20210317
19445900
1.0
FGDC CSDGM Metadata
FALSE
FEMAFloodZonePrelim
002
Server=ftldb03sql.database.usgovcloudapi.net; Service=sde:sqlserver:ftldb03sql.database.usgovcloudapi.net; Database=LocalGovernment; User=GISCloud; Version=sde.DEFAULT
ArcSDE Connection
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Florida_East_FIPS_0901_Feet
<ProjectedCoordinateSystem xsi:type='typens:ProjectedCoordinateSystem' xmlns:xsi='http://www.w3.org/2001/XMLSchema-instance' xmlns:xs='http://www.w3.org/2001/XMLSchema' xmlns:typens='http://www.esri.com/schemas/ArcGIS/10.6'><WKT>PROJCS["NAD_1983_StatePlane_Florida_East_FIPS_0901_Feet",GEOGCS["GCS_North_American_1983",DATUM["D_North_American_1983",SPHEROID["GRS_1980",6378137.0,298.257222101]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Transverse_Mercator"],PARAMETER["False_Easting",656166.6666666665],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",-81.0],PARAMETER["Scale_Factor",0.9999411764705882],PARAMETER["Latitude_Of_Origin",24.33333333333333],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2236]]</WKT><XOrigin>-17791300</XOrigin><YOrigin>-41645400</YOrigin><XYScale>3048.0060960121914</XYScale><ZOrigin>0</ZOrigin><ZScale>1</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808333333333335</XYTolerance><ZTolerance>0</ZTolerance><MTolerance>0</MTolerance><HighPrecision>true</HighPrecision><WKID>102658</WKID><LatestWKID>2236</LatestWKID></ProjectedCoordinateSystem>
FeatureClassToFeatureClass J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\LandUsePlanning20200106.gdb\LandUsePlanning FEMAFloodZonePrelim # "DFIRM_ID "DFIRM_ID" true true false 6 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,DFIRM_ID,-1,-1;VERSION_ID "VERSION_ID" true true false 11 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,VERSION_ID,-1,-1;FLD_AR_ID "FLD_AR_ID" true true false 25 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,FLD_AR_ID,-1,-1;STUDY_TYP "STUDY_TYP" true true false 28 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,STUDY_TYP,-1,-1;FLD_ZONE "FLD_ZONE" true true false 17 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,FLD_ZONE,-1,-1;ZONE_SUBTY "ZONE_SUBTY" true true false 72 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,ZONE_SUBTY,-1,-1;SFHA_TF "SFHA_TF" true true false 1 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,SFHA_TF,-1,-1;STATIC_BFE "STATIC_BFE" true true false 19 Double 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,STATIC_BFE,-1,-1;V_DATUM "V_DATUM" true true false 17 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,V_DATUM,-1,-1;DEPTH "DEPTH" true true false 19 Double 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,DEPTH,-1,-1;LEN_UNIT "LEN_UNIT" true true false 16 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,LEN_UNIT,-1,-1;VELOCITY "VELOCITY" true true false 19 Double 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,VELOCITY,-1,-1;VEL_UNIT "VEL_UNIT" true true false 20 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,VEL_UNIT,-1,-1;AR_REVERT "AR_REVERT" true true false 17 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,AR_REVERT,-1,-1;AR_SUBTRV "AR_SUBTRV" true true false 72 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,AR_SUBTRV,-1,-1;BFE_REVERT "BFE_REVERT" true true false 19 Double 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,BFE_REVERT,-1,-1;DEP_REVERT "DEP_REVERT" true true false 19 Double 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,DEP_REVERT,-1,-1;DUAL_ZONE "DUAL_ZONE" true true false 1 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,DUAL_ZONE,-1,-1;SOURCE_CIT "SOURCE_CIT" true true false 11 Text 0 0 ,First,#,J:\DSD\FEMA_2020_PreliminaryFloodZones_20_RM\_Temp_Data\FIRMDB_12312019_Broward-County_Florida\S_FLD_HAZ_AR.shp,SOURCE_CIT,-1,-1" #
TruncateTable C:\Users\LuciaH\Desktop\FEMAPrelimSubmittals.gdb\FEMAFloodZonePrelim20210301
Append C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp C:\Users\LuciaH\Desktop\FEMAPrelimSubmittals.gdb\FEMAFloodZonePrelim20210301 NO_TEST "DFIRM_ID "DFIRM_ID" true true false 6 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,DFIRM_ID,-1,-1;VERSION_ID "VERSION_ID" true true false 11 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,VERSION_ID,-1,-1;FLD_AR_ID "FLD_AR_ID" true true false 25 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,FLD_AR_ID,-1,-1;STUDY_TYP "STUDY_TYP" true true false 28 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,STUDY_TYP,-1,-1;FLD_ZONE "FLD_ZONE" true true false 17 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,FLD_ZONE,-1,-1;ZONE_SUBTY "ZONE_SUBTY" true true false 72 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,ZONE_SUBTY,-1,-1;SFHA_TF "SFHA_TF" true true false 1 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,SFHA_TF,-1,-1;STATIC_BFE "STATIC_BFE" true true false 8 Double 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,STATIC_BFE,-1,-1;V_DATUM "V_DATUM" true true false 17 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,V_DATUM,-1,-1;DEPTH "DEPTH" true true false 8 Double 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,DEPTH,-1,-1;LEN_UNIT "LEN_UNIT" true true false 16 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,LEN_UNIT,-1,-1;VELOCITY "VELOCITY" true true false 8 Double 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,VELOCITY,-1,-1;VEL_UNIT "VEL_UNIT" true true false 20 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,VEL_UNIT,-1,-1;AR_REVERT "AR_REVERT" true true false 17 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,AR_REVERT,-1,-1;AR_SUBTRV "AR_SUBTRV" true true false 72 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,AR_SUBTRV,-1,-1;BFE_REVERT "BFE_REVERT" true true false 8 Double 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,BFE_REVERT,-1,-1;DEP_REVERT "DEP_REVERT" true true false 8 Double 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,DEP_REVERT,-1,-1;DUAL_ZONE "DUAL_ZONE" true true false 1 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,DUAL_ZONE,-1,-1;SOURCE_CIT "SOURCE_CIT" true true false 11 Text 0 0 ,First,#,C:\Users\LuciaH\Downloads\FIRMDB_02252021_Broward-County_Florida\S_FLD_HAZ_AR.shp,SOURCE_CIT,-1,-1;Shape_Length "Shape_Length" false true true 8 Double 0 0 ,First,#;Shape_Area "Shape_Area" false true true 8 Double 0 0 ,First,#" #
20200114
12560700
20200114
12560700
Version 6.2 (Build 9200) ; Esri ArcGIS 10.6.1.9270
PreliminaryFEMAFloodZones20210225
FEMA
LandUseOperations
Flood Zone
s
Preliminary FEMA Flood Zones provided on February 25, 2021.
File Geodatabase Feature Class
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
TRUE
FALSE
FEMAFloodZonePrelim
Feature Class
0
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.
DFIRM_ID
DFIRM_ID
String
6
0
0
VERSION_ID
VERSION_ID
String
11
0
0
FLD_AR_ID
FLD_AR_ID
String
25
0
0
STUDY_TYP
STUDY_TYP
String
28
0
0
FLD_ZONE
FLD_ZONE
String
17
0
0
ZONE_SUBTY
ZONE_SUBTY
String
72
0
0
SFHA_TF
SFHA_TF
String
1
0
0
STATIC_BFE
STATIC_BFE
Double
8
0
0
V_DATUM
V_DATUM
String
17
0
0
DEPTH
DEPTH
Double
8
0
0
LEN_UNIT
LEN_UNIT
String
16
0
0
VELOCITY
VELOCITY
Double
8
0
0
VEL_UNIT
VEL_UNIT
String
20
0
0
AR_REVERT
AR_REVERT
String
17
0
0
AR_SUBTRV
AR_SUBTRV
String
72
0
0
BFE_REVERT
BFE_REVERT
Double
8
0
0
DEP_REVERT
DEP_REVERT
Double
8
0
0
DUAL_ZONE
DUAL_ZONE
String
1
0
0
SOURCE_CIT
SOURCE_CIT
String
11
0
0
Shape_Length
Shape_Length
Double
8
0
0
Length of feature in internal units.
Esri
Positive real numbers that are automatically generated.
Shape_Area
Shape_Area
Double
8
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20200114
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