20110329
14050200
1.0
FGDC CSDGM Metadata
FALSE
clrcrk_sat_01
002
2879000.000000
3035000.000000
1624000.000000
1736000.000000
1
8
FALSE
Wavelet (MG2)
3
MrSID
TRUE
continuous
unsigned integer
Projected
GCS_NAD_1983_2011
Linear Unit: Foot_US (0.304801)
NAD_1983_2011_StatePlane_Colorado_Central_FIPS_0502_Ft_US
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20141211
14552500
20141211
14552500
150000000
5000
ItemDescription
Esri ArcGIS 10.2.2.3574
torreys.SDE_LOADER.clrcrk_sat_01
002
This dataset is a mosaic of aerial photography captured in 1999 for the Interstate 70 area, and 2001 satellite imagery for the remaining areas in Clear Creek...
<div style=''><p><span>This dataset is a mosaic of aerial photography captured in 1999 for the Interstate 70 area, and 2001 satellite imagery for the remaining areas in Clear Creek County.</span></p></div>
aerial
satellite
imagery
photography
1
-105.930963
-105.375340
39.854131
39.545877
Raster Dataset
dataset
2
1
0
2879000.000000 1624000.000000
2879000.000000 1736000.000000
3035000.000000 1736000.000000
3035000.000000 1624000.000000
2957000.000000 1680000.000000
78000
2.000000
56000
2.000000
vat
Table
256
OID
OID
OID
4
0
0
Internal feature number.
ESRI
Sequential unique whole numbers that are automatically generated.
Value
Value
Integer
0
0
0
Count
Count
Integer
0
0
0
vat
Table
256
OID
OID
OID
4
0
0
Internal feature number.
ESRI
Sequential unique whole numbers that are automatically generated.
Value
Value
Integer
0
0
0
Count
Count
Integer
0
0
0
vat
Table
256
OID
OID
OID
4
0
0
Internal feature number.
ESRI
Sequential unique whole numbers that are automatically generated.
Value
Value
Integer
0
0
0
Count
Count
Integer
0
0
0
Band_1
255.000000
0.000000
8
Band_2
255.000000
0.000000
8
Band_3
255.000000
0.000000
8
20141211
Pixel
56000
78000
2.000000
2.000000
8
1
Upper Left
FALSE
LZ77
3
pixel codes
SDR
TRUE
row and column
2.000000
2.000000
ESRI
10.2.1
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