20140613
10022100
1.0
Item Description
FALSE
Aerials2008
479999.999978
774999.999978
1679999.999892
1889999.999892
1
Projected
GCS_North_American_1983
Linear Unit: Foot_US (0.304801)
NAD_1983_StatePlane_Florida_West_FIPS_0902_Feet
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FALSE
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AMD
TRUE
continuous
unsigned integer
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20160823
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20160823
05273900
Basemaps/Aerials2008
image
Aerials2008
1
-82.553956
-81.626324
29.532718
28.954074
Esri ArcGIS 10.1.1.3231
Basemaps/Aerials2008
EPSG
7.11.2
2
1
0
479999.999978 1679999.999892
479999.999978 1889999.999892
774999.999978 1889999.999892
774999.999978 1679999.999892
627499.999978 1784999.999892
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255.000000
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20160823
Basemaps/Aerials2008
AMD_Aerials2008_CAT
Feature Class
2086
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.
Raster
Raster
Raster
0
0
0
Name
Name
String
50
0
0
MinPS
MinPS
Double
8
0
0
MaxPS
MaxPS
Double
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0
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LowPS
LowPS
Double
8
0
0
HighPS
HighPS
Double
8
0
0
Category
Category
Integer
4
0
0
Tag
Tag
String
20
0
0
GroupName
GroupName
String
50
0
0
ProductName
ProductName
String
50
0
0
CenterX
CenterX
Double
8
0
0
CenterY
CenterY
Double
8
0
0
ZOrder
ZOrder
Integer
4
0
0
TypeID
Raster Type ID
Integer
4
0
0
ItemTS
ItemTS
Double
8
0
0
UriHash
UriHash
String
50
0
0
Uri
Uri
Blob
0
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.
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