20201118 11020800 TRUE CalculateField "Voting Precincts" NAME "[COUNTY] & " " & [PRECINCTID]" VB # CalculateField "Voting Precincts" COUNTY "Dupage" VB # CalculateField "Voting Precincts" COUNTY "Will" VB # CalculateField "Voting Precincts" LASTUPDATE "Now ( )" VB # CalculateField "Voting Precincts" LASTEDITOR "ESRI" VB # DeleteFeatures "Database Connections\GIS1_LANDBASE_LocalGovernment_ADMIN.sde\LocalGovernment.ADMIN.ElectionAdministration\LocalGovernment.ADMIN.VotingPrecinct" Append \\gis1\Working_RollinM\WorkingLocalGov20141028.gdb\ElectionAdministration\VotingPrecinct "Database Connections\GIS1_LANDBASE_LocalGovernment_ADMIN.sde\LocalGovernment.ADMIN.ElectionAdministration\LocalGovernment.ADMIN.VotingPrecinct" NO_TEST "PRECINCTID "Precinct ID" true true false 10 Text 0 0 ,First,#,\\gis1\Working_RollinM\WorkingLocalGov20141028.gdb\ElectionAdministration\VotingPrecinct,PRECINCTID,-1,-1;NAME "Precinct Name" true true false 50 Text 0 0 ,First,#,\\gis1\Working_RollinM\WorkingLocalGov20141028.gdb\ElectionAdministration\VotingPrecinct,NAME,-1,-1;COUNTY "County" true true false 50 Text 0 0 ,First,#,\\gis1\Working_RollinM\WorkingLocalGov20141028.gdb\ElectionAdministration\VotingPrecinct,COUNTY,-1,-1;LASTUPDATE "Last Update Date" true true false 36 Date 0 0 ,First,#,\\gis1\Working_RollinM\WorkingLocalGov20141028.gdb\ElectionAdministration\VotingPrecinct,LASTUPDATE,-1,-1;LASTEDITOR "Last Editor" true true false 50 Text 0 0 ,First,#,\\gis1\Working_RollinM\WorkingLocalGov20141028.gdb\ElectionAdministration\VotingPrecinct,LASTEDITOR,-1,-1;SHAPE.area "SHAPE.area" false false true 0 Double 0 0 ,First,#;SHAPE.len "SHAPE.len" false false true 0 Double 0 0 ,First,#" # CalculateField "Voting Precincts" created_user "Broward County Supervisor of Elections" VB # Server=cty-vchssdev1; Service=sde:sqlserver:cty-vchssdev1\ss2k14; Database=LocalGovernment; User=GISAdmin; Version=sde.DEFAULT ArcSDE Connection 1.0 FGDC CSDGM Metadata A precinct is generally the smallest level of geography established for purposes of conducting elections. Each precinct has a specific location where its residents go to vote.  Voting Precincts X-Ray Elections,Voting NaN NaN NaN NaN OBJECTID OBJECTID OID 4 0 0 Internal feature number. ESRI Sequential unique whole numbers that are automatically generated. SHAPE SHAPE Geometry 0 0 0 Feature geometry. ESRI Coordinates defining the features. COUNTY County String 50 0 0 The name of the county LASTEDITOR Last Editor String 50 0 0 The user who performed the last update LASTUPDATE Last Update Date Date 8 0 0 The date the feature was last updated in the maintenance database NAME Precinct Name String 50 0 0 The name of precinct PRECINCTID Precinct ID String 10 0 0 The unique identifier for the precinct Voting Precincts Elections Voting A precinct is generally the smallest level of geography established for purposes of conducting elections. Each precinct has a specific location where its residents go to vote. VotingPrecinct 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