<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20160610</CreaDate>
<CreaTime>15095200</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>North American Profile of ISO19115 2003</ArcGISstyle>
<SyncOnce>FALSE</SyncOnce>
<DataProperties>
<itemProps>
<itemName Sync="TRUE">Welland-Canal-1837-NMC-21589-geo.tif</itemName>
<nativeExtBox>
<westBL Sync="TRUE">-8883062.033448</westBL>
<eastBL Sync="TRUE">-8775968.397655</eastBL>
<southBL Sync="TRUE">5270299.371507</southBL>
<northBL Sync="TRUE">5357643.935659</northBL>
<exTypeCode Sync="TRUE">1</exTypeCode>
</nativeExtBox>
<imsContentType Sync="TRUE" export="False">002</imsContentType>
</itemProps>
<coordRef>
<type Sync="TRUE">Projected</type>
<geogcsn Sync="TRUE">GCS_WGS_1984</geogcsn>
<csUnits Sync="TRUE">Linear Unit: Meter (1.000000)</csUnits>
<projcsn Sync="TRUE">WGS_1984_Web_Mercator_Auxiliary_Sphere</projcsn>
<peXml Sync="TRUE">&lt;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'&gt;&lt;WKT&gt;PROJCS[&amp;quot;WGS_1984_Web_Mercator_Auxiliary_Sphere&amp;quot;,GEOGCS[&amp;quot;GCS_WGS_1984&amp;quot;,DATUM[&amp;quot;D_WGS_1984&amp;quot;,SPHEROID[&amp;quot;WGS_1984&amp;quot;,6378137.0,298.257223563]],PRIMEM[&amp;quot;Greenwich&amp;quot;,0.0],UNIT[&amp;quot;Degree&amp;quot;,0.0174532925199433]],PROJECTION[&amp;quot;Mercator_Auxiliary_Sphere&amp;quot;],PARAMETER[&amp;quot;False_Easting&amp;quot;,0.0],PARAMETER[&amp;quot;False_Northing&amp;quot;,0.0],PARAMETER[&amp;quot;Central_Meridian&amp;quot;,0.0],PARAMETER[&amp;quot;Standard_Parallel_1&amp;quot;,0.0],PARAMETER[&amp;quot;Auxiliary_Sphere_Type&amp;quot;,0.0],UNIT[&amp;quot;Meter&amp;quot;,1.0],AUTHORITY[&amp;quot;EPSG&amp;quot;,3857]]&lt;/WKT&gt;&lt;XOrigin&gt;-20037700&lt;/XOrigin&gt;&lt;YOrigin&gt;-30241100&lt;/YOrigin&gt;&lt;XYScale&gt;148923141.92838538&lt;/XYScale&gt;&lt;ZOrigin&gt;-100000&lt;/ZOrigin&gt;&lt;ZScale&gt;10000&lt;/ZScale&gt;&lt;MOrigin&gt;-100000&lt;/MOrigin&gt;&lt;MScale&gt;10000&lt;/MScale&gt;&lt;XYTolerance&gt;0.001&lt;/XYTolerance&gt;&lt;ZTolerance&gt;0.001&lt;/ZTolerance&gt;&lt;MTolerance&gt;0.001&lt;/MTolerance&gt;&lt;HighPrecision&gt;true&lt;/HighPrecision&gt;&lt;WKID&gt;102100&lt;/WKID&gt;&lt;LatestWKID&gt;3857&lt;/LatestWKID&gt;&lt;/ProjectedCoordinateSystem&gt;</peXml>
</coordRef>
<RasterProperties>
<General>
<PixelDepth Sync="TRUE">16</PixelDepth>
<HasColormap Sync="TRUE">FALSE</HasColormap>
<CompressionType Sync="TRUE">None</CompressionType>
<NumBands Sync="TRUE">1</NumBands>
<Format Sync="TRUE">TIFF</Format>
<HasPyramids Sync="TRUE">TRUE</HasPyramids>
<SourceType Sync="TRUE">continuous</SourceType>
<PixelType Sync="TRUE">unsigned integer</PixelType>
<NoDataValue Sync="TRUE">256</NoDataValue>
</General>
</RasterProperties>
</DataProperties>
<SyncDate>20160711</SyncDate>
<SyncTime>14074000</SyncTime>
<ModDate>20160711</ModDate>
<ModTime>14075500</ModTime>
<scaleRange>
<minScale>50000</minScale>
<maxScale>5000</maxScale>
</scaleRange>
<ArcGISProfile>NAP</ArcGISProfile>
</Esri>
<mdLang>
<languageCode value="eng">
</languageCode>
<countryCode value="CA">
</countryCode>
</mdLang>
<mdChar>
<CharSetCd value="004">
</CharSetCd>
</mdChar>
<mdHrLv>
<ScopeCd value="005">
</ScopeCd>
</mdHrLv>
<mdContact>
<rpIndName>Maps, Data &amp; GIS</rpIndName>
<rpOrgName>Brock University</rpOrgName>
<role>
<RoleCd value="006">
</RoleCd>
</role>
<rpCntInfo>
<cntAddress addressType="postal">
<delPoint>1812 Sir Isaac Brock Way</delPoint>
<city>St. Catharines</city>
<adminArea>Ontario</adminArea>
<postCode>L2S 3A1</postCode>
<country>CA</country>
<eMailAdd>maplib@brocku.ca</eMailAdd>
</cntAddress>
<cntPhone>
<voiceNum>(905) 688-5550 ext. 5890</voiceNum>
</cntPhone>
</rpCntInfo>
<displayName>Maps, Data &amp; GIS</displayName>
</mdContact>
<dataIdInfo>
<idPurp>Historical map images for GIS applications.</idPurp>
<idAbs>&lt;div style=''&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;Historical map showing the First and Second Welland Canal complete with Feeder and extension to Port Colborne. Also shows proposed cut to Port Maitland from Feeder Canal, main rivers, creeks, settlements, the escarpment, and township boundaries.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Digital reproduction of map in the Public Archives of Canada. National Map Collection. Library and Archives Canada.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Relief shown by hachures.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Alternate title:"Welland Canal Capt. Bonnycastle 28th June 1837" is the endorsed title for this map in Joan Winearls' book, "Mapping Upper Canada, 1780-1867"&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Georeferenced and modified from NMC Map number 21589 by Map, Data and GIS Library, Brock University. &lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span /&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
<idCredit>Map, Data &amp; GIS Library, Brock University.</idCredit>
<idCitation>
<resTitle Sync="FALSE">[Map of the Niagara District showing the various cuts proposed for the Welland Canal, with a table of distances]</resTitle>
<resAltTitle>Scanned image of 1837 map of the Welland Canal</resAltTitle>
<collTitle>Historical Maps of Niagara</collTitle>
<date>
<createDate>2015-09-01T00:00:00</createDate>
</date>
<otherCitDet>Described in: Mapping Upper Canada, 1780-1867 / Joan Winearls. 1991. Reference no.: 768</otherCitDet>
<citRespParty>
<rpIndName>Maps, Data &amp; GIS</rpIndName>
<rpOrgName>Brock University</rpOrgName>
<role>
<RoleCd value="006">
</RoleCd>
</role>
<rpCntInfo>
<cntAddress addressType="postal">
<delPoint>1812 Sir Isaac Brock Way</delPoint>
<city>St. Catharines</city>
<adminArea>Ontario</adminArea>
<postCode>L2S 3A1</postCode>
<country>CA</country>
<eMailAdd>maplib@brocku.ca</eMailAdd>
</cntAddress>
<cntPhone>
<voiceNum>(905) 688-5550 ext. 5890</voiceNum>
</cntPhone>
</rpCntInfo>
</citRespParty>
<presForm>
<fgdcGeoform>map</fgdcGeoform>
<PresFormCd value="003">
</PresFormCd>
</presForm>
</idCitation>
<searchKeys>
<keyword>Canada</keyword>
<keyword>Ontario</keyword>
<keyword>Niagara</keyword>
<keyword>historical</keyword>
<keyword>map</keyword>
<keyword>maps</keyword>
<keyword>Niagara District</keyword>
<keyword>Welland Canal</keyword>
</searchKeys>
<resConst>
<Consts>
<useLimit>&lt;div style=''&gt;&lt;div&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;No restrictions.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</useLimit>
</Consts>
</resConst>
<placeKeys>
<thesaLang>
<languageCode value="eng">
</languageCode>
<countryCode value="CA">
</countryCode>
</thesaLang>
<keyword>Canada, Ontario, Niagara, Niagara District, Niagara River, Welland Canal</keyword>
</placeKeys>
<themeKeys>
<thesaLang>
<languageCode value="eng">
</languageCode>
<countryCode value="CA">
</countryCode>
</thesaLang>
<keyword>Historical, canal</keyword>
</themeKeys>
<dataChar>
<CharSetCd value="004">
</CharSetCd>
</dataChar>
<dataLang>
<languageCode value="eng">
</languageCode>
<countryCode value="CA">
</countryCode>
</dataLang>
<idPoC>
<rpIndName>Maps, Data &amp; GIS</rpIndName>
<rpOrgName>Brock University</rpOrgName>
<role>
<RoleCd value="006">
</RoleCd>
</role>
<rpCntInfo>
<cntAddress addressType="postal">
<delPoint>1812 Sir Isaac Brock Way</delPoint>
<city>St. Catharines</city>
<adminArea>Ontario</adminArea>
<postCode>L2S 3A1</postCode>
<country>CA</country>
<eMailAdd>maplib@brocku.ca</eMailAdd>
</cntAddress>
<cntPhone>
<voiceNum>(905) 688-5550 ext. 5890</voiceNum>
</cntPhone>
</rpCntInfo>
<displayName>Maps, Data &amp; GIS</displayName>
</idPoC>
<resMaint>
<maintFreq>
<MaintFreqCd value="009">
</MaintFreqCd>
</maintFreq>
<maintCont>
<rpIndName>Maps, Data &amp; GIS</rpIndName>
<rpOrgName>Brock University</rpOrgName>
<role>
<RoleCd value="006">
</RoleCd>
</role>
<rpCntInfo>
<cntAddress addressType="postal">
<delPoint>1812 Sir Isaac Brock Way</delPoint>
<city>St. Catharines</city>
<adminArea>Ontario</adminArea>
<postCode>L2S 3A1</postCode>
<country>CA</country>
<eMailAdd>maplib@brocku.ca</eMailAdd>
</cntAddress>
<cntPhone>
<voiceNum>(905) 688-5550 ext. 5890</voiceNum>
</cntPhone>
</rpCntInfo>
<displayName>Maps, Data &amp; GIS</displayName>
</maintCont>
</resMaint>
<envirDesc Sync="TRUE"> Version 6.2 (Build 9200) ; Esri ArcGIS 10.4.1.5686</envirDesc>
<spatRpType>
<SpatRepTypCd Sync="TRUE" value="002">
</SpatRepTypCd>
</spatRpType>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<exTypeCode Sync="TRUE">1</exTypeCode>
<westBL Sync="TRUE">-79.797904</westBL>
<eastBL Sync="TRUE">-78.835865</eastBL>
<northBL Sync="TRUE">43.299326</northBL>
<southBL Sync="TRUE">42.725608</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<tpCat>
<TopicCatCd value="012">
</TopicCatCd>
</tpCat>
</dataIdInfo>
<mdMaint>
<maintFreq>
<MaintFreqCd value="009">
</MaintFreqCd>
</maintFreq>
<maintCont>
<rpIndName>Maps, Data &amp; GIS</rpIndName>
<rpOrgName>Brock University</rpOrgName>
<role>
<RoleCd value="006">
</RoleCd>
</role>
<rpCntInfo>
<cntAddress addressType="postal">
<delPoint>1812 Sir Isaac Brock Way</delPoint>
<city>St. Catharines</city>
<adminArea>Ontario</adminArea>
<postCode>L2S 3A1</postCode>
<country>CA</country>
<eMailAdd>maplib@brocku.ca</eMailAdd>
</cntAddress>
<cntPhone>
<voiceNum>(905) 688-5550 ext. 5890</voiceNum>
</cntPhone>
</rpCntInfo>
<displayName>Maps, Data &amp; GIS</displayName>
</maintCont>
</mdMaint>
<mdConst>
<Consts>
<useLimit>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;No restrictions&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</useLimit>
</Consts>
</mdConst>
<contInfo>
<ImgDesc>
<attDesc>Scanned map </attDesc>
<contentTyp>
<ContentTypCd Sync="TRUE" value="001">
</ContentTypCd>
</contentTyp>
<trianInd>False</trianInd>
<radCalDatAv>False</radCalDatAv>
<camCalInAv>False</camCalInAv>
<filmDistInAv>False</filmDistInAv>
<lensDistInAv>False</lensDistInAv>
<covDim>
<Band>
<dimDescrp Sync="TRUE">Band_1</dimDescrp>
<maxVal Sync="TRUE">254.000000</maxVal>
<minVal Sync="TRUE">25.000000</minVal>
<bitsPerVal Sync="TRUE">16</bitsPerVal>
<valUnit>
<UOM type="length">
</UOM>
</valUnit>
</Band>
</covDim>
</ImgDesc>
</contInfo>
<dataSetURI>withheld</dataSetURI>
<distInfo>
<distFormat>
<formatName Sync="TRUE">Raster Dataset</formatName>
</distFormat>
</distInfo>
<mdHrLvName Sync="TRUE">dataset</mdHrLvName>
<refSysInfo>
<RefSystem>
<refSysID>
<identCode Sync="TRUE" code="3857">
</identCode>
<idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
<idVersion Sync="TRUE">8.8(9.3.1.2)</idVersion>
</refSysID>
</RefSystem>
</refSysInfo>
<spatRepInfo>
<Georect>
<cellGeo>
<CellGeoCd Sync="TRUE" value="002">
</CellGeoCd>
</cellGeo>
<numDims Sync="TRUE">2</numDims>
<tranParaAv Sync="TRUE">1</tranParaAv>
<chkPtAv Sync="TRUE">0</chkPtAv>
<cornerPts>
<pos Sync="TRUE">-8883062.033448 5270299.371507</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8883062.033448 5357643.935659</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8775968.397655 5357643.935659</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8775968.397655 5270299.371507</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">-8829515.215552 5313971.653583</pos>
</centerPt>
<axisDimension type="002">
<dimSize Sync="TRUE">7543</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">14.197751</value>
</dimResol>
</axisDimension>
<axisDimension type="001">
<dimSize Sync="TRUE">6152</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">14.197751</value>
</dimResol>
</axisDimension>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001">
</PixOrientCd>
</ptInPixel>
</Georect>
</spatRepInfo>
<mdDateSt Sync="TRUE">20160711</mdDateSt>
<mdFileID>D26AA3C7-6A24-4126-A8E8-988F66D4D6B5</mdFileID>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
