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    <title>topic Python v ArcGIS in Používatelia ArcGIS Questions</title>
    <link>https://community.esri.com/t5/pou%C5%BE%C3%ADvatelia-arcgis-questions/python-v-arcgis/m-p/487593#M12</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;V tejto diskusii radi odpovieme na Vase otazky ohladom Python v ArcGIS.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Tue, 09 Jul 2019 11:58:38 GMT</pubDate>
    <dc:creator>LenkaLepenova</dc:creator>
    <dc:date>2019-07-09T11:58:38Z</dc:date>
    <item>
      <title>Python v ArcGIS</title>
      <link>https://community.esri.com/t5/pou%C5%BE%C3%ADvatelia-arcgis-questions/python-v-arcgis/m-p/487593#M12</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;V tejto diskusii radi odpovieme na Vase otazky ohladom Python v ArcGIS.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 09 Jul 2019 11:58:38 GMT</pubDate>
      <guid>https://community.esri.com/t5/pou%C5%BE%C3%ADvatelia-arcgis-questions/python-v-arcgis/m-p/487593#M12</guid>
      <dc:creator>LenkaLepenova</dc:creator>
      <dc:date>2019-07-09T11:58:38Z</dc:date>
    </item>
    <item>
      <title>Re: Python v ArcGIS</title>
      <link>https://community.esri.com/t5/pou%C5%BE%C3%ADvatelia-arcgis-questions/python-v-arcgis/m-p/487594#M13</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P style="color: #3d3d3d; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow-wrap: break-word; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; padding: 0px; margin: 0px;"&gt;Zdravim,&lt;/P&gt;&lt;P style="color: #3d3d3d; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow-wrap: break-word; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; padding: 0px; margin: 0px;"&gt;Snazim sa vytvorit python nastroj (pouzil som &lt;A href="https://pro.arcgis.com/en/pro-app/arcpy/geoprocessing_and_python/extending-geoprocessing-through-python-modules.htm"&gt;tento odkaz&lt;/A&gt;) v ArcGIS Pro, avsak nejde mi ho spustit, lebo sa potykam s chybovou hlaskou:&amp;nbsp;&lt;SPAN style="display: inline !important; float: none; background-color: #ffffff; color: #3d3d3d; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow-wrap: break-word; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;"&gt;there is no such package as 'toolpackages.core.NodeOrientationCorrector'&lt;/SPAN&gt;. V python editore tento package vidim a aj ho pouzivam v testoch a vsetko funguje.&lt;/P&gt;&lt;P style="color: #3d3d3d; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow-wrap: break-word; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; padding: 0px; margin: 0px;"&gt;&lt;/P&gt;&lt;P style="color: #3d3d3d; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow-wrap: break-word; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; padding: 0px; margin: 0px;"&gt;Moja struktura kodu:&lt;/P&gt;&lt;P style="color: 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" 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      <pubDate>Thu, 11 Jul 2019 10:57:50 GMT</pubDate>
      <guid>https://community.esri.com/t5/pou%C5%BE%C3%ADvatelia-arcgis-questions/python-v-arcgis/m-p/487594#M13</guid>
      <dc:creator>MatejKucek</dc:creator>
      <dc:date>2019-07-11T10:57:50Z</dc:date>
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