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    <title>topic REST Query: input ring selecting points in ArcGIS JavaScript Maps SDK Questions</title>
    <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477105#M44316</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P style="background-color: transparent; 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; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; word-wrap: break-word; padding: 0px; margin: 0px;"&gt;I'm getting odd result attempting to select points by an input ring geometry.&amp;nbsp; It's actually selecting all of the points that fall outside of the input ring!&lt;/P&gt;&lt;P style="background-color: transparent; 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; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; word-wrap: break-word; padding: 0px; margin: 0px;"&gt;&lt;/P&gt;&lt;P style="background-color: transparent; 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; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; word-wrap: break-word; padding: 0px; margin: 0px;"&gt;I'm missing the obvious here.&lt;/P&gt;&lt;P style="background-color: transparent; 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; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 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" 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    <pubDate>Fri, 18 Oct 2019 18:30:45 GMT</pubDate>
    <dc:creator>JamesCrandall</dc:creator>
    <dc:date>2019-10-18T18:30:45Z</dc:date>
    <item>
      <title>REST Query: input ring selecting points</title>
      <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477105#M44316</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P style="background-color: transparent; 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; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; word-wrap: break-word; padding: 0px; margin: 0px;"&gt;I'm getting odd result attempting to select points by an input ring geometry.&amp;nbsp; It's actually selecting all of the points that fall outside of the input ring!&lt;/P&gt;&lt;P style="background-color: transparent; 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; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; word-wrap: break-word; padding: 0px; margin: 0px;"&gt;&lt;/P&gt;&lt;P style="background-color: transparent; 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; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px; word-wrap: break-word; padding: 0px; margin: 0px;"&gt;I'm missing the obvious here.&lt;/P&gt;&lt;P style="background-color: transparent; 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; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 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" /&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Oct 2019 18:30:45 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477105#M44316</guid>
      <dc:creator>JamesCrandall</dc:creator>
      <dc:date>2019-10-18T18:30:45Z</dc:date>
    </item>
    <item>
      <title>Re: REST Query: input ring selecting points</title>
      <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477106#M44317</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;James,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp; &amp;nbsp;That sounds like your point order for the ring is counter-clockwise then.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Oct 2019 18:34:48 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477106#M44317</guid>
      <dc:creator>RobertScheitlin__GISP</dc:creator>
      <dc:date>2019-10-18T18:34:48Z</dc:date>
    </item>
    <item>
      <title>Re: REST Query: input ring selecting points</title>
      <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477107#M44318</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Yes that sounds like the issue.&amp;nbsp; I will look to see if there's any sorting problems I am having.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Oct 2019 18:51:32 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477107#M44318</guid>
      <dc:creator>JamesCrandall</dc:creator>
      <dc:date>2019-10-18T18:51:32Z</dc:date>
    </item>
    <item>
      <title>Re: REST Query: input ring selecting points</title>
      <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477108#M44319</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I'm not sure how best to handle this.&amp;nbsp; If I query an existing map service and get a ring, is there any way to guarantee its point order?&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Oct 2019 19:12:32 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477108#M44319</guid>
      <dc:creator>JamesCrandall</dc:creator>
      <dc:date>2019-10-18T19:12:32Z</dc:date>
    </item>
    <item>
      <title>Re: REST Query: input ring selecting points</title>
      <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477109#M44320</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Robert -- I think I will take this over to the Python forum section.&amp;nbsp; You've identified the issue and I've marked your post correct answer.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thanks!&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Oct 2019 19:27:52 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477109#M44320</guid>
      <dc:creator>JamesCrandall</dc:creator>
      <dc:date>2019-10-18T19:27:52Z</dc:date>
    </item>
    <item>
      <title>Re: REST Query: input ring selecting points</title>
      <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477110#M44321</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;James,&lt;/P&gt;&lt;P&gt;&amp;nbsp; &amp;nbsp;that is strange that you are querying a ring that is counter-clockwise. In the JS API you can use the Polygon class to test for clockwise and then use Geometry service simplify to ensure it is. But the easier way then the Geometry service is to just use the JS Array reverse method.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Oct 2019 19:30:28 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477110#M44321</guid>
      <dc:creator>RobertScheitlin__GISP</dc:creator>
      <dc:date>2019-10-18T19:30:28Z</dc:date>
    </item>
    <item>
      <title>Re: REST Query: input ring selecting points</title>
      <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477111#M44322</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Ah.&amp;nbsp; Maybe I can just run the ring thru the Geometry service after I get it.&amp;nbsp; This is a python implementation but it's just another REST request.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Oct 2019 19:43:06 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477111#M44322</guid>
      <dc:creator>JamesCrandall</dc:creator>
      <dc:date>2019-10-18T19:43:06Z</dc:date>
    </item>
    <item>
      <title>Re: REST Query: input ring selecting points</title>
      <link>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477112#M44323</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I tried running the ring into the Geometry service simplify task and it didn't seem to format the point order correctly.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 18 Oct 2019 19:52:20 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-javascript-maps-sdk-questions/rest-query-input-ring-selecting-points/m-p/477112#M44323</guid>
      <dc:creator>JamesCrandall</dc:creator>
      <dc:date>2019-10-18T19:52:20Z</dc:date>
    </item>
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