20150127
11222600
1.0
FALSE
StCatharines-1852-NMC-16796-geo.tif
-8823620.187708
-8818866.680820
5334004.820490
5337961.152936
1
002
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/10.4'><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>
16
FALSE
None
3
TIFF
TRUE
continuous
unsigned integer
256
20160707
14294000
20160707
14294000
NAP
50000
5000
Maps, Data & GIS
Brock University
1812 Sir Isaac Brock Way
St. Catharines
Ontario
L2S 3A1
CA
maplib@brocku.ca
(905) 688-5550 ext. 5890
Maps, Data & GIS
Historical map images for GIS applications.
<div style=''><div><div><p><span>Historical map showing streets, buildings, lots, land owners, the first and second Welland Canal and locks.</span></p><p><span>Surveyed, drawn & published by Marcus Smith, 1852.</span></p><p><span>Relief shown by hachures and landform drawings.</span></p><p><span>Georeferenced and modified from NMC Map 16796 by Map, Data and GIS Library, Brock University.</span></p></div></div></div>
Map, Data & GIS Library, Brock University.
Map of the town of St. Catharines, Canada West
Scanned image of 1852 map of St. Catharines
Historical Maps of Niagara
2015-09-01T00:00:00
Described in: Mapping Upper Canada, 1780-1867 / Joan Winearls. 1991. Reference no.: 1923
Maps, Data & GIS
Brock University
1812 Sir Isaac Brock Way
St. Catharines
Ontario
L2S 3A1
CA
maplib@brocku.ca
(905) 688-5550 ext. 5890
map
Canada
Ontario
Niagara
historical
map
maps
St. Catharines
<div style=''><div><div><p><span>No restrictions.</span></p></div></div></div>
Canada, Ontario, Niagara, St. Catharines, Welland Canals
Historical, map, town, canal
Maps, Data & GIS
Brock University
1812 Sir Isaac Brock Way
St. Catharines
Ontario
L2S 3A1
CA
maplib@brocku.ca
(905) 688-5550 ext. 5890
Maps, Data & GIS
Maps, Data & GIS
Brock University
1812 Sir Isaac Brock Way
St. Catharines
Ontario
L2S 3A1
CA
maplib@brocku.ca
(905) 688-5550 ext. 5890
Maps, Data & GIS
Version 6.2 (Build 9200) ; Esri ArcGIS 10.4.1.5686
1
-79.263929
-79.221227
43.170509
43.144583
Maps, Data & GIS
Brock University
1812 Sir Isaac Brock Way
St. Catharines
Ontario
L2S 3A1
CA
maplib@brocku.ca
(905) 688-5550 ext. 5890
Maps, Data & GIS
<DIV STYLE="text-align:Left;"><DIV><DIV><P><SPAN>No restrictions</SPAN></P></DIV></DIV></DIV>
Scanned map
False
False
False
False
False
Band_1
255.000000
0.000000
16
Band_2
255.000000
0.000000
16
Band_3
254.000000
0.000000
16
withheld
Raster Dataset
dataset
EPSG
8.8(9.3.1.2)
2
1
0
-8823620.187708 5334004.820490
-8823620.187708 5337961.152936
-8818866.680820 5337961.152936
-8818866.680820 5334004.820490
-8821243.434264 5335982.986713
11908
0.399186
9911
0.399186
20160707
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
C87B0A83-2A39-432A-8440-C3E9BAA82212