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<CreaDate>20211223</CreaDate>
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<resTitle>Sverigekartan nedtonad cached</resTitle>
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<idAbs>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Aktualitet: September 2022&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Ajourhållningsintervall: &lt;/SPAN&gt;&lt;SPAN&gt;E&lt;/SPAN&gt;&lt;SPAN&gt;n gång om året&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Noggrannhet/upplösning: &lt;/SPAN&gt;&lt;SPAN&gt;Okänt&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Sekretess: Nej&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Koordinatsystem: SWEREF 99 &lt;/SPAN&gt;&lt;SPAN&gt;13 30&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Visningsskala: &lt;/SPAN&gt;&lt;SPAN&gt;Större än 1:180 000&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Lagring: &lt;/SPAN&gt;&lt;SPAN&gt;FGDB&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Ansvarig verksamhet: Mät- och GIS-avdelningen&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;Beskrivning: Sverigekartan&lt;/SPAN&gt;&lt;SPAN&gt; &lt;/SPAN&gt;&lt;SPAN&gt;som nedtonad variant ifrån Lantmäteriet&lt;/SPAN&gt;&lt;SPAN&gt; över sydvästra Götaland.&lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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<keyword>Bakgrundskarta</keyword>
<keyword>Sverigekartan</keyword>
<keyword>Lantmäteriet</keyword>
<keyword>Mät- och GIS-avdelningen</keyword>
<keyword>Sydvästra Götaland</keyword>
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<idPurp>Sverigekartan som nedtonad variant ifrån Lantmäteriet i skalintervallet större än 1:180 000.</idPurp>
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<useLimit>&lt;DIV STYLE="text-align:Left;font-size:12pt"&gt;&lt;P&gt;&lt;SPAN&gt;Denna tjänst är öppna data från &lt;/SPAN&gt;&lt;SPAN&gt;Lantmäteriet&lt;/SPAN&gt;&lt;SPAN&gt;. Särskilda användarvillkor kan finnas. Se information på respektive myndighets hemsida och för respektive informationsmängd. &lt;/SPAN&gt;&lt;/P&gt;&lt;/DIV&gt;</useLimit>
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</Data>
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