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    <title>topic CoordinateSystemsDetailsControl default to current xy in ArcGIS Pro SDK Questions</title>
    <link>https://community.esri.com/t5/arcgis-pro-sdk-questions/coordinatesystemsdetailscontrol-default-to-current/m-p/870805#M5163</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Guys,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Refer to this sample, if ShowVCS is true, it always select current Z value, how I can make current xy value to be selected by default? &lt;A href="https://community.esri.com/migrated-users/86730" target="_blank"&gt;Uma Harano&lt;/A&gt;‌&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;A class="link-titled" href="https://github.com/Esri/arcgis-pro-sdk-community-samples/blob/master/Geometry/CoordinateSystemDialog/UI/CoordSysDialog.xaml" title="https://github.com/Esri/arcgis-pro-sdk-community-samples/blob/master/Geometry/CoordinateSystemDialog/UI/CoordSysDialog.xaml" rel="nofollow noopener noreferrer" target="_blank"&gt;arcgis-pro-sdk-community-samples/CoordSysDialog.xaml at master · Esri/arcgis-pro-sdk-community-samples · GitHub&lt;/A&gt;&amp;nbsp;&lt;/P&gt;&lt;PRE class="lia-code-sample line-numbers language-none"&gt;&lt;CODE&gt; &lt;SPAN class="token tag"&gt;&lt;SPAN class="token tag"&gt;&lt;SPAN class="punctuation token"&gt;&amp;lt;&lt;/SPAN&gt;&lt;SPAN class="namespace token"&gt;mapping:&lt;/SPAN&gt;CoordinateSystemsDetailsControl&lt;/SPAN&gt; &lt;SPAN class="attr-name token"&gt;Grid.Row&lt;/SPAN&gt;&lt;SPAN class="attr-value token"&gt;&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;3&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;&lt;/SPAN&gt; 
                   &lt;SPAN class="attr-name token"&gt;SpatialReference&lt;/SPAN&gt;&lt;SPAN class="attr-value token"&gt;&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;{Binding ElementName&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;CoordinateSystemsControl, Path&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;SelectedSpatialReference}&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;&lt;/SPAN&gt;
                   &lt;SPAN class="attr-name token"&gt;ShowVerticalCSDetails&lt;/SPAN&gt;&lt;SPAN class="attr-value token"&gt;&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;{Binding Path&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;ShowVCS}&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN class="punctuation token"&gt;/&amp;gt;&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN class="line-numbers-rows"&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/CODE&gt;&lt;/PRE&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Sun, 12 Dec 2021 10:51:58 GMT</pubDate>
    <dc:creator>Anonymous User</dc:creator>
    <dc:date>2021-12-12T10:51:58Z</dc:date>
    <item>
      <title>CoordinateSystemsDetailsControl default to current xy</title>
      <link>https://community.esri.com/t5/arcgis-pro-sdk-questions/coordinatesystemsdetailscontrol-default-to-current/m-p/870805#M5163</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Guys,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Refer to this sample, if ShowVCS is true, it always select current Z value, how I can make current xy value to be selected by default? &lt;A href="https://community.esri.com/migrated-users/86730" target="_blank"&gt;Uma Harano&lt;/A&gt;‌&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;A class="link-titled" href="https://github.com/Esri/arcgis-pro-sdk-community-samples/blob/master/Geometry/CoordinateSystemDialog/UI/CoordSysDialog.xaml" title="https://github.com/Esri/arcgis-pro-sdk-community-samples/blob/master/Geometry/CoordinateSystemDialog/UI/CoordSysDialog.xaml" rel="nofollow noopener noreferrer" target="_blank"&gt;arcgis-pro-sdk-community-samples/CoordSysDialog.xaml at master · Esri/arcgis-pro-sdk-community-samples · GitHub&lt;/A&gt;&amp;nbsp;&lt;/P&gt;&lt;PRE class="lia-code-sample line-numbers language-none"&gt;&lt;CODE&gt; &lt;SPAN class="token tag"&gt;&lt;SPAN class="token tag"&gt;&lt;SPAN class="punctuation token"&gt;&amp;lt;&lt;/SPAN&gt;&lt;SPAN class="namespace token"&gt;mapping:&lt;/SPAN&gt;CoordinateSystemsDetailsControl&lt;/SPAN&gt; &lt;SPAN class="attr-name token"&gt;Grid.Row&lt;/SPAN&gt;&lt;SPAN class="attr-value token"&gt;&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;3&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;&lt;/SPAN&gt; 
                   &lt;SPAN class="attr-name token"&gt;SpatialReference&lt;/SPAN&gt;&lt;SPAN class="attr-value token"&gt;&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;{Binding ElementName&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;CoordinateSystemsControl, Path&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;SelectedSpatialReference}&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;&lt;/SPAN&gt;
                   &lt;SPAN class="attr-name token"&gt;ShowVerticalCSDetails&lt;/SPAN&gt;&lt;SPAN class="attr-value token"&gt;&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;{Binding Path&lt;SPAN class="punctuation token"&gt;=&lt;/SPAN&gt;ShowVCS}&lt;SPAN class="punctuation token"&gt;"&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN class="punctuation token"&gt;/&amp;gt;&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;SPAN class="line-numbers-rows"&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;SPAN&gt;‍&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/CODE&gt;&lt;/PRE&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG 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" 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      <pubDate>Sun, 12 Dec 2021 10:51:58 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-sdk-questions/coordinatesystemsdetailscontrol-default-to-current/m-p/870805#M5163</guid>
      <dc:creator>Anonymous User</dc:creator>
      <dc:date>2021-12-12T10:51:58Z</dc:date>
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