<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="en">
<Esri>
<CreaDate>20160718</CreaDate>
<CreaTime>14304700</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<ArcGISstyle>North American Profile of ISO19115 2003</ArcGISstyle>
<SyncOnce>FALSE</SyncOnce>
<DataProperties>
<itemProps>
<itemName Sync="TRUE">Fort-Erie-1850-NMC-3811-geo.tif</itemName>
<nativeExtBox>
<westBL Sync="TRUE">662321.764243</westBL>
<eastBL Sync="TRUE">678543.957208</eastBL>
<southBL Sync="TRUE">4745231.807060</southBL>
<northBL Sync="TRUE">4757761.937900</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>
<SyncDate>20160718</SyncDate>
<SyncTime>14454200</SyncTime>
<ModDate>20160718</ModDate>
<ModTime>14454200</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 lots and concessions for part of Bertie Township and the Military Reserve. Niagara River, Squaw Island, and the shoreline of Buffalo are drawn. The location of Waterloo (Fort Erie) and Black Rock (Buffalo), forts, mill, and the Erie Canal are indicated.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span&gt;Digital reproduction of map (30 x 39 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 3811 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>[Signed] Henry Vavasour R.I. Pilkington, DraftsmanDrawn in Lithogy by J.G. KellyMap, Data &amp; GIS Library, Brock University.</idCredit>
<idCitation>
<resTitle Sync="FALSE">No. 13 Fort Erie, Plan of the Military Reserve - Content called 1000 acres</resTitle>
<resAltTitle>Scanned image of 1850 map of Fort Erie</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.: 175 (no.13)</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>Fort Erie</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, Fort Erie, Bertie Township</keyword>
</placeKeys>
<themeKeys>
<thesaLang>
<languageCode value="eng">
</languageCode>
<countryCode value="CA">
</countryCode>
</thesaLang>
<keyword>Historical, fort</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">-79.013625</westBL>
<eastBL Sync="TRUE">-78.811258</eastBL>
<northBL Sync="TRUE">42.955207</northBL>
<southBL Sync="TRUE">42.838824</southBL>
</GeoBndBox>
</geoEle>
</dataExt>
<tpCat>
<TopicCatCd value="012">
</TopicCatCd>
</tpCat>
<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>
<maxVal Sync="TRUE">255.000000</maxVal>
<minVal Sync="TRUE">16.000000</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">662321.764243 4745231.807060</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">662321.764243 4757761.937900</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">678543.957208 4757761.937900</pos>
</cornerPts>
<cornerPts>
<pos Sync="TRUE">678543.957208 4745231.807060</pos>
</cornerPts>
<centerPt>
<pos Sync="TRUE">670432.860725 4751496.872480</pos>
</centerPt>
<axisDimension type="002">
<dimSize Sync="TRUE">7799</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">2.080035</value>
</dimResol>
</axisDimension>
<axisDimension type="001">
<dimSize Sync="TRUE">6024</dimSize>
<dimResol>
<value Sync="TRUE" uom="m">2.080035</value>
</dimResol>
</axisDimension>
<ptInPixel>
<PixOrientCd Sync="TRUE" value="001">
</PixOrientCd>
</ptInPixel>
</Georect>
</spatRepInfo>
<mdDateSt Sync="TRUE">20160718</mdDateSt>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
<mdFileID>6898CB4A-433F-4A58-B877-0F7037351B8B</mdFileID>
</metadata>
