20250620
16270900
1.0
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Preprocessed_Data_ssurgo_component_data
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0.000
https://www.arcgis.com/sharing/rest/content/items/a3712b2f757d40cf86c5929cbc564da7/info/thumbnail/ago_downloaded.png
Projected
GCS_NAD_1983_2011
Linear Unit: Meter (1.000000)
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NAD_1983_2011_UTM_Zone_12N
20250723
16401200
20250723
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10
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10
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Double
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String
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String
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String
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Field32
String
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Double
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Field36
Double
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Double
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Field38
Integer
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Field39
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Field40
Integer
10
10
0
Field41
Field41
String
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0
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Field42
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Field56
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Field57
Integer
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Field58
Integer
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Field59
Field59
String
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Field60
Field60
String
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Field61
String
254
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Field62
Field62
String
254
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0
Field63
Field63
String
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Field64
String
254
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0
Field65
Field65
String
254
0
0
Field66
Field66
String
254
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0
Field67
Field67
String
254
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0
Field68
Field68
String
254
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0
Field69
Field69
String
254
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Field70
Field70
String
254
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0
Field71
Field71
String
254
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Field72
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Field73
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Field74
Integer
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Integer
10
10
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Integer
10
10
0
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Field77
String
254
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254
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254
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String
254
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String
254
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254
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String
254
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254
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String
254
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Field86
String
254
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String
254
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Field88
String
254
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Field89
String
254
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254
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Field91
String
254
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Field92
String
254
0
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Field93
String
254
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0
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Field94
String
254
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0
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Field95
String
254
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String
254
0
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String
254
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Field98
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254
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254
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String
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254
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10
10
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String
20
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SPATIALV_1
Integer
10
10
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MUKEY_1
MUKEY_1
String
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Shape_Leng
Shape_Leng
Double
19
0
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10
10
0
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MUSYM_12
String
6
0
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AREASYMB_2
AREASYMB_2
String
20
0
0
SPATIALV_2
SPATIALV_2
Integer
10
10
0
MUKEY_12
MUKEY_12
String
30
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.
Shape_Le_1
Shape_Le_1
Double
19
0
0
Shape_Ar_1
Shape_Ar_1
Double
19
0
0
MUKEYNum_2
MUKEYNum_2
Integer
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AREASYMB_3
AREASYMB_3
String
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SPATIALV_3
SPATIALV_3
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10
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MUSYM_12_1
MUSYM_12_1
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Double
19
0
0
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Shape_Ar_2
Double
19
0
0
MUKEYNum_3
MUKEYNum_3
Integer
10
10
0
Shape_Le_3
Shape_Le_3
Double
19
0
0
Shape_Ar_3
Shape_Ar_3
Double
19
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0
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