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    <title>topic Re: Prevent overwriting existing repeats in ArcGIS Survey123 Questions</title>
    <link>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876562#M29417</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Thanks, Mike!&amp;nbsp; I set the appearance to minimal and it solved the problem!&amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Before, I'd had the appearance as "compact." It's interesting that these two appearances are very similar yet have very different effects.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Wed, 21 Aug 2019 18:19:58 GMT</pubDate>
    <dc:creator>AllenDailey1</dc:creator>
    <dc:date>2019-08-21T18:19:58Z</dc:date>
    <item>
      <title>Prevent overwriting existing repeats</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876558#M29413</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi there,&lt;/P&gt;&lt;P&gt;I'm developing a survey, using Survey123 Connect, that includes a few repeats.&amp;nbsp; The situation is that there will be one survey instance per location; the first person to visit that location would fill out part of the survey, and follow-up visitors would fill out other parts of the survey, mainly repeats; the portion of the survey entitled "Follow Up Visits" is a repeat.&amp;nbsp; This way, there can be any number of follow-up visits to the location, and each follow-up visit goes into its own instance of the repeat.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;STRONG&gt;My question is: Is there any way of preventing or deterring users from accidentally overwriting an instance of a repeat that has been filled out by a previous user?&amp;nbsp;&lt;/STRONG&gt;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;The first person to do a follow-up visit will fill out the first instance of the repeat, which is already open in front of them when they open up the survey.&amp;nbsp; That's fine.&amp;nbsp; But the second person to do a follow-up visit will open up the survey and have that first repeat in front of them, and it will be very likely that they'd forget to scroll all the way down and hit the "+" icon to open up a new instance of the repeat.&amp;nbsp; I think it would be likely that they would accidentally add to the previous user's repeat instead. (Even my coworkers and I, the survey creators, have fallen into that trap when testing out the survey ourselves!)&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I've done a lot of brainstorming and haven't come up with anything very good.&amp;nbsp; Here are some of my unsatisfactory ideas:&lt;/P&gt;&lt;UL&gt;&lt;LI&gt;Put a question in the beginning of the repeat: "Is this a NEW follow-up visit?"&amp;nbsp; If user's answer is yes, then: "Scroll down and click the '+' to begin a new follow-up."&amp;nbsp; This wouldn't work because the user would see the same question at the top of the new repeat even after they click '+', over and over forever.&lt;/LI&gt;&lt;LI&gt;Move the '+' icon to the top of the repeat rather than keeping it at the bottom (my organization doesn't have the Developer Edition license that you need to get into the source code).&lt;/LI&gt;&lt;LI&gt;Format text with html to create some kind of large-font, red text blurb at beginning of repeat that says, "Are the questions below already filled out? If so, click the '+' to start a fresh follow-up!"&amp;nbsp; This could work but would be rather tacky.&lt;/LI&gt;&lt;/UL&gt;&lt;P&gt;Thanks for reading!&lt;/P&gt;&lt;P&gt;Allen&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 21 Aug 2019 16:38:19 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876558#M29413</guid>
      <dc:creator>AllenDailey1</dc:creator>
      <dc:date>2019-08-21T16:38:19Z</dc:date>
    </item>
    <item>
      <title>Re: Prevent overwriting existing repeats</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876559#M29414</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Allen,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I think the bind::esri:parameters column should be able to help you out in this situation. If I understand your workflow correctly, you would set it to allowAdds to be true and allowUpdates to be false. I think you would also want to allow the data to be queried if they need to review the data entered by previous users. This would at least prevent users from overwriting existing data, but I guess it wouldn't prompt them to add a new record to the repeat. There might be a way to use the count of the repeat to know if the user has incremented the repeat so that you can a note that is removed once the repeat has been incremented. If they don't need to see the previous followups, I believe you could set the query parameter to false and then they would only see a blank repeat.&amp;nbsp;&lt;/P&gt;&lt;P style="color: #4c4c4c; margin-bottom: 1.55rem;"&gt;&lt;/P&gt;&lt;P style="color: #4c4c4c; margin-bottom: 1.55rem;"&gt;From:&amp;nbsp;&lt;A class="link-titled" href="https://doc.arcgis.com/en/survey123/desktop/create-surveys/prepareforediting.htm" title="https://doc.arcgis.com/en/survey123/desktop/create-surveys/prepareforediting.htm"&gt;Prepare for editing existing survey data—Survey123 for ArcGIS | ArcGIS&lt;/A&gt;&amp;nbsp;&lt;/P&gt;&lt;P style="color: #4c4c4c; margin-bottom: 1.55rem;"&gt;Parameters that can be applied to repeats through the&lt;SPAN&gt;&amp;nbsp;&lt;/SPAN&gt;&lt;SPAN class="" style="font-weight: bold;"&gt;bind::esri:parameters&lt;/SPAN&gt;&lt;SPAN&gt;&amp;nbsp;&lt;/SPAN&gt;column on a&lt;SPAN&gt;&amp;nbsp;&lt;/SPAN&gt;&lt;SPAN class="" style="font-weight: bold;"&gt;begin repeat&lt;/SPAN&gt;&lt;SPAN&gt;&amp;nbsp;&lt;/SPAN&gt;question type include the following:&lt;/P&gt;&lt;UL style="color: #4c4c4c; font-size: 0.9375rem; margin-left: 0.775rem; margin-bottom: 1.55rem;"&gt;&lt;LI style="margin: 0.3875rem 0px 0.3875rem 1.5rem;"&gt;&lt;SPAN class=""&gt;query&lt;/SPAN&gt;—Allows records to be queried and downloaded to the related table.&lt;/LI&gt;&lt;LI style="margin: 0.3875rem 0px 0.3875rem 1.5rem;"&gt;&lt;SPAN class=""&gt;allowAdds&lt;/SPAN&gt;—Allows new records to be added to a repeat when editing. The default is true. It can be set to false using&lt;SPAN&gt;&amp;nbsp;&lt;/SPAN&gt;&lt;SPAN class=""&gt;allowAdds=false&lt;/SPAN&gt;.&lt;/LI&gt;&lt;LI style="margin: 0.3875rem 0px 0.3875rem 1.5rem;"&gt;&lt;SPAN class=""&gt;allowUpdates&lt;/SPAN&gt;—Allows existing records in a repeat to be updated when editing. The default is false. It can be set to true using&lt;SPAN&gt;&amp;nbsp;&lt;/SPAN&gt;&lt;SPAN class=""&gt;allowUpdates=true&lt;/SPAN&gt;.&lt;/LI&gt;&lt;LI style="margin: 0.3875rem 0px 0.3875rem 1.5rem;"&gt;&lt;SPAN class=""&gt;orderBy&lt;/SPAN&gt;—Specifies the order of related records by fields.&lt;/LI&gt;&lt;/UL&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 21 Aug 2019 17:00:24 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876559#M29414</guid>
      <dc:creator>BrittneyGibbons1</dc:creator>
      <dc:date>2019-08-21T17:00:24Z</dc:date>
    </item>
    <item>
      <title>Re: Prevent overwriting existing repeats</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876560#M29415</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Brittney,&lt;/P&gt;&lt;P&gt;Thank you so much!!! It works!&amp;nbsp; In the esri::bind:parameters column, in the "begin repeat" row, I wrote:&lt;/P&gt;&lt;P&gt;allowUpdates=false allowAdds=true query&lt;/P&gt;&lt;P&gt;And that is allowing a user (me) to fill out a new repeat but makes the already-completed repeat non-editable.&lt;/P&gt;&lt;P&gt;A side-effect of this is that the very first instance of the repeat is a throw-away; it can be filled out by the very first survey user only.&amp;nbsp; If they do not fill it out (which they won't, because this repeat is only for follow-up visits), then it remains empty forever and the second visitor (who does the first follow-up visit) has to skip that first empty repeat and start a fresh repeat.&amp;nbsp; I don't think this is a big problem for us, though; it's worth the benefit of preventing users from overwriting each other!&lt;/P&gt;&lt;P&gt;Thanks again!&lt;/P&gt;&lt;P&gt;Allen&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 21 Aug 2019 17:35:03 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876560#M29415</guid>
      <dc:creator>AllenDailey1</dc:creator>
      <dc:date>2019-08-21T17:35:03Z</dc:date>
    </item>
    <item>
      <title>Re: Prevent overwriting existing repeats</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876561#M29416</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Allen,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;There might be a way to control these "extra" records from happening. It depends on which version of the Survey 123 applications you are using for both "Survey123 Connect" and "Survey123 Field app". If you are using the most current version (release this summer), then give this a try. Within the "appearance" column of the "begin repeat" choose the option for "minimal". This should collapse the repeat and not create a record until the end user taps on the circle with a&amp;nbsp; plus sign inside of it.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I am using the BETA app version for Survey123, but I believe this is available within the latest release. Give it a try and see what happens.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Good Luck!&lt;/P&gt;&lt;P&gt;Mike&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 21 Aug 2019 17:55:31 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876561#M29416</guid>
      <dc:creator>Anonymous User</dc:creator>
      <dc:date>2019-08-21T17:55:31Z</dc:date>
    </item>
    <item>
      <title>Re: Prevent overwriting existing repeats</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876562#M29417</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Thanks, Mike!&amp;nbsp; I set the appearance to minimal and it solved the problem!&amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Before, I'd had the appearance as "compact." It's interesting that these two appearances are very similar yet have very different effects.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 21 Aug 2019 18:19:58 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876562#M29417</guid>
      <dc:creator>AllenDailey1</dc:creator>
      <dc:date>2019-08-21T18:19:58Z</dc:date>
    </item>
    <item>
      <title>Re: Prevent overwriting existing repeats</title>
      <link>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876563#M29418</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Yes it is and you're welcome!&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 21 Aug 2019 18:30:44 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-survey123-questions/prevent-overwriting-existing-repeats/m-p/876563#M29418</guid>
      <dc:creator>Anonymous User</dc:creator>
      <dc:date>2019-08-21T18:30:44Z</dc:date>
    </item>
  </channel>
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