.0" "0.1" "2360" "440" "0.1" "0.1" "13176" "826" "0.3" "0.1" "36734" "1690" "0.8" "0.1" "3660" "526" "0.1" "0.1" "9372" "803" "0.2" "0.1" "61724" "1942" "1.4" "0.1" "83050" "2366" "1.9" "0.1" "2678" "454" "0.1" "0.1" "37754" "2316" "0.9" "0.1" "15864" "1166" "0.4" "0.1" "10553" "992" "0.2" "0.1" "3703" "680" "0.1" "0.1" "22864" "1140" "0.5" "0.1" "5431" "908" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"20" "0400000US22" "22" "Louisiana" "1707852" "5031" "1707852" "" "1132483" "5710" "66.3" "0.3" "496786" "4231" "29.1" "0.2" "759780" "5770" "44.5" "0.3" "295187" "4000" "17.3" "0.2" "84210" "2281" "4.9" "0.1" "39748" "1464" "2.3" "0.1" "288493" "2818" "16.9" "0.2" "161851" "2509" "9.5" "0.1" "575369" "4548" "33.7" "0.3" "486370" "4574" "28.5" "0.2" "157978" "2828" "9.3" "0.2" "577902" "4177" "33.8" "0.2" "412837" "2121" "24.2" "0.1" "2.60" "0.01" "" "" "3.21" "0.01" "" "" "4440185" "" "4440185" "" "1707852" "5031" "38.5" "0.1" "758920" "5793" "17.1" "0.1" "1391921" "6237" "31.3" "0.1" "355678" "6136" "8.0" "0.1" "225814" "5350" "5.1" "0.1" "93978" "1646" "2.1" "0.1" "1760758" "636" "1760758" "" "648151" "4692" "36.8" "0.3" "833279" "5766" "47.3" "0.3" "40582" "1524" "2.3" "0.1" "50997" "1412" "2.9" "0.1" "187749" "3211" "10.7" "0.2" "1877421" "602" "1877421" "" "581463" "3830" "31.0" "0.2" "799377" "6149" "42.6" "0.3" "60371" "2040" "3.2" "0.1" "192220" "2050" "10.2" "0.1" "243990" "3758" "13.0" "0.2" "64381" "2004" "64381" "" "30803" "1486" "47.8" "1.5" "47" "2" "" "" "57" "2" "" "" "30" "3" "" "" "103" "3" "" "" "19" "2" "" "" "124123" "2936" "124123" "" "67502" "2286" "54.4" "1.1" "13006" "1025" "10.5" "0.8" "15952" "1197" "12.9" "0.9" "10782" "939" "8.7" "0.7" "27762" "1241" "22.4" "0.9" "67502" "2286" "67502" "" "43675" "1490" "64.7" "0.8" "44506" "1998" "65.9" "1.4" "1186922" "4530" "1186922" "" "84718" "1990" "7.1" "0.2" "64413" "1650" "5.4" "0.1" "506697" "2571" "42.7" "0.3" "237445" "2261" "20.0" "0.2" "293649" "3735" "24.7" "0.2" "2977813" "873" "2977813" "" "184704" "3153" "6.2" "0.1" "334851" "4713" "11.2" "0.2" "1014569" "6547" "34.1" "0.2" "639343" "4562" "21.5" "0.2" "154171" "2890" "5.2" "0.1" "433526" "4836" "14.6" "0.2" "216649" "3810" "7.3" "0.1" "" "" "82.6" "0.2" "" "" "21.8" "0.2" "3436393" "946" "3436393" "" "304271" "2739" "8.9" "0.1" "4463986" "852" "4463986" "" "668652" "5919" "15.0" "0.1" "1113970" "430" "1113970" "" "61861" "1913" "5.6" "0.2" "2793181" "1064" "2793181" "" "369722" "4655" "13.2" "0.2" "556835" "675" "556835" "" "237069" "2263" "42.6" "0.4" "4509520" "1570" "4509520" "" "3870930" "9232" "85.8" "0.2" "623494" "9010" "13.8" "0.2" "376823" "7858" "8.4" "0.2" "246671" "5502" "5.5" "0.1" "151598" "5076" "3.4" "0.1" "95073" "3521" "2.1" "0.1" "15096" "1306" "0.3" "0.1" "4567968" "" "4567968" "" "4391969" "3573" "96.1" "0.1" "4363902" "3769" "95.5" "0.1" "3571334" "7485" "78.2" "0.2" "792568" "6730" "17.4" "0.1" "28067" "1385" "0.6" "0.1" "175999" "3573" "3.9" "0.1" "175999" "3573" "175999" "" "71211" "1971" "40.5" "1.2" "104788" "3575" "59.5" "1.2" "204066" "3769" "204066" "" "28067" "1385" "28067" "" "1102" "242" "3.9" "0.9" "26965" "1386" "96.1" "0.9" "175999" "3573" "175999" "" "14011" "1357" "8.0" "0.7" "161988" "3319" "92.0" "0.7" "175999" "3573" "175999" "" "16408" "1169" "9.3" "0.6" "56274" "1463" "32.0" "0.7" "6696" "947" "3.8" "0.5" "661" "159" "0.4" "0.1" "92943" "2371" "52.8" "0.9" "3017" "468" "1.7" "0.3" "4255893" "450" "4255893" "" "3887593" "4476" "91.3" "0.1" "368300" "4515" "8.7" "0.1" "119591" "3145" "2.8" "0.1" "150424" "2356" "3.5" "0.1" "65395" "2054" "1.5" "0.1" "154092" "3179" "3.6" "0.1" "25649" "1276" "0.6" "0.1" "52463" "1329" "1.2" "0.1" "25719" "1328" "0.6" "0.1" "11321" "1409" "0.3" "0.1" "2828" "538" "0.1" "0.1" "4567968" "" "4567968" "" "455893" "7358" "10.0" "0.2" "16183" "1594" "0.4" "0.1" "5564" "808" "0.1" "0.1" "4769" "623" "0.1" "0.1" "25375" "1357" "0.6" "0.1" "287284" "5313" "6.3" "0.1" "621732" "8096" "13.6" "0.2" "122847" "3955" "2.7" "0.1" "370440" "6395" "8.1" "0.1" "5915" "756" "0.1" "0.1" "4967" "633" "0.1" "0.1" "355894" "5864" "7.8" "0.1" "220879" "4820" "4.8" "0.1" "1814" "461" "0.0" "0.1" "11972" "826" "0.3" "0.1" "22186" "1447" "0.5" "0.1" "4258" "618" "0.1" "0.1" "7701" "782" "0.2" "0.1" "39746" "1660" "0.9" "0.1" "45537" "1999" "1.0" "0.1" "1165" "242" "0.0" "0.1" "35373" "2470" "0.8" "0.1" "12814" "1114" "0.3" "0.1" "3206" "386" "0.1" "0.1" "2207" "413" "0.0" "0.1" "11212" "924" "0.2" "0.1" "8281" "1124" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"21" "0400000US23" "23" "Maine" "553823" "2219" "553823" "" "350205" "2295" "63.2" "0.4" "138901" "1591" "25.1" "0.3" "273663" "2753" "49.4" "0.5" "91645" "1579" "16.5" "0.3" "23050" "991" "4.2" "0.2" "13686" "784" "2.5" "0.1" "53492" "1424" "9.7" "0.3" "33570" "1146" "6.1" "0.2" "203618" "2366" "36.8" "0.4" "160165" "2305" "28.9" "0.4" "63622" "1399" "11.5" "0.2" "151002" "1608" "27.3" "0.3" "154504" "992" "27.9" "0.1" "2.33" "0.01" "" "" "2.86" "0.01" "" "" "1292726" "" "1292726" "" "553823" "2219" "42.8" "0.2" "273855" "2529" "21.2" "0.2" "329137" "2133" "25.5" "0.2" "47120" "1975" "3.6" "0.2" "88791" "2494" "6.9" "0.2" "47420" "1512" "3.7" "0.1" "537490" "369" "537490" "" "163965" "1994" "30.5" "0.4" "286068" "2560" "53.2" "0.5" "5116" "518" "1.0" "0.1" "15801" "736" "2.9" "0.1" "66540" "1545" "12.4" "0.3" "572023" "346" "572023" "" "139805" "1879" "24.4" "0.3" "285621" "2660" "49.9" "0.5" "7523" "628" "1.3" "0.1" "55636" "1041" "9.7" "0.2" "83438" "1547" "14.6" "0.3" "14255" "695" "14255" "" "4856" "456" "34.1" "2.6" "30" "3" "" "" "47" "2" "" "" "15" "4" "" "" "96" "6" "" "" "18" "2" "" "" "17432" "942" "17432" "" "7165" "652" "41.1" "2.9" "1524" "252" "8.7" "1.4" "2112" "412" "12.1" "2.1" "1098" "274" "6.3" "1.5" "2431" "347" "13.9" "2.0" "7165" "652" "7165" "" "4174" "400" "58.3" "1.8" "5372" "535" "75.0" "3.5" "305865" "1686" "305865" "" "16328" "825" "5.3" "0.3" "14279" "746" "4.7" "0.2" "121876" "1141" "39.8" "0.4" "67844" "936" "22.2" "0.3" "85538" "1362" "28.0" "0.3" "943281" "405" "943281" "" "31220" "880" "3.3" "0.1" "53077" "1514" "5.6" "0.2" "319732" "2737" "33.9" "0.3" "189295" "2116" "20.1" "0.2" "86337" "1981" "9.2" "0.2" "169061" "2555" "17.9" "0.3" "94559" "1946" "10.0" "0.2" "" "" "91.1" "0.2" "" "" "27.9" "0.3" "1057123" "355" "1057123" "" "126842" "1885" "12.0" "0.2" "1313789" "346" "1313789" "" "205251" "2583" "15.6" "0.2" "268615" "101" "268615" "" "16581" "1047" "6.2" "0.4" "832739" "554" "832739" "" "110283" "2083" "13.2" "0.2" "212435" "397" "212435" "" "78387" "1177" "36.9" "0.5" "1315325" "548" "1315325" "" "1136673" "4061" "86.4" "0.3" "174889" "4038" "13.3" "0.3" "106797" "3301" "8.1" "0.3" "68092" "2228" "5.2" "0.2" "38465" "1636" "2.9" "0.1" "29627" "1559" "2.3" "0.1" "3763" "426" "0.3" "0.1" "1328320" "" "1328320" "" "1283035" "1285" "96.6" "0.1" "1269916" "1556" "95.6" "0.1" "855784" "4573" "64.4" "0.3" "414132" "4250" "31.2" "0.3" "13119" "747" "1.0" "0.1" "45285" "1285" "3.4" "0.1" "45285" "1285" "45285" "" "25130" "1114" "55.5" "1.9" "20155" "1059" "44.5" "1.9" "58404" "1556" "58404" "" "13119" "747" "13119" "" "459" "202" "3.5" "1.5" "12660" "745" "96.5" "1.5" "45285" "1285" "45285" "" "2860" "483" "6.3" "1.0" "42425" "1235" "93.7" "1.0" "45285" "1285" "45285" "" "10858" "697" "24.0" "1.4" "12869" "751" "28.4" "1.5" "5577" "576" "12.3" "1.2" "393" "116" "0.9" "0.3" "3997" "454" "8.8" "1.0" "11591" "735" "25.6" "1.4" "1261144" "269" "1261144" "" "1175657" "1860" "93.2" "0.1" "85487" "1855" "6.8" "0.1" "21071" "1070" "1.7" "0.1" "11599" "813" "0.9" "0.1" "2543" "366" "0.2" "0.1" "57615" "1447" "4.6" "0.1" "10885" "766" "0.9" "0.1" "10007" "732" "0.8" "0.1" "4904" "457" "0.4" "0.1" "6266" "712" "0.5" "0.1" "2739" "505" "0.2" "0.1" "1328320" "" "1328320" "" "109521" "2988" "8.2" "0.2" "3814" "633" "0.3" "0.1" "2483" "425" "0.2" "0.1" "5284" "528" "0.4" "0.1" "13607" "930" "1.0" "0.1" "289495" "3666" "21.8" "0.3" "220264" "3984" "16.6" "0.3" "101553" "3075" "7.6" "0.2" "107633" "2441" "8.1" "0.2" "7051" "787" "0.5" "0.1" "3715" "410" "0.3" "0.1" "236258" "3630" "17.8" "0.3" "75937" "1894" "5.7" "0.1" "5924" "704" "0.4" "0.1" "9946" "736" "0.7" "0.1" "29600" "1233" "2.2" "0.1" "8645" "756" "0.7" "0.1" "9158" "902" "0.7" "0.1" "22309" "990" "1.7" "0.1" "70594" "2042" "5.3" "0.2" "1614" "319" "0.1" "0.1" "7167" "788" "0.5" "0.1" "24366" "1185" "1.8" "0.1" "2269" "355" "0.2" "0.1" "2470" "405" "0.2" "0.1" "10593" "871" "0.8" "0.1" "1808" "393" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"22" "0400000US24" "24" "Maryland" "2146240" "5641" "2146240" "" "1438269" "5867" "67.0" "0.2" "646709" "5278" "30.1" "0.2" "1028614" "7191" "47.9" "0.3" "435319" "5517" "20.3" "0.2" "100655" "2025" "4.7" "0.1" "46142" "1569" "2.1" "0.1" "309000" "3437" "14.4" "0.2" "165248" "2515" "7.7" "0.1" "707971" "3854" "33.0" "0.2" "580761" "3866" "27.1" "0.2" "195798" "2953" "9.1" "0.1" "727895" "5426" "33.9" "0.2" "525495" "2268" "24.5" "0.1" "2.65" "0.01" "" "" "3.23" "0.01" "" "" "5694032" "" "5694032" "" "2146240" "5641" "37.7" "0.1" "1028214" "6725" "18.1" "0.1" "1745559" "6776" "30.7" "0.1" "439318" "7787" "7.7" "0.1" "334701" "6459" "5.9" "0.1" "120733" "2225" "2.1" "0.1" "2258002" "449" "2258002" "" "832088" "4912" "36.9" "0.2" "1134759" "6550" "50.3" "0.3" "49352" "1718" "2.2" "0.1" "56028" "1394" "2.5" "0.1" "185775" "2977" "8.2" "0.1" "2464044" "385" "2464044" "" "796127" "4226" "32.3" "0.2" "1107116" "6178" "44.9" "0.3" "68990" "1842" "2.8" "0.1" "218499" "2076" "8.9" "0.1" "273312" "3995" "11.1" "0.2" "80059" "1966" "80059" "" "28452" "1205" "35.5" "1.2" "34" "1" "" "" "54" "1" "" "" "21" "2" "" "" "96" "3" "" "" "28" "1" "" "" "143162" "3330" "143162" "" "48939" "1962" "34.2" "1.1" "9582" "827" "6.7" "0.6" "11982" "969" "8.4" "0.6" "8999" "789" "6.3" "0.5" "18376" "1235" "12.8" "0.8" "48939" "1962" "48939" "" "32228" "1262" "65.9" "1.2" "32133" "1814" "65.7" "2.0" "1570717" "5858" "1570717" "" "99600" "1936" "6.3" "0.1" "76704" "1705" "4.9" "0.1" "579888" "2681" "36.9" "0.2" "319395" "2092" "20.3" "0.2" "495130" "5397" "31.5" "0.2" "3922827" "654" "3922827" "" "172076" "3502" "4.4" "0.1" "270755" "4233" "6.9" "0.1" "1016343" "7184" "25.9" "0.2" "773864" "5733" "19.7" "0.1" "245871" "2650" "6.3" "0.1" "789022" "5487" "20.1" "0.1" "654896" "6253" "16.7" "0.2" "" "" "88.7" "0.1" "" "" "36.8" "0.2" "4457690" "1869" "4457690" "" "427068" "3242" "9.6" "0.1" "5737052" "1092" "5737052" "" "588940" "4574" "10.3" "0.1" "1346739" "293" "1346739" "" "49771" "1830" "3.7" "0.1" "3675444" "1282" "3675444" "" "302772" "3503" "8.2" "0.1" "714869" "555" "714869" "" "236397" "2385" "33.1" "0.3" "5763751" "1530" "5763751" "" "4996711" "9733" "86.7" "0.2" "724101" "9615" "12.6" "0.2" "416842" "8502" "7.2" "0.1" "307259" "5564" "5.3" "0.1" "148491" "3998" "2.6" "0.1" "158768" "3896" "2.8" "0.1" "42939" "2244" "0.7" "0.1" "5834299" "" "5834299" "" "5019550" "6376" "86.0" "0.1" "4942427" "6242" "84.7" "0.1" "2770991" "8816" "47.5" "0.2" "2171436" "9398" "37.2" "0.2" "77123" "2382" "1.3" "0.1" "814749" "6376" "14.0" "0.1" "814749" "6376" "814749" "" "380601" "4374" "46.7" "0.5" "434148" "5830" "53.3" "0.5" "891872" "6242" "891872" "" "77123" "2382" "77123" "" "3020" "523" "3.9" "0.6" "74103" "2247" "96.1" "0.6" "814749" "6376" "814749" "" "43938" "2693" "5.4" "0.3" "770811" "6469" "94.6" "0.3" "814749" "6376" "814749" "" "85498" "2290" "10.5" "0.3" "267198" "2857" "32.8" "0.3" "127327" "2981" "15.6" "0.3" "2372" "495" "0.3" "0.1" "322911" "4394" "39.6" "0.4" "9443" "680" "1.2" "0.1" "5467945" "286" "5467945" "" "4553640" "6793" "83.3" "0.1" "914305" "6764" "16.7" "0.1" "347459" "4946" "6.4" "0.1" "378010" "4101" "6.9" "0.1" "173970" "3465" "3.2" "0.1" "242645" "4484" "4.4" "0.1" "65038" "2126" "1.2" "0.1" "196814" "3429" "3.6" "0.1" "85374" "2553" "1.6" "0.1" "96836" "3596" "1.8" "0.1" "23077" "1461" "0.4" "0.1" "5834299" "" "5834299" "" "290011" "5931" "5.0" "0.1" "28125" "1952" "0.5" "0.1" "23036" "1232" "0.4" "0.1" "11347" "1024" "0.2" "0.1" "53546" "2188" "0.9" "0.1" "472760" "5600" "8.1" "0.1" "97399" "2374" "1.7" "0.1" "19060" "1347" "0.3" "0.1" "878453" "7465" "15.1" "0.1" "33832" "2161" "0.6" "0.1" "24594" "1366" "0.4" "0.1" "674691" "6836" "11.6" "0.1" "311459" "5125" "5.3" "0.1" "17510" "914" "0.3" "0.1" "30279" "1604" "0.5" "0.1" "197179" "4027" "3.4" "0.1" "11047" "1038" "0.2" "0.1" "80673" "2337" "1.4" "0.1" "46228" "1644" "0.8" "0.1" "97311" "2628" "1.7" "0.1" "12038" "851" "0.2" "0.1" "197599" "4977" "3.4" "0.1" "34883" "1687" "0.6" "0.1" "12605" "974" "0.2" "0.1" "22080" "1316" "0.4" "0.1" "38202" "1535" "0.7" "0.1" "71685" "2535" "1.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"23" "0400000US25" "25" "Massachusetts" "2530147" "5224" "2530147" "" "1607082" "6388" "63.5" "0.2" "719044" "4989" "28.4" "0.2" "1187434" "7865" "46.9" "0.3" "501419" "5190" "19.8" "0.2" "102042" "2232" "4.0" "0.1" "43427" "1524" "1.7" "0.1" "317606" "3828" "12.6" "0.2" "174198" "2588" "6.9" "0.1" "923065" "5379" "36.5" "0.2" "733952" "4917" "29.0" "0.2" "279462" "3180" "11.0" "0.1" "782100" "4897" "30.9" "0.2" "664200" "2638" "26.3" "0.1" "2.51" "0.01" "" "" "3.13" "0.01" "" "" "6359763" "" "6359763" "" "2530147" "5224" "39.8" "0.1" "1186596" "7864" "18.7" "0.1" "1885565" "5567" "29.6" "0.1" "355831" "6829" "5.6" "0.1" "401624" "6331" "6.3" "0.1" "159672" "2972" "2.5" "0.1" "2608983" "348" "2608983" "" "999903" "5683" "38.3" "0.2" "1291307" "7212" "49.5" "0.3" "42282" "1412" "1.6" "0.1" "68742" "1549" "2.6" "0.1" "206749" "3398" "7.9" "0.1" "2844107" "381" "2844107" "" "941585" "5037" "33.1" "0.2" "1269096" "6992" "44.6" "0.2" "63564" "1937" "2.2" "0.1" "256531" "2555" "9.0" "0.1" "313331" "3434" "11.0" "0.1" "78337" "1880" "78337" "" "23887" "1230" "30.5" "1.3" "25" "1" "" "" "47" "1" "" "" "11" "2" "" "" "76" "3" "" "" "31" "1" "" "" "117848" "2878" "117848" "" "34228" "1494" "29.0" "1.0" "7461" "777" "6.3" "0.6" "7941" "668" "6.7" "0.5" "5858" "688" "5.0" "0.6" "12968" "907" "11.0" "0.7" "34228" "1494" "34228" "" "21979" "995" "64.2" "1.3" "23569" "1259" "68.9" "1.5" "1758531" "5223" "1758531" "" "114490" "2209" "6.5" "0.1" "81856" "1939" "4.7" "0.1" "626899" "2253" "35.6" "0.2" "342687" "2398" "19.5" "0.1" "592599" "4404" "33.7" "0.2" "4510714" "521" "4510714" "" "218530" "3485" "4.8" "0.1" "260180" "4041" "5.8" "0.1" "1163738" "8248" "25.8" "0.2" "743847" "4566" "16.5" "0.1" "348097" "4024" "7.7" "0.1" "1006270" "7581" "22.3" "0.2" "770052" "6964" "17.1" "0.2" "" "" "89.4" "0.1" "" "" "39.4" "0.2" "5191938" "607" "5191938" "" "383087" "2973" "7.4" "0.1" "6524851" "554" "6524851" "" "735555" "5403" "11.3" "0.1" "1404696" "230" "1404696" "" "64168" "2074" "4.6" "0.1" "4225235" "817" "4225235" "" "369894" "4441" "8.8" "0.1" "894920" "517" "894920" "" "301493" "2503" "33.7" "0.3" "6534951" "1453" "6534951" "" "5668601" "10485" "86.7" "0.2" "809250" "10063" "12.4" "0.2" "493607" "8163" "7.6" "0.1" "315643" "5129" "4.8" "0.1" "174879" "4255" "2.7" "0.1" "140764" "3333" "2.2" "0.1" "57100" "2449" "0.9" "0.1" "6605058" "" "6605058" "" "5613350" "6376" "85.0" "0.1" "5446012" "7081" "82.5" "0.1" "4149035" "8093" "62.8" "0.1" "1296977" "7336" "19.6" "0.1" "167338" "3185" "2.5" "0.1" "991708" "6376" "15.0" "0.1" "991708" "6376" "991708" "" "500860" "4795" "50.5" "0.4" "490848" "5472" "49.5" "0.4" "1159046" "7081" "1159046" "" "167338" "3185" "167338" "" "8277" "923" "4.9" "0.5" "159061" "3108" "95.1" "0.5" "991708" "6376" "991708" "" "64525" "2712" "6.5" "0.3" "927183" "6667" "93.5" "0.3" "991698" "6375" "991698" "" "233750" "3649" "23.6" "0.3" "290004" "2751" "29.2" "0.3" "82643" "3057" "8.3" "0.3" "3303" "423" "0.3" "0.1" "351686" "4920" "35.5" "0.4" "30312" "1216" "3.1" "0.1" "6238762" "273" "6238762" "" "4871680" "7523" "78.1" "0.1" "1367082" "7457" "21.9" "0.1" "553602" "5266" "8.9" "0.1" "502625" "3612" "8.1" "0.1" "215660" "3319" "3.5" "0.1" "552815" "6336" "8.9" "0.1" "197598" "4096" "3.2" "0.1" "237872" "3013" "3.8" "0.1" "116583" "2387" "1.9" "0.1" "73770" "3611" "1.2" "0.1" "23761" "1695" "0.4" "0.1" "6605058" "" "6605058" "" "278241" "4895" "4.2" "0.1" "69257" "3210" "1.0" "0.1" "12580" "1064" "0.2" "0.1" "15491" "1213" "0.2" "0.1" "44931" "1952" "0.7" "0.1" "708245" "7404" "10.7" "0.1" "508660" "7069" "7.7" "0.1" "258520" "4228" "3.9" "0.1" "422284" "5324" "6.4" "0.1" "82716" "3025" "1.3" "0.1" "20335" "1120" "0.3" "0.1" "1493529" "9595" "22.6" "0.1" "905058" "8902" "13.7" "0.1" "50557" "1730" "0.8" "0.1" "35016" "1297" "0.5" "0.1" "329860" "5023" "5.0" "0.1" "312372" "5858" "4.7" "0.1" "120013" "2926" "1.8" "0.1" "45750" "1785" "0.7" "0.1" "161574" "3814" "2.4" "0.1" "6455" "699" "0.1" "0.1" "120148" "4530" "1.8" "0.1" "119552" "3272" "1.8" "0.1" "10948" "900" "0.2" "0.1" "24139" "1225" "0.4" "0.1" "23474" "1288" "0.4" "0.1" "117555" "4101" "1.8" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"24" "0400000US26" "26" "Michigan" "3823280" "8829" "3823280" "" "2510943" "8094" "65.7" "0.1" "1078757" "7149" "28.2" "0.1" "1853112" "9674" "48.5" "0.2" "716389" "7534" "18.7" "0.2" "169828" "2591" "4.4" "0.1" "84672" "1981" "2.2" "0.1" "488003" "3783" "12.8" "0.1" "277696" "3297" "7.3" "0.1" "1312337" "5562" "34.3" "0.1" "1097524" "5849" "28.7" "0.1" "402702" "4796" "10.5" "0.1" "1187100" "7191" "31.0" "0.1" "997471" "3787" "26.1" "0.1" "2.53" "0.01" "" "" "3.12" "0.01" "" "" "9658274" "" "9658274" "" "3823280" "8829" "39.6" "0.1" "1852082" "10490" "19.2" "0.1" "2959171" "8374" "30.6" "0.1" "511401" "8068" "5.3" "0.1" "512340" "7724" "5.3" "0.1" "217922" "2756" "2.3" "0.1" "3889309" "620" "3889309" "" "1366227" "6459" "35.1" "0.2" "1963525" "9363" "50.5" "0.2" "47315" "1529" "1.2" "0.1" "105738" "1612" "2.7" "0.1" "406504" "4605" "10.5" "0.1" "4116479" "487" "4116479" "" "1195677" "5674" "29.0" "0.1" "1946617" "8634" "47.3" "0.2" "69716" "1666" "1.7" "0.1" "393783" "2593" "9.6" "0.1" "510686" "5398" "12.4" "0.1" "123290" "2126" "123290" "" "47945" "1585" "38.9" "1.0" "37" "1" "" "" "52" "1" "" "" "21" "2" "" "" "100" "2" "" "" "22" "1" "" "" "175603" "2806" "175603" "" "69630" "1906" "39.7" "0.9" "16105" "1021" "9.2" "0.6" "18007" "956" "10.3" "0.5" "12026" "791" "6.8" "0.4" "23492" "1045" "13.4" "0.6" "69630" "1906" "69630" "" "44275" "1331" "63.6" "0.8" "46463" "1575" "66.7" "1.3" "2683622" "5626" "2683622" "" "146526" "2323" "5.5" "0.1" "130076" "2154" "4.8" "0.1" "1033086" "2992" "38.5" "0.1" "568969" "2283" "21.2" "0.1" "804965" "4668" "30.0" "0.1" "6594586" "856" "6594586" "" "224051" "3025" "3.4" "0.1" "506432" "4895" "7.7" "0.1" "2006233" "8859" "30.4" "0.1" "1582702" "7788" "24.0" "0.1" "564950" "4680" "8.6" "0.1" "1049930" "6789" "15.9" "0.1" "660288" "6038" "10.0" "0.1" "" "" "88.9" "0.1" "" "" "25.9" "0.1" "7577743" "686" "7577743" "" "672213" "3836" "8.9" "0.1" "9773019" "497" "9773019" "" "1341496" "7711" "13.7" "0.1" "2299994" "401" "2299994" "" "113619" "2688" "4.9" "0.1" "6106656" "891" "6106656" "" "728782" "5172" "11.9" "0.1" "1366369" "641" "1366369" "" "499095" "3306" "36.5" "0.2" "9775443" "2016" "9775443" "" "8340009" "15234" "85.3" "0.2" "1389438" "14585" "14.2" "0.1" "899911" "11695" "9.2" "0.1" "489527" "6607" "5.0" "0.1" "360184" "6000" "3.7" "0.1" "129343" "3427" "1.3" "0.1" "45996" "2091" "0.5" "0.1" "9886095" "" "9886095" "" "9281858" "5865" "93.9" "0.1" "9215854" "5760" "93.2" "0.1" "7572677" "10198" "76.6" "0.1" "1643177" "8960" "16.6" "0.1" "66004" "1896" "0.7" "0.1" "604237" "5865" "6.1" "0.1" "604237" "5865" "604237" "" "301523" "3667" "49.9" "0.6" "302714" "5122" "50.1" "0.6" "670241" "5760" "670241" "" "66004" "1896" "66004" "" "3198" "598" "4.8" "0.9" "62806" "1772" "95.2" "0.9" "604237" "5865" "604237" "" "45118" "2347" "7.5" "0.4" "559119" "5655" "92.5" "0.4" "604211" "5858" "604211" "" "139984" "3183" "23.2" "0.4" "281372" "3190" "46.6" "0.5" "24945" "1760" "4.1" "0.3" "2117" "320" "0.4" "0.1" "115544" "2718" "19.1" "0.4" "40249" "1414" "6.7" "0.2" "9300837" "376" "9300837" "" "8457581" "6635" "90.9" "0.1" "843256" "6567" "9.1" "0.1" "301467" "4111" "3.2" "0.1" "270708" "3068" "2.9" "0.1" "95184" "2120" "1.0" "0.1" "275043" "4891" "3.0" "0.1" "82797" "2164" "0.9" "0.1" "135724" "2540" "1.5" "0.1" "57987" "2040" "0.6" "0.1" "161781" "3968" "1.7" "0.1" "65499" "2198" "0.7" "0.1" "9886095" "" "9886095" "" "554722" "7193" "5.6" "0.1" "164126" "4944" "1.7" "0.1" "48496" "1590" "0.5" "0.1" "39659" "1629" "0.4" "0.1" "482950" "5423" "4.9" "0.1" "955067" "7104" "9.7" "0.1" "454089" "4479" "4.6" "0.1" "163658" "3516" "1.7" "0.1" "2112050" "10438" "21.4" "0.1" "43091" "2018" "0.4" "0.1" "98526" "2563" "1.0" "0.1" "1121918" "8864" "11.3" "0.1" "472291" "6079" "4.8" "0.1" "29351" "1252" "0.3" "0.1" "78289" "2300" "0.8" "0.1" "870459" "9155" "8.8" "0.1" "6204" "598" "0.1" "0.1" "74073" "2054" "0.7" "0.1" "72991" "2102" "0.7" "0.1" "225846" "4335" "2.3" "0.1" "26568" "1447" "0.3" "0.1" "58665" "2749" "0.6" "0.1" "156769" "2862" "1.6" "0.1" "24203" "1066" "0.2" "0.1" "39514" "1596" "0.4" "0.1" "47988" "1687" "0.5" "0.1" "14104" "1396" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"25" "0400000US27" "27" "Minnesota" "2107232" "5485" "2107232" "" "1370412" "5585" "65.0" "0.2" "626515" "4363" "29.7" "0.2" "1081359" "6804" "51.3" "0.2" "447365" "4794" "21.2" "0.2" "87738" "1798" "4.2" "0.1" "48501" "1329" "2.3" "0.1" "201315" "2820" "9.6" "0.1" "130649" "2135" "6.2" "0.1" "736820" "3972" "35.0" "0.2" "592049" "3717" "28.1" "0.2" "207237" "2652" "9.8" "0.1" "667061" "4238" "31.7" "0.2" "490396" "1922" "23.3" "0.1" "2.47" "0.01" "" "" "3.04" "0.01" "" "" "5211939" "" "5211939" "" "2107232" "5485" "40.4" "0.1" "1081243" "6721" "20.7" "0.1" "1528957" "4355" "29.3" "0.1" "185593" "5839" "3.6" "0.1" "308914" "5565" "5.9" "0.1" "139454" "2109" "2.7" "0.1" "2112442" "649" "2112442" "" "726011" "4919" "34.4" "0.2" "1134532" "6244" "53.7" "0.3" "20508" "889" "1.0" "0.1" "45924" "1144" "2.2" "0.1" "185467" "2877" "8.8" "0.1" "2172403" "680" "2172403" "" "608519" "4056" "28.0" "0.2" "1123974" "6118" "51.7" "0.3" "27330" "927" "1.3" "0.1" "177737" "2313" "8.2" "0.1" "234843" "3050" "10.8" "0.1" "74062" "1798" "74062" "" "21480" "974" "29.0" "1.1" "32" "1" "" "" "58" "1" "" "" "18" "2" "" "" "106" "3" "" "" "25" "1" "" "" "62652" "1959" "62652" "" "23772" "1165" "37.9" "1.2" "6364" "589" "10.2" "0.9" "5769" "537" "9.2" "0.8" "3648" "389" "5.8" "0.6" "7991" "729" "12.8" "1.0" "23772" "1165" "23772" "" "14324" "767" "60.3" "1.3" "16968" "1028" "71.4" "2.0" "1414545" "4228" "1414545" "" "95100" "1792" "6.7" "0.1" "70945" "1596" "5.0" "0.1" "560922" "1893" "39.7" "0.2" "295391" "1801" "20.9" "0.1" "392187" "3708" "27.7" "0.2" "3562331" "800" "3562331" "" "115449" "2520" "3.2" "0.1" "167413" "2607" "4.7" "0.1" "956785" "5776" "26.9" "0.2" "796062" "4583" "22.3" "0.1" "365212" "3956" "10.3" "0.1" "781186" "6056" "21.9" "0.2" "380224" "3840" "10.7" "0.1" "" "" "92.1" "0.1" "" "" "32.6" "0.2" "4064874" "384" "4064874" "" "366990" "2739" "9.0" "0.1" "5288893" "310" "5288893" "" "536307" "4991" "10.1" "0.1" "1278257" "320" "1278257" "" "46964" "1647" "3.7" "0.1" "3331971" "742" "3331971" "" "272630" "3872" "8.2" "0.1" "678665" "584" "678665" "" "216713" "2000" "31.9" "0.3" "5281524" "1465" "5281524" "" "4519107" "9103" "85.6" "0.2" "736494" "8948" "13.9" "0.2" "405138" "7487" "7.7" "0.1" "331356" "5178" "6.3" "0.1" "233308" "4956" "4.4" "0.1" "98048" "2560" "1.9" "0.1" "25923" "1544" "0.5" "0.1" "5347740" "" "5347740" "" "4955703" "3843" "92.7" "0.1" "4922145" "3997" "92.0" "0.1" "3662871" "7333" "68.5" "0.1" "1259274" "6818" "23.5" "0.1" "33558" "1481" "0.6" "0.1" "392037" "3847" "7.3" "0.1" "392037" "3847" "392037" "" "181860" "2590" "46.4" "0.6" "210177" "3406" "53.6" "0.6" "425595" "4001" "425595" "" "33558" "1481" "33558" "" "1556" "355" "4.6" "1.0" "32002" "1353" "95.4" "1.0" "392037" "3847" "392037" "" "24924" "1635" "6.4" "0.4" "367113" "3948" "93.6" "0.4" "392037" "3847" "392037" "" "44725" "1604" "11.4" "0.4" "147801" "1843" "37.7" "0.4" "77475" "2620" "19.8" "0.6" "1957" "371" "0.5" "0.1" "107852" "2272" "27.5" "0.5" "12227" "825" "3.1" "0.2" "4996324" "377" "4996324" "" "4460951" "5182" "89.3" "0.1" "535373" "5146" "10.7" "0.1" "212464" "3610" "4.3" "0.1" "192113" "2629" "3.8" "0.1" "84219" "2264" "1.7" "0.1" "105432" "2725" "2.1" "0.1" "25017" "1130" "0.5" "0.1" "151280" "2585" "3.0" "0.1" "70901" "1949" "1.4" "0.1" "86548" "3069" "1.7" "0.1" "32327" "1583" "0.6" "0.1" "5347740" "" "5347740" "" "183581" "3759" "3.4" "0.1" "19120" "1434" "0.4" "0.1" "94197" "2355" "1.8" "0.1" "76734" "2008" "1.4" "0.1" "100345" "2476" "1.9" "0.1" "313789" "3434" "5.9" "0.1" "196298" "3700" "3.7" "0.1" "53005" "1752" "1.0" "0.1" "1896287" "9590" "35.5" "0.2" "12567" "906" "0.2" "0.1" "13625" "845" "0.3" "0.1" "586488" "6168" "11.0" "0.1" "124101" "3082" "2.3" "0.1" "5733" "589" "0.1" "0.1" "841755" "6569" "15.7" "0.1" "253412" "4361" "4.7" "0.1" "3547" "457" "0.1" "0.1" "43356" "1648" "0.8" "0.1" "28802" "1123" "0.5" "0.1" "66321" "1897" "1.2" "0.1" "7475" "613" "0.1" "0.1" "110708" "3669" "2.1" "0.1" "468046" "4633" "8.8" "0.1" "22961" "928" "0.4" "0.1" "16093" "997" "0.3" "0.1" "22063" "1175" "0.4" "0.1" "5724" "878" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"26" "0400000US28" "28" "Mississippi" "1088073" "4665" "1088073" "" "749283" "4483" "68.9" "0.3" "323917" "3454" "29.8" "0.3" "497494" "4513" "45.7" "0.3" "189161" "3130" "17.4" "0.3" "52810" "1535" "4.9" "0.1" "24078" "1189" "2.2" "0.1" "198979" "2621" "18.3" "0.2" "110678" "2107" "10.2" "0.2" "338790" "3415" "31.1" "0.3" "295119" "3458" "27.1" "0.3" "108634" "2203" "10.0" "0.2" "382104" "3558" "35.1" "0.3" "281285" "1822" "25.9" "0.1" "2.65" "0.01" "" "" "3.23" "0.02" "" "" "2883757" "" "2883757" "" "1088073" "4665" "37.7" "0.2" "496973" "4556" "17.2" "0.2" "921830" "5348" "32.0" "0.2" "251683" "4626" "8.7" "0.2" "125198" "4154" "4.3" "0.1" "49882" "1422" "1.7" "0.1" "1127398" "739" "1127398" "" "396041" "3112" "35.1" "0.3" "545524" "4315" "48.4" "0.4" "30019" "1259" "2.7" "0.1" "32354" "1285" "2.9" "0.1" "123460" "2629" "11.0" "0.2" "1227621" "706" "1227621" "" "369729" "3474" "30.1" "0.3" "528041" "4497" "43.0" "0.4" "43430" "1633" "3.5" "0.1" "132760" "2171" "10.8" "0.2" "153661" "2861" "12.5" "0.2" "42188" "1525" "42188" "" "20806" "1168" "49.3" "2.0" "50" "3" "" "" "58" "2" "" "" "37" "4" "" "" "108" "5" "" "" "17" "2" "" "" "90640" "2557" "90640" "" "50920" "1894" "56.2" "1.4" "10328" "824" "11.4" "0.9" "12204" "894" "13.5" "0.9" "7596" "725" "8.4" "0.8" "20792" "1244" "22.9" "1.1" "50920" "1894" "50920" "" "33503" "1351" "65.8" "1.1" "34083" "1573" "66.9" "1.6" "812513" "3900" "812513" "" "52105" "1475" "6.4" "0.2" "46825" "1805" "5.8" "0.2" "331935" "2302" "40.9" "0.3" "167133" "2059" "20.6" "0.3" "214515" "3034" "26.4" "0.3" "1918110" "1076" "1918110" "" "123655" "2249" "6.4" "0.1" "231716" "3623" "12.1" "0.2" "584838" "4858" "30.5" "0.3" "436007" "4992" "22.7" "0.3" "155909" "2981" "8.1" "0.2" "246100" "3625" "12.8" "0.2" "139885" "2609" "7.3" "0.1" "" "" "81.5" "0.2" "" "" "20.1" "0.2" "2216273" "1033" "2216273" "" "200748" "2374" "9.1" "0.1" "2908862" "788" "2908862" "" "474886" "4602" "16.3" "0.2" "746074" "616" "746074" "" "35497" "1468" "4.8" "0.2" "1783587" "1248" "1783587" "" "266622" "3538" "14.9" "0.2" "379201" "636" "379201" "" "172767" "1927" "45.6" "0.5" "2939062" "1324" "2939062" "" "2520747" "7533" "85.8" "0.2" "411422" "7092" "14.0" "0.2" "230314" "5881" "7.8" "0.2" "181108" "4535" "6.2" "0.2" "110465" "3714" "3.8" "0.1" "70643" "2841" "2.4" "0.1" "6893" "847" "0.2" "0.1" "2976872" "" "2976872" "" "2910290" "1751" "97.8" "0.1" "2894438" "1777" "97.2" "0.1" "2127524" "5668" "71.5" "0.2" "766914" "5559" "25.8" "0.2" "15852" "1048" "0.5" "0.1" "66582" "1752" "2.2" "0.1" "66582" "1752" "66582" "" "22384" "1239" "33.6" "1.8" "44198" "1825" "66.4" "1.8" "82434" "1777" "82434" "" "15852" "1048" "15852" "" "1035" "308" "6.5" "1.9" "14817" "1009" "93.5" "1.9" "66582" "1752" "66582" "" "4909" "844" "7.4" "1.2" "61673" "1514" "92.6" "1.2" "66582" "1752" "66582" "" "6717" "704" "10.1" "1.0" "21831" "1044" "32.8" "1.2" "2003" "409" "3.0" "0.6" "249" "103" "0.4" "0.2" "34262" "1215" "51.5" "1.4" "1520" "342" "2.3" "0.5" "2771287" "538" "2771287" "" "2663097" "2380" "96.1" "0.1" "108190" "2353" "3.9" "0.1" "43433" "1720" "1.6" "0.1" "65295" "1971" "2.4" "0.1" "28987" "1418" "1.0" "0.1" "16463" "1146" "0.6" "0.1" "3832" "507" "0.1" "0.1" "17938" "1032" "0.6" "0.1" "8230" "734" "0.3" "0.1" "8494" "933" "0.3" "0.1" "2384" "559" "0.1" "0.1" "2976872" "" "2976872" "" "343445" "6595" "11.5" "0.2" "5815" "901" "0.2" "0.1" "2132" "430" "0.1" "0.1" "2565" "478" "0.1" "0.1" "19302" "1329" "0.6" "0.1" "233315" "4741" "7.8" "0.2" "75696" "2759" "2.5" "0.1" "7358" "998" "0.2" "0.1" "167869" "3752" "5.6" "0.1" "3168" "592" "0.1" "0.1" "2168" "505" "0.1" "0.1" "262659" "5477" "8.8" "0.2" "53369" "2631" "1.8" "0.1" "594" "173" "0.0" "0.1" "6478" "691" "0.2" "0.1" "13386" "1313" "0.4" "0.1" "1495" "433" "0.1" "0.1" "4063" "595" "0.1" "0.1" "47532" "2048" "1.6" "0.1" "43757" "2121" "1.5" "0.1" "890" "262" "0.0" "0.1" "17497" "1186" "0.6" "0.1" "8467" "843" "0.3" "0.1" "2454" "497" "0.1" "0.1" "943" "322" "0.0" "0.1" "8024" "789" "0.3" "0.1" "2660" "643" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"27" "0400000US29" "29" "Missouri" "2360131" "6252" "2360131" "" "1540854" "5708" "65.3" "0.2" "667282" "4493" "28.3" "0.2" "1152613" "6566" "48.8" "0.2" "442444" "4544" "18.7" "0.2" "99123" "2121" "4.2" "0.1" "53028" "1508" "2.2" "0.1" "289118" "3110" "12.3" "0.1" "171810" "2094" "7.3" "0.1" "819277" "4569" "34.7" "0.2" "680592" "4759" "28.8" "0.2" "244181" "3491" "10.3" "0.1" "739531" "4568" "31.3" "0.2" "602486" "2496" "25.5" "0.1" "2.47" "0.01" "" "" "3.05" "0.01" "" "" "5833105" "" "5833105" "" "2360131" "6252" "40.5" "0.1" "1151571" "6914" "19.7" "0.1" "1710179" "5569" "29.3" "0.1" "297114" "6161" "5.1" "0.1" "314110" "6137" "5.4" "0.1" "139112" "2592" "2.4" "0.1" "2343905" "958" "2343905" "" "756505" "4971" "32.3" "0.2" "1225521" "6547" "52.3" "0.3" "39654" "1563" "1.7" "0.1" "63851" "1542" "2.7" "0.1" "258374" "3233" "11.0" "0.1" "2492963" "839" "2492963" "" "662943" "3735" "26.6" "0.1" "1208589" "6398" "48.5" "0.3" "54385" "1756" "2.2" "0.1" "246353" "2241" "9.9" "0.1" "320693" "3990" "12.9" "0.2" "80387" "1792" "80387" "" "29817" "1362" "37.1" "1.3" "39" "2" "" "" "56" "1" "" "" "28" "3" "" "" "102" "3" "" "" "21" "1" "" "" "111856" "2612" "111856" "" "50915" "1759" "45.5" "1.2" "11752" "793" "10.5" "0.7" "12316" "817" "11.0" "0.7" "8563" "801" "7.7" "0.7" "18284" "1085" "16.3" "0.9" "50915" "1759" "50915" "" "31438" "1164" "61.7" "0.8" "36466" "1549" "71.6" "1.5" "1557979" "4943" "1557979" "" "99729" "1781" "6.4" "0.1" "80575" "2016" "5.2" "0.1" "624425" "2563" "40.1" "0.2" "320051" "2165" "20.5" "0.1" "433199" "3850" "27.8" "0.2" "4002608" "1224" "4002608" "" "162315" "2551" "4.1" "0.1" "333872" "4000" "8.3" "0.1" "1264139" "5648" "31.6" "0.1" "912460" "5594" "22.8" "0.1" "282763" "3821" "7.1" "0.1" "655633" "5661" "16.4" "0.1" "391426" "4660" "9.8" "0.1" "" "" "87.6" "0.1" "" "" "26.2" "0.2" "4573203" "792" "4573203" "" "479828" "3662" "10.5" "0.1" "5892726" "711" "5892726" "" "825674" "6004" "14.0" "0.1" "1408646" "588" "1408646" "" "64283" "1767" "4.6" "0.1" "3660193" "1055" "3660193" "" "447803" "5223" "12.2" "0.1" "823887" "713" "823887" "" "313588" "2184" "38.1" "0.3" "5934645" "1560" "5934645" "" "4973611" "12574" "83.8" "0.2" "939717" "12672" "15.8" "0.2" "535031" "10207" "9.0" "0.2" "404686" "7012" "6.8" "0.1" "251656" "5074" "4.2" "0.1" "153030" "4146" "2.6" "0.1" "21317" "1481" "0.4" "0.1" "6007182" "" "6007182" "" "5773617" "4238" "96.1" "0.1" "5734427" "4443" "95.5" "0.1" "3977533" "9039" "66.2" "0.2" "1756894" "9173" "29.2" "0.2" "39190" "1510" "0.7" "0.1" "233565" "4239" "3.9" "0.1" "233565" "4239" "233565" "" "100536" "2689" "43.0" "0.9" "133029" "3351" "57.0" "0.9" "272755" "4444" "272755" "" "39190" "1510" "39190" "" "1269" "293" "3.2" "0.7" "37921" "1473" "96.8" "0.7" "233565" "4239" "233565" "" "17614" "1291" "7.5" "0.5" "215951" "3945" "92.5" "0.5" "233565" "4239" "233565" "" "50228" "2358" "21.5" "0.9" "85521" "1852" "36.6" "0.7" "18596" "1349" "8.0" "0.5" "3469" "581" "1.5" "0.2" "70046" "2162" "30.0" "0.8" "5705" "564" "2.4" "0.2" "5624171" "590" "5624171" "" "5279336" "4734" "93.9" "0.1" "344835" "4641" "6.1" "0.1" "128049" "3298" "2.3" "0.1" "148039" "2631" "2.6" "0.1" "56168" "2047" "1.0" "0.1" "104592" "2808" "1.9" "0.1" "31366" "1706" "0.6" "0.1" "66504" "1980" "1.2" "0.1" "31713" "1282" "0.6" "0.1" "25700" "1765" "0.5" "0.1" "8802" "1013" "0.2" "0.1" "6007182" "" "6007182" "" "615834" "7703" "10.3" "0.1" "18588" "1516" "0.3" "0.1" "29068" "1457" "0.5" "0.1" "19250" "1338" "0.3" "0.1" "100800" "3229" "1.7" "0.1" "570095" "6899" "9.5" "0.1" "200283" "3925" "3.3" "0.1" "14130" "935" "0.2" "0.1" "1529259" "10486" "25.5" "0.2" "16538" "1377" "0.3" "0.1" "14761" "955" "0.2" "0.1" "834597" "8364" "13.9" "0.1" "211353" "4518" "3.5" "0.1" "5430" "567" "0.1" "0.1" "43860" "1912" "0.7" "0.1" "106274" "2830" "1.8" "0.1" "5848" "708" "0.1" "0.1" "31350" "1912" "0.5" "0.1" "72713" "2230" "1.2" "0.1" "103406" "2631" "1.7" "0.1" "5049" "613" "0.1" "0.1" "35372" "2068" "0.6" "0.1" "60373" "2242" "1.0" "0.1" "25290" "1479" "0.4" "0.1" "8466" "954" "0.1" "0.1" "37782" "1660" "0.6" "0.1" "6333" "654" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"28" "0400000US30" "30" "Montana" "405525" "2059" "405525" "" "255911" "1947" "63.1" "0.4" "103846" "1463" "25.6" "0.3" "202619" "2052" "50.0" "0.4" "72292" "1391" "17.8" "0.3" "17244" "859" "4.3" "0.2" "9738" "665" "2.4" "0.2" "36048" "1077" "8.9" "0.3" "21816" "1038" "5.4" "0.3" "149614" "1783" "36.9" "0.4" "121932" "1767" "30.1" "0.4" "45080" "1115" "11.1" "0.3" "113638" "1541" "28.0" "0.3" "108290" "817" "26.7" "0.2" "2.39" "0.01" "" "" "2.97" "0.02" "" "" "969761" "" "969761" "" "405525" "2059" "41.8" "0.2" "202692" "1944" "20.9" "0.2" "258884" "2409" "26.7" "0.2" "42789" "1751" "4.4" "0.2" "59871" "2236" "6.2" "0.2" "24233" "954" "2.5" "0.1" "406747" "496" "406747" "" "127587" "1593" "31.4" "0.4" "215454" "2180" "53.0" "0.5" "5115" "510" "1.3" "0.1" "10916" "636" "2.7" "0.2" "47675" "1311" "11.7" "0.3" "407012" "442" "407012" "" "97177" "1394" "23.9" "0.3" "211668" "1959" "52.0" "0.5" "5815" "527" "1.4" "0.1" "39327" "988" "9.7" "0.2" "53025" "1408" "13.0" "0.3" "12650" "732" "12650" "" "4033" "403" "31.9" "2.7" "35" "4" "" "" "57" "3" "" "" "23" "4" "" "" "105" "8" "" "" "21" "3" "" "" "14634" "746" "14634" "" "7108" "555" "48.6" "2.7" "1778" "304" "12.1" "1.9" "1791" "305" "12.2" "2.0" "949" "200" "6.5" "1.4" "2590" "293" "17.7" "1.8" "7108" "555" "7108" "" "4233" "299" "59.6" "2.4" "4925" "536" "69.3" "3.8" "238914" "1985" "238914" "" "14555" "733" "6.1" "0.3" "13143" "750" "5.5" "0.3" "96916" "940" "40.6" "0.5" "49713" "831" "20.8" "0.3" "64587" "1658" "27.0" "0.5" "677947" "571" "677947" "" "16104" "804" "2.4" "0.1" "37229" "1207" "5.5" "0.2" "203765" "2687" "30.1" "0.4" "170943" "2319" "25.2" "0.3" "55480" "1426" "8.2" "0.2" "133788" "2207" "19.7" "0.3" "60638" "1686" "8.9" "0.2" "" "" "92.1" "0.2" "" "" "28.7" "0.4" "771680" "438" "771680" "" "94404" "1592" "12.2" "0.2" "982993" "323" "982993" "" "129241" "2247" "13.1" "0.2" "222236" "294" "222236" "" "8190" "686" "3.7" "0.3" "612653" "495" "612653" "" "67171" "1727" "11.0" "0.3" "148104" "345" "148104" "" "53880" "1164" "36.4" "0.8" "987230" "606" "987230" "" "825630" "3895" "83.6" "0.4" "157990" "3813" "16.0" "0.4" "89248" "2902" "9.0" "0.3" "68742" "2226" "7.0" "0.2" "33237" "1771" "3.4" "0.2" "35505" "1876" "3.6" "0.2" "3610" "592" "0.4" "0.1" "998554" "" "998554" "" "978862" "862" "98.0" "0.1" "970559" "1038" "97.2" "0.1" "544415" "4015" "54.5" "0.4" "426144" "4132" "42.7" "0.4" "8303" "629" "0.8" "0.1" "19692" "862" "2.0" "0.1" "19692" "862" "19692" "" "10451" "623" "53.1" "2.6" "9241" "694" "46.9" "2.6" "27995" "1038" "27995" "" "8303" "629" "8303" "" "173" "90" "2.1" "1.1" "8130" "634" "97.9" "1.1" "19692" "862" "19692" "" "1783" "386" "9.1" "1.8" "17909" "761" "90.9" "1.8" "19692" "862" "19692" "" "6588" "583" "33.5" "2.6" "5329" "452" "27.1" "2.2" "531" "195" "2.7" "1.0" "429" "134" "2.2" "0.7" "2958" "462" "15.0" "2.1" "3857" "436" "19.6" "2.0" "937514" "329" "937514" "" "896207" "1524" "95.6" "0.2" "41307" "1447" "4.4" "0.2" "8575" "624" "0.9" "0.1" "13929" "927" "1.5" "0.1" "3125" "394" "0.3" "0.1" "14220" "953" "1.5" "0.1" "2714" "353" "0.3" "0.1" "3876" "341" "0.4" "0.1" "1965" "271" "0.2" "0.1" "9282" "676" "1.0" "0.1" "771" "246" "0.1" "0.1" "998554" "" "998554" "" "73409" "2733" "7.4" "0.3" "1700" "416" "0.2" "0.1" "8061" "699" "0.8" "0.1" "13014" "791" "1.3" "0.1" "24407" "1483" "2.4" "0.1" "119797" "2548" "12.0" "0.3" "36734" "1453" "3.7" "0.1" "8750" "692" "0.9" "0.1" "271105" "3634" "27.1" "0.4" "3869" "719" "0.4" "0.1" "3223" "593" "0.3" "0.1" "148773" "2616" "14.9" "0.3" "34447" "1525" "3.4" "0.2" "1404" "434" "0.1" "0.1" "94308" "2306" "9.4" "0.2" "20943" "1082" "2.1" "0.1" "1899" "345" "0.2" "0.1" "10319" "889" "1.0" "0.1" "15391" "948" "1.5" "0.1" "32160" "1402" "3.2" "0.1" "1063" "215" "0.1" "0.1" "998" "281" "0.1" "0.1" "31991" "1427" "3.2" "0.1" "6008" "504" "0.6" "0.1" "2172" "324" "0.2" "0.1" "10495" "728" "1.1" "0.1" "265" "116" "0.0" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"29" "0400000US31" "31" "Nebraska" "725787" "2583" "725787" "" "471790" "3005" "65.0" "0.3" "215149" "2295" "29.6" "0.3" "370990" "2995" "51.1" "0.3" "152277" "2279" "21.0" "0.3" "29557" "1118" "4.1" "0.2" "16850" "874" "2.3" "0.1" "71243" "1530" "9.8" "0.2" "46022" "1331" "6.3" "0.2" "253997" "2414" "35.0" "0.3" "209345" "2306" "28.8" "0.3" "74472" "1336" "10.3" "0.2" "231899" "2401" "32.0" "0.3" "174043" "979" "24.0" "0.1" "2.47" "0.01" "" "" "3.05" "0.01" "" "" "1790194" "" "1790194" "" "725787" "2583" "40.5" "0.1" "371240" "2754" "20.7" "0.2" "527431" "2811" "29.5" "0.2" "68683" "2398" "3.8" "0.1" "97053" "2770" "5.4" "0.2" "40619" "1126" "2.3" "0.1" "716711" "578" "716711" "" "231769" "2161" "32.3" "0.3" "391613" "3177" "54.6" "0.4" "8759" "601" "1.2" "0.1" "17527" "603" "2.4" "0.1" "67043" "1625" "9.4" "0.2" "739326" "485" "739326" "" "190962" "2075" "25.8" "0.3" "385948" "2646" "52.2" "0.4" "10836" "786" "1.5" "0.1" "68226" "1012" "9.2" "0.1" "83354" "1842" "11.3" "0.2" "27848" "1121" "27848" "" "7893" "623" "28.3" "1.8" "36" "3" "" "" "64" "3" "" "" "19" "4" "" "" "121" "5" "" "" "23" "2" "" "" "25330" "1031" "25330" "" "11199" "684" "44.2" "2.0" "3295" "477" "13.0" "1.7" "2495" "392" "9.8" "1.5" "1691" "265" "6.7" "1.0" "3718" "338" "14.7" "1.4" "11199" "684" "11199" "" "6942" "448" "62.0" "1.8" "8066" "570" "72.0" "2.9" "510425" "2435" "510425" "" "33413" "1032" "6.5" "0.2" "26278" "924" "5.1" "0.2" "201774" "1221" "39.5" "0.3" "101586" "891" "19.9" "0.2" "147374" "2142" "28.9" "0.3" "1195699" "699" "1195699" "" "49526" "1586" "4.1" "0.1" "64633" "1770" "5.4" "0.1" "336393" "3126" "28.1" "0.3" "289687" "3074" "24.2" "0.3" "114161" "1844" "9.5" "0.2" "230833" "2833" "19.3" "0.2" "110466" "2229" "9.2" "0.2" "" "" "90.5" "0.2" "" "" "28.5" "0.3" "1376467" "433" "1376467" "" "142176" "1886" "10.3" "0.1" "1812953" "394" "1812953" "" "196273" "2682" "10.8" "0.1" "458663" "328" "458663" "" "15865" "856" "3.5" "0.2" "1113985" "517" "1113985" "" "97176" "2026" "8.7" "0.2" "240305" "364" "240305" "" "83232" "1118" "34.6" "0.5" "1815644" "981" "1815644" "" "1513267" "5190" "83.3" "0.3" "294515" "5045" "16.2" "0.3" "179189" "4333" "9.9" "0.2" "115326" "3255" "6.4" "0.2" "66207" "2216" "3.6" "0.1" "49119" "2161" "2.7" "0.1" "7862" "809" "0.4" "0.1" "1841625" "" "1841625" "" "1724995" "2577" "93.7" "0.1" "1711161" "2726" "92.9" "0.1" "1203720" "3912" "65.4" "0.2" "507441" "3577" "27.6" "0.2" "13834" "786" "0.8" "0.1" "116630" "2577" "6.3" "0.1" "116630" "2577" "116630" "" "40566" "1379" "34.8" "1.1" "76064" "2381" "65.2" "1.1" "130464" "2726" "130464" "" "13834" "786" "13834" "" "528" "164" "3.8" "1.1" "13306" "744" "96.2" "1.1" "116630" "2577" "116630" "" "8071" "886" "6.9" "0.8" "108559" "2730" "93.1" "0.8" "116630" "2577" "116630" "" "8594" "705" "7.4" "0.6" "30162" "998" "25.9" "0.7" "8908" "1013" "7.6" "0.8" "541" "160" "0.5" "0.1" "66748" "1769" "57.2" "0.9" "1677" "263" "1.4" "0.2" "1711160" "313" "1711160" "" "1530738" "3168" "89.5" "0.2" "180422" "3102" "10.5" "0.2" "81310" "2079" "4.8" "0.1" "119506" "2162" "7.0" "0.1" "57286" "1663" "3.3" "0.1" "26088" "1453" "1.5" "0.1" "6804" "796" "0.4" "0.1" "22798" "973" "1.3" "0.1" "11989" "781" "0.7" "0.1" "12030" "1330" "0.7" "0.1" "5231" "852" "0.3" "0.1" "1841625" "" "1841625" "" "78512" "2594" "4.3" "0.1" "7161" "1033" "0.4" "0.1" "90213" "2396" "4.9" "0.1" "46583" "1365" "2.5" "0.1" "37199" "1538" "2.0" "0.1" "160910" "3266" "8.7" "0.2" "45923" "1850" "2.5" "0.1" "5701" "499" "0.3" "0.1" "713871" "5833" "38.8" "0.3" "3855" "541" "0.2" "0.1" "3463" "579" "0.2" "0.1" "257503" "3996" "14.0" "0.2" "51875" "2150" "2.8" "0.1" "2836" "397" "0.2" "0.1" "37826" "1399" "2.1" "0.1" "66779" "1813" "3.6" "0.1" "1504" "299" "0.1" "0.1" "12702" "1005" "0.7" "0.1" "17215" "913" "0.9" "0.1" "25135" "1071" "1.4" "0.1" "982" "225" "0.1" "0.1" "14429" "1654" "0.8" "0.1" "84961" "2012" "4.6" "0.1" "7816" "476" "0.4" "0.1" "2020" "365" "0.1" "0.1" "11462" "834" "0.6" "0.1" "1806" "578" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"30" "0400000US32" "32" "Nevada" "999016" "4087" "999016" "" "647390" "4198" "64.8" "0.3" "299393" "3516" "30.0" "0.3" "456580" "4124" "45.7" "0.3" "192117" "3108" "19.2" "0.3" "61693" "1899" "6.2" "0.2" "31086" "1413" "3.1" "0.1" "129117" "2511" "12.9" "0.3" "76190" "2038" "7.6" "0.2" "351626" "3568" "35.2" "0.3" "272648" "3718" "27.3" "0.3" "84268" "1848" "8.4" "0.2" "335328" "3728" "33.6" "0.3" "245183" "1737" "24.5" "0.1" "2.70" "0.01" "" "" "3.31" "0.02" "" "" "2693904" "" "2693904" "" "999016" "4087" "37.1" "0.2" "456357" "4123" "16.9" "0.2" "804912" "4281" "29.9" "0.2" "235412" "5120" "8.7" "0.2" "198207" "4316" "7.4" "0.2" "75030" "1935" "2.8" "0.1" "1095227" "360" "1095227" "" "384988" "3106" "35.2" "0.3" "519376" "4200" "47.4" "0.4" "22716" "1295" "2.1" "0.1" "27365" "1101" "2.5" "0.1" "140782" "2277" "12.9" "0.2" "1083933" "398" "1083933" "" "301245" "2531" "27.8" "0.2" "504042" "3872" "46.5" "0.4" "31348" "1358" "2.9" "0.1" "85427" "1800" "7.9" "0.2" "161871" "2981" "14.9" "0.3" "37947" "1560" "37947" "" "13191" "850" "34.8" "1.9" "37" "2" "" "" "57" "2" "" "" "29" "4" "" "" "97" "4" "" "" "28" "2" "" "" "72102" "2278" "72102" "" "26965" "1517" "37.4" "1.8" "6054" "730" "8.4" "1.0" "6214" "703" "8.6" "1.0" "4572" "548" "6.3" "0.7" "10125" "901" "14.0" "1.2" "26965" "1517" "26965" "" "16112" "973" "59.8" "1.6" "18871" "1226" "70.0" "2.2" "677081" "3608" "677081" "" "30867" "1267" "4.6" "0.2" "36351" "1323" "5.4" "0.2" "292699" "1762" "43.2" "0.3" "150649" "1540" "22.2" "0.2" "166515" "3131" "24.6" "0.4" "1816959" "480" "1816959" "" "112772" "2719" "6.2" "0.1" "166473" "3031" "9.2" "0.2" "522148" "5197" "28.7" "0.3" "472954" "4575" "26.0" "0.3" "136479" "2963" "7.5" "0.2" "268804" "4154" "14.8" "0.2" "137329" "3129" "7.6" "0.2" "" "" "84.6" "0.2" "" "" "22.4" "0.3" "2058522" "773" "2058522" "" "226555" "3387" "11.0" "0.2" "2694751" "787" "2694751" "" "309210" "3566" "11.5" "0.1" "661132" "213" "661132" "" "23947" "1254" "3.6" "0.2" "1692693" "872" "1692693" "" "166134" "2780" "9.8" "0.2" "340926" "390" "340926" "" "119129" "2127" "34.9" "0.6" "2695564" "1346" "2695564" "" "2094599" "9018" "77.7" "0.3" "585192" "9078" "21.7" "0.3" "445171" "7998" "16.5" "0.3" "140021" "3828" "5.2" "0.1" "25905" "1605" "1.0" "0.1" "114116" "3614" "4.2" "0.1" "15773" "1346" "0.6" "0.1" "2730066" "" "2730066" "" "2208135" "4623" "80.9" "0.2" "2162946" "5196" "79.2" "0.2" "676219" "6434" "24.8" "0.2" "1486727" "6872" "54.5" "0.3" "45189" "2144" "1.7" "0.1" "521931" "4623" "19.1" "0.2" "521931" "4623" "521931" "" "225718" "3233" "43.2" "0.6" "296213" "4361" "56.8" "0.6" "567120" "5196" "567120" "" "45189" "2144" "45189" "" "2020" "591" "4.5" "1.3" "43169" "2106" "95.5" "1.3" "521931" "4623" "521931" "" "15103" "1064" "2.9" "0.2" "506828" "4597" "97.1" "0.2" "521931" "4623" "521931" "" "42553" "1859" "8.2" "0.3" "153351" "2540" "29.4" "0.4" "13870" "1298" "2.7" "0.2" "3182" "639" "0.6" "0.1" "299229" "3517" "57.3" "0.5" "9746" "765" "1.9" "0.1" "2546528" "194" "2546528" "" "1799141" "6469" "70.7" "0.3" "747387" "6440" "29.3" "0.3" "317113" "4446" "12.5" "0.2" "517933" "4650" "20.3" "0.2" "230366" "3870" "9.0" "0.2" "63079" "2507" "2.5" "0.1" "17994" "1374" "0.7" "0.1" "142667" "2608" "5.6" "0.1" "60286" "2026" "2.4" "0.1" "23708" "1982" "0.9" "0.1" "8467" "968" "0.3" "0.1" "2730066" "" "2730066" "" "122612" "3579" "4.5" "0.1" "13159" "1654" "0.5" "0.1" "9965" "1129" "0.4" "0.1" "18780" "1408" "0.7" "0.1" "31596" "1925" "1.2" "0.1" "212818" "4702" "7.8" "0.2" "67192" "2837" "2.5" "0.1" "11757" "849" "0.4" "0.1" "334569" "5576" "12.3" "0.2" "11949" "1150" "0.4" "0.1" "13414" "1204" "0.5" "0.1" "261393" "4253" "9.6" "0.2" "168228" "4339" "6.2" "0.2" "4455" "599" "0.2" "0.1" "39433" "2246" "1.4" "0.1" "62429" "2652" "2.3" "0.1" "16573" "1483" "0.6" "0.1" "27424" "1502" "1.0" "0.1" "23343" "1548" "0.9" "0.1" "46409" "2051" "1.7" "0.1" "2565" "396" "0.1" "0.1" "24697" "1772" "0.9" "0.1" "34487" "1802" "1.3" "0.1" "8468" "878" "0.3" "0.1" "5080" "625" "0.2" "0.1" "16718" "1137" "0.6" "0.1" "5996" "829" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"31" "0400000US33" "33" "New Hampshire" "518245" "2172" "518245" "" "346150" "1966" "66.8" "0.4" "145476" "1583" "28.1" "0.3" "275954" "2448" "53.2" "0.5" "104900" "1889" "20.2" "0.4" "21180" "1114" "4.1" "0.2" "11506" "776" "2.2" "0.2" "49016" "1454" "9.5" "0.3" "29070" "1162" "5.6" "0.2" "172095" "2164" "33.2" "0.4" "133028" "2185" "25.7" "0.4" "48573" "1162" "9.4" "0.2" "157616" "1594" "30.4" "0.3" "130501" "1045" "25.2" "0.2" "2.47" "0.01" "" "" "2.97" "0.01" "" "" "1278723" "" "1278723" "" "518245" "2172" "40.5" "0.2" "275906" "2210" "21.6" "0.2" "355875" "2302" "27.8" "0.2" "50666" "2044" "4.0" "0.2" "78031" "2050" "6.1" "0.2" "40247" "1257" "3.1" "0.1" "534835" "336" "534835" "" "167249" "1702" "31.3" "0.3" "292288" "2289" "54.7" "0.4" "5690" "558" "1.1" "0.1" "12847" "579" "2.4" "0.1" "56761" "1469" "10.6" "0.3" "557240" "346" "557240" "" "143043" "1715" "25.7" "0.3" "286223" "2367" "51.4" "0.4" "8012" "689" "1.4" "0.1" "47583" "896" "8.5" "0.2" "72379" "1703" "13.0" "0.3" "14739" "953" "14739" "" "4051" "500" "27.5" "2.8" "25" "3" "" "" "47" "3" "" "" "10" "3" "" "" "89" "7" "" "" "26" "3" "" "" "19800" "996" "19800" "" "7012" "622" "35.4" "2.5" "1645" "296" "8.3" "1.4" "1944" "381" "9.8" "1.8" "1063" "249" "5.4" "1.2" "2360" "392" "11.9" "1.9" "7012" "622" "7012" "" "4205" "366" "60.0" "2.3" "5113" "573" "72.9" "4.2" "327063" "2157" "327063" "" "18790" "899" "5.7" "0.3" "14759" "754" "4.5" "0.2" "128158" "1125" "39.2" "0.4" "72122" "1078" "22.1" "0.3" "93234" "1761" "28.5" "0.4" "913191" "469" "913191" "" "24802" "1129" "2.7" "0.1" "49712" "1652" "5.4" "0.2" "267913" "3322" "29.3" "0.4" "175214" "2818" "19.2" "0.3" "87979" "1695" "9.6" "0.2" "194439" "3017" "21.3" "0.3" "113132" "2351" "12.4" "0.3" "" "" "91.8" "0.2" "" "" "33.7" "0.4" "1036895" "266" "1036895" "" "112790" "1879" "10.9" "0.2" "1304372" "234" "1304372" "" "151233" "2584" "11.6" "0.2" "280366" "178" "280366" "" "12770" "828" "4.6" "0.3" "844579" "442" "844579" "" "78683" "1860" "9.3" "0.2" "179427" "363" "179427" "" "59780" "1367" "33.3" "0.7" "1306736" "771" "1306736" "" "1130839" "4375" "86.5" "0.3" "169731" "4330" "13.0" "0.3" "96574" "3786" "7.4" "0.3" "73157" "2945" "5.6" "0.2" "31725" "2032" "2.4" "0.2" "41432" "1929" "3.2" "0.1" "6166" "801" "0.5" "0.1" "1319171" "" "1319171" "" "1247613" "1817" "94.6" "0.1" "1234004" "2006" "93.5" "0.2" "558942" "4759" "42.4" "0.4" "675062" "4826" "51.2" "0.4" "13609" "834" "1.0" "0.1" "71558" "1817" "5.4" "0.1" "71558" "1817" "71558" "" "37070" "1186" "51.8" "1.5" "34488" "1537" "48.2" "1.5" "85167" "2006" "85167" "" "13609" "834" "13609" "" "260" "104" "1.9" "0.7" "13349" "801" "98.1" "0.7" "71558" "1817" "71558" "" "4750" "809" "6.6" "1.1" "66808" "1753" "93.4" "1.1" "71555" "1816" "71555" "" "18018" "917" "25.2" "1.1" "24898" "746" "34.8" "1.0" "4230" "625" "5.9" "0.8" "502" "150" "0.7" "0.2" "14634" "839" "20.5" "1.1" "9273" "732" "13.0" "0.9" "1251055" "206" "1251055" "" "1150977" "2529" "92.0" "0.2" "100078" "2503" "8.0" "0.2" "31578" "1467" "2.5" "0.1" "26815" "1209" "2.1" "0.1" "9682" "832" "0.8" "0.1" "51412" "2047" "4.1" "0.2" "13117" "1059" "1.0" "0.1" "15842" "1056" "1.3" "0.1" "6813" "758" "0.5" "0.1" "6009" "848" "0.5" "0.1" "1966" "500" "0.2" "0.1" "1319171" "" "1319171" "" "70172" "2118" "5.3" "0.2" "7977" "807" "0.6" "0.1" "3047" "404" "0.2" "0.1" "3788" "457" "0.3" "0.1" "12814" "1119" "1.0" "0.1" "229858" "4124" "17.4" "0.3" "205246" "4058" "15.6" "0.3" "114327" "3017" "8.7" "0.2" "114720" "2594" "8.7" "0.2" "19423" "1373" "1.5" "0.1" "3982" "476" "0.3" "0.1" "283297" "4516" "21.5" "0.3" "137496" "3237" "10.4" "0.2" "7649" "773" "0.6" "0.1" "11496" "1007" "0.9" "0.1" "59936" "2227" "4.5" "0.2" "18018" "1401" "1.4" "0.1" "11966" "889" "0.9" "0.1" "14911" "1022" "1.1" "0.1" "57885" "1941" "4.4" "0.1" "1204" "244" "0.1" "0.1" "4882" "738" "0.4" "0.1" "27615" "1417" "2.1" "0.1" "3008" "524" "0.2" "0.1" "3652" "442" "0.3" "0.1" "8808" "834" "0.7" "0.1" "4058" "704" "0.3" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"32" "0400000US34" "34" "New Jersey" "3186418" "6092" "3186418" "" "2206583" "7226" "69.2" "0.2" "1013451" "5930" "31.8" "0.2" "1626673" "9327" "51.1" "0.3" "727750" "6479" "22.8" "0.2" "152868" "3296" "4.8" "0.1" "65056" "2201" "2.0" "0.1" "427042" "4340" "13.4" "0.1" "220645" "3770" "6.9" "0.1" "979835" "5863" "30.8" "0.2" "824045" "5456" "25.9" "0.2" "333551" "3900" "10.5" "0.1" "1104442" "5784" "34.7" "0.2" "867372" "3194" "27.2" "0.1" "2.71" "0.01" "" "" "3.29" "0.01" "" "" "8645670" "" "8645670" "" "3186418" "6092" "36.9" "0.1" "1625310" "9764" "18.8" "0.1" "2795924" "6447" "32.3" "0.1" "633557" "10903" "7.3" "0.1" "404461" "6780" "4.7" "0.1" "168505" "2862" "1.9" "0.1" "3445085" "373" "3445085" "" "1266451" "6197" "36.8" "0.2" "1794009" "8262" "52.1" "0.2" "56001" "1828" "1.6" "0.1" "91467" "1843" "2.7" "0.1" "237157" "3454" "6.9" "0.1" "3704910" "344" "3704910" "" "1132047" "6105" "30.6" "0.2" "1750711" "9278" "47.3" "0.3" "85063" "2008" "2.3" "0.1" "368309" "3350" "9.9" "0.1" "368780" "4439" "10.0" "0.1" "109719" "2150" "109719" "" "32509" "1230" "29.6" "1.0" "28" "1" "" "" "51" "1" "" "" "12" "1" "" "" "91" "2" "" "" "30" "1" "" "" "190340" "3910" "190340" "" "49781" "1724" "26.2" "0.7" "8880" "670" "4.7" "0.3" "11328" "896" "6.0" "0.4" "8930" "780" "4.7" "0.4" "20643" "1146" "10.8" "0.5" "49781" "1724" "49781" "" "32335" "1177" "65.0" "1.1" "32111" "1343" "64.5" "1.5" "2288598" "6287" "2288598" "" "174305" "2528" "7.6" "0.1" "118092" "2332" "5.2" "0.1" "906811" "2786" "39.6" "0.2" "492435" "2790" "21.5" "0.1" "596955" "4986" "26.1" "0.2" "6007746" "423" "6007746" "" "327689" "5015" "5.5" "0.1" "385198" "3757" "6.4" "0.1" "1743628" "11448" "29.0" "0.2" "1024284" "6481" "17.0" "0.1" "375299" "4811" "6.2" "0.1" "1336219" "9216" "22.2" "0.2" "815429" "7326" "13.6" "0.1" "" "" "88.1" "0.1" "" "" "35.8" "0.2" "6777077" "672" "6777077" "" "437652" "3961" "6.5" "0.1" "8723211" "621" "8723211" "" "881329" "6232" "10.1" "0.1" "2043474" "527" "2043474" "" "73070" "2287" "3.6" "0.1" "5497688" "1000" "5497688" "" "416429" "4497" "7.6" "0.1" "1182049" "574" "1182049" "" "391830" "3013" "33.1" "0.3" "8736147" "1853" "8736147" "" "7875610" "10874" "90.1" "0.1" "802326" "10296" "9.2" "0.1" "483230" "9226" "5.5" "0.1" "319096" "4955" "3.7" "0.1" "186222" "4160" "2.1" "0.1" "132874" "3957" "1.5" "0.1" "58211" "1968" "0.7" "0.1" "8832406" "" "8832406" "" "6963594" "9088" "78.8" "0.1" "6747601" "8815" "76.4" "0.1" "4618759" "10851" "52.3" "0.1" "2128842" "10693" "24.1" "0.1" "215993" "3256" "2.4" "0.1" "1868812" "9088" "21.2" "0.1" "1868812" "9088" "1868812" "" "957247" "6878" "51.2" "0.4" "911565" "9579" "48.8" "0.4" "2084805" "8815" "2084805" "" "215993" "3256" "215993" "" "7788" "895" "3.6" "0.4" "208205" "3105" "96.4" "0.4" "1868812" "9088" "1868812" "" "82442" "2706" "4.4" "0.1" "1786370" "8665" "95.6" "0.1" "1868812" "9088" "1868812" "" "314508" "4272" "16.8" "0.2" "592679" "4011" "31.7" "0.2" "88765" "3276" "4.7" "0.2" "3113" "433" "0.2" "0.1" "853584" "6881" "45.7" "0.3" "16163" "931" "0.9" "0.1" "8294499" "235" "8294499" "" "5804858" "9551" "70.0" "0.1" "2489641" "9534" "30.0" "0.1" "1026943" "7818" "12.4" "0.1" "1277011" "5690" "15.4" "0.1" "593496" "5152" "7.2" "0.1" "706079" "8627" "8.5" "0.1" "244051" "4416" "2.9" "0.1" "386540" "4453" "4.7" "0.1" "153738" "3172" "1.9" "0.1" "120011" "3587" "1.4" "0.1" "35658" "1827" "0.4" "0.1" "8832406" "" "8832406" "" "355627" "5962" "4.0" "0.1" "96261" "3670" "1.1" "0.1" "29121" "1441" "0.3" "0.1" "18141" "1036" "0.2" "0.1" "97819" "2336" "1.1" "0.1" "456197" "6113" "5.2" "0.1" "115012" "3013" "1.3" "0.1" "20517" "1057" "0.2" "0.1" "1007576" "8171" "11.4" "0.1" "62974" "2829" "0.7" "0.1" "102700" "2677" "1.2" "0.1" "1322190" "10255" "15.0" "0.1" "1484763" "9929" "16.8" "0.1" "34987" "1569" "0.4" "0.1" "40698" "1469" "0.5" "0.1" "545500" "7213" "6.2" "0.1" "81605" "2985" "0.9" "0.1" "184258" "3361" "2.1" "0.1" "36216" "1433" "0.4" "0.1" "93959" "2360" "1.1" "0.1" "39226" "1847" "0.4" "0.1" "85640" "3280" "1.0" "0.1" "51283" "1690" "0.6" "0.1" "16577" "1151" "0.2" "0.1" "68469" "2190" "0.8" "0.1" "35337" "1486" "0.4" "0.1" "153572" "4530" "1.7" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"33" "0400000US35" "35" "New Mexico" "761938" "3017" "761938" "" "498457" "3545" "65.4" "0.4" "217153" "2829" "28.5" "0.3" "348614" "3039" "45.8" "0.3" "131981" "2556" "17.3" "0.3" "43614" "1198" "5.7" "0.2" "23209" "1044" "3.0" "0.1" "106229" "2006" "13.9" "0.3" "61963" "1423" "8.1" "0.2" "263481" "2722" "34.6" "0.4" "217781" "2508" "28.6" "0.3" "76354" "1644" "10.0" "0.2" "248704" "3017" "32.6" "0.3" "201729" "1358" "26.5" "0.2" "2.66" "0.01" "" "" "3.31" "0.02" "" "" "2026860" "" "2026860" "" "761938" "3017" "37.6" "0.1" "348472" "2842" "17.2" "0.1" "637544" "4212" "31.5" "0.2" "163712" "4285" "8.1" "0.2" "115194" "3092" "5.7" "0.2" "54538" "1705" "2.7" "0.1" "805870" "655" "805870" "" "290107" "3149" "36.0" "0.4" "389828" "3553" "48.4" "0.4" "11663" "912" "1.4" "0.1" "22505" "923" "2.8" "0.1" "91767" "1795" "11.4" "0.2" "835832" "606" "835832" "" "249402" "2459" "29.8" "0.3" "374364" "2943" "44.8" "0.4" "19233" "979" "2.3" "0.1" "73490" "1444" "8.8" "0.2" "119343" "2184" "14.3" "0.3" "29133" "1338" "29133" "" "13006" "777" "44.6" "2.0" "47" "3" "" "" "60" "3" "" "" "40" "6" "" "" "105" "6" "" "" "23" "3" "" "" "55132" "1972" "55132" "" "27134" "1342" "49.2" "1.7" "5304" "600" "9.6" "1.0" "6844" "702" "12.4" "1.2" "4281" "475" "7.8" "0.8" "10705" "909" "19.4" "1.6" "27134" "1342" "27134" "" "16485" "846" "60.8" "1.1" "19518" "1235" "71.9" "2.4" "565878" "3216" "565878" "" "29303" "1126" "5.2" "0.2" "28201" "1119" "5.0" "0.2" "229261" "1906" "40.5" "0.4" "117463" "1732" "20.8" "0.3" "161650" "2819" "28.6" "0.4" "1347229" "642" "1347229" "" "98966" "2424" "7.3" "0.2" "121550" "2578" "9.0" "0.2" "356058" "3415" "26.4" "0.3" "321325" "4145" "23.9" "0.3" "101660" "2169" "7.5" "0.2" "198521" "2757" "14.7" "0.2" "149149" "2534" "11.1" "0.2" "" "" "83.6" "0.2" "" "" "25.8" "0.3" "1547172" "777" "1547172" "" "172717" "2374" "11.2" "0.2" "2035611" "603" "2035611" "" "286069" "3746" "14.1" "0.2" "513018" "496" "513018" "" "18752" "1232" "3.7" "0.2" "1242585" "822" "1242585" "" "151693" "2694" "12.2" "0.2" "280008" "404" "280008" "" "115624" "1778" "41.3" "0.6" "2042718" "1158" "2042718" "" "1742955" "6381" "85.3" "0.3" "288529" "6009" "14.1" "0.3" "179394" "4587" "8.8" "0.2" "109135" "3669" "5.3" "0.2" "47589" "2364" "2.3" "0.1" "61546" "2857" "3.0" "0.1" "11234" "1209" "0.5" "0.1" "2069706" "" "2069706" "" "1866174" "4621" "90.2" "0.2" "1843006" "4794" "89.0" "0.2" "1080515" "6381" "52.2" "0.3" "762491" "5325" "36.8" "0.3" "23168" "1023" "1.1" "0.1" "203532" "4621" "9.8" "0.2" "203532" "4621" "203532" "" "68603" "2165" "33.7" "0.9" "134929" "3985" "66.3" "0.9" "226700" "4794" "226700" "" "23168" "1023" "23168" "" "783" "253" "3.4" "1.1" "22385" "974" "96.6" "1.1" "203532" "4621" "203532" "" "8061" "1100" "4.0" "0.5" "195471" "4668" "96.0" "0.5" "203532" "4621" "203532" "" "15759" "993" "7.7" "0.5" "21713" "1085" "10.7" "0.6" "2292" "418" "1.1" "0.2" "644" "190" "0.3" "0.1" "159703" "4464" "78.5" "0.8" "3421" "477" "1.7" "0.2" "1928173" "382" "1928173" "" "1232242" "6501" "63.9" "0.3" "695931" "6537" "36.1" "0.3" "184199" "4741" "9.6" "0.2" "553052" "5895" "28.7" "0.3" "155214" "4582" "8.0" "0.2" "23962" "1524" "1.2" "0.1" "4320" "482" "0.2" "0.1" "17781" "852" "0.9" "0.1" "7870" "657" "0.4" "0.1" "101136" "1785" "5.2" "0.1" "16795" "977" "0.9" "0.1" "2069706" "" "2069706" "" "88153" "3077" "4.3" "0.1" "5479" "880" "0.3" "0.1" "4970" "582" "0.2" "0.1" "6490" "673" "0.3" "0.1" "20273" "1168" "1.0" "0.1" "142342" "3741" "6.9" "0.2" "37268" "1494" "1.8" "0.1" "5834" "604" "0.3" "0.1" "193406" "3944" "9.3" "0.2" "4256" "570" "0.2" "0.1" "5007" "622" "0.2" "0.1" "141251" "2888" "6.8" "0.1" "50001" "2317" "2.4" "0.1" "1679" "250" "0.1" "0.1" "17426" "1297" "0.8" "0.1" "23667" "1223" "1.1" "0.1" "4091" "666" "0.2" "0.1" "9289" "861" "0.4" "0.1" "18890" "1043" "0.9" "0.1" "32487" "1441" "1.6" "0.1" "1322" "353" "0.1" "0.1" "4143" "676" "0.2" "0.1" "17623" "1144" "0.9" "0.1" "4310" "534" "0.2" "0.1" "2401" "379" "0.1" "0.1" "9358" "681" "0.5" "0.1" "1925" "479" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"34" "0400000US36" "36" "New York" "7234743" "12096" "7234743" "" "4637549" "11384" "64.1" "0.1" "2064518" "9509" "28.5" "0.1" "3208435" "14744" "44.3" "0.2" "1360315" "10275" "18.8" "0.1" "356305" "4353" "4.9" "0.1" "146061" "3031" "2.0" "0.1" "1072809" "6072" "14.8" "0.1" "558142" "5340" "7.7" "0.1" "2597194" "7592" "35.9" "0.1" "2128968" "7379" "29.4" "0.1" "776940" "6481" "10.7" "0.1" "2295527" "9152" "31.7" "0.1" "1928716" "6371" "26.7" "0.1" "2.61" "0.01" "" "" "3.27" "0.01" "" "" "18901364" "" "18901364" "" "7234743" "12096" "38.3" "0.1" "3206643" "14396" "17.0" "0.1" "5839712" "11852" "30.9" "0.1" "1490734" "16284" "7.9" "0.1" "1129532" "13445" "6.0" "0.1" "436213" "4872" "2.3" "0.1" "7642287" "668" "7642287" "" "3091580" "10372" "40.5" "0.1" "3637967" "13220" "47.6" "0.2" "166596" "3088" "2.2" "0.1" "199095" "3005" "2.6" "0.1" "547049" "5042" "7.2" "0.1" "8324439" "781" "8324439" "" "2894935" "9238" "34.8" "0.1" "3544089" "11611" "42.6" "0.1" "268148" "4270" "3.2" "0.1" "792854" "5286" "9.5" "0.1" "824413" "6425" "9.9" "0.1" "244282" "3268" "244282" "" "82404" "2256" "33.7" "0.7" "29" "1" "" "" "49" "1" "" "" "16" "1" "" "" "81" "1" "" "" "30" "1" "" "" "429084" "5202" "429084" "" "132409" "2992" "30.9" "0.5" "25809" "1331" "6.0" "0.3" "31496" "1635" "7.3" "0.4" "21676" "1187" "5.1" "0.3" "53428" "1766" "12.5" "0.4" "132409" "2992" "132409" "" "89190" "1876" "67.4" "0.7" "86765" "2747" "65.5" "1.0" "5016964" "10303" "5016964" "" "297686" "3589" "5.9" "0.1" "238854" "3100" "4.8" "0.1" "1887045" "4011" "37.6" "0.1" "1051258" "4581" "21.0" "0.1" "1542121" "9239" "30.7" "0.1" "13211060" "1124" "13211060" "" "900244" "9358" "6.8" "0.1" "1061006" "7800" "8.0" "0.1" "3586409" "17378" "27.1" "0.1" "2163527" "8862" "16.4" "0.1" "1113374" "6962" "8.4" "0.1" "2491222" "11555" "18.9" "0.1" "1895278" "13738" "14.3" "0.1" "" "" "85.2" "0.1" "" "" "33.2" "0.1" "15171222" "940" "15171222" "" "912499" "5655" "6.0" "0.1" "19231242" "840" "19231242" "" "2090781" "8853" "10.9" "0.1" "4282307" "537" "4282307" "" "156991" "2979" "3.7" "0.1" "12353828" "1381" "12353828" "" "1047508" "7232" "8.5" "0.1" "2595107" "1103" "2595107" "" "886282" "4791" "34.2" "0.2" "19265730" "3196" "19265730" "" "17103021" "16365" "88.8" "0.1" "2013096" "16060" "10.4" "0.1" "1270699" "13957" "6.6" "0.1" "742397" "8153" "3.9" "0.1" "467130" "6398" "2.4" "0.1" "275267" "5627" "1.4" "0.1" "149613" "3980" "0.8" "0.1" "19487053" "" "19487053" "" "15172350" "18267" "77.9" "0.1" "14699492" "17746" "75.4" "0.1" "12409702" "18509" "63.7" "0.1" "2289790" "11975" "11.8" "0.1" "472858" "6491" "2.4" "0.1" "4314703" "18267" "22.1" "0.1" "4314703" "18267" "4314703" "" "2270762" "12608" "52.6" "0.3" "2043941" "16047" "47.4" "0.3" "4787561" "17746" "4787561" "" "472858" "6491" "472858" "" "17042" "1219" "3.6" "0.2" "455816" "6228" "96.4" "0.2" "4314703" "18267" "4314703" "" "200664" "4484" "4.7" "0.1" "4114039" "17810" "95.3" "0.1" "4314691" "18266" "4314691" "" "758851" "8561" "17.6" "0.2" "1181560" "7019" "27.4" "0.2" "169588" "4436" "3.9" "0.1" "11725" "1150" "0.3" "0.1" "2135344" "13103" "49.5" "0.2" "57623" "1790" "1.3" "0.1" "18322476" "609" "18322476" "" "12835426" "17251" "70.1" "0.1" "5487050" "17333" "29.9" "0.1" "2455989" "12836" "13.4" "0.1" "2705243" "9252" "14.8" "0.1" "1232242" "9042" "6.7" "0.1" "1628047" "14318" "8.9" "0.1" "632076" "7496" "3.4" "0.1" "881475" "7100" "4.8" "0.1" "504881" "6112" "2.8" "0.1" "272285" "5595" "1.5" "0.1" "86790" "3015" "0.5" "0.1" "19487053" "" "19487053" "" "904798" "8840" "4.6" "0.1" "154330" "4580" "0.8" "0.1" "55558" "2141" "0.3" "0.1" "34174" "1507" "0.2" "0.1" "255157" "3445" "1.3" "0.1" "1089683" "9146" "5.6" "0.1" "462106" "5893" "2.4" "0.1" "127144" "2863" "0.7" "0.1" "2123946" "11611" "10.9" "0.1" "156748" "4099" "0.8" "0.1" "152517" "4242" "0.8" "0.1" "2489679" "13296" "12.8" "0.1" "2643549" "13277" "13.6" "0.1" "44489" "1532" "0.2" "0.1" "83058" "2817" "0.4" "0.1" "965092" "8107" "5.0" "0.1" "54112" "2272" "0.3" "0.1" "452333" "6667" "2.3" "0.1" "71746" "1762" "0.4" "0.1" "210786" "3382" "1.1" "0.1" "33510" "1426" "0.2" "0.1" "243947" "5598" "1.3" "0.1" "126063" "2702" "0.6" "0.1" "36547" "1538" "0.2" "0.1" "133035" "3259" "0.7" "0.1" "83518" "2183" "0.4" "0.1" "809146" "9879" "4.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"35" "0400000US37" "37" "North Carolina" "3715565" "9398" "3715565" "" "2472888" "10138" "66.6" "0.2" "1083970" "8439" "29.2" "0.2" "1802864" "11358" "48.5" "0.2" "706106" "8531" "19.0" "0.2" "163103" "2436" "4.4" "0.1" "84199" "2049" "2.3" "0.1" "506921" "4371" "13.6" "0.1" "293665" "3478" "7.9" "0.1" "1242677" "5734" "33.4" "0.2" "1033896" "6263" "27.8" "0.2" "353720" "4744" "9.5" "0.1" "1213257" "8698" "32.7" "0.2" "913760" "4174" "24.6" "0.1" "2.53" "0.01" "" "" "3.09" "0.01" "" "" "9395519" "" "9395519" "" "3715565" "9398" "39.5" "0.1" "1802804" "11581" "19.2" "0.1" "2780792" "9899" "29.6" "0.1" "596437" "9362" "6.3" "0.1" "499921" "9457" "5.3" "0.1" "194501" "3271" "2.1" "0.1" "3730668" "1000" "3730668" "" "1246210" "7927" "33.4" "0.2" "1941000" "11443" "52.0" "0.3" "102778" "2495" "2.8" "0.1" "94784" "1774" "2.5" "0.1" "345896" "4504" "9.3" "0.1" "4017834" "1005" "4017834" "" "1105338" "6687" "27.5" "0.2" "1905652" "9925" "47.4" "0.2" "139653" "2816" "3.5" "0.1" "391848" "3585" "9.8" "0.1" "475343" "5571" "11.8" "0.1" "131026" "2962" "131026" "" "49575" "1824" "37.8" "1.0" "40" "1" "" "" "55" "1" "" "" "29" "2" "" "" "100" "3" "" "" "23" "1" "" "" "206632" "3400" "206632" "" "100422" "2651" "48.6" "1.0" "19810" "1195" "9.6" "0.6" "23707" "1429" "11.5" "0.7" "17161" "1069" "8.3" "0.5" "39744" "1736" "19.2" "0.7" "100422" "2651" "100422" "" "64346" "1724" "64.1" "0.7" "70299" "2226" "70.0" "1.1" "2536304" "6584" "2536304" "" "145743" "2628" "5.7" "0.1" "130853" "2540" "5.2" "0.1" "1018466" "3326" "40.2" "0.1" "514639" "3347" "20.3" "0.1" "726603" "6164" "28.6" "0.2" "6408022" "1602" "6408022" "" "365600" "5135" "5.7" "0.1" "599537" "6662" "9.4" "0.1" "1733132" "9101" "27.0" "0.1" "1405290" "7075" "21.9" "0.1" "557054" "5804" "8.7" "0.1" "1154451" "8416" "18.0" "0.1" "592958" "7760" "9.3" "0.1" "" "" "84.9" "0.1" "" "" "27.3" "0.2" "7282130" "1794" "7282130" "" "724295" "5443" "9.9" "0.1" "9450222" "1757" "9450222" "" "1253681" "7838" "13.3" "0.1" "2278415" "720" "2278415" "" "100359" "2497" "4.4" "0.1" "5917155" "2026" "5917155" "" "674893" "5741" "11.4" "0.1" "1254652" "1011" "1254652" "" "478429" "3670" "38.1" "0.3" "9535230" "2325" "9535230" "" "8075459" "16211" "84.7" "0.2" "1408778" "16212" "14.8" "0.2" "808301" "12851" "8.5" "0.1" "600477" "8384" "6.3" "0.1" "333650" "5555" "3.5" "0.1" "266827" "5573" "2.8" "0.1" "50993" "2509" "0.5" "0.1" "9651380" "" "9651380" "" "8920612" "6272" "92.4" "0.1" "8817053" "6809" "91.4" "0.1" "5587905" "13482" "57.9" "0.1" "3229148" "12841" "33.5" "0.1" "103559" "2711" "1.1" "0.1" "730768" "6272" "7.6" "0.1" "730768" "6272" "730768" "" "230761" "4570" "31.6" "0.6" "500007" "6016" "68.4" "0.6" "834327" "6809" "834327" "" "103559" "2711" "103559" "" "3718" "758" "3.6" "0.7" "99841" "2619" "96.4" "0.7" "730768" "6272" "730768" "" "39047" "1923" "5.3" "0.2" "691721" "5812" "94.7" "0.2" "730768" "6272" "730768" "" "79562" "2750" "10.9" "0.4" "171526" "2316" "23.5" "0.3" "43420" "2639" "5.9" "0.3" "2796" "422" "0.4" "0.1" "416671" "4623" "57.0" "0.5" "16793" "1307" "2.3" "0.2" "9027673" "652" "9027673" "" "8042027" "6678" "89.1" "0.1" "985646" "6675" "10.9" "0.1" "437382" "5492" "4.8" "0.1" "658939" "4905" "7.3" "0.1" "331648" "4894" "3.7" "0.1" "149117" "4368" "1.7" "0.1" "35938" "2074" "0.4" "0.1" "134620" "2602" "1.5" "0.1" "57961" "1908" "0.6" "0.1" "42970" "2698" "0.5" "0.1" "11835" "1135" "0.1" "0.1" "9651380" "" "9651380" "" "1186183" "10990" "12.3" "0.1" "31540" "2140" "0.3" "0.1" "18464" "1380" "0.2" "0.1" "15166" "1166" "0.2" "0.1" "107094" "3217" "1.1" "0.1" "957206" "8813" "9.9" "0.1" "164666" "3363" "1.7" "0.1" "32891" "1718" "0.3" "0.1" "1046717" "9896" "10.8" "0.1" "27247" "1805" "0.3" "0.1" "24763" "1331" "0.3" "0.1" "872010" "8653" "9.0" "0.1" "291256" "5016" "3.0" "0.1" "9018" "721" "0.1" "0.1" "44413" "2266" "0.5" "0.1" "136127" "3734" "1.4" "0.1" "15306" "1380" "0.2" "0.1" "42056" "2064" "0.4" "0.1" "269473" "5598" "2.8" "0.1" "240269" "4705" "2.5" "0.1" "10151" "726" "0.1" "0.1" "92531" "4394" "1.0" "0.1" "53599" "2152" "0.6" "0.1" "15967" "1137" "0.2" "0.1" "16496" "1469" "0.2" "0.1" "52172" "2175" "0.5" "0.1" "33368" "2163" "0.3" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"36" "0400000US38" "38" "North Dakota" "287270" "1270" "287270" "" "175638" "1468" "61.1" "0.4" "75952" "1227" "26.4" "0.4" "142300" "1529" "49.5" "0.5" "55121" "1167" "19.2" "0.4" "11014" "716" "3.8" "0.2" "6086" "481" "2.1" "0.2" "22324" "847" "7.8" "0.3" "14745" "748" "5.1" "0.3" "111632" "1382" "38.9" "0.4" "89496" "1381" "31.2" "0.5" "30410" "818" "10.6" "0.3" "80813" "1252" "28.1" "0.4" "67960" "542" "23.7" "0.2" "2.31" "0.01" "" "" "2.92" "0.02" "" "" "664047" "" "664047" "" "287270" "1270" "43.3" "0.2" "142166" "1566" "21.4" "0.2" "176134" "1616" "26.5" "0.2" "18268" "1261" "2.8" "0.2" "40209" "1308" "6.1" "0.2" "18079" "967" "2.7" "0.1" "284232" "426" "284232" "" "100741" "1135" "35.4" "0.4" "149465" "1585" "52.6" "0.5" "2242" "309" "0.8" "0.1" "6624" "439" "2.3" "0.2" "25160" "1035" "8.9" "0.4" "277114" "372" "277114" "" "73636" "1081" "26.6" "0.4" "146669" "1424" "52.9" "0.5" "2543" "348" "0.9" "0.1" "27541" "618" "9.9" "0.2" "26725" "941" "9.6" "0.3" "10214" "685" "10214" "" "3099" "431" "30.3" "3.0" "38" "5" "" "" "64" "4" "" "" "19" "5" "" "" "114" "8" "" "" "22" "3" "" "" "6588" "564" "6588" "" "3264" "370" "49.5" "4.1" "656" "124" "10.0" "1.7" "737" "171" "11.2" "2.5" "453" "138" "6.9" "2.0" "1418" "252" "21.5" "3.6" "3264" "370" "3264" "" "1981" "249" "60.7" "2.9" "2387" "352" "73.1" "5.4" "174205" "1476" "174205" "" "10065" "520" "5.8" "0.3" "9172" "539" "5.3" "0.3" "63479" "622" "36.4" "0.4" "32540" "563" "18.7" "0.4" "58949" "1343" "33.8" "0.6" "450429" "466" "450429" "" "20323" "732" "4.5" "0.2" "20889" "847" "4.6" "0.2" "122195" "1664" "27.1" "0.4" "107155" "1763" "23.8" "0.4" "57325" "1311" "12.7" "0.3" "88476" "1908" "19.6" "0.4" "34066" "1145" "7.6" "0.3" "" "" "90.9" "0.2" "" "" "27.2" "0.5" "530473" "382" "530473" "" "53157" "1086" "10.0" "0.2" "674657" "322" "674657" "" "72152" "1626" "10.7" "0.2" "153473" "255" "153473" "" "4596" "389" "3.0" "0.3" "427937" "460" "427937" "" "35138" "1276" "8.2" "0.3" "93247" "229" "93247" "" "32418" "764" "34.8" "0.8" "680864" "562" "680864" "" "563859" "3170" "82.8" "0.5" "113882" "3051" "16.7" "0.4" "56884" "2357" "8.4" "0.3" "56998" "2405" "8.4" "0.4" "22572" "1339" "3.3" "0.2" "34426" "2066" "5.1" "0.3" "3123" "545" "0.5" "0.1" "689781" "" "689781" "" "671212" "932" "97.3" "0.1" "666287" "1090" "96.6" "0.2" "466638" "2974" "67.7" "0.4" "199649" "3146" "28.9" "0.5" "4925" "465" "0.7" "0.1" "18569" "932" "2.7" "0.1" "18569" "932" "18569" "" "6542" "541" "35.2" "2.5" "12027" "797" "64.8" "2.5" "23494" "1090" "23494" "" "4925" "465" "4925" "" "163" "75" "3.3" "1.5" "4762" "463" "96.7" "1.5" "18569" "932" "18569" "" "2885" "505" "15.5" "2.6" "15684" "937" "84.5" "2.6" "18569" "932" "18569" "" "3031" "422" "16.3" "2.0" "6728" "398" "36.2" "2.0" "3703" "502" "19.9" "2.2" "163" "91" "0.9" "0.5" "2300" "309" "12.4" "1.6" "2644" "364" "14.2" "1.8" "644506" "197" "644506" "" "610268" "1260" "94.7" "0.2" "34238" "1247" "5.3" "0.2" "9554" "744" "1.5" "0.1" "9190" "582" "1.4" "0.1" "2014" "325" "0.3" "0.1" "15565" "855" "2.4" "0.1" "3243" "372" "0.5" "0.1" "4032" "412" "0.6" "0.1" "2101" "312" "0.3" "0.1" "5451" "608" "0.8" "0.1" "2196" "441" "0.3" "0.1" "689781" "" "689781" "" "22255" "1270" "3.2" "0.2" "1524" "315" "0.2" "0.1" "12518" "827" "1.8" "0.1" "7783" "691" "1.1" "0.1" "8846" "816" "1.3" "0.1" "30485" "1349" "4.4" "0.2" "30121" "1276" "4.4" "0.2" "8281" "824" "1.2" "0.1" "306584" "3393" "44.4" "0.5" "632" "261" "0.1" "0.1" "2711" "373" "0.4" "0.1" "55742" "2057" "8.1" "0.3" "8385" "699" "1.2" "0.1" "488" "302" "0.1" "0.1" "196482" "2525" "28.5" "0.4" "17574" "1131" "2.5" "0.2" "647" "344" "0.1" "0.1" "23141" "1127" "3.4" "0.2" "4597" "499" "0.7" "0.1" "8545" "879" "1.2" "0.1" "319" "138" "0.0" "0.1" "3767" "502" "0.5" "0.1" "31034" "1179" "4.5" "0.2" "1759" "310" "0.3" "0.1" "3663" "428" "0.5" "0.1" "2014" "348" "0.3" "0.1" "331" "132" "0.0" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"37" "0400000US39" "39" "Ohio" "4557655" "12660" "4557655" "" "2949414" "10664" "64.7" "0.1" "1269793" "8415" "27.9" "0.1" "2166027" "13330" "47.5" "0.2" "823746" "9537" "18.1" "0.2" "197510" "3558" "4.3" "0.1" "101082" "2275" "2.2" "0.1" "585877" "4565" "12.9" "0.1" "344965" "3484" "7.6" "0.1" "1608241" "6984" "35.3" "0.1" "1348872" "6998" "29.6" "0.1" "489818" "6088" "10.7" "0.1" "1407968" "8753" "30.9" "0.1" "1178478" "4862" "25.9" "0.1" "2.47" "0.01" "" "" "3.06" "0.01" "" "" "11237268" "" "11237268" "" "4557655" "12660" "40.6" "0.1" "2165767" "11249" "19.3" "0.1" "3349716" "9188" "29.8" "0.1" "563348" "10104" "5.0" "0.1" "600782" "10218" "5.3" "0.1" "277155" "3934" "2.5" "0.1" "4508127" "765" "4508127" "" "1522863" "7921" "33.8" "0.2" "2293075" "12016" "50.9" "0.3" "73620" "2330" "1.6" "0.1" "130273" "2083" "2.9" "0.1" "488296" "6030" "10.8" "0.1" "4822787" "791" "4822787" "" "1349061" "6195" "28.0" "0.1" "2260621" "9973" "46.9" "0.2" "98822" "2589" "2.0" "0.1" "483190" "3627" "10.0" "0.1" "631093" "5951" "13.1" "0.1" "145663" "2540" "145663" "" "59087" "1536" "40.6" "0.8" "39" "1" "" "" "53" "1" "" "" "22" "2" "" "" "102" "2" "" "" "20" "1" "" "" "215926" "3917" "215926" "" "100937" "2584" "46.7" "0.8" "21515" "1078" "10.0" "0.5" "24675" "1173" "11.4" "0.5" "18211" "1122" "8.4" "0.5" "36536" "1472" "16.9" "0.6" "100937" "2584" "100937" "" "63214" "1730" "62.6" "0.6" "69812" "2113" "69.2" "0.9" "3038471" "7304" "3038471" "" "186888" "3089" "6.2" "0.1" "148294" "2259" "4.9" "0.1" "1205929" "3182" "39.7" "0.1" "638528" "3470" "21.0" "0.1" "858832" "5926" "28.3" "0.1" "7746520" "1142" "7746520" "" "250934" "3498" "3.2" "0.1" "640684" "6020" "8.3" "0.1" "2688165" "10395" "34.7" "0.1" "1610416" "6338" "20.8" "0.1" "607861" "4882" "7.8" "0.1" "1227819" "8008" "15.8" "0.1" "720641" "6730" "9.3" "0.1" "" "" "88.5" "0.1" "" "" "25.2" "0.1" "8843597" "729" "8843597" "" "864923" "4861" "9.8" "0.1" "11374029" "735" "11374029" "" "1515538" "8114" "13.3" "0.1" "2691966" "557" "2691966" "" "129675" "2211" "4.8" "0.1" "7084810" "1265" "7084810" "" "811763" "6145" "11.5" "0.1" "1597253" "1051" "1597253" "" "574100" "3776" "35.9" "0.2" "11418877" "2124" "11418877" "" "9761785" "17862" "85.5" "0.2" "1618556" "17817" "14.2" "0.2" "1074135" "14491" "9.4" "0.1" "544421" "8009" "4.8" "0.1" "361787" "6318" "3.2" "0.1" "182634" "4528" "1.6" "0.1" "38536" "1941" "0.3" "0.1" "11549590" "" "11549590" "" "11088251" "5348" "96.0" "0.1" "11003685" "5946" "95.3" "0.1" "8672018" "11061" "75.1" "0.1" "2331667" "10362" "20.2" "0.1" "84566" "2197" "0.7" "0.1" "461339" "5348" "4.0" "0.1" "461339" "5348" "461339" "" "228494" "3508" "49.5" "0.7" "232845" "4477" "50.5" "0.7" "545905" "5946" "545905" "" "84566" "2197" "84566" "" "4281" "670" "5.1" "0.8" "80285" "2070" "94.9" "0.8" "461339" "5348" "461339" "" "34055" "1693" "7.4" "0.4" "427284" "5739" "92.6" "0.4" "461339" "5348" "461339" "" "116899" "2696" "25.3" "0.5" "178008" "2534" "38.6" "0.6" "53048" "2513" "11.5" "0.5" "1951" "313" "0.4" "0.1" "96028" "2624" "20.8" "0.5" "15405" "847" "3.3" "0.2" "10843151" "588" "10843151" "" "10124056" "6986" "93.4" "0.1" "719095" "6951" "6.6" "0.1" "254186" "4449" "2.3" "0.1" "241651" "3332" "2.2" "0.1" "90725" "2189" "0.8" "0.1" "274162" "4520" "2.5" "0.1" "84485" "2868" "0.8" "0.1" "120312" "2276" "1.1" "0.1" "51891" "1675" "0.5" "0.1" "82970" "3461" "0.8" "0.1" "27085" "1694" "0.2" "0.1" "11549590" "" "11549590" "" "968771" "11105" "8.4" "0.1" "72581" "3590" "0.6" "0.1" "68267" "2224" "0.6" "0.1" "17597" "1134" "0.2" "0.1" "183182" "4060" "1.6" "0.1" "1035715" "9322" "9.0" "0.1" "261693" "4039" "2.3" "0.1" "30331" "1544" "0.3" "0.1" "3069036" "14534" "26.6" "0.1" "55913" "2473" "0.5" "0.1" "197972" "4143" "1.7" "0.1" "1615859" "11073" "14.0" "0.1" "749984" "7723" "6.5" "0.1" "23213" "1305" "0.2" "0.1" "41618" "1864" "0.4" "0.1" "450129" "5529" "3.9" "0.1" "8907" "839" "0.1" "0.1" "77064" "2333" "0.7" "0.1" "113998" "2611" "1.0" "0.1" "213806" "3965" "1.9" "0.1" "135019" "2551" "1.2" "0.1" "106807" "4044" "0.9" "0.1" "75282" "2222" "0.7" "0.1" "73494" "2639" "0.6" "0.1" "43547" "1908" "0.4" "0.1" "125731" "3167" "1.1" "0.1" "15885" "1302" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"38" "0400000US40" "40" "Oklahoma" "1444081" "3776" "1444081" "" "961468" "4087" "66.6" "0.2" "425517" "3504" "29.5" "0.2" "713286" "4465" "49.4" "0.3" "281418" "3592" "19.5" "0.2" "69239" "1473" "4.8" "0.1" "36996" "1242" "2.6" "0.1" "178943" "2490" "12.4" "0.2" "107103" "1790" "7.4" "0.1" "482613" "2756" "33.4" "0.2" "405987" "2769" "28.1" "0.2" "147258" "2181" "10.2" "0.1" "478108" "3461" "33.1" "0.2" "366141" "1683" "25.4" "0.1" "2.55" "0.01" "" "" "3.12" "0.01" "" "" "3675359" "" "3675359" "" "1444081" "3776" "39.3" "0.1" "713375" "4179" "19.4" "0.1" "1092571" "4180" "29.7" "0.1" "232698" "4088" "6.3" "0.1" "192634" "3800" "5.2" "0.1" "72292" "1504" "2.0" "0.1" "1473349" "506" "1473349" "" "451104" "3148" "30.6" "0.2" "773235" "4480" "52.5" "0.3" "26987" "1169" "1.8" "0.1" "43600" "1096" "3.0" "0.1" "178423" "2714" "12.1" "0.2" "1529098" "497" "1529098" "" "360498" "2609" "23.6" "0.2" "762350" "4214" "49.9" "0.3" "37988" "1234" "2.5" "0.1" "153811" "1855" "10.1" "0.1" "214451" "2883" "14.0" "0.2" "53400" "1277" "53400" "" "18870" "818" "35.3" "1.3" "42" "2" "" "" "59" "1" "" "" "33" "3" "" "" "110" "3" "" "" "17" "1" "" "" "83114" "1702" "83114" "" "42837" "1413" "51.5" "1.3" "8995" "596" "10.8" "0.7" "9781" "649" "11.8" "0.7" "7631" "575" "9.2" "0.7" "16430" "891" "19.8" "1.0" "42837" "1413" "42837" "" "25856" "861" "60.4" "0.9" "30777" "1387" "71.8" "1.6" "987913" "3705" "987913" "" "64590" "1695" "6.5" "0.2" "56618" "1260" "5.7" "0.1" "415689" "1790" "42.1" "0.2" "198343" "1763" "20.1" "0.2" "252673" "3033" "25.6" "0.2" "2464298" "809" "2464298" "" "113560" "2000" "4.6" "0.1" "221671" "2993" "9.0" "0.1" "782753" "4460" "31.8" "0.2" "595862" "3732" "24.2" "0.2" "171995" "2395" "7.0" "0.1" "387885" "3385" "15.7" "0.1" "190572" "2536" "7.7" "0.1" "" "" "86.4" "0.1" "" "" "23.5" "0.2" "2830341" "921" "2830341" "" "312492" "2747" "11.0" "0.1" "3702515" "921" "3702515" "" "577160" "4528" "15.6" "0.1" "933738" "322" "933738" "" "44826" "1266" "4.8" "0.1" "2265702" "1167" "2265702" "" "319657" "3540" "14.1" "0.2" "503075" "644" "503075" "" "212677" "1861" "42.3" "0.4" "3736051" "1160" "3736051" "" "3080501" "8320" "82.5" "0.2" "639740" "8376" "17.1" "0.2" "373159" "7099" "10.0" "0.2" "266581" "4729" "7.1" "0.1" "156399" "3810" "4.2" "0.1" "110182" "2961" "2.9" "0.1" "15810" "1340" "0.4" "0.1" "3785742" "" "3785742" "" "3576715" "2994" "94.5" "0.1" "3543518" "3314" "93.6" "0.1" "2304413" "6198" "60.9" "0.2" "1239105" "6284" "32.7" "0.2" "33197" "1085" "0.9" "0.1" "209027" "2993" "5.5" "0.1" "209027" "2993" "209027" "" "69263" "1690" "33.1" "0.8" "139764" "2851" "66.9" "0.8" "242224" "3314" "242224" "" "33197" "1085" "33197" "" "1103" "251" "3.3" "0.7" "32094" "1054" "96.7" "0.7" "209027" "2993" "209027" "" "15585" "1251" "7.5" "0.6" "193442" "2852" "92.5" "0.6" "209027" "2993" "209027" "" "15588" "778" "7.5" "0.4" "53715" "1164" "25.7" "0.5" "8943" "1025" "4.3" "0.5" "2134" "405" "1.0" "0.2" "124314" "2227" "59.5" "0.7" "4333" "708" "2.1" "0.3" "3521583" "373" "3521583" "" "3190076" "3056" "90.6" "0.1" "331507" "3040" "9.4" "0.1" "138641" "2301" "3.9" "0.1" "224324" "2399" "6.4" "0.1" "103860" "2025" "2.9" "0.1" "33010" "1559" "0.9" "0.1" "6641" "652" "0.2" "0.1" "49658" "1702" "1.4" "0.1" "23627" "991" "0.7" "0.1" "24515" "1603" "0.7" "0.1" "4513" "709" "0.1" "0.1" "3785742" "" "3785742" "" "375487" "5307" "9.9" "0.1" "11244" "1195" "0.3" "0.1" "17496" "1123" "0.5" "0.1" "7728" "665" "0.2" "0.1" "68303" "2040" "1.8" "0.1" "312761" "5000" "8.3" "0.1" "83907" "2583" "2.2" "0.1" "9224" "806" "0.2" "0.1" "550724" "5505" "14.5" "0.1" "5006" "570" "0.1" "0.1" "4154" "439" "0.1" "0.1" "461602" "5979" "12.2" "0.2" "65032" "2272" "1.7" "0.1" "1735" "275" "0.0" "0.1" "23648" "1248" "0.6" "0.1" "32070" "1551" "0.8" "0.1" "4376" "560" "0.1" "0.1" "9913" "827" "0.3" "0.1" "42808" "1476" "1.1" "0.1" "67034" "1830" "1.8" "0.1" "1176" "249" "0.0" "0.1" "17860" "1460" "0.5" "0.1" "26186" "1363" "0.7" "0.1" "6968" "578" "0.2" "0.1" "2620" "437" "0.1" "0.1" "18522" "1027" "0.5" "0.1" "21424" "1139" "0.6" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"39" "0400000US41" "41" "Oregon" "1516456" "4721" "1516456" "" "966968" "4653" "63.8" "0.2" "414003" "3732" "27.3" "0.2" "739803" "5500" "48.8" "0.3" "283483" "3778" "18.7" "0.2" "67015" "1720" "4.4" "0.1" "36021" "1386" "2.4" "0.1" "160150" "2395" "10.6" "0.2" "94499" "2160" "6.2" "0.1" "549488" "3605" "36.2" "0.2" "421168" "3344" "27.8" "0.2" "154340" "2586" "10.2" "0.2" "453536" "3483" "29.9" "0.2" "396806" "2099" "26.2" "0.1" "2.49" "0.01" "" "" "3.04" "0.01" "" "" "3781602" "" "3781602" "" "1516456" "4721" "40.1" "0.1" "739641" "5118" "19.6" "0.1" "1036496" "4559" "27.4" "0.1" "198219" "4656" "5.2" "0.1" "290790" "5830" "7.7" "0.2" "112148" "2723" "3.0" "0.1" "1548663" "536" "1548663" "" "509551" "4308" "32.9" "0.3" "797184" "5228" "51.5" "0.3" "25097" "1255" "1.6" "0.1" "38989" "1148" "2.5" "0.1" "177842" "3096" "11.5" "0.2" "1605879" "527" "1605879" "" "422118" "3641" "26.3" "0.2" "785599" "5135" "48.9" "0.3" "32403" "1471" "2.0" "0.1" "135204" "2047" "8.4" "0.1" "230555" "3768" "14.4" "0.2" "47752" "1518" "47752" "" "15281" "1023" "32.0" "1.8" "31" "2" "" "" "52" "2" "" "" "18" "3" "" "" "91" "4" "" "" "25" "2" "" "" "65604" "2027" "65604" "" "24579" "1240" "37.5" "1.4" "6152" "582" "9.4" "0.9" "6112" "671" "9.3" "0.9" "3386" "457" "5.2" "0.7" "8929" "810" "13.6" "1.1" "24579" "1240" "24579" "" "14798" "758" "60.2" "1.2" "18114" "1125" "73.7" "1.9" "967820" "4463" "967820" "" "52683" "1517" "5.4" "0.1" "48136" "1565" "5.0" "0.2" "382943" "2256" "39.6" "0.3" "195070" "1837" "20.2" "0.2" "288988" "3656" "29.9" "0.3" "2643833" "780" "2643833" "" "106768" "2891" "4.0" "0.1" "173756" "3338" "6.6" "0.1" "650310" "5091" "24.6" "0.2" "711019" "4914" "26.9" "0.2" "216675" "3153" "8.2" "0.1" "494922" "5247" "18.7" "0.2" "290383" "3348" "11.0" "0.1" "" "" "89.4" "0.2" "" "" "29.7" "0.2" "3003231" "464" "3003231" "" "323205" "3256" "10.8" "0.1" "3829588" "419" "3829588" "" "526868" "5458" "13.8" "0.1" "861149" "268" "861149" "" "38775" "1516" "4.5" "0.2" "2418419" "668" "2418419" "" "280616" "4282" "11.6" "0.2" "550020" "530" "550020" "" "207477" "2417" "37.7" "0.4" "3825695" "1379" "3825695" "" "3136563" "9173" "82.0" "0.2" "668833" "8971" "17.5" "0.2" "411931" "7952" "10.8" "0.2" "256902" "5376" "6.7" "0.1" "131021" "3876" "3.4" "0.1" "125881" "3397" "3.3" "0.1" "20299" "1520" "0.5" "0.1" "3868721" "" "3868721" "" "3489060" "4559" "90.2" "0.1" "3448537" "4575" "89.1" "0.1" "1771247" "7876" "45.8" "0.2" "1677290" "8391" "43.4" "0.2" "40523" "1804" "1.0" "0.1" "379661" "4559" "9.8" "0.1" "379661" "4559" "379661" "" "145722" "2814" "38.4" "0.7" "233939" "4196" "61.6" "0.7" "420184" "4575" "420184" "" "40523" "1804" "40523" "" "1537" "422" "3.8" "1.0" "38986" "1678" "96.2" "1.0" "379661" "4559" "379661" "" "16563" "1386" "4.4" "0.4" "363098" "4348" "95.6" "0.4" "379661" "4559" "379661" "" "59135" "2295" "15.6" "0.5" "110104" "2042" "29.0" "0.5" "10685" "1288" "2.8" "0.3" "7447" "702" "2.0" "0.2" "177177" "2986" "46.7" "0.6" "15113" "834" "4.0" "0.2" "3635006" "401" "3635006" "" "3096638" "6214" "85.2" "0.2" "538368" "6136" "14.8" "0.2" "225703" "4549" "6.2" "0.1" "319160" "3362" "8.8" "0.1" "143041" "3384" "3.9" "0.1" "92653" "3843" "2.5" "0.1" "25476" "1587" "0.7" "0.1" "105277" "2217" "2.9" "0.1" "49598" "1767" "1.4" "0.1" "21278" "1927" "0.6" "0.1" "7588" "1196" "0.2" "0.1" "3868721" "" "3868721" "" "204677" "4616" "5.3" "0.1" "16339" "1946" "0.4" "0.1" "21524" "1079" "0.6" "0.1" "42507" "1883" "1.1" "0.1" "91872" "2354" "2.4" "0.1" "469238" "6601" "12.1" "0.2" "130735" "3001" "3.4" "0.1" "27770" "1483" "0.7" "0.1" "782871" "8336" "20.2" "0.2" "13145" "1140" "0.3" "0.1" "14061" "992" "0.4" "0.1" "479174" "6349" "12.4" "0.2" "145685" "3848" "3.8" "0.1" "5776" "639" "0.1" "0.1" "152994" "2839" "4.0" "0.1" "68246" "2520" "1.8" "0.1" "21539" "1558" "0.6" "0.1" "49846" "2839" "1.3" "0.1" "56120" "2074" "1.5" "0.1" "123007" "3702" "3.2" "0.1" "3100" "464" "0.1" "0.1" "19266" "1740" "0.5" "0.1" "114715" "3621" "3.0" "0.1" "29307" "1426" "0.8" "0.1" "21245" "2434" "0.5" "0.1" "42323" "1701" "1.1" "0.1" "3798" "594" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"40" "0400000US42" "42" "Pennsylvania" "4958427" "8583" "4958427" "" "3212046" "9601" "64.8" "0.1" "1319528" "7885" "26.6" "0.1" "2411102" "12037" "48.6" "0.2" "901007" "8737" "18.2" "0.2" "211068" "2800" "4.3" "0.1" "99968" "1952" "2.0" "0.1" "589876" "5360" "11.9" "0.1" "318553" "3551" "6.4" "0.1" "1746381" "7082" "35.2" "0.1" "1462305" "6618" "29.5" "0.1" "584788" "6105" "11.8" "0.1" "1456320" "7591" "29.4" "0.1" "1405891" "5024" "28.4" "0.1" "2.48" "0.01" "" "" "3.09" "0.01" "" "" "12302669" "" "12302669" "" "4958427" "8583" "40.3" "0.1" "2409363" "12659" "19.6" "0.1" "3615520" "8743" "29.4" "0.1" "677359" "10660" "5.5" "0.1" "642000" "8884" "5.2" "0.1" "290455" "3199" "2.4" "0.1" "5057367" "788" "5057367" "" "1807674" "9389" "35.7" "0.2" "2574543" "11956" "50.9" "0.2" "98473" "2191" "1.9" "0.1" "156071" "2219" "3.1" "0.1" "420606" "4559" "8.3" "0.1" "5416332" "627" "5416332" "" "1616578" "7024" "29.8" "0.1" "2522890" "10992" "46.6" "0.2" "131358" "2332" "2.4" "0.1" "593346" "3414" "11.0" "0.1" "552160" "5452" "10.2" "0.1" "148166" "2738" "148166" "" "56711" "1749" "38.3" "0.9" "34" "1" "" "" "49" "1" "" "" "21" "2" "" "" "91" "2" "" "" "22" "1" "" "" "232575" "3680" "232575" "" "87854" "2200" "37.8" "0.7" "18594" "1077" "8.0" "0.4" "20880" "1116" "9.0" "0.5" "14025" "858" "6.0" "0.4" "34355" "1418" "14.8" "0.6" "87854" "2200" "87854" "" "56390" "1534" "64.2" "0.8" "60859" "1958" "69.3" "1.2" "3149036" "7490" "3149036" "" "197902" "2959" "6.3" "0.1" "147963" "2679" "4.7" "0.1" "1219439" "3038" "38.7" "0.1" "663526" "2867" "21.1" "0.1" "920206" "5937" "29.2" "0.1" "8712762" "867" "8712762" "" "321228" "3852" "3.7" "0.1" "666587" "5535" "7.7" "0.1" "3227985" "11573" "37.0" "0.1" "1435690" "6454" "16.5" "0.1" "661608" "5814" "7.6" "0.1" "1468125" "8777" "16.9" "0.1" "931539" "7304" "10.7" "0.1" "" "" "88.7" "0.1" "" "" "27.5" "0.1" "9963649" "731" "9963649" "" "943417" "4672" "9.5" "0.1" "12525314" "619" "12525314" "" "1651733" "9717" "13.2" "0.1" "2753386" "418" "2753386" "" "136833" "2581" "5.0" "0.1" "7847159" "909" "7847159" "" "839281" "7242" "10.7" "0.1" "1924769" "644" "1924769" "" "675619" "4844" "35.1" "0.3" "12597683" "2051" "12597683" "" "11080279" "15736" "88.0" "0.1" "1462582" "15354" "11.6" "0.1" "912486" "11685" "7.2" "0.1" "550096" "7911" "4.4" "0.1" "320527" "5970" "2.5" "0.1" "229569" "4558" "1.8" "0.1" "54822" "2607" "0.4" "0.1" "12731381" "" "12731381" "" "11971544" "6354" "94.0" "0.1" "11773688" "6184" "92.5" "0.1" "9402805" "10558" "73.9" "0.1" "2370883" "10914" "18.6" "0.1" "197856" "3610" "1.6" "0.1" "759837" "6354" "6.0" "0.1" "759837" "6354" "759837" "" "389609" "4234" "51.3" "0.5" "370228" "5555" "48.7" "0.5" "957693" "6184" "957693" "" "197856" "3610" "197856" "" "10347" "1237" "5.2" "0.6" "187509" "3308" "94.8" "0.6" "759837" "6354" "759837" "" "52983" "2469" "7.0" "0.3" "706854" "6226" "93.0" "0.3" "759837" "6354" "759837" "" "172793" "3470" "22.7" "0.4" "289127" "2462" "38.1" "0.4" "56185" "2615" "7.4" "0.3" "3059" "485" "0.4" "0.1" "222468" "4829" "29.3" "0.5" "16205" "1095" "2.1" "0.1" "12008403" "368" "12008403" "" "10769224" "6989" "89.7" "0.1" "1239179" "6992" "10.3" "0.1" "470970" "4913" "3.9" "0.1" "525218" "4458" "4.4" "0.1" "204631" "3300" "1.7" "0.1" "431562" "6460" "3.6" "0.1" "137101" "3294" "1.1" "0.1" "216885" "2964" "1.8" "0.1" "108998" "2397" "0.9" "0.1" "65514" "3004" "0.5" "0.1" "20240" "1499" "0.2" "0.1" "12731381" "" "12731381" "" "644305" "7187" "5.1" "0.1" "63474" "2703" "0.5" "0.1" "54354" "1740" "0.4" "0.1" "16886" "914" "0.1" "0.1" "235179" "3581" "1.8" "0.1" "983341" "7792" "7.7" "0.1" "219176" "3342" "1.7" "0.1" "29624" "1498" "0.2" "0.1" "3389557" "14173" "26.6" "0.1" "64792" "2255" "0.5" "0.1" "133877" "2481" "1.1" "0.1" "2201128" "11840" "17.3" "0.1" "1553208" "8604" "12.2" "0.1" "76459" "2283" "0.6" "0.1" "43707" "1758" "0.3" "0.1" "855458" "7174" "6.7" "0.1" "19436" "1363" "0.2" "0.1" "194194" "3711" "1.5" "0.1" "159735" "2973" "1.3" "0.1" "196691" "3128" "1.5" "0.1" "226818" "3921" "1.8" "0.1" "91281" "3468" "0.7" "0.1" "105572" "2252" "0.8" "0.1" "67633" "2355" "0.5" "0.1" "113638" "3289" "0.9" "0.1" "172963" "3723" "1.4" "0.1" "72935" "3724" "0.6" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"41" "0400000US44" "44" "Rhode Island" "410058" "1761" "410058" "" "257079" "1902" "62.7" "0.4" "111527" "1739" "27.2" "0.4" "182135" "2034" "44.4" "0.5" "70742" "1602" "17.3" "0.4" "18839" "994" "4.6" "0.2" "8452" "667" "2.1" "0.2" "56105" "1679" "13.7" "0.4" "32333" "1353" "7.9" "0.3" "152979" "2044" "37.3" "0.4" "124767" "1897" "30.4" "0.4" "47215" "1183" "11.5" "0.3" "122585" "1769" "29.9" "0.4" "110903" "977" "27.0" "0.2" "2.46" "0.01" "" "" "3.09" "0.02" "" "" "1009708" "" "1009708" "" "410058" "1761" "40.6" "0.2" "182131" "2052" "18.0" "0.2" "293933" "2592" "29.1" "0.3" "61471" "2340" "6.1" "0.2" "62115" "2121" "6.2" "0.2" "27124" "1167" "2.7" "0.1" "416678" "227" "416678" "" "161524" "1993" "38.8" "0.5" "198272" "2300" "47.6" "0.5" "6352" "658" "1.5" "0.2" "11109" "655" "2.7" "0.2" "39421" "1409" "9.5" "0.3" "455960" "221" "455960" "" "147396" "1803" "32.3" "0.4" "195096" "2310" "42.8" "0.5" "10194" "772" "2.2" "0.2" "46763" "1044" "10.3" "0.2" "56511" "1567" "12.4" "0.3" "12054" "847" "12054" "" "4784" "559" "39.7" "3.0" "31" "4" "" "" "46" "3" "" "" "18" "5" "" "" "81" "6" "" "" "24" "3" "" "" "19172" "1133" "19172" "" "6544" "701" "34.1" "2.7" "1235" "321" "6.4" "1.6" "1446" "346" "7.5" "1.7" "1355" "346" "7.1" "1.7" "2508" "440" "13.1" "2.1" "6544" "701" "6544" "" "3998" "467" "61.1" "2.8" "4631" "615" "70.8" "5.1" "275804" "2110" "275804" "" "15073" "735" "5.5" "0.3" "11182" "728" "4.1" "0.3" "97297" "1096" "35.3" "0.5" "53857" "1012" "19.5" "0.3" "98395" "1589" "35.7" "0.4" "712241" "396" "712241" "" "46668" "1700" "6.6" "0.2" "58828" "1769" "8.3" "0.2" "193602" "2938" "27.2" "0.4" "130755" "2426" "18.4" "0.3" "59198" "1447" "8.3" "0.2" "134313" "2277" "18.9" "0.3" "88877" "1803" "12.5" "0.3" "" "" "85.2" "0.3" "" "" "31.3" "0.4" "828764" "334" "828764" "" "70621" "1603" "8.5" "0.2" "1035516" "324" "1035516" "" "128811" "1951" "12.4" "0.2" "219313" "92" "219313" "" "10110" "761" "4.6" "0.3" "668205" "469" "668205" "" "67674" "1501" "10.1" "0.2" "147998" "304" "147998" "" "51027" "1254" "34.5" "0.8" "1041291" "642" "1041291" "" "900686" "4141" "86.5" "0.4" "132913" "4172" "12.8" "0.4" "83701" "3684" "8.0" "0.4" "49212" "1976" "4.7" "0.2" "17234" "1472" "1.7" "0.1" "31978" "1479" "3.1" "0.1" "7692" "963" "0.7" "0.1" "1051695" "" "1051695" "" "913736" "2557" "86.9" "0.2" "892278" "2675" "84.8" "0.3" "616388" "4210" "58.6" "0.4" "275890" "4404" "26.2" "0.4" "21458" "1079" "2.0" "0.1" "137959" "2557" "13.1" "0.2" "137959" "2557" "137959" "" "69247" "2080" "50.2" "1.2" "68712" "2069" "49.8" "1.2" "159417" "2675" "159417" "" "21458" "1079" "21458" "" "1162" "343" "5.4" "1.5" "20296" "972" "94.6" "1.5" "137959" "2557" "137959" "" "8211" "963" "6.0" "0.7" "129748" "2572" "94.0" "0.7" "137959" "2557" "137959" "" "31178" "1502" "22.6" "0.9" "24585" "903" "17.8" "0.6" "16877" "1105" "12.2" "0.8" "398" "142" "0.3" "0.1" "61622" "1789" "44.7" "1.1" "3299" "451" "2.4" "0.3" "995757" "211" "995757" "" "785383" "3028" "78.9" "0.3" "210374" "3018" "21.1" "0.3" "86168" "2178" "8.7" "0.2" "109457" "1302" "11.0" "0.1" "50073" "1442" "5.0" "0.1" "71970" "2610" "7.2" "0.3" "23012" "1230" "2.3" "0.1" "21246" "978" "2.1" "0.1" "10505" "722" "1.1" "0.1" "7701" "963" "0.8" "0.1" "2578" "519" "0.3" "0.1" "1051695" "" "1051695" "" "31389" "2049" "3.0" "0.2" "8404" "1075" "0.8" "0.1" "1317" "292" "0.1" "0.1" "1914" "365" "0.2" "0.1" "5494" "564" "0.5" "0.1" "123219" "3276" "11.7" "0.3" "118935" "3383" "11.3" "0.3" "49430" "1899" "4.7" "0.2" "58372" "1976" "5.6" "0.2" "7733" "865" "0.7" "0.1" "2575" "423" "0.2" "0.1" "199892" "3872" "19.0" "0.4" "196932" "4300" "18.7" "0.4" "4504" "691" "0.4" "0.1" "4386" "506" "0.4" "0.1" "42830" "1604" "4.1" "0.2" "100533" "2914" "9.6" "0.3" "10692" "921" "1.0" "0.1" "5618" "655" "0.5" "0.1" "20757" "1327" "2.0" "0.1" "912" "275" "0.1" "0.1" "30700" "1629" "2.9" "0.2" "18429" "1310" "1.8" "0.1" "1219" "240" "0.1" "0.1" "3509" "501" "0.3" "0.1" "2943" "415" "0.3" "0.1" "7246" "1054" "0.7" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"42" "0400000US45" "45" "South Carolina" "1780251" "5580" "1780251" "" "1198851" "5388" "67.3" "0.2" "495269" "4637" "27.8" "0.2" "849099" "5929" "47.7" "0.3" "309933" "4733" "17.4" "0.2" "79230" "2103" "4.5" "0.1" "35931" "1459" "2.0" "0.1" "270522" "2818" "15.2" "0.2" "149405" "2259" "8.4" "0.1" "581400" "3814" "32.7" "0.2" "490121" "3932" "27.5" "0.2" "173098" "2947" "9.7" "0.2" "569721" "4744" "32.0" "0.2" "472391" "2254" "26.5" "0.1" "2.55" "0.01" "" "" "3.11" "0.01" "" "" "4540383" "" "4540383" "" "1780251" "5580" "39.2" "0.1" "848365" "6005" "18.7" "0.1" "1344236" "6067" "29.6" "0.1" "337688" "6321" "7.4" "0.1" "229843" "5562" "5.1" "0.1" "85988" "1936" "1.9" "0.1" "1819876" "563" "1819876" "" "628326" "4394" "34.5" "0.2" "915149" "5756" "50.3" "0.3" "53578" "2059" "2.9" "0.1" "52659" "1773" "2.9" "0.1" "170164" "3131" "9.4" "0.2" "1961930" "633" "1961930" "" "563016" "3599" "28.7" "0.2" "897513" "5409" "45.7" "0.3" "73861" "2228" "3.8" "0.1" "205311" "2284" "10.5" "0.1" "222229" "2989" "11.3" "0.2" "63460" "1928" "63460" "" "28830" "1320" "45.4" "1.5" "46" "2" "" "" "56" "2" "" "" "32" "4" "" "" "102" "4" "" "" "21" "2" "" "" "116649" "2476" "116649" "" "57332" "1628" "49.1" "1.1" "10794" "822" "9.3" "0.7" "13263" "1011" "11.4" "0.8" "9544" "695" "8.2" "0.6" "23731" "1377" "20.3" "1.1" "57332" "1628" "57332" "" "36650" "1192" "63.9" "1.0" "40668" "1554" "70.9" "1.7" "1198974" "5227" "1198974" "" "66526" "2103" "5.5" "0.2" "72289" "2079" "6.0" "0.2" "480807" "2738" "40.1" "0.3" "247347" "2234" "20.6" "0.2" "332005" "4166" "27.7" "0.2" "3118029" "922" "3118029" "" "169767" "2987" "5.4" "0.1" "312216" "4133" "10.0" "0.1" "933232" "5681" "29.9" "0.2" "651510" "5444" "20.9" "0.2" "270022" "3499" "8.7" "0.1" "501193" "5528" "16.1" "0.2" "280089" "4413" "9.0" "0.1" "" "" "84.5" "0.2" "" "" "25.1" "0.2" "3566687" "1403" "3566687" "" "391660" "3903" "11.0" "0.1" "4578525" "1059" "4578525" "" "637041" "5470" "13.9" "0.1" "1076230" "460" "1076230" "" "43233" "1510" "4.0" "0.1" "2853629" "1337" "2853629" "" "348831" "4679" "12.2" "0.2" "648666" "521" "648666" "" "244977" "2697" "37.8" "0.4" "4623852" "1685" "4623852" "" "3915031" "11357" "84.7" "0.2" "691183" "11122" "14.9" "0.2" "388439" "8481" "8.4" "0.2" "302744" "6446" "6.5" "0.1" "146117" "4610" "3.2" "0.1" "156627" "4750" "3.4" "0.1" "17638" "1361" "0.4" "0.1" "4679602" "" "4679602" "" "4454279" "3660" "95.2" "0.1" "4405433" "3790" "94.1" "0.1" "2736640" "9052" "58.5" "0.2" "1668793" "9230" "35.7" "0.2" "48846" "2021" "1.0" "0.1" "225323" "3660" "4.8" "0.1" "225323" "3660" "225323" "" "78031" "2414" "34.6" "1.0" "147292" "3493" "65.4" "1.0" "274169" "3790" "274169" "" "48846" "2021" "48846" "" "2010" "468" "4.1" "0.9" "46836" "1862" "95.9" "0.9" "225323" "3660" "225323" "" "10367" "862" "4.6" "0.4" "214956" "3647" "95.4" "0.4" "225323" "3660" "225323" "" "37784" "1822" "16.8" "0.7" "48138" "1219" "21.4" "0.6" "6847" "938" "3.0" "0.4" "923" "218" "0.4" "0.1" "123641" "2615" "54.9" "0.9" "7990" "858" "3.5" "0.4" "4381360" "491" "4381360" "" "4081441" "4001" "93.2" "0.1" "299919" "4050" "6.8" "0.1" "128257" "3036" "2.9" "0.1" "195871" "2714" "4.5" "0.1" "93640" "2489" "2.1" "0.1" "58517" "2613" "1.3" "0.1" "14487" "1328" "0.3" "0.1" "37263" "1208" "0.9" "0.1" "17283" "956" "0.4" "0.1" "8268" "917" "0.2" "0.1" "2847" "590" "0.1" "0.1" "4679602" "" "4679602" "" "601449" "8916" "12.9" "0.2" "11030" "977" "0.2" "0.1" "7393" "851" "0.2" "0.1" "7298" "968" "0.2" "0.1" "42872" "1901" "0.9" "0.1" "427698" "5393" "9.1" "0.1" "87271" "3150" "1.9" "0.1" "15029" "1178" "0.3" "0.1" "472785" "5540" "10.1" "0.1" "13381" "1030" "0.3" "0.1" "11663" "1230" "0.2" "0.1" "457198" "6797" "9.8" "0.1" "131385" "3819" "2.8" "0.1" "4459" "648" "0.1" "0.1" "16836" "1096" "0.4" "0.1" "61431" "2471" "1.3" "0.1" "5372" "845" "0.1" "0.1" "16728" "1303" "0.4" "0.1" "114532" "3213" "2.4" "0.1" "101474" "3015" "2.2" "0.1" "5037" "595" "0.1" "0.1" "47419" "2556" "1.0" "0.1" "22328" "1418" "0.5" "0.1" "8398" "775" "0.2" "0.1" "8098" "1250" "0.2" "0.1" "23909" "1527" "0.5" "0.1" "12539" "1162" "0.3" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"43" "0400000US46" "46" "South Dakota" "323136" "1682" "323136" "" "209387" "1827" "64.8" "0.4" "92808" "1508" "28.7" "0.4" "164037" "1793" "50.8" "0.5" "64125" "1510" "19.8" "0.4" "14007" "717" "4.3" "0.2" "7800" "561" "2.4" "0.2" "31343" "893" "9.7" "0.3" "20883" "776" "6.5" "0.2" "113749" "1512" "35.2" "0.4" "94358" "1493" "29.2" "0.4" "34773" "876" "10.8" "0.3" "101011" "1516" "31.3" "0.4" "80478" "651" "24.9" "0.2" "2.45" "0.01" "" "" "3.03" "0.02" "" "" "791231" "" "791231" "" "323136" "1682" "40.8" "0.2" "163647" "1722" "20.7" "0.2" "226543" "1892" "28.6" "0.2" "34070" "1708" "4.3" "0.2" "43835" "1650" "5.5" "0.2" "19840" "807" "2.5" "0.1" "326286" "438" "326286" "" "107486" "1484" "32.9" "0.5" "172868" "1821" "53.0" "0.6" "3834" "502" "1.2" "0.2" "8417" "469" "2.6" "0.1" "33681" "935" "10.3" "0.3" "328242" "428" "328242" "" "85197" "1314" "26.0" "0.4" "170777" "1812" "52.0" "0.5" "4390" "460" "1.3" "0.1" "31694" "770" "9.7" "0.2" "36184" "1106" "11.0" "0.3" "12365" "731" "12365" "" "4315" "445" "34.9" "2.9" "45" "5" "" "" "66" "4" "" "" "23" "6" "" "" "124" "8" "" "" "23" "3" "" "" "11962" "822" "11962" "" "6484" "597" "54.2" "2.7" "1388" "233" "11.6" "1.7" "1420" "298" "11.9" "2.3" "904" "173" "7.6" "1.4" "2772" "361" "23.2" "2.3" "6484" "597" "6484" "" "4155" "372" "64.1" "2.0" "4122" "491" "63.6" "3.7" "215275" "1732" "215275" "" "14078" "661" "6.5" "0.3" "11188" "564" "5.2" "0.3" "87886" "983" "40.8" "0.5" "45240" "925" "21.0" "0.4" "56883" "1459" "26.4" "0.5" "537888" "550" "537888" "" "23263" "787" "4.3" "0.1" "28594" "1084" "5.3" "0.2" "171253" "2423" "31.8" "0.5" "119234" "1900" "22.2" "0.4" "54810" "1341" "10.2" "0.2" "98423" "1756" "18.3" "0.3" "42311" "1541" "7.9" "0.3" "" "" "90.4" "0.3" "" "" "26.2" "0.4" "618047" "405" "618047" "" "67886" "1232" "11.0" "0.2" "807439" "327" "807439" "" "96206" "1763" "11.9" "0.2" "202990" "322" "202990" "" "7040" "498" "3.5" "0.2" "491666" "513" "491666" "" "48843" "1533" "9.9" "0.3" "112783" "346" "112783" "" "40323" "814" "35.8" "0.7" "814196" "534" "814196" "" "681064" "3648" "83.6" "0.4" "130330" "3596" "16.0" "0.4" "67586" "2484" "8.3" "0.3" "62744" "2385" "7.7" "0.3" "35276" "1775" "4.3" "0.2" "27468" "1627" "3.4" "0.2" "2802" "441" "0.3" "0.1" "825198" "" "825198" "" "802143" "1194" "97.2" "0.1" "797356" "1191" "96.6" "0.1" "534836" "3124" "64.8" "0.4" "262520" "3187" "31.8" "0.4" "4787" "443" "0.6" "0.1" "23055" "1194" "2.8" "0.1" "23055" "1194" "23055" "" "8680" "782" "37.6" "3.0" "14375" "1077" "62.4" "3.0" "27842" "1191" "27842" "" "4787" "443" "4787" "" "315" "162" "6.6" "3.3" "4472" "443" "93.4" "3.3" "23055" "1194" "23055" "" "3076" "512" "13.3" "2.2" "19979" "1198" "86.7" "2.2" "23055" "1194" "23055" "" "3839" "635" "16.7" "2.3" "7102" "493" "30.8" "2.4" "4443" "647" "19.3" "2.4" "126" "65" "0.5" "0.3" "6506" "568" "28.2" "2.2" "1039" "199" "4.5" "0.8" "766263" "287" "766263" "" "714184" "1560" "93.2" "0.2" "52079" "1500" "6.8" "0.2" "16389" "957" "2.1" "0.1" "16214" "767" "2.1" "0.1" "6451" "605" "0.8" "0.1" "14052" "1046" "1.8" "0.1" "3387" "554" "0.4" "0.1" "5650" "545" "0.7" "0.1" "3104" "477" "0.4" "0.1" "16163" "934" "2.1" "0.1" "3447" "494" "0.4" "0.1" "825198" "" "825198" "" "30950" "1303" "3.8" "0.2" "1943" "481" "0.2" "0.1" "18653" "1150" "2.3" "0.1" "17765" "958" "2.2" "0.1" "38728" "1571" "4.7" "0.2" "51825" "1975" "6.3" "0.2" "21229" "1117" "2.6" "0.1" "4201" "559" "0.5" "0.1" "340265" "3773" "41.2" "0.5" "1076" "224" "0.1" "0.1" "1256" "233" "0.2" "0.1" "91357" "2568" "11.1" "0.3" "10982" "982" "1.3" "0.1" "529" "250" "0.1" "0.1" "114637" "2556" "13.9" "0.3" "13360" "1034" "1.6" "0.1" "657" "266" "0.1" "0.1" "11929" "872" "1.4" "0.1" "5568" "529" "0.7" "0.1" "10045" "748" "1.2" "0.1" "306" "154" "0.0" "0.1" "5089" "784" "0.6" "0.1" "29157" "1417" "3.5" "0.2" "3080" "447" "0.4" "0.1" "1431" "374" "0.2" "0.1" "4651" "470" "0.6" "0.1" "333" "141" "0.0" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"44" "0400000US47" "47" "Tennessee" "2475195" "6759" "2475195" "" "1654579" "6956" "66.8" "0.2" "695010" "6234" "28.1" "0.2" "1213035" "8286" "49.0" "0.3" "459022" "5845" "18.5" "0.2" "109210" "2653" "4.4" "0.1" "53623" "1636" "2.2" "0.1" "332334" "3501" "13.4" "0.1" "182365" "2987" "7.4" "0.1" "820616" "4869" "33.2" "0.2" "694662" "4528" "28.1" "0.2" "238584" "3721" "9.6" "0.1" "792503" "5886" "32.0" "0.2" "630573" "3158" "25.5" "0.1" "2.52" "0.01" "" "" "3.09" "0.01" "" "" "6249085" "" "6249085" "" "2475195" "6759" "39.6" "0.1" "1212396" "8215" "19.4" "0.1" "1830324" "7267" "29.3" "0.1" "422454" "8150" "6.8" "0.1" "308716" "6542" "4.9" "0.1" "127164" "2644" "2.0" "0.1" "2488361" "1035" "2488361" "" "779963" "5110" "31.3" "0.2" "1300363" "7915" "52.3" "0.3" "49924" "1900" "2.0" "0.1" "67689" "1537" "2.7" "0.1" "290422" "4331" "11.7" "0.2" "2675319" "886" "2675319" "" "684281" "4763" "25.6" "0.2" "1284906" "7644" "48.0" "0.3" "70561" "2403" "2.6" "0.1" "270493" "2538" "10.1" "0.1" "365078" "4260" "13.6" "0.2" "91077" "2477" "91077" "" "36991" "1492" "40.6" "1.2" "45" "2" "" "" "58" "2" "" "" "32" "3" "" "" "104" "3" "" "" "25" "2" "" "" "153869" "3391" "153869" "" "76084" "2113" "49.4" "0.9" "15613" "1045" "10.1" "0.6" "16992" "1014" "11.0" "0.7" "12970" "942" "8.4" "0.6" "30509" "1319" "19.8" "0.8" "76084" "2113" "76084" "" "47762" "1325" "62.8" "0.9" "53422" "1952" "70.2" "1.2" "1590507" "5151" "1590507" "" "88735" "1892" "5.6" "0.1" "82681" "1805" "5.2" "0.1" "667461" "2828" "42.0" "0.2" "339881" "2363" "21.4" "0.2" "411749" "5013" "25.9" "0.3" "4292718" "1343" "4292718" "" "259857" "3585" "6.1" "0.1" "410057" "4956" "9.6" "0.1" "1419730" "7650" "33.1" "0.2" "907130" "6325" "21.1" "0.1" "272396" "3746" "6.3" "0.1" "657028" "5389" "15.3" "0.1" "366520" "4965" "8.5" "0.1" "" "" "84.4" "0.2" "" "" "23.8" "0.2" "4892602" "1052" "4892602" "" "484901" "4059" "9.9" "0.1" "6300636" "839" "6300636" "" "953492" "6756" "15.1" "0.1" "1489640" "620" "1489640" "" "67713" "2088" "4.5" "0.1" "3951023" "1160" "3951023" "" "535421" "5586" "13.6" "0.1" "859973" "912" "859973" "" "350358" "2620" "40.7" "0.3" "6326649" "1902" "6326649" "" "5351432" "13167" "84.6" "0.2" "953076" "13257" "15.1" "0.2" "594232" "11483" "9.4" "0.2" "358844" "6987" "5.7" "0.1" "186850" "4803" "3.0" "0.1" "171994" "5084" "2.7" "0.1" "22141" "1723" "0.3" "0.1" "6402387" "" "6402387" "" "6105996" "4948" "95.4" "0.1" "6055562" "5010" "94.6" "0.1" "3918987" "11298" "61.2" "0.2" "2136575" "10257" "33.4" "0.2" "50434" "2320" "0.8" "0.1" "296391" "4948" "4.6" "0.1" "296391" "4948" "296391" "" "103642" "2727" "35.0" "0.8" "192749" "4141" "65.0" "0.8" "346825" "5010" "346825" "" "50434" "2320" "50434" "" "1795" "419" "3.6" "0.8" "48639" "2194" "96.4" "0.8" "296391" "4948" "296391" "" "18732" "1545" "6.3" "0.5" "277659" "4680" "93.7" "0.5" "296391" "4948" "296391" "" "32892" "1542" "11.1" "0.5" "84428" "2025" "28.5" "0.6" "25475" "1968" "8.6" "0.6" "1820" "372" "0.6" "0.1" "143408" "3137" "48.4" "0.7" "8368" "776" "2.8" "0.3" "5998956" "708" "5998956" "" "5601411" "4691" "93.4" "0.1" "397545" "4711" "6.6" "0.1" "168938" "3389" "2.8" "0.1" "232394" "3228" "3.9" "0.1" "110114" "2531" "1.8" "0.1" "73653" "2636" "1.2" "0.1" "18961" "1495" "0.3" "0.1" "59919" "1857" "1.0" "0.1" "27293" "1310" "0.5" "0.1" "31579" "2630" "0.5" "0.1" "12570" "1668" "0.2" "0.1" "6402387" "" "6402387" "" "1076101" "10428" "16.8" "0.2" "27712" "2392" "0.4" "0.1" "10092" "935" "0.2" "0.1" "10443" "1091" "0.2" "0.1" "81163" "2639" "1.3" "0.1" "643777" "7558" "10.1" "0.1" "112786" "3414" "1.8" "0.1" "16727" "1327" "0.3" "0.1" "658867" "7561" "10.3" "0.1" "11659" "997" "0.2" "0.1" "11596" "943" "0.2" "0.1" "704510" "7715" "11.0" "0.1" "137590" "4187" "2.1" "0.1" "4510" "650" "0.1" "0.1" "27173" "1549" "0.4" "0.1" "65397" "2307" "1.0" "0.1" "5861" "749" "0.1" "0.1" "20157" "1320" "0.3" "0.1" "153423" "3537" "2.4" "0.1" "134714" "3276" "2.1" "0.1" "3445" "525" "0.1" "0.1" "57244" "2859" "0.9" "0.1" "35936" "1785" "0.6" "0.1" "11509" "967" "0.2" "0.1" "6415" "919" "0.1" "0.1" "33730" "1677" "0.5" "0.1" "9685" "923" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"45" "0400000US48" "48" "Texas" "8886471" "18279" "8886471" "" "6206755" "17642" "69.8" "0.1" "3031308" "15438" "34.1" "0.1" "4485819" "20302" "50.5" "0.2" "2064717" "15971" "23.2" "0.1" "447557" "4722" "5.0" "0.1" "210854" "3441" "2.4" "0.1" "1273379" "7808" "14.3" "0.1" "755737" "6127" "8.5" "0.1" "2679716" "9568" "30.2" "0.1" "2206158" "9286" "24.8" "0.1" "664015" "8055" "7.5" "0.1" "3416037" "15282" "38.4" "0.1" "1921511" "7076" "21.6" "0.1" "2.82" "0.01" "" "" "3.41" "0.01" "" "" "25053229" "" "25053229" "" "8886471" "18279" "35.5" "0.1" "4482993" "20688" "17.9" "0.1" "8322527" "17095" "33.2" "0.1" "2136128" "23980" "8.5" "0.1" "1225110" "15873" "4.9" "0.1" "470277" "5330" "1.9" "0.1" "9769112" "1542" "9769112" "" "3374368" "13346" "34.5" "0.1" "5050994" "18374" "51.7" "0.2" "214944" "3933" "2.2" "0.1" "214809" "3202" "2.2" "0.1" "913997" "8279" "9.4" "0.1" "10074466" "1404" "10074466" "" "2824151" "10346" "28.0" "0.1" "4870826" "15996" "48.3" "0.2" "326554" "5187" "3.2" "0.1" "821216" "4856" "8.2" "0.1" "1231719" "8125" "12.2" "0.1" "402540" "4633" "402540" "" "138925" "2941" "34.5" "0.6" "42" "1" "" "" "62" "1" "" "" "38" "1" "" "" "108" "2" "" "" "26" "1" "" "" "740332" "7690" "740332" "" "317820" "5448" "42.9" "0.5" "72253" "2543" "9.8" "0.3" "77746" "2293" "10.5" "0.3" "53072" "2031" "7.2" "0.3" "114749" "3369" "15.5" "0.4" "317820" "5448" "317820" "" "195401" "3339" "61.5" "0.4" "235792" "4624" "74.2" "0.6" "7257378" "14503" "7257378" "" "448365" "5980" "6.2" "0.1" "417271" "5076" "5.7" "0.1" "3108175" "7086" "42.8" "0.1" "1501776" "5536" "20.7" "0.1" "1781791" "11371" "24.6" "0.1" "16080307" "2208" "16080307" "" "1516977" "9547" "9.4" "0.1" "1511267" "11390" "9.4" "0.1" "4070700" "16480" "25.3" "0.1" "3654061" "13626" "22.7" "0.1" "1041307" "8877" "6.5" "0.1" "2850532" "16072" "17.7" "0.1" "1435463" "12240" "8.9" "0.1" "" "" "81.2" "0.1" "" "" "26.7" "0.1" "18612749" "2401" "18612749" "" "1583272" "7880" "8.5" "0.1" "25158370" "2290" "25158370" "" "2902056" "12737" "11.5" "0.1" "6913845" "1095" "6913845" "" "285364" "4168" "4.1" "0.1" "15591975" "2702" "15591975" "" "1550620" "9929" "9.9" "0.1" "2652550" "1297" "2652550" "" "1066072" "5099" "40.2" "0.2" "25281858" "4294" "25281858" "" "20932432" "32664" "82.8" "0.1" "4165571" "31924" "16.5" "0.1" "2643496" "25492" "10.5" "0.1" "1522075" "16785" "6.0" "0.1" "1008181" "10735" "4.0" "0.1" "513894" "10564" "2.0" "0.1" "183855" "5085" "0.7" "0.1" "25639373" "" "25639373" "" "21451443" "16235" "83.7" "0.1" "21128625" "17087" "82.4" "0.1" "15497565" "23645" "60.4" "0.1" "5631060" "17736" "22.0" "0.1" "322818" "5956" "1.3" "0.1" "4187930" "16235" "16.3" "0.1" "4187930" "16235" "4187930" "" "1396701" "9523" "33.4" "0.2" "2791229" "17029" "66.6" "0.2" "4510748" "17087" "4510748" "" "322818" "5956" "322818" "" "15700" "1322" "4.9" "0.4" "307118" "5536" "95.1" "0.4" "4187930" "16235" "4187930" "" "195209" "4938" "4.7" "0.1" "3992721" "16159" "95.3" "0.1" "4187930" "16235" "4187930" "" "182588" "3850" "4.4" "0.1" "796347" "4859" "19.0" "0.1" "144794" "4678" "3.5" "0.1" "9916" "905" "0.2" "0.1" "3009294" "15232" "71.9" "0.2" "44991" "2021" "1.1" "0.1" "23704400" "783" "23704400" "" "15471149" "15635" "65.3" "0.1" "8233251" "15504" "34.7" "0.1" "3374551" "14695" "14.2" "0.1" "6983384" "15508" "29.5" "0.1" "2926515" "13992" "12.3" "0.1" "481755" "7420" "2.0" "0.1" "122003" "3595" "0.5" "0.1" "617042" "5725" "2.6" "0.1" "282167" "4246" "1.2" "0.1" "151070" "4811" "0.6" "0.1" "43866" "2245" "0.2" "0.1" "25639373" "" "25639373" "" "1451669" "12948" "5.7" "0.1" "103087" "3760" "0.4" "0.1" "204744" "4015" "0.8" "0.1" "49784" "2204" "0.2" "0.1" "218243" "4676" "0.9" "0.1" "1693201" "13370" "6.6" "0.1" "563182" "7777" "2.2" "0.1" "72253" "2105" "0.3" "0.1" "2654271" "16555" "10.4" "0.1" "47810" "2365" "0.2" "0.1" "38520" "1897" "0.2" "0.1" "1878519" "13885" "7.3" "0.1" "491692" "7647" "1.9" "0.1" "15462" "1130" "0.1" "0.1" "129724" "3557" "0.5" "0.1" "281103" "5348" "1.1" "0.1" "29343" "2016" "0.1" "0.1" "80209" "2738" "0.3" "0.1" "271748" "4698" "1.1" "0.1" "370009" "5954" "1.4" "0.1" "10988" "966" "0.0" "0.1" "238524" "7671" "0.9" "0.1" "151800" "3943" "0.6" "0.1" "32561" "1909" "0.1" "0.1" "20647" "1621" "0.1" "0.1" "98198" "3250" "0.4" "0.1" "62312" "2978" "0.2" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"46" "0400000US49" "49" "Utah" "886770" "2762" "886770" "" "665954" "3785" "75.1" "0.3" "348127" "2969" "39.3" "0.3" "542959" "3964" "61.2" "0.4" "279135" "2931" "31.5" "0.3" "36740" "1477" "4.1" "0.2" "18943" "1002" "2.1" "0.1" "86255" "1806" "9.7" "0.2" "50049" "1433" "5.6" "0.2" "220816" "3018" "24.9" "0.3" "171944" "2855" "19.4" "0.3" "59078" "1342" "6.7" "0.1" "379327" "2877" "42.8" "0.3" "180530" "1194" "20.4" "0.1" "3.12" "0.01" "" "" "3.61" "0.01" "" "" "2767206" "" "2767206" "" "886770" "2762" "32.0" "0.1" "543094" "3550" "19.6" "0.1" "1028305" "3954" "37.2" "0.1" "167675" "4963" "6.1" "0.2" "141362" "4293" "5.1" "0.2" "35893" "1370" "1.3" "0.1" "1030352" "489" "1030352" "" "327323" "2813" "31.8" "0.3" "588900" "4126" "57.2" "0.4" "13044" "854" "1.3" "0.1" "17091" "782" "1.7" "0.1" "83994" "1941" "8.2" "0.2" "1035668" "398" "1035668" "" "270469" "2580" "26.1" "0.2" "579740" "3510" "56.0" "0.3" "19177" "1029" "1.9" "0.1" "60639" "1209" "5.9" "0.1" "105643" "2270" "10.2" "0.2" "53252" "1395" "53252" "" "8640" "670" "16.2" "1.2" "27" "2" "" "" "76" "2" "" "" "18" "3" "" "" "131" "4" "" "" "30" "2" "" "" "58701" "2043" "58701" "" "19255" "981" "32.8" "1.5" "4813" "575" "8.2" "1.0" "4033" "435" "6.9" "0.7" "3074" "426" "5.2" "0.7" "7335" "644" "12.5" "1.1" "19255" "981" "19255" "" "10919" "589" "56.7" "1.5" "15018" "939" "78.0" "2.2" "921482" "3853" "921482" "" "58642" "1428" "6.4" "0.1" "50054" "1405" "5.4" "0.1" "382452" "1916" "41.5" "0.3" "179066" "1666" "19.4" "0.2" "251268" "3111" "27.3" "0.3" "1610602" "553" "1610602" "" "49513" "1723" "3.1" "0.1" "97839" "1743" "6.1" "0.1" "380031" "4106" "23.6" "0.3" "444913" "3683" "27.6" "0.2" "150873" "1981" "9.4" "0.1" "327448" "3164" "20.3" "0.2" "159985" "2706" "9.9" "0.2" "" "" "90.9" "0.1" "" "" "30.3" "0.3" "1928984" "584" "1928984" "" "143771" "1992" "7.5" "0.1" "2786143" "482" "2786143" "" "250859" "3134" "9.0" "0.1" "876362" "297" "876362" "" "26429" "1206" "3.0" "0.1" "1652632" "716" "1652632" "" "134410" "2336" "8.1" "0.1" "257149" "370" "257149" "" "90020" "1698" "35.0" "0.7" "2764160" "1141" "2764160" "" "2288521" "8076" "82.8" "0.3" "457396" "7871" "16.5" "0.3" "286304" "7023" "10.4" "0.3" "171092" "5047" "6.2" "0.2" "85198" "3620" "3.1" "0.1" "85894" "3294" "3.1" "0.1" "18243" "1448" "0.7" "0.1" "2813673" "" "2813673" "" "2582304" "3772" "91.8" "0.1" "2554413" "3789" "90.8" "0.1" "1750162" "6570" "62.2" "0.2" "804251" "6345" "28.6" "0.2" "27891" "1329" "1.0" "0.1" "231369" "3772" "8.2" "0.1" "231369" "3772" "231369" "" "80391" "2349" "34.7" "1.0" "150978" "3617" "65.3" "1.0" "259260" "3789" "259260" "" "27891" "1329" "27891" "" "1193" "267" "4.3" "0.9" "26698" "1293" "95.7" "0.9" "231369" "3772" "231369" "" "11556" "1209" "5.0" "0.5" "219813" "3592" "95.0" "0.5" "231369" "3772" "231369" "" "25835" "1351" "11.2" "0.5" "42877" "1322" "18.5" "0.5" "6270" "740" "2.7" "0.3" "8646" "807" "3.7" "0.3" "138995" "2737" "60.1" "0.8" "8746" "725" "3.8" "0.3" "2554331" "302" "2554331" "" "2187829" "3995" "85.7" "0.2" "366502" "3974" "14.3" "0.2" "133359" "3263" "5.2" "0.1" "245947" "3330" "9.6" "0.1" "97348" "2729" "3.8" "0.1" "50295" "1996" "2.0" "0.1" "11549" "849" "0.5" "0.1" "52584" "1864" "2.1" "0.1" "20447" "1002" "0.8" "0.1" "17676" "1138" "0.7" "0.1" "4015" "692" "0.2" "0.1" "2813673" "" "2813673" "" "175310" "4053" "6.2" "0.1" "6002" "1070" "0.2" "0.1" "6508" "789" "0.2" "0.1" "148021" "3733" "5.3" "0.1" "67075" "2809" "2.4" "0.1" "725023" "6394" "25.8" "0.2" "55458" "1924" "2.0" "0.1" "6797" "707" "0.2" "0.1" "327451" "5246" "11.6" "0.2" "13809" "1248" "0.5" "0.1" "4663" "720" "0.2" "0.1" "174744" "4638" "6.2" "0.2" "77752" "2641" "2.8" "0.1" "1813" "332" "0.1" "0.1" "66501" "2587" "2.4" "0.1" "23809" "1324" "0.8" "0.1" "4915" "668" "0.2" "0.1" "10729" "1012" "0.4" "0.1" "21042" "1485" "0.7" "0.1" "128343" "3895" "4.6" "0.1" "1522" "395" "0.1" "0.1" "11333" "1280" "0.4" "0.1" "112950" "3179" "4.0" "0.1" "34585" "1674" "1.2" "0.1" "3431" "522" "0.1" "0.1" "58296" "2562" "2.1" "0.1" "1809" "487" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"47" "0400000US50" "50" "Vermont" "257004" "1218" "257004" "" "161275" "1390" "62.8" "0.5" "66389" "1083" "25.8" "0.4" "127061" "1296" "49.4" "0.5" "45051" "900" "17.5" "0.3" "10457" "619" "4.1" "0.2" "5952" "484" "2.3" "0.2" "23757" "910" "9.2" "0.3" "15386" "718" "6.0" "0.3" "95729" "1349" "37.2" "0.5" "72895" "1190" "28.4" "0.4" "27370" "721" "10.6" "0.3" "71606" "1071" "27.9" "0.4" "67422" "479" "26.2" "0.2" "2.34" "0.01" "" "" "2.86" "0.02" "" "" "600630" "" "600630" "" "257004" "1218" "42.8" "0.2" "126963" "1368" "21.1" "0.2" "153848" "1469" "25.6" "0.2" "19095" "1042" "3.2" "0.2" "43720" "1398" "7.3" "0.2" "21642" "768" "3.6" "0.1" "255692" "239" "255692" "" "87124" "981" "34.1" "0.4" "131933" "1540" "51.6" "0.6" "2910" "401" "1.1" "0.2" "5996" "367" "2.3" "0.1" "27729" "965" "10.8" "0.4" "267771" "214" "267771" "" "73686" "930" "27.5" "0.3" "132629" "1325" "49.5" "0.5" "3803" "351" "1.4" "0.1" "22842" "617" "8.5" "0.2" "34811" "964" "13.0" "0.4" "6025" "401" "6025" "" "2028" "250" "33.7" "3.0" "25" "3" "" "" "41" "3" "" "" "13" "4" "" "" "77" "6" "" "" "20" "3" "" "" "7569" "572" "7569" "" "3212" "448" "42.4" "3.9" "990" "261" "13.1" "3.1" "1085" "274" "14.3" "3.3" "311" "110" "4.1" "1.4" "826" "194" "10.9" "2.4" "3212" "448" "3212" "" "1920" "275" "59.8" "2.9" "2505" "422" "78.0" "4.8" "153287" "1214" "153287" "" "8718" "464" "5.7" "0.3" "6716" "416" "4.4" "0.3" "56629" "699" "36.9" "0.5" "32146" "636" "21.0" "0.4" "49078" "966" "32.0" "0.5" "433401" "319" "433401" "" "13023" "598" "3.0" "0.1" "24298" "995" "5.6" "0.2" "133370" "1623" "30.8" "0.4" "74867" "1459" "17.3" "0.3" "36977" "1109" "8.5" "0.3" "91084" "1584" "21.0" "0.4" "59782" "1334" "13.8" "0.3" "" "" "91.4" "0.3" "" "" "34.8" "0.5" "498663" "175" "498663" "" "48456" "938" "9.7" "0.2" "619732" "141" "619732" "" "82594" "1532" "13.3" "0.2" "126325" "101" "126325" "" "7151" "507" "5.7" "0.4" "401614" "237" "401614" "" "44474" "1250" "11.1" "0.3" "91793" "171" "91793" "" "30969" "613" "33.7" "0.7" "620479" "343" "620479" "" "537391" "2547" "86.6" "0.4" "80590" "2481" "13.0" "0.4" "45624" "1915" "7.4" "0.3" "34966" "1423" "5.6" "0.2" "12504" "945" "2.0" "0.2" "22462" "1229" "3.6" "0.2" "2498" "390" "0.4" "0.1" "625904" "" "625904" "" "600314" "1070" "95.9" "0.2" "594696" "1122" "95.0" "0.2" "320769" "2548" "51.2" "0.4" "273927" "2571" "43.8" "0.4" "5618" "454" "0.9" "0.1" "25590" "1070" "4.1" "0.2" "25590" "1070" "25590" "" "15071" "792" "58.9" "2.4" "10519" "834" "41.1" "2.4" "31208" "1122" "31208" "" "5618" "454" "5618" "" "93" "53" "1.7" "1.0" "5525" "457" "98.3" "1.0" "25590" "1070" "25590" "" "1294" "334" "5.1" "1.3" "24296" "1061" "94.9" "1.3" "25590" "1070" "25590" "" "8025" "587" "31.4" "1.6" "7118" "492" "27.8" "1.6" "1788" "329" "7.0" "1.3" "142" "66" "0.6" "0.3" "2673" "342" "10.4" "1.2" "5844" "440" "22.8" "1.7" "594667" "189" "594667" "" "563632" "1174" "94.8" "0.2" "31035" "1173" "5.2" "0.2" "8754" "627" "1.5" "0.1" "6179" "494" "1.0" "0.1" "1473" "272" "0.2" "0.1" "18349" "1014" "3.1" "0.2" "4215" "467" "0.7" "0.1" "4808" "470" "0.8" "0.1" "2439" "368" "0.4" "0.1" "1699" "457" "0.3" "0.1" "627" "285" "0.1" "0.1" "625904" "" "625904" "" "48845" "1672" "7.8" "0.3" "2632" "453" "0.4" "0.1" "2336" "364" "0.4" "0.1" "2332" "368" "0.4" "0.1" "8625" "607" "1.4" "0.1" "107836" "2119" "17.2" "0.3" "89863" "2491" "14.4" "0.4" "52443" "1823" "8.4" "0.3" "65083" "1764" "10.4" "0.3" "2401" "398" "0.4" "0.1" "3171" "451" "0.5" "0.1" "114636" "2272" "18.3" "0.4" "46897" "1571" "7.5" "0.3" "2128" "277" "0.3" "0.1" "4978" "524" "0.8" "0.1" "23757" "1153" "3.8" "0.2" "2814" "409" "0.4" "0.1" "8521" "689" "1.4" "0.1" "7025" "546" "1.1" "0.1" "27653" "1098" "4.4" "0.2" "1224" "255" "0.2" "0.1" "2157" "394" "0.3" "0.1" "9971" "688" "1.6" "0.1" "2271" "348" "0.4" "0.1" "1666" "304" "0.3" "0.1" "6594" "545" "1.1" "0.1" "792" "203" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"48" "0400000US51" "51" "Virginia" "3022739" "8232" "3022739" "" "2037361" "8148" "67.4" "0.2" "903081" "6837" "29.9" "0.2" "1538874" "9301" "50.9" "0.2" "638675" "6745" "21.1" "0.2" "126645" "2724" "4.2" "0.1" "59973" "1628" "2.0" "0.1" "371842" "4260" "12.3" "0.1" "204433" "3633" "6.8" "0.1" "985378" "5374" "32.6" "0.2" "798775" "5980" "26.4" "0.2" "268441" "3851" "8.9" "0.1" "1002271" "6774" "33.2" "0.2" "728524" "3381" "24.1" "0.1" "2.60" "0.01" "" "" "3.15" "0.01" "" "" "7859322" "" "7859322" "" "3022739" "8232" "38.5" "0.1" "1537989" "9599" "19.6" "0.1" "2323502" "6758" "29.6" "0.1" "515861" "9181" "6.6" "0.1" "459231" "8824" "5.8" "0.1" "152956" "2780" "1.9" "0.1" "3191903" "1122" "3191903" "" "1097548" "6525" "34.4" "0.2" "1676998" "8783" "52.5" "0.3" "71251" "2060" "2.2" "0.1" "74214" "1751" "2.3" "0.1" "271892" "3567" "8.5" "0.1" "3367195" "1090" "3367195" "" "950651" "5777" "28.2" "0.2" "1646482" "7963" "48.9" "0.2" "97492" "2116" "2.9" "0.1" "292634" "3078" "8.7" "0.1" "379936" "4820" "11.3" "0.1" "108455" "2225" "108455" "" "34135" "1571" "31.5" "1.3" "33" "1" "" "" "53" "1" "" "" "19" "2" "" "" "95" "2" "" "" "25" "1" "" "" "175943" "3678" "175943" "" "66518" "2322" "37.8" "1.0" "12894" "951" "7.3" "0.5" "14987" "1007" "8.5" "0.5" "11791" "981" "6.7" "0.6" "26846" "1463" "15.3" "0.7" "66518" "2322" "66518" "" "40881" "1417" "61.5" "0.9" "47805" "2148" "71.9" "1.5" "2141410" "6955" "2141410" "" "128432" "2432" "6.0" "0.1" "107273" "2131" "5.0" "0.1" "820383" "3359" "38.3" "0.2" "425127" "2730" "19.9" "0.1" "660195" "6039" "30.8" "0.2" "5427938" "1980" "5427938" "" "275873" "4211" "5.1" "0.1" "405313" "5558" "7.5" "0.1" "1365578" "8921" "25.2" "0.2" "1091965" "5898" "20.1" "0.1" "378176" "4507" "7.0" "0.1" "1113869" "7361" "20.5" "0.1" "797164" "7741" "14.7" "0.1" "" "" "87.5" "0.1" "" "" "35.2" "0.2" "6129622" "2243" "6129622" "" "726470" "5123" "11.9" "0.1" "7881300" "2092" "7881300" "" "864380" "6463" "11.0" "0.1" "1852537" "743" "1852537" "" "66472" "2176" "3.6" "0.1" "5032086" "2228" "5032086" "" "453544" "4825" "9.0" "0.1" "996677" "916" "996677" "" "344364" "3270" "34.6" "0.3" "8002371" "1950" "8002371" "" "6779741" "13552" "84.7" "0.2" "1164805" "13104" "14.6" "0.2" "524530" "9385" "6.6" "0.1" "640275" "9133" "8.0" "0.1" "382698" "7403" "4.8" "0.1" "257577" "5389" "3.2" "0.1" "57825" "2953" "0.7" "0.1" "8100653" "" "8100653" "" "7183099" "6694" "88.7" "0.1" "7045442" "6539" "87.0" "0.1" "4028262" "11267" "49.7" "0.1" "3017180" "11738" "37.2" "0.1" "137657" "2725" "1.7" "0.1" "917554" "6696" "11.3" "0.1" "917554" "6696" "917554" "" "434927" "5927" "47.4" "0.6" "482627" "7350" "52.6" "0.6" "1055211" "6541" "1055211" "" "137657" "2725" "137657" "" "4912" "540" "3.6" "0.4" "132745" "2629" "96.4" "0.4" "917554" "6696" "917554" "" "51693" "3167" "5.6" "0.3" "865861" "6092" "94.4" "0.3" "917540" "6695" "917540" "" "100419" "3073" "10.9" "0.3" "377558" "3437" "41.1" "0.4" "86266" "2695" "9.4" "0.3" "4009" "577" "0.4" "0.1" "333610" "4230" "36.4" "0.4" "15678" "1055" "1.7" "0.1" "7590865" "644" "7590865" "" "6459988" "7358" "85.1" "0.1" "1130877" "7271" "14.9" "0.1" "424201" "4425" "5.6" "0.1" "506648" "4052" "6.7" "0.1" "218073" "3454" "2.9" "0.1" "260085" "5999" "3.4" "0.1" "64890" "2528" "0.9" "0.1" "265687" "3236" "3.5" "0.1" "111974" "2455" "1.5" "0.1" "98457" "3628" "1.3" "0.1" "29264" "1884" "0.4" "0.1" "8100653" "" "8100653" "" "904956" "11327" "11.2" "0.1" "63514" "3147" "0.8" "0.1" "23290" "1244" "0.3" "0.1" "18565" "1288" "0.2" "0.1" "82874" "2827" "1.0" "0.1" "892051" "8966" "11.0" "0.1" "161584" "3736" "2.0" "0.1" "34244" "1655" "0.4" "0.1" "975450" "9014" "12.0" "0.1" "34507" "2031" "0.4" "0.1" "28697" "1611" "0.4" "0.1" "829188" "8015" "10.2" "0.1" "329061" "5187" "4.1" "0.1" "13915" "975" "0.2" "0.1" "49848" "1853" "0.6" "0.1" "152942" "3359" "1.9" "0.1" "16462" "1072" "0.2" "0.1" "56135" "2227" "0.7" "0.1" "139404" "3160" "1.7" "0.1" "180094" "3787" "2.2" "0.1" "15217" "1023" "0.2" "0.1" "163575" "5267" "2.0" "0.1" "59548" "2233" "0.7" "0.1" "20595" "1381" "0.3" "0.1" "18989" "1393" "0.2" "0.1" "54477" "2156" "0.7" "0.1" "39374" "2421" "0.5" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"49" "0400000US53" "53" "Washington" "2629126" "5804" "2629126" "" "1697886" "6581" "64.6" "0.2" "764409" "5467" "29.1" "0.2" "1312388" "8315" "49.9" "0.3" "540776" "5969" "20.6" "0.2" "116960" "2345" "4.4" "0.1" "62747" "1621" "2.4" "0.1" "268538" "3400" "10.2" "0.1" "160886" "3069" "6.1" "0.1" "931240" "5529" "35.4" "0.2" "727991" "5059" "27.7" "0.2" "238638" "3414" "9.1" "0.1" "832600" "5104" "31.7" "0.2" "616428" "2577" "23.4" "0.1" "2.54" "0.01" "" "" "3.11" "0.01" "" "" "6678662" "" "6678662" "" "2629126" "5804" "39.4" "0.1" "1311348" "8494" "19.6" "0.1" "1920360" "5405" "28.8" "0.1" "350714" "7926" "5.3" "0.1" "467114" "7749" "7.0" "0.1" "185343" "2825" "2.8" "0.1" "2728582" "535" "2728582" "" "923915" "5393" "33.9" "0.2" "1418237" "7926" "52.0" "0.3" "41485" "1638" "1.5" "0.1" "57430" "1390" "2.1" "0.1" "287515" "4183" "10.5" "0.2" "2775916" "524" "2775916" "" "737784" "4917" "26.6" "0.2" "1394538" "7666" "50.2" "0.3" "53029" "1799" "1.9" "0.1" "214684" "2859" "7.7" "0.1" "375881" "4025" "13.5" "0.1" "91014" "2288" "91014" "" "25292" "1212" "27.8" "1.2" "30" "1" "" "" "55" "1" "" "" "18" "2" "" "" "97" "3" "" "" "27" "1" "" "" "120446" "2989" "120446" "" "43871" "1749" "36.4" "1.2" "12067" "1066" "10.0" "0.8" "9871" "886" "8.2" "0.7" "6297" "636" "5.2" "0.5" "15636" "987" "13.0" "0.8" "43871" "1749" "43871" "" "26148" "1090" "59.6" "1.0" "31788" "1455" "72.5" "1.7" "1709975" "5319" "1709975" "" "100096" "2174" "5.9" "0.1" "86579" "1963" "5.1" "0.1" "692458" "2880" "40.5" "0.2" "363392" "2055" "21.3" "0.1" "467450" "4607" "27.3" "0.2" "4575140" "753" "4575140" "" "185370" "3086" "4.1" "0.1" "271071" "4574" "5.9" "0.1" "1077511" "7184" "23.6" "0.2" "1147528" "6948" "25.1" "0.2" "435658" "4333" "9.5" "0.1" "932008" "6445" "20.4" "0.1" "525994" "5247" "11.5" "0.1" "" "" "90.0" "0.1" "" "" "31.9" "0.2" "5184788" "1508" "5184788" "" "582265" "3807" "11.2" "0.1" "6711488" "1483" "6711488" "" "819251" "6130" "12.2" "0.1" "1583191" "274" "1583191" "" "61317" "2086" "3.9" "0.1" "4276421" "1671" "4276421" "" "442547" "5220" "10.3" "0.1" "851876" "538" "851876" "" "315387" "2544" "37.0" "0.3" "6736197" "1971" "6736197" "" "5573777" "12600" "82.7" "0.2" "1111704" "12281" "16.5" "0.2" "719383" "10181" "10.7" "0.2" "392321" "6486" "5.8" "0.1" "190840" "5027" "2.8" "0.1" "201481" "5001" "3.0" "0.1" "50716" "2088" "0.8" "0.1" "6819579" "" "6819579" "" "5921488" "7145" "86.8" "0.1" "5806254" "7407" "85.1" "0.1" "3218888" "10126" "47.2" "0.1" "2587366" "9870" "37.9" "0.1" "115234" "2421" "1.7" "0.1" "898091" "7145" "13.2" "0.1" "898091" "7145" "898091" "" "411667" "4505" "45.8" "0.4" "486424" "6034" "54.2" "0.4" "1013325" "7407" "1013325" "" "115234" "2421" "115234" "" "4716" "573" "4.1" "0.5" "110518" "2295" "95.9" "0.5" "898091" "7145" "898091" "" "46943" "2465" "5.2" "0.3" "851148" "7021" "94.8" "0.3" "898079" "7143" "898079" "" "151826" "3822" "16.9" "0.4" "359801" "3484" "40.1" "0.4" "47648" "2251" "5.3" "0.2" "12889" "1045" "1.4" "0.1" "278267" "4009" "31.0" "0.4" "47648" "1742" "5.3" "0.2" "6378045" "328" "6378045" "" "5195196" "8836" "81.5" "0.1" "1182849" "8774" "18.5" "0.1" "500051" "5477" "7.8" "0.1" "521751" "5449" "8.2" "0.1" "232157" "3812" "3.6" "0.1" "242048" "5642" "3.8" "0.1" "76091" "2982" "1.2" "0.1" "355112" "4293" "5.6" "0.1" "166753" "3118" "2.6" "0.1" "63938" "2406" "1.0" "0.1" "25050" "1642" "0.4" "0.1" "6819579" "" "6819579" "" "330008" "6158" "4.8" "0.1" "24304" "2038" "0.4" "0.1" "30526" "1321" "0.4" "0.1" "68518" "2199" "1.0" "0.1" "151582" "3456" "2.2" "0.1" "755337" "6423" "11.1" "0.1" "234465" "4564" "3.4" "0.1" "52084" "2143" "0.8" "0.1" "1284752" "8070" "18.8" "0.1" "23980" "1217" "0.4" "0.1" "22656" "1282" "0.3" "0.1" "791399" "8488" "11.6" "0.1" "246013" "4643" "3.6" "0.1" "10549" "1035" "0.2" "0.1" "384881" "5539" "5.6" "0.1" "125970" "3134" "1.8" "0.1" "23334" "1227" "0.3" "0.1" "89538" "3532" "1.3" "0.1" "91002" "2065" "1.3" "0.1" "200640" "3608" "2.9" "0.1" "5687" "556" "0.1" "0.1" "67545" "2847" "1.0" "0.1" "231702" "3852" "3.4" "0.1" "36809" "1680" "0.5" "0.1" "55278" "3031" "0.8" "0.1" "70306" "2045" "1.0" "0.1" "9875" "1153" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"50" "0400000US54" "54" "West Virginia" "741390" "3047" "741390" "" "483367" "2804" "65.2" "0.3" "180834" "2316" "24.4" "0.3" "367914" "2860" "49.6" "0.4" "122427" "2087" "16.5" "0.3" "32211" "1275" "4.3" "0.2" "15392" "933" "2.1" "0.1" "83242" "1988" "11.2" "0.3" "43015" "1421" "5.8" "0.2" "258023" "2683" "34.8" "0.3" "221797" "2523" "29.9" "0.3" "89825" "1522" "12.1" "0.2" "206805" "2302" "27.9" "0.3" "218629" "1015" "29.5" "0.2" "2.43" "0.01" "" "" "3.01" "0.01" "" "" "1804114" "" "1804114" "" "741390" "3047" "41.1" "0.2" "367709" "3164" "20.4" "0.2" "496013" "3496" "27.5" "0.2" "105912" "2903" "5.9" "0.2" "93090" "2738" "5.2" "0.2" "40529" "1388" "2.2" "0.1" "750989" "526" "750989" "" "228750" "2052" "30.5" "0.3" "393311" "2976" "52.4" "0.4" "11043" "703" "1.5" "0.1" "25220" "878" "3.4" "0.1" "92665" "2019" "12.3" "0.3" "784585" "532" "784585" "" "181608" "1934" "23.1" "0.2" "387388" "3114" "49.4" "0.4" "14494" "723" "1.8" "0.1" "97448" "1528" "12.4" "0.2" "103647" "2098" "13.2" "0.3" "19449" "1058" "19449" "" "7444" "716" "38.3" "2.5" "34" "3" "" "" "46" "3" "" "" "27" "5" "" "" "91" "5" "" "" "13" "2" "" "" "38948" "1482" "38948" "" "20949" "1076" "53.8" "2.0" "4149" "559" "10.7" "1.3" "4526" "480" "11.6" "1.2" "3915" "487" "10.1" "1.2" "8359" "733" "21.5" "1.7" "20949" "1076" "20949" "" "12253" "654" "58.5" "1.4" "15721" "1056" "75.0" "2.4" "418150" "2413" "418150" "" "22034" "1027" "5.3" "0.2" "20807" "925" "5.0" "0.2" "171974" "1494" "41.1" "0.4" "86677" "1004" "20.7" "0.3" "116658" "2016" "27.9" "0.4" "1296592" "698" "1296592" "" "76429" "1836" "5.9" "0.1" "132649" "2389" "10.2" "0.2" "528247" "4110" "40.7" "0.3" "239787" "2881" "18.5" "0.2" "81983" "2023" "6.3" "0.2" "146020" "2767" "11.3" "0.2" "91477" "1996" "7.1" "0.2" "" "" "83.9" "0.2" "" "" "18.3" "0.3" "1467214" "422" "1467214" "" "159448" "2255" "10.9" "0.2" "1824020" "202" "1824020" "" "348466" "3626" "19.1" "0.2" "383755" "410" "383755" "" "20265" "1023" "5.3" "0.3" "1144202" "581" "1144202" "" "197114" "3224" "17.2" "0.3" "296063" "559" "296063" "" "131087" "1663" "44.3" "0.5" "1834812" "862" "1834812" "" "1617293" "4753" "88.1" "0.3" "213931" "4475" "11.7" "0.2" "119958" "3507" "6.5" "0.2" "93973" "2836" "5.1" "0.2" "45451" "1932" "2.5" "0.1" "48522" "2386" "2.6" "0.1" "3588" "473" "0.2" "0.1" "1853619" "" "1853619" "" "1827278" "1297" "98.6" "0.1" "1819235" "1360" "98.1" "0.1" "1305599" "5168" "70.4" "0.3" "513636" "5248" "27.7" "0.3" "8043" "636" "0.4" "0.1" "26341" "1297" "1.4" "0.1" "26341" "1297" "26341" "" "12279" "827" "46.6" "2.3" "14062" "953" "53.4" "2.3" "34384" "1360" "34384" "" "8043" "636" "8043" "" "342" "164" "4.3" "2.0" "7701" "635" "95.7" "2.0" "26341" "1297" "26341" "" "2550" "481" "9.7" "1.7" "23791" "1233" "90.3" "1.7" "26341" "1297" "26341" "" "5057" "570" "19.2" "1.8" "11484" "635" "43.6" "2.2" "1713" "372" "6.5" "1.4" "131" "99" "0.5" "0.4" "6749" "777" "25.6" "2.4" "1207" "234" "4.6" "0.9" "1750012" "361" "1750012" "" "1707752" "1652" "97.6" "0.1" "42260" "1626" "2.4" "0.1" "13963" "943" "0.8" "0.1" "18308" "1022" "1.0" "0.1" "6787" "675" "0.4" "0.1" "12870" "998" "0.7" "0.1" "2861" "413" "0.2" "0.1" "7627" "668" "0.4" "0.1" "3359" "438" "0.2" "0.1" "3455" "580" "0.2" "0.1" "956" "301" "0.1" "0.1" "1853619" "" "1853619" "" "240526" "4704" "13.0" "0.3" "6434" "650" "0.3" "0.1" "3595" "603" "0.2" "0.1" "1545" "269" "0.1" "0.1" "40371" "1620" "2.2" "0.1" "216478" "4546" "11.7" "0.2" "29811" "1466" "1.6" "0.1" "2900" "403" "0.2" "0.1" "343808" "4779" "18.5" "0.3" "4976" "579" "0.3" "0.1" "9720" "883" "0.5" "0.1" "278011" "4031" "15.0" "0.2" "85322" "2482" "4.6" "0.1" "1758" "327" "0.1" "0.1" "4137" "554" "0.2" "0.1" "36128" "1602" "1.9" "0.1" "1208" "380" "0.1" "0.1" "6774" "724" "0.4" "0.1" "38743" "1529" "2.1" "0.1" "39751" "1778" "2.1" "0.1" "4229" "442" "0.2" "0.1" "4134" "597" "0.2" "0.1" "7403" "787" "0.4" "0.1" "4178" "651" "0.2" "0.1" "1800" "388" "0.1" "0.1" "14200" "1182" "0.8" "0.1" "1676" "410" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"51" "0400000US55" "55" "Wisconsin" "2288332" "6551" "2288332" "" "1469143" "5968" "64.2" "0.2" "643175" "4775" "28.1" "0.2" "1141322" "6734" "49.9" "0.2" "440905" "4934" "19.3" "0.2" "97563" "1830" "4.3" "0.1" "55278" "1413" "2.4" "0.1" "230258" "3096" "10.1" "0.1" "146992" "2588" "6.4" "0.1" "819189" "4221" "35.8" "0.2" "659591" "4375" "28.8" "0.2" "238596" "3098" "10.4" "0.1" "691271" "4747" "30.2" "0.2" "560711" "2484" "24.5" "0.1" "2.43" "0.01" "" "" "3.00" "0.01" "" "" "5557806" "" "5557806" "" "2288332" "6551" "41.2" "0.1" "1140456" "6518" "20.5" "0.1" "1598697" "6274" "28.8" "0.1" "200559" "4773" "3.6" "0.1" "329762" "5445" "5.9" "0.1" "154132" "2256" "2.8" "0.1" "2273563" "598" "2273563" "" "773421" "5068" "34.0" "0.2" "1198146" "6625" "52.7" "0.3" "22698" "946" "1.0" "0.1" "56413" "1195" "2.5" "0.1" "222885" "2804" "9.8" "0.1" "2339492" "672" "2339492" "" "655244" "4813" "28.0" "0.2" "1179518" "5948" "50.4" "0.3" "28514" "1112" "1.2" "0.1" "212707" "2052" "9.1" "0.1" "263509" "3356" "11.3" "0.1" "71034" "1741" "71034" "" "22075" "866" "31.1" "1.1" "31" "1" "" "" "53" "1" "" "" "17" "2" "" "" "99" "3" "" "" "22" "1" "" "" "70365" "1873" "70365" "" "27606" "1104" "39.2" "1.2" "6490" "532" "9.2" "0.7" "7081" "641" "10.1" "0.9" "5198" "550" "7.4" "0.7" "8837" "568" "12.6" "0.8" "27606" "1104" "27606" "" "17445" "695" "63.2" "1.1" "19164" "973" "69.4" "1.6" "1498269" "4045" "1498269" "" "79089" "1521" "5.3" "0.1" "89130" "1658" "5.9" "0.1" "588350" "2130" "39.3" "0.2" "313833" "1812" "20.9" "0.1" "427867" "3563" "28.6" "0.2" "3827815" "831" "3827815" "" "128163" "2117" "3.3" "0.1" "238713" "3418" "6.2" "0.1" "1256845" "6812" "32.8" "0.2" "809942" "4481" "21.2" "0.1" "367424" "3635" "9.6" "0.1" "679310" "5392" "17.7" "0.1" "347418" "4053" "9.1" "0.1" "" "" "90.4" "0.1" "" "" "26.8" "0.2" "4378451" "417" "4378451" "" "408870" "2882" "9.3" "0.1" "5630579" "336" "5630579" "" "632682" "4281" "11.2" "0.1" "1323298" "294" "1323298" "" "55873" "1431" "4.2" "0.1" "3535060" "859" "3535060" "" "324414" "3270" "9.2" "0.1" "772221" "700" "772221" "" "252395" "2242" "32.7" "0.3" "5641126" "1585" "5641126" "" "4842528" "9769" "85.8" "0.2" "782142" "9161" "13.9" "0.2" "498717" "7559" "8.8" "0.1" "283425" "4670" "5.0" "0.1" "183619" "3390" "3.3" "0.1" "99806" "3575" "1.8" "0.1" "16456" "899" "0.3" "0.1" "5706871" "" "5706871" "" "5440380" "3327" "95.3" "0.1" "5397811" "3607" "94.6" "0.1" "4092175" "7298" "71.7" "0.1" "1305636" "6578" "22.9" "0.1" "42569" "1846" "0.7" "0.1" "266491" "3327" "4.7" "0.1" "266491" "3327" "266491" "" "112850" "2246" "42.3" "0.8" "153641" "3056" "57.7" "0.8" "309060" "3607" "309060" "" "42569" "1846" "42569" "" "1259" "320" "3.0" "0.7" "41310" "1757" "97.0" "0.7" "266491" "3327" "266491" "" "15857" "1250" "6.0" "0.5" "250634" "3206" "94.0" "0.5" "266491" "3327" "266491" "" "49400" "1678" "18.5" "0.6" "87634" "1336" "32.9" "0.5" "9844" "1044" "3.7" "0.4" "1151" "185" "0.4" "0.1" "111515" "2303" "41.8" "0.6" "6947" "558" "2.6" "0.2" "5355576" "398" "5355576" "" "4893195" "4475" "91.4" "0.1" "462381" "4491" "8.6" "0.1" "174144" "2884" "3.3" "0.1" "243560" "3071" "4.5" "0.1" "104734" "2305" "2.0" "0.1" "113211" "2782" "2.1" "0.1" "27953" "1274" "0.5" "0.1" "86786" "1865" "1.6" "0.1" "36181" "1286" "0.7" "0.1" "18824" "1493" "0.4" "0.1" "5276" "654" "0.1" "0.1" "5706871" "" "5706871" "" "204011" "3851" "3.6" "0.1" "12788" "1268" "0.2" "0.1" "93903" "2300" "1.6" "0.1" "61856" "2025" "1.1" "0.1" "147693" "2664" "2.6" "0.1" "343671" "4391" "6.0" "0.1" "195865" "3580" "3.4" "0.1" "55554" "1785" "1.0" "0.1" "2415387" "8171" "42.3" "0.1" "18019" "1129" "0.3" "0.1" "24155" "1080" "0.4" "0.1" "642196" "5722" "11.3" "0.1" "200545" "3658" "3.5" "0.1" "14066" "785" "0.2" "0.1" "448536" "4817" "7.9" "0.1" "518240" "5930" "9.1" "0.1" "2819" "475" "0.0" "0.1" "38071" "1441" "0.7" "0.1" "24526" "1179" "0.4" "0.1" "61568" "1682" "1.1" "0.1" "12781" "817" "0.2" "0.1" "26706" "1777" "0.5" "0.1" "149113" "2511" "2.6" "0.1" "59188" "1524" "1.0" "0.1" "9627" "789" "0.2" "0.1" "27891" "1181" "0.5" "0.1" "5228" "691" "0.1" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""
"52" "0400000US56" "56" "Wyoming" "222846" "1618" "222846" "" "147018" "1732" "66.0" "0.6" "64197" "1382" "28.8" "0.5" "118096" "1463" "53.0" "0.6" "45812" "1071" "20.6" "0.4" "9489" "634" "4.3" "0.3" "5951" "551" "2.7" "0.2" "19433" "913" "8.7" "0.4" "12434" "798" "5.6" "0.3" "75828" "1512" "34.0" "0.6" "61218" "1331" "27.5" "0.6" "20071" "721" "9.0" "0.3" "69497" "1484" "31.2" "0.6" "50736" "577" "22.8" "0.3" "2.50" "0.02" "" "" "3.03" "0.03" "" "" "556247" "" "556247" "" "222846" "1618" "40.1" "0.3" "117920" "1479" "21.2" "0.3" "156978" "1900" "28.2" "0.3" "24038" "1459" "4.3" "0.3" "34465" "1723" "6.2" "0.3" "14946" "722" "2.7" "0.1" "231940" "484" "231940" "" "69781" "1309" "30.1" "0.6" "125973" "1730" "54.3" "0.7" "3424" "517" "1.5" "0.2" "5688" "453" "2.5" "0.2" "27074" "967" "11.7" "0.4" "223805" "386" "223805" "" "50386" "1135" "22.5" "0.5" "121901" "1477" "54.5" "0.7" "3503" "547" "1.6" "0.2" "18775" "687" "8.4" "0.3" "29240" "1104" "13.1" "0.5" "7750" "575" "7750" "" "2210" "339" "28.5" "3.8" "35" "5" "" "" "59" "4" "" "" "25" "8" "" "" "110" "9" "" "" "18" "3" "" "" "8705" "649" "8705" "" "4486" "532" "51.5" "4.2" "1029" "229" "11.8" "2.5" "1141" "321" "13.1" "3.4" "603" "169" "6.9" "1.9" "1713" "331" "19.7" "3.4" "4486" "532" "4486" "" "2554" "305" "56.9" "2.8" "3397" "503" "75.7" "4.6" "147363" "1467" "147363" "" "9941" "690" "6.7" "0.5" "7446" "696" "5.1" "0.5" "59096" "871" "40.1" "0.7" "29517" "767" "20.0" "0.5" "41363" "1300" "28.1" "0.7" "376529" "612" "376529" "" "8032" "680" "2.1" "0.2" "20769" "1103" "5.5" "0.3" "112845" "1955" "30.0" "0.5" "103766" "1987" "27.6" "0.5" "38209" "1368" "10.1" "0.4" "62047" "1547" "16.5" "0.4" "30861" "1063" "8.2" "0.3" "" "" "92.4" "0.3" "" "" "24.7" "0.5" "430776" "527" "430776" "" "50852" "1202" "11.8" "0.3" "560397" "370" "560397" "" "67186" "1715" "12.0" "0.3" "135880" "346" "135880" "" "5279" "611" "3.9" "0.5" "354373" "589" "354373" "" "36544" "1140" "10.3" "0.3" "70144" "276" "70144" "" "25363" "796" "36.2" "1.1" "562811" "549" "562811" "" "460194" "3667" "81.8" "0.6" "100582" "3584" "17.9" "0.6" "55378" "2614" "9.8" "0.5" "45204" "2969" "8.0" "0.5" "15347" "1290" "2.7" "0.2" "29857" "2206" "5.3" "0.4" "2035" "447" "0.4" "0.1" "570134" "" "570134" "" "551552" "1182" "96.7" "0.2" "546792" "1249" "95.9" "0.2" "234971" "2957" "41.2" "0.5" "311821" "3081" "54.7" "0.5" "4760" "532" "0.8" "0.1" "18582" "1182" "3.3" "0.2" "18582" "1182" "18582" "" "6538" "621" "35.2" "3.0" "12044" "1042" "64.8" "3.0" "23342" "1249" "23342" "" "4760" "532" "4760" "" "208" "131" "4.4" "2.7" "4552" "519" "95.6" "2.7" "18582" "1182" "18582" "" "1276" "327" "6.9" "1.7" "17306" "1172" "93.1" "1.7" "18582" "1182" "18582" "" "2501" "346" "13.5" "1.7" "3501" "324" "18.8" "1.6" "760" "259" "4.1" "1.4" "230" "105" "1.2" "0.6" "10612" "919" "57.1" "2.9" "978" "268" "5.3" "1.4" "530725" "407" "530725" "" "494556" "1587" "93.2" "0.3" "36169" "1507" "6.8" "0.3" "10314" "935" "1.9" "0.2" "25529" "1273" "4.8" "0.2" "8202" "833" "1.5" "0.2" "5467" "567" "1.0" "0.1" "832" "189" "0.2" "0.1" "2910" "445" "0.5" "0.1" "1109" "353" "0.2" "0.1" "2263" "368" "0.4" "0.1" "171" "70" "0.0" "0.1" "570134" "" "570134" "" "49306" "2409" "8.6" "0.4" "679" "220" "0.1" "0.1" "4520" "601" "0.8" "0.1" "8948" "956" "1.6" "0.2" "12354" "899" "2.2" "0.2" "80385" "2216" "14.1" "0.4" "18813" "1257" "3.3" "0.2" "2672" "430" "0.5" "0.1" "149680" "3676" "26.3" "0.6" "1922" "383" "0.3" "0.1" "1893" "399" "0.3" "0.1" "77315" "2629" "13.6" "0.5" "18707" "1185" "3.3" "0.2" "485" "166" "0.1" "0.1" "19460" "1066" "3.4" "0.2" "12079" "1125" "2.1" "0.2" "1330" "486" "0.2" "0.1" "4079" "709" "0.7" "0.1" "9349" "891" "1.6" "0.2" "18752" "1056" "3.3" "0.2" "564" "178" "0.1" "0.1" "871" "276" "0.2" "0.1" "18244" "1372" "3.2" "0.2" "3737" "631" "0.7" "0.1" "810" "242" "0.1" "0.1" "6201" "709" "1.1" "0.1" "183" "82" "0.0" "0.1" "" "" "" "" "" "" "" "" "" "" "" ""