<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20161005</CreaDate>
<CreaTime>13273700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>FALSE</SyncOnce>
<DataProperties>
<itemProps>
<itemName Sync="TRUE">StCatharines-evolution1936-1946-geo.tif</itemName>
<nativeExtBox>
<westBL Sync="TRUE">638804.896346</westBL>
<eastBL Sync="TRUE">648717.539394</eastBL>
<southBL Sync="TRUE">4774787.490001</southBL>
<northBL Sync="TRUE">4784381.762913</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_North_American_1983</geogcsn>
<csUnits Sync="TRUE">Linear Unit: Meter (1.000000)</csUnits>
<projcsn Sync="TRUE">NAD_1983_UTM_Zone_17N</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;NAD_1983_UTM_Zone_17N&amp;quot;,GEOGCS[&amp;quot;GCS_North_American_1983&amp;quot;,DATUM[&amp;quot;D_North_American_1983&amp;quot;,SPHEROID[&amp;quot;GRS_1980&amp;quot;,6378137.0,298.257222101]],PRIMEM[&amp;quot;Greenwich&amp;quot;,0.0],UNIT[&amp;quot;Degree&amp;quot;,0.0174532925199433]],PROJECTION[&amp;quot;Transverse_Mercator&amp;quot;],PARAMETER[&amp;quot;False_Easting&amp;quot;,500000.0],PARAMETER[&amp;quot;False_Northing&amp;quot;,0.0],PARAMETER[&amp;quot;Central_Meridian&amp;quot;,-81.0],PARAMETER[&amp;quot;Scale_Factor&amp;quot;,0.9996],PARAMETER[&amp;quot;Latitude_Of_Origin&amp;quot;,0.0],UNIT[&amp;quot;Meter&amp;quot;,1.0],AUTHORITY[&amp;quot;EPSG&amp;quot;,26917]]&lt;/WKT&gt;&lt;XOrigin&gt;-5120900&lt;/XOrigin&gt;&lt;YOrigin&gt;-9998100&lt;/YOrigin&gt;&lt;XYScale&gt;450445547.3910538&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;26917&lt;/WKID&gt;&lt;LatestWKID&gt;26917&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>
<ArcGISstyle>North American Profile of ISO19115 2003</ArcGISstyle>
<SyncDate>20161115</SyncDate>
<SyncTime>13200000</SyncTime>
<ModDate>20161115</ModDate>
<ModTime>13200000</ModTime>
<ArcGISProfile>NAP</ArcGISProfile>
<scaleRange>
<minScale>50000</minScale>
<maxScale>5000</maxScale>
</scaleRange>
</Esri>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
<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>
<mdDateSt Sync="TRUE">20161115</mdDateSt>
<dataIdInfo>
<idPurp>Historical map images for GIS applications.</idPurp>
<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN&gt;Maps showing the evolution from 1936 to 1946, population, urban growth, note, legend.&lt;/SPAN&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN&gt;Scale [ca.1:10,359]&lt;/SPAN&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN&gt;Map date: [1959?]&lt;/SPAN&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN&gt;Digital reproduction of map (57 x 72 cm.) in the Brock University Map, Data &amp;amp; GIS Library collection. &lt;/SPAN&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;P STYLE="margin:0 0 0 0;"&gt;&lt;SPAN&gt;Georeferenced and modified from Brock call# G 3464 S35 S1 1959 E86 by Map, Data and GIS Library, Brock University. &lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Information compiled by E. Tweed
Drawing by M.J. Servos
Published St. Catharines Planning and Development Services.
Map, Data &amp; GIS Library, Brock University.</idCredit>
<idCitation>
<resTitle Sync="FALSE">Evolution of the City of St. Catharines, 1936 to 1946</resTitle>
<resAltTitle>Scanned image of St. Catharines showing population growth between 1936 and 1946</resAltTitle>
<collTitle>Historical Maps of Niagara</collTitle>
<date>
<createDate>2015-09-01T00:00:00</createDate>
</date>
<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>St. Catharines</keyword>
<keyword>population</keyword>
</searchKeys>
<resConst>
<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>
</resConst>
<placeKeys>
<thesaLang>
<languageCode value="eng">
</languageCode>
<countryCode value="CA">
</countryCode>
</thesaLang>
<keyword>Canada, Ontario, Niagara, St. Catharines</keyword>
</placeKeys>
<themeKeys>
<thesaLang>
<languageCode value="eng">
</languageCode>
<countryCode value="CA">
</countryCode>
</thesaLang>
<keyword>Historical, population</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">-79.293931</westBL>
<eastBL Sync="TRUE">-79.169576</eastBL>
<northBL Sync="TRUE">43.199460</northBL>
<southBL Sync="TRUE">43.111223</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<tpCat>
<TopicCatCd value="003">
</TopicCatCd>
</tpCat>
<tpCat>
<TopicCatCd value="016">
</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">255.000000</maxVal>
<minVal Sync="TRUE">0.000000</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="26917">
</identCode>
<idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
<idVersion Sync="TRUE">6.13(3.0.1)</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">638804.896346 4774787.490001</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">638804.896346 4784381.762913</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">648717.539394 4784381.762913</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">648717.539394 4774787.490001</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">643761.217870 4779584.626457</pos>
</centerPt>
<axisDimension type="002">
<dimSize Sync="TRUE">7348</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">1.349026</value>
</dimResol>
</axisDimension>
<axisDimension type="001">
<dimSize Sync="TRUE">7112</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">1.349026</value>
</dimResol>
</axisDimension>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001">
</PixOrientCd>
</ptInPixel>
</Georect>
</spatRepInfo>
<mdFileID>81433479-8473-43ED-A453-78F06323A4F2</mdFileID>
</metadata>
