<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20160606</CreaDate>
<CreaTime>15341000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>North American Profile of ISO19115 2003</ArcGISstyle>
<SyncOnce>FALSE</SyncOnce>
<DataProperties>
<itemProps>
<itemName Sync="TRUE">Queenston-1818-NMC-22750-geo.tif</itemName>
<nativeExtBox>
<westBL Sync="TRUE">-8806594.312118</westBL>
<eastBL Sync="TRUE">-8798281.560831</eastBL>
<southBL Sync="TRUE">5332360.205675</southBL>
<northBL Sync="TRUE">5339625.764502</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/10.3'&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">8</PixelDepth>
<HasColormap Sync="TRUE">FALSE</HasColormap>
<CompressionType Sync="TRUE">LZW</CompressionType>
<NumBands Sync="TRUE">3</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">
</NoDataValue>
</General>
</RasterProperties>
</DataProperties>
<SyncDate>20160524</SyncDate>
<SyncTime>10582500</SyncTime>
<ModDate>20160524</ModDate>
<ModTime>10582500</ModTime>
<ArcGISProfile>NAP</ArcGISProfile>
<scaleRange>
<minScale>50000</minScale>
<maxScale>5000</maxScale>
</scaleRange>
</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 plan of the Village of Queenston. It shows roads, boundaries of fields, relief, treed areas, ravines, wharfs, buildings, barracks, and the fuel yard. There is a note of the ‘position where Brock fell'.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;[signed] John Alexander, Lieut, Ryl. Engrs. and Henry Vavasour, Comg. Ryl. Engrs.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Relief shown by hachures and shading.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Geographic coverage from Niagara River to Village of St. Davids.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Digital reproduction of map (76 x 87 cm.) 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;Georeferenced and modified from NMC Map number 22750 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">A plan of the position of Queenston</resTitle>
<resAltTitle>Scanned image of 1818 map of Queenston</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.: 1901</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>Village of Queenston</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, Queenston</keyword>
</placeKeys>
<themeKeys>
<thesaLang>
<languageCode value="eng">
</languageCode>
<countryCode value="CA">
</countryCode>
</thesaLang>
<keyword>Historical, map, village</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 tddtty="">(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 10.3.1.4959</envirDesc>
<spatRpType>
<SpatRepTypCd Sync="TRUE" value="002">
</SpatRepTypCd>
</spatRpType>
<dataExt>
<geoEle>
<GeoBndBox esriExtentType="search">
<exTypeCode Sync="TRUE">1</exTypeCode>
<westBL Sync="TRUE">-79.110983</westBL>
<eastBL Sync="TRUE">-79.036308</eastBL>
<northBL Sync="TRUE">43.181414</northBL>
<southBL Sync="TRUE">43.133803</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<tpCat>
<TopicCatCd value="015">
</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>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
</Band>
<Band>
<dimDescrp Sync="TRUE">Band_2</dimDescrp>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
</Band>
<Band>
<dimDescrp Sync="TRUE">Band_3</dimDescrp>
<bitsPerVal Sync="TRUE">8</bitsPerVal>
</Band>
</covDim>
</ImgDesc>
</contInfo>
<dataSetURI>withheld</dataSetURI>
<distInfo>
<distFormat>
<formatName Sync="TRUE">Raster Dataset</formatName>
</distFormat>
</distInfo>
<mdHrLvName Sync="TRUE">dataset</mdHrLvName>
<refSysInfo>
<RefSystem dimension="horizontal">
<refSysID>
<identCode Sync="TRUE" code="3857">
</identCode>
<idCodeSpace Sync="TRUE">EPSG</idCodeSpace>
<idVersion Sync="TRUE">8.6.2</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">-8806594.312118 5332360.205675</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8806594.312118 5339625.764502</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8798281.560831 5339625.764502</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">-8798281.560831 5332360.205675</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">-8802437.936474 5335992.985089</pos>
</centerPt>
<axisDimension type="002">
<dimSize Sync="TRUE">6692</dimSize>
<dimResol>
<value Sync="TRUE">1.242192</value>
</dimResol>
</axisDimension>
<axisDimension type="001">
<dimSize Sync="TRUE">5856</dimSize>
<dimResol>
<value Sync="TRUE">1.240703</value>
</dimResol>
</axisDimension>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001">
</PixOrientCd>
</ptInPixel>
</Georect>
</spatRepInfo>
<mdDateSt Sync="TRUE">20160524</mdDateSt>
<mdFileID>BCEAD07B-C525-458D-A656-6B35AED02070</mdFileID>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
