20200304
13433000
1.0
FALSE
strutturale_italia_500k_web.jpg
002
579808.229224
2226167.198208
4181229.342255
6151061.523562
1
Projected
GCS_WGS_1984
Linear Unit: Meter (1.000000)
WGS_1984_Web_Mercator_Auxiliary_Sphere
<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/10.8'><WKT>PROJCS["WGS_1984_Web_Mercator_Auxiliary_Sphere",GEOGCS["GCS_WGS_1984",DATUM["D_WGS_1984",SPHEROID["WGS_1984",6378137.0,298.257223563]],PRIMEM["Greenwich",0.0],UNIT["Degree",0.0174532925199433]],PROJECTION["Mercator_Auxiliary_Sphere"],PARAMETER["False_Easting",0.0],PARAMETER["False_Northing",0.0],PARAMETER["Central_Meridian",0.0],PARAMETER["Standard_Parallel_1",0.0],PARAMETER["Auxiliary_Sphere_Type",0.0],UNIT["Meter",1.0],AUTHORITY["EPSG",3857]]</WKT><XOrigin>-20037700</XOrigin><YOrigin>-30241100</YOrigin><XYScale>148923141.92838538</XYScale><ZOrigin>-100000</ZOrigin><ZScale>10000</ZScale><MOrigin>-100000</MOrigin><MScale>10000</MScale><XYTolerance>0.001</XYTolerance><ZTolerance>0.001</ZTolerance><MTolerance>0.001</MTolerance><HighPrecision>true</HighPrecision><WKID>102100</WKID><LatestWKID>3857</LatestWKID></ProjectedCoordinateSystem>
8
FALSE
JPEG
3
JFIF
TRUE
continuous
unsigned integer
256
20220906
10502300
20220906
10502300
raster/stru_500k_italia
image
strutturale_italia_500k_web.jpg
1
5.208506
19.998000
48.265038
35.127558
Version 6.2 (Build 9200) ; Esri ArcGIS 10.8.1.14362
carta del modello struttura d'italia alla scala 1.500,000 prodotta dal CNR
modello strutturale italia
carta del modello struttura d'italia alla scala 1.500,000 prodotta dal CNR
Raster Dataset
dataset
EPSG
8.8(9.3.1.2)
2
1
0
579808.229224 4181229.342255
579808.229224 6151061.523562
2226167.198208 6151061.523562
2226167.198208 4181229.342255
1402987.713716 5166145.432908
25161
65.432970
30386
64.826966
Band_1
255.000000
0.000000
8
Band_2
255.000000
0.000000
8
Band_3
255.000000
0.000000
8
20220906
Modello strutturale italiano alla scala 1:500,000 del CNR
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