20210720
07563100
1.0
FALSE
current_failures_combined_updated
002
file://\\BYZMXK2\C$\Users\ccotsakis\Documents\ArcGIS\Default.gdb
Local Area Network
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Texas_South_Central_FIPS_4204_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/10.7'><WKT>PROJCS["NAD_1983_StatePlane_Texas_South_Central_FIPS_4204_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["Lambert_Conformal_Conic"],PARAMETER["False_Easting",1968500.0],PARAMETER["False_Northing",13123333.33333333],PARAMETER["Central_Meridian",-99.0],PARAMETER["Standard_Parallel_1",28.38333333333333],PARAMETER["Standard_Parallel_2",30.28333333333333],PARAMETER["Latitude_Of_Origin",27.83333333333333],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2278]]</WKT><XOrigin>-126725700</XOrigin><YOrigin>-77828800</YOrigin><XYScale>3048.0060960121928</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.0032808333333333331</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102740</WKID><LatestWKID>2278</LatestWKID></ProjectedCoordinateSystem>
FeatureToPolygon SDMP_Sediment_Deposits C:\Users\ozavala\Documents\ArcGIS\Default.gdb\SDMP_Sediment_Deposits_Polygon # ATTRIBUTES #
Merge SDMP_Sediment_Deposits;SDMP_Earthen_Channel_Failures;SDMP_Concrete_Lined_Channel_Failures;current_failures_combined "O:\2020\400022\GIS\Shapes\data\Erosion Control and Rip Rap Failures\Victoria_current_failures.gdb\current_failures_combined_updated" "Shape_Length "Shape_Length" false true true 8 Double 0 0 ,First,#,SDMP_Sediment_Deposits,Shape_Length,-1,-1,SDMP_Earthen_Channel_Failures,Shape_Length,-1,-1,SDMP_Concrete_Lined_Channel_Failures,Shape_Length,-1,-1,current_failures_combined,Shape_Length,-1,-1;Shape_Area "Shape_Area" false true true 8 Double 0 0 ,First,#,SDMP_Sediment_Deposits,Shape_Area,-1,-1,SDMP_Earthen_Channel_Failures,Shape_Area,-1,-1,SDMP_Concrete_Lined_Channel_Failures,Shape_Area,-1,-1,current_failures_combined,Shape_Area,-1,-1;picture_id "picture_id" true true false 50 Text 0 0 ,First,#,current_failures_combined,picture_id,-1,-1;sq_feet "sq_feet" true true false 4 Long 0 0 ,First,#,current_failures_combined,sq_feet,-1,-1;Failure_type "Failure_type" true true false 50 Text 0 0 ,First,#,current_failures_combined,Failure_type,-1,-1;feet "feet" true true false 4 Long 0 0 ,First,#,current_failures_combined,feet,-1,-1;cost_estimate "cost_estimate" true true false 8 Double 0 0 ,First,#,current_failures_combined,cost_estimate,-1,-1"
CalculateField current_failures_combined_updated Failure_type "Sediment Deposits" VB #
CalculateField current_failures_combined_updated feet 0 VB #
CalculateField current_failures_combined_updated picture_id "N/A" VB #
CalculateField current_failures_combined_updated cost_estimate "4* [sq_feet]" VB #
CalculateField current_failures_combined_updated cost_estimate "50* [sq_feet]" VB #
CalculateField current_failures_combined_updated cost_estimate "37.50 * [sq_feet]" VB #
CalculateField erosion_failures watershed "Lone Tree Creek" VB #
CalculateField erosion_failures watershed "Jim Branch Outfall" VB #
CalculateField erosion_failures watershed "South Outfall" VB #
CalculateField erosion_failures watershed "West Outfall" VB #
CalculateField erosion_failures watershed "Spring Creek" VB #
CalculateField erosion_failures watershed "North Outfall" VB #
CalculateField erosion_failures watershed "Whispering Creek" VB #
20210719
16462000
20210719
16462000
Version 6.2 (Build 9200) ; Esri ArcGIS 10.7.1.11595
SDMP Channel Failure Locations 20210720
victoria
Channel Failures in the City of Victoria
File Geodatabase Feature Class
dataset
EPSG
6.11(9.0.0)
0
Simple
FALSE
0
TRUE
TRUE
current_failures_combined_updated
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.
picture_id
picture_id
String
50
0
0
sq_feet
sq_feet
Integer
4
0
0
Failure_type
Failure_type
String
50
0
0
feet
feet
Integer
4
0
0
cost_estimate
cost_estimate
Double
8
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.
20210719
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