20230518
14044900
1.0
FALSE
MenloPark_Intersections
002
0.000
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_California_III_FIPS_0403_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/3.3.0'><WKT>PROJCS["NAD_1983_StatePlane_California_III_FIPS_0403_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",6561666.666666666],PARAMETER["False_Northing",1640416.666666667],PARAMETER["Central_Meridian",-120.5],PARAMETER["Standard_Parallel_1",37.06666666666667],PARAMETER["Standard_Parallel_2",38.43333333333333],PARAMETER["Latitude_Of_Origin",36.5],UNIT["Foot_US",0.3048006096012192],AUTHORITY["EPSG",2227]]</WKT><XOrigin>-115860600</XOrigin><YOrigin>-93269500</YOrigin><XYScale>36787427.345686711</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>102643</WKID><LatestWKID>2227</LatestWKID></ProjectedCoordinateSystem>
20240815
10473300
20240815
10473300
Esri ArcGIS 13.3.0.52636
MenloPark_Intersections
Shapefile
0.000
dataset
EPSG
5.3(9.0.0)
0
Simple
FALSE
0
FALSE
FALSE
MenloPark_Intersections
Feature Class
0
FID
FID
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.
SIGNATURE
SIGNATURE
String
254
0
0
StopSignCo
StopSignCo
Integer
10
10
0
Control_Ty
Control_Ty
String
254
0
0
LegsCount
LegsCount
Integer
10
10
0
BikeInfras
BikeInfras
String
254
0
0
Crosswalk
Crosswalk
String
254
0
0
RiskInput_
RiskInput_
Integer
5
5
0
Risk_Senio
Risk_Senio
Integer
5
5
0
Risk_Disad
Risk_Disad
Integer
5
5
0
Risk_Speed
Risk_Speed
Integer
5
5
0
Tier1
Tier1
Integer
10
10
0
Tier2
Tier2
Integer
10
10
0
Tier3
Tier3
Integer
10
10
0
NumbRiskFa
NumbRiskFa
Integer
10
10
0
RiskInput1
RiskInput1
Integer
10
10
0
RiskInpu_1
RiskInpu_1
Integer
10
10
0
TierInput_
TierInput_
Integer
10
10
0
Risk_Trans
Risk_Trans
Single
13
0
0
RiskFactor
RiskFactor
Single
13
0
0
Tier
Tier
Single
13
0
0
MenloPark
MenloPark
Single
13
0
0
Max_Approa
Max_Approa
String
254
0
0
No_Approac
No_Approac
String
254
0
0
Intersecti
Intersecti
String
254
0
0
Max_Speed_
Max_Speed_
String
254
0
0
PostedSpee
PostedSpee
String
254
0
0
Functional
Functional
String
254
0
0
No_Inj_Col
No_Inj_Col
Integer
5
5
0
No_KSI_Col
No_KSI_Col
Integer
5
5
0
Bike_Inj_C
Bike_Inj_C
Integer
5
5
0
Bike_KSI_C
Bike_KSI_C
Integer
5
5
0
Ped_Inj_Co
Ped_Inj_Co
Integer
5
5
0
Ped_KSI_Co
Ped_KSI_Co
Integer
5
5
0
Moto_Inj_C
Moto_Inj_C
Integer
5
5
0
Moto_KSI_C
Moto_KSI_C
Integer
5
5
0
Shape_Leng
Shape_Leng
Double
19
0
0
Shape_Area
Shape_Area
Double
19
0
0
Area of feature in internal units squared.
Esri
Positive real numbers that are automatically generated.
20240815
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