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<resTitle>Victoria 1860</resTitle>
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<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;“Victoria District” Scale Four Inches to One Mile. 1860. Surveyor General Division Vault, Land Title and Survey Authority of British Columbia. Plan 28 Tray 2 Victoria Town.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</idAbs>
<idCredit>Plan 28 Tray 2 Victoria Town is included with permission by the Surveyor General Division of the Land Title and Survey Authority of British Columbia.</idCredit>
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<idPurp>historical map of Victoria</idPurp>
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</Data>
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