20140626
14041600
1.0
FALSE
Lakeshore2006AirPhoto
343999.000000
383000.900000
4668999.000000
4689001.000000
1
Projected
GCS_North_American_1983
Linear Unit: Meter (1.000000)
NAD_1983_UTM_Zone_17N
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FALSE
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3
AMD
TRUE
continuous
unsigned integer
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15000
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Name,MinPS,MaxPS,LowPS,HighPS,Tag,GroupName,ProductName,CenterX,CenterY,ZOrder,Shape.STArea(),Shape.STLength()
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41807.7470633333
20200917
12142400
20200917
12142400
Lakeshore/Lakeshore2006AirPhoto
image
ImageServer.DBO.Lakeshore2006AirPhoto
1
-82.893680
-82.416369
42.344475
42.157588
Version 6.2 (Build 9200) ; Esri ArcGIS 10.2.1.3497
Lakeshore/Lakeshore2006AirPhoto
EPSG
8.2.6
2
1
0
343999.000000 4668999.000000
343999.000000 4689001.000000
383000.900000 4689001.000000
383000.900000 4668999.000000
363499.950000 4679000.000000
390019
0.100000
200020
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Band_1
255.000000
0.000000
8
Band_2
255.000000
0.000000
8
Band_3
255.000000
0.000000
8
20200917
Lakeshore/Lakeshore2006AirPhoto
AMD_Lakeshore2006AirPhoto_CAT
Feature Class
7
OBJECTID
OBJECTID
OID
4
10
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Internal feature number.
Esri
Sequential unique whole numbers that are automatically generated.
Name
Name
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0
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MinPS
MinPS
Double
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20
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MaxPS
MaxPS
Double
8
20
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LowPS
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Double
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20
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HighPS
HighPS
Double
8
20
9
Category
Category
Integer
4
10
0
Tag
Tag
String
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0
0
GroupName
GroupName
String
50
0
0
ProductName
ProductName
String
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0
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CenterX
CenterX
Double
8
20
9
CenterY
CenterY
Double
8
20
9
ZOrder
ZOrder
Integer
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10
0
TypeID
Raster Type ID
Integer
4
10
0
ItemTS
ItemTS
Double
8
20
14
UriHash
UriHash
String
50
0
0
Uri
Uri
Blob
0
0
0
Shape
Shape
Geometry
8
0
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Feature geometry.
Esri
Coordinates defining the features.
Raster
Raster
Raster
8
0
0
Shape.STArea()
Shape.STArea()
Double
0
0
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Shape.STLength()
Shape.STLength()
Double
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