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    <title>topic Re: Survey 123 - Auto Populate Repeats with existing points in Collector app in ArcGIS Survey123 Questions</title>
    <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788711#M7726</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I looked into passing data into repeats a while back and found that it was not supported at the time. I'm not sure if it has been resolved yet. Here is a snip and link to an article discussing it.&lt;/P&gt;&lt;P&gt;&lt;A href="https://community.esri.com/groups/survey123/blog/2016/07/30/understanding-survey123s-custom-url-scheme"&gt;https://community.esri.com/groups/survey123/blog/2016/07/30/understanding-survey123s-custom-url-scheme&lt;/A&gt;&amp;nbsp;&lt;IMG height="262" 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width="710" /&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Tue, 31 Mar 2020 14:55:06 GMT</pubDate>
    <dc:creator>NicholasDay</dc:creator>
    <dc:date>2020-03-31T14:55:06Z</dc:date>
    <item>
      <title>Survey 123 - Auto Populate Repeats with existing points in Collector app</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788708#M7723</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi,&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I have not found any post relating to this, so I figured I would post a question about this topic. Is it possible to populate repeats from existing points in the collector app? For context, I have a a feature class that has poles with pole numbers. I am attempting to create a survey that allows users to create attachment requests for multiple poles under the same permit number. This is the&amp;nbsp;CSV that I have created&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG class="image-1 jive-image" src="https://community.esri.com/legacyfs/online/484619_pastedImage_193.png" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I am trying to use the following URL to populate the pole number and pole location within the &lt;STRONG&gt;Repeat&lt;/STRONG&gt; group.&lt;/P&gt;&lt;P&gt;arcgis-survey123://?itemID=&amp;lt;the survey id&amp;gt;&amp;amp;field:polenumber={wmElementName}&amp;amp;center={wmYCoordinate},{wmXCoordinate}&lt;/P&gt;&lt;P&gt;But it will not populate in the repeat.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;In a perfect world, I would like for the individual to hop into the Collector app, select multiple poles, click the URL link, have that open up in Survey123&amp;nbsp;with a&amp;nbsp;repeat for the number of poles that were selected (so if they selected 4 poles, 4 repeats would be created) and populate&amp;nbsp;the repeats with the geometry of each pole and the pole numbers of each selected pole.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Any help with this would be greatly appreciated.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Below is an example of what I would want to auto populate in&amp;nbsp;Survey123 when the URL in Collector is clicked.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Repeat 1...first pole location and pole number&lt;/P&gt;&lt;P&gt;&lt;IMG class="image-2 jive-image" src="https://community.esri.com/legacyfs/online/484622_pastedImage_466.png" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Repeat 2...second pole location and pole number&lt;/P&gt;&lt;P&gt;&lt;IMG class="image-3 jive-image" src="https://community.esri.com/legacyfs/online/484623_pastedImage_467.png" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;...etc.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thanks!&lt;/P&gt;&lt;P&gt;&amp;nbsp;Brackston&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 09 Mar 2020 19:47:16 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788708#M7723</guid>
      <dc:creator>B-L</dc:creator>
      <dc:date>2020-03-09T19:47:16Z</dc:date>
    </item>
    <item>
      <title>Re: Survey 123 - Auto Populate Repeats with existing points in Collector app</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788709#M7724</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Bumping to see if anyone has any ideas. Thanks!&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 31 Mar 2020 13:19:10 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788709#M7724</guid>
      <dc:creator>AdamBakiera</dc:creator>
      <dc:date>2020-03-31T13:19:10Z</dc:date>
    </item>
    <item>
      <title>Re: Survey 123 - Auto Populate Repeats with existing points in Collector app</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788710#M7725</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;How can you select multiple features in Collector?&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 31 Mar 2020 14:30:33 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788710#M7725</guid>
      <dc:creator>DougBrowning</dc:creator>
      <dc:date>2020-03-31T14:30:33Z</dc:date>
    </item>
    <item>
      <title>Re: Survey 123 - Auto Populate Repeats with existing points in Collector app</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788711#M7726</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I looked into passing data into repeats a while back and found that it was not supported at the time. I'm not sure if it has been resolved yet. Here is a snip and link to an article discussing it.&lt;/P&gt;&lt;P&gt;&lt;A href="https://community.esri.com/groups/survey123/blog/2016/07/30/understanding-survey123s-custom-url-scheme"&gt;https://community.esri.com/groups/survey123/blog/2016/07/30/understanding-survey123s-custom-url-scheme&lt;/A&gt;&amp;nbsp;&lt;IMG height="262" 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width="710" /&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 31 Mar 2020 14:55:06 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788711#M7726</guid>
      <dc:creator>NicholasDay</dc:creator>
      <dc:date>2020-03-31T14:55:06Z</dc:date>
    </item>
    <item>
      <title>Re: Survey 123 - Auto Populate Repeats with existing points in Collector app</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788712#M7727</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Looks like my screen shot did not save.&lt;/P&gt;&lt;P&gt;&lt;IMG class="image-1 jive-image" height="321" src="https://community.esri.com/legacyfs/online/486973_pastedImage_1.png" width="872" /&gt;&lt;/P&gt;&lt;P&gt;hope this helps.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 31 Mar 2020 18:00:22 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788712#M7727</guid>
      <dc:creator>NicholasDay</dc:creator>
      <dc:date>2020-03-31T18:00:22Z</dc:date>
    </item>
    <item>
      <title>Re: Survey 123 - Auto Populate Repeats with existing points in Collector app</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788713#M7728</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;This was very helpful! I ended up asking on that post and an ESRI employee confirmed this is not yet supported.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 31 Mar 2020 18:41:48 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788713#M7728</guid>
      <dc:creator>AdamBakiera</dc:creator>
      <dc:date>2020-03-31T18:41:48Z</dc:date>
    </item>
    <item>
      <title>Re: Survey 123 - Auto Populate Repeats with existing points in Collector app</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788714#M7729</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Thank you&amp;nbsp;&lt;A _jive_internal="true" class="" data-avatarid="3059" data-externalid="" data-online="false" data-presence="null" data-userid="336525" data-username="nday@blm.gov_BLM_EGIS" href="https://community.esri.com/people/nday@blm.gov_BLM_EGIS" style="color: inherit; background-color: #ffffff; border: 0px; font-weight: bold; text-decoration: none; font-size: 14px;"&gt;Nicholas Day&lt;/A&gt;&lt;SPAN style="color: #a9a9a9; background-color: #ffffff;"&gt;&lt;SPAN&gt;&amp;nbsp;!!&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 31 Mar 2020 18:58:10 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/788714#M7729</guid>
      <dc:creator>B-L</dc:creator>
      <dc:date>2020-03-31T18:58:10Z</dc:date>
    </item>
    <item>
      <title>Re: Survey 123 - Auto Populate Repeats with existing points in Collector app</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/1182835#M43247</link>
      <description>&lt;P&gt;Hello, there is a workaround to this issue ( not so great but still... it might to useful). Create dummy fields in your main form (parent) and then call these field values in your Repeat section required fields ( under calculation column).&lt;/P&gt;&lt;P&gt;So now, you can set up your Custom URL scheme to feed these dummy fields which will eventually populate your repeat questions.&amp;nbsp;&lt;/P&gt;</description>
      <pubDate>Tue, 14 Jun 2022 18:05:54 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/survey-123-auto-populate-repeats-with-existing/m-p/1182835#M43247</guid>
      <dc:creator>JyotiRohodia</dc:creator>
      <dc:date>2022-06-14T18:05:54Z</dc:date>
    </item>
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