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    <title>idea Collector: Table editing by field/display extent in ArcGIS Collector Ideas</title>
    <link>https://community.esri.com/t5/arcgis-collector-ideas/collector-table-editing-by-field-display-extent/idi-p/938896</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I work in forestry and I am trying to implement collector for tree measurements (re-measurements actually, on permanent plots). The app is so close to being amazing but it is quite a hassle to switch between features, especially when we almost always do one measurement at a time (i.e. get all diameters, then get all heights etc.) and its rough to switch between features while the crew is calling out measurements. It would be incredibly useful to be able to configure the pop up so instead of editing all attributes for one feature, to edit one field for all features in the current display.&amp;nbsp; Kind of like editing an attribute table but with only a few fields and features at a time. The screenshot attached is a rough mock up of what my dream app would look like.&lt;/P&gt;&lt;P&gt;&lt;IMG height="589" 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width="786" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I understand this is probably not a minor adjustment/addition. But it would be tremendous.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Thu, 04 Jun 2020 19:57:05 GMT</pubDate>
    <dc:creator>JDSF_PeterRowland</dc:creator>
    <dc:date>2020-06-04T19:57:05Z</dc:date>
    <item>
      <title>Collector: Table editing by field/display extent</title>
      <link>https://community.esri.com/t5/arcgis-collector-ideas/collector-table-editing-by-field-display-extent/idi-p/938896</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I work in forestry and I am trying to implement collector for tree measurements (re-measurements actually, on permanent plots). The app is so close to being amazing but it is quite a hassle to switch between features, especially when we almost always do one measurement at a time (i.e. get all diameters, then get all heights etc.) and its rough to switch between features while the crew is calling out measurements. It would be incredibly useful to be able to configure the pop up so instead of editing all attributes for one feature, to edit one field for all features in the current display.&amp;nbsp; Kind of like editing an attribute table but with only a few fields and features at a time. The screenshot attached is a rough mock up of what my dream app would look like.&lt;/P&gt;&lt;P&gt;&lt;IMG height="589" 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width="786" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I understand this is probably not a minor adjustment/addition. But it would be tremendous.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 04 Jun 2020 19:57:05 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-collector-ideas/collector-table-editing-by-field-display-extent/idi-p/938896</guid>
      <dc:creator>JDSF_PeterRowland</dc:creator>
      <dc:date>2020-06-04T19:57:05Z</dc:date>
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