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    <title>topic Re: Why is ArcGIS Pro so slow? in ArcGIS Pro Questions</title>
    <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508049#M22334</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Yes, here is how I did it:&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;OL&gt;&lt;LI&gt;Open "Windows Defender Firewall" and choose "Allow an app or feature through Windows Defender Firewall"&lt;IMG 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" /&gt;&lt;/LI&gt;&lt;LI&gt;Hit the "Change Settings" button (requires Admin access) and then "Allow another app":&lt;IMG src="data:image/png;base64,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" /&gt;&lt;/LI&gt;&lt;LI&gt;Navigate to the "ArcGISPro.exe" file and click "Add"&lt;IMG 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" /&gt;&lt;/LI&gt;&lt;LI&gt;Make sure all the boxes are checked for "Domain", "Private" and "Public" (Can also do this from the "Network types..." button shown above)&lt;IMG 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/&gt;&lt;/LI&gt;&lt;/OL&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;And that is all!&amp;nbsp; This makes a pretty significant difference to the responsiveness of the application.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Fri, 07 Aug 2020 15:05:59 GMT</pubDate>
    <dc:creator>Anonymous User</dc:creator>
    <dc:date>2020-08-07T15:05:59Z</dc:date>
    <item>
      <title>Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508005#M22290</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I like ArcGIS Pro. It is clearly a step forward in many ways. But why is it so slow for what are very simple things that should be nearly instantaneous. For example, if I want to adjust the symbology of something, ever single step causes the program to whir and think for about ten seconds, even when the layer is turned off! What exactly does it have to think about when the layer is not even rendering?&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Almost every action in the program seems to generate some unknown processing demand. I can understand if the map is updating or a tool is running, but it seems to be for everything. This really drags down productivity and leaves me frustrated. If it wasn´t for this, I´d probably start switching to Pro completely. With all these lags though, it is impossible.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;None of the data are on the network. Windows 10 machine, 32GB ram, fast video card not even close to maxed out. Most data are on SSD drives.&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 08 Feb 2019 17:57:05 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508005#M22290</guid>
      <dc:creator>ClintonJenkins1</dc:creator>
      <dc:date>2019-02-08T17:57:05Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508006#M22291</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;&lt;A href="https://community.esri.com/migrated-users/309168"&gt;Clinton Jenkins&lt;/A&gt;‌ There are a lot of things to look at over on&amp;nbsp;&lt;A href="https://community.esri.com/thread/199197"&gt;Why does ArcGIS Pro have to be so slow???&lt;/A&gt;&amp;nbsp;if you prefer to troubleshoot this through GeoNet.&amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Otherwise, technical support would be a good option.&amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;A class="link-titled" href="https://support.esri.com/en/" title="https://support.esri.com/en/"&gt;Esri Support Home&lt;/A&gt;&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 08 Feb 2019 19:18:31 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508006#M22291</guid>
      <dc:creator>KoryKramer</dc:creator>
      <dc:date>2019-02-08T19:18:31Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508007#M22292</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I have been having the same issue since 2.0. Pro runs significantly slower (5-6x) when&amp;nbsp;working on a network vs. locally.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Any explanation for this?&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 11 Feb 2019 14:06:19 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508007#M22292</guid>
      <dc:creator>BrianE1</dc:creator>
      <dc:date>2019-02-11T14:06:19Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508008#M22293</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;My data are local, although with one basemap loaded. Oddly, things are just as slow to respond when I turn off all the layers and pause all the maps. It still does something every time I interact with the program. It´s almost like it redraws everything regardless of whether the map is paused or the layers turned off.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 11 Feb 2019 18:04:11 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508008#M22293</guid>
      <dc:creator>ClintonJenkins1</dc:creator>
      <dc:date>2019-02-11T18:04:11Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508009#M22294</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Same thoughts. Each click, even just toggling layers on and off in the TOC, causes everything to gray out for several seconds. Also this&amp;nbsp;&lt;A _jive_internal="true" href="https://community.esri.com/people/dylanh0/blog/2019/04/10/basic-geoprocessing-in-pro-is-slow"&gt;Basic Geoprocessing in Pro is SLOW&lt;/A&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 15 Apr 2019 19:52:02 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508009#M22294</guid>
      <dc:creator>DylanHarwell</dc:creator>
      <dc:date>2019-04-15T19:52:02Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508010#M22295</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I am experiencing all of the above and more myself.&amp;nbsp; In my experience the selecting/drawing/rendering issues are most noticeable when working with annotations and graphics in layouts.&amp;nbsp; While working Pro is constantly rendering and drawing for so long&amp;nbsp; that I spend a lot more time waiting for things to finish refreshing than actually doing anything.&amp;nbsp; Because I can't upload large video files here, I am preparing a set of video captures and uploading them to my YouTube channel and will include some links when those are done.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Here is an example of one showing how slow selecting and refreshing of graphic elements in layout is:&amp;nbsp;&lt;A href="https://www.youtube.com/watch?v=fwStNdL-S6Q&amp;amp;t=32s"&gt;https://www.youtube.com/watch?v=fwStNdL-S6Q&amp;amp;t=32s&lt;/A&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Note WRT the video capture - there is no map frame or data in the layout. just graphic elements and text. It takes several seconds for Pro to even acknowledge a selection has occurred as it "sits still" (often ~ 10 seconds). then as it commences to refresh and render, the refresh indicator spins for a long time each time.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;My machine is older but the specs are as follows:&amp;nbsp;Intel Xeon E2-2667 @ 2.9 GHz (2 processors = 24 cores), 32 GB Ram, Windows 10 Enterprise 64 bit,&amp;nbsp; NVIDEA 1070 ti,&amp;nbsp; OSDrive is a recent solid state HDD, etc.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Also I am running OpenGL @ LOW rendering quality&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;EM&gt;UPDATE: I've tried a few things on a few machines and &lt;STRONG&gt;I think I am onto something.&lt;/STRONG&gt; At least with graphic elements in the layout the issue "SLOW REFRESH / RENDER" seems to be directly related to the amount of graphics in the layout; a few graphics will refresh reasonably fast, 200+ graphics which is average for a typical static legend refreshes MUCH&amp;nbsp;slower. Create a copy of the legend in the same layout (What I would often do in ArcMap as a backup of the legend) and the selection/render/drawing will slow down accordingly with the increased amount of graphic elements.&amp;nbsp; There is some very inefficient looping going on behind the scenes coupled with the curious fact that ALL graphic elements have a corresponding item in the TOC. Yes. I understand the intentions of being able to order things like layers in Adobe but having 100s of graphics constantly updating on screen and in the TOC is causing some issues. Adobe doesn't seem to have this issue. I didn't even get into re-doing some really complex geology maps with 1000s of graphics yet. Not looking forward to it.&amp;nbsp; I will take a video capture documenting this observation and post.&amp;nbsp;&amp;nbsp;&lt;/EM&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 22 Apr 2019 19:20:12 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508010#M22295</guid>
      <dc:creator>JakubSisak</dc:creator>
      <dc:date>2019-04-22T19:20:12Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508011#M22296</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Jakub,&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thanks for the feedback.&amp;nbsp;&amp;nbsp;I'll investigate the selecting/drawing issue with text and graphics in the Layout. Hopefully, this is something we can address with 2.4.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Thanks,&amp;nbsp;&lt;/P&gt;&lt;P&gt;Tom&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 22 Apr 2019 22:12:34 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508011#M22296</guid>
      <dc:creator>TomBole</dc:creator>
      <dc:date>2019-04-22T22:12:34Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508012#M22297</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi Jakub,&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I believe the issue is moving subgroups. For example, when I convert a legend into a set of graphics I get a "parent" group element that holds all the legend graphics and a subgroup for each layer. The actual graphical elements, such as legend patch and text, are within each subgroup.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;In this example, there is a parent group called "Legend" with a number of subgroups.&lt;/P&gt;&lt;P&gt;&lt;IMG class="image-2 jive-image" height="258" src="https://community.esri.com/legacyfs/online/442685_pastedImage_2.png" width="213" /&gt;&lt;/P&gt;&lt;P&gt;There are 846 individual elements within 104 subgroups in this test layout. My goal was to move all the elements to the right side of the layout page. With no groups involved, Pro took about 14 seconds to select all the elements and about 6 seconds to move. When I selected and moved the parent group "Legend" the results were about 5 seconds to select and 8 seconds to move. Not lightning fast, but not horrible.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;However, if I move&amp;nbsp;selected subgroups ArcGIS Pro's performance is indeed poor. In my example I selected each of the 104 subgroups (which took about 5 seconds).&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG class="image-1 jive-image" height="360" src="https://community.esri.com/legacyfs/online/442657_pastedImage_1.png" width="478" /&gt;&lt;/P&gt;&lt;P&gt;OK, so far. But when I moved them - it took more than 5 minutes for Pro to finish the move!&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Ugh!&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;This is a bad bug. I'll get this into the queue for immediate investigation.&lt;/P&gt;&lt;P&gt;Thank you for helping us identify the issue.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Tom&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 23 Apr 2019 14:48:46 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508012#M22297</guid>
      <dc:creator>TomBole</dc:creator>
      <dc:date>2019-04-23T14:48:46Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508013#M22298</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I am experiencing overall slowness of ArcGIS Pro 2.4. My data is located on a network but comparing the same processes completed in ArcMap with the same data, ArcGIS Pro is 50x slower.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;One example is just grouping layers in the Contents Pane. With ArcMap this is completed in half a second and it takes ArcGIS Pro 10 to 15 seconds?????&amp;nbsp; Can ESRI explain what is going on here?&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Also moving data locally is not an acceptable answer to the issue. ArcGIS Pro is suppose to be next-gen and able to utilize more computing power but it is badly failing with simple tasks.&amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 19 Sep 2019 18:54:04 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508013#M22298</guid>
      <dc:creator>JakeNeedle</dc:creator>
      <dc:date>2019-09-19T18:54:04Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508014#M22299</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I would recommend you work with Esri Technical support on the performance issue to see if there is anything that can be improved. If we are able to determine an issue, the development team can review to see if it may be mitigated.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 19 Sep 2019 19:25:56 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508014#M22299</guid>
      <dc:creator>George_Thompson</dc:creator>
      <dc:date>2019-09-19T19:25:56Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508015#M22300</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Any resolution to this speed issue?&amp;nbsp; We are teaching a course using ArcGIS Pro 2.4 for the first time this fall, and it's unusable over our network.&amp;nbsp; We have the students copy the data to the local drive, do the work and then copy it back to the server.&amp;nbsp; It's so fast and stable on the local drive but unusable on the network.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 24 Sep 2019 19:55:33 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508015#M22300</guid>
      <dc:creator>BillHegman</dc:creator>
      <dc:date>2019-09-24T19:55:33Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508016#M22301</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Bill - not to be flippant at all but have you logged an incident with Esri Support Services to see if they can determine why AGP performance via your network is painfully slow?&amp;nbsp; If not, I'd recommend you do so to assist in troubleshooting this issue.&amp;nbsp; Hopefully they can resolve the issue to make AGP more usuable in your environment.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Tue, 24 Sep 2019 20:51:45 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508016#M22301</guid>
      <dc:creator>Robert_LeClair</dc:creator>
      <dc:date>2019-09-24T20:51:45Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508017#M22302</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Robert,&lt;/P&gt;&lt;P&gt;Thanks.&amp;nbsp; I will call them, but I want to do some additional testing before I call so I have a better baseline.&amp;nbsp; I just need to find the time to do the testing.&amp;nbsp; I suspect ESRI knows about the problem, and I'm sure a technical support call will consume a fair amount of my time because I'll have to start at the bottom of the queue and go through a lot of questions and sometimes painful testing.&amp;nbsp; I'd love to bypass the initial call and get directly to a network expert, but in my experience, that doesn't always happen.&amp;nbsp; I've been using ArcGIS Desktop over our network for 21 years and I've tested ArcGIS Desktop and QGIS across the network recently with no problems, so I'm pretty sure the problem is, in large part, ArcGIS Pro.&amp;nbsp; &amp;nbsp;Still many variables have changed this past few months including our location on campus, some of the inner workings of the network, some changes to the virus software and our use of ArcGIS Pro for teaching.&amp;nbsp; &amp;nbsp;So I'm hoping I can find some ways to improve the performance.&amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 25 Sep 2019 01:43:56 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508017#M22302</guid>
      <dc:creator>BillHegman</dc:creator>
      <dc:date>2019-09-25T01:43:56Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508018#M22303</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I have contacted technical support about this issue last week and they have been no assistance in resolving the performance issues.&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 25 Sep 2019 13:42:53 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508018#M22303</guid>
      <dc:creator>JakeNeedle</dc:creator>
      <dc:date>2019-09-25T13:42:53Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508019#M22304</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Nevermind you answered my questions in another post on the other thread:&amp;nbsp;&lt;A _jive_internal="true" href="https://community.esri.com/thread/199197-why-does-arcgis-pro-have-to-be-so-slow"&gt;https://community.esri.com/thread/199197-why-does-arcgis-pro-have-to-be-so-slow&lt;/A&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 25 Sep 2019 14:32:22 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508019#M22304</guid>
      <dc:creator>George_Thompson</dc:creator>
      <dc:date>2019-09-25T14:32:22Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508020#M22305</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;For us, it is unusable for a daily GIS.&amp;nbsp; Still.&amp;nbsp; We only use it where we have to/&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 15 Jan 2020 12:49:51 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508020#M22305</guid>
      <dc:creator>AdrianMarsden</dc:creator>
      <dc:date>2020-01-15T12:49:51Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508021#M22306</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;We are using ArcGIS Pro 2.4.1. Like everyone else above we sometimes have issues. One trend is when people go offline in a completely disconnected environment, things like modifying symbols are painfully slow, some tools and functions like merge, are slow too.&amp;nbsp; Maybe Esri have entwined something with the user profile, which goes Muppet show when roaming.&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 19 Feb 2020 08:14:21 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508021#M22306</guid>
      <dc:creator>JosephMcGehan</dc:creator>
      <dc:date>2020-02-19T08:14:21Z</dc:date>
    </item>
    <item>
      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508022#M22307</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;&amp;nbsp; I'm going to attempt a few things mentioned here like the drivers and also using the debug tool &amp;lt;&lt;STRONG&gt;SHIFT-E&lt;/STRONG&gt;&amp;gt; to try and see why at some times tools in editing work fine and then suddenly other times I get the spinning slow blue wheel of aggravation.&amp;nbsp; Though I'm not very familiar with the readout and what my computer can do and what it should be doing&amp;nbsp;in Pro &lt;EM&gt;(with such things as "FPS", "Triangles per frame", "Vertex &amp;amp; Index Buffers, etc)&lt;/EM&gt;.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp; I will also try switching from DX11 to OpenGL if I can figure out how and see if that also helps improve things...&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;A href="https://www.esri.com/arcgis-blog/products/arcgis-pro/3d-gis/troubleshooting-performance-issues-in-arcgis-pro/?rmedium=redirect&amp;amp;rsource=blogs.esri.com/esri/arcgis/2016/07/26/pro_performance_troubleshooting"&gt;https://www.esri.com/arcgis-blog/products/arcgis-pro/3d-gis/troubleshooting-performance-issues-in-arcgis-pro/?rmedium=redirect&amp;amp;rsource=blogs.esri.com/esri/arcgis/2016/07/26/pro_performance_troubleshooting&lt;/A&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 20 Feb 2020 20:32:38 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508022#M22307</guid>
      <dc:creator>PeteJordan</dc:creator>
      <dc:date>2020-02-20T20:32:38Z</dc:date>
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      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508023#M22308</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;I, like most here, agree with the poor performance of pro. I would like to make it my daily go to, but it makes a snail look fast.&amp;nbsp; For ArcMap to draw our 70,000 parcel layer it takes a second ( I get it, its a lot of features). For pro to do the same work it's usually around 2 minutes, then two minutes again when it needs to redraw... I'd love to say it's just one layer but it's not, its global across all layers. If you watch the traffic between pro and a database server and compare it to ArcMap and a database server its astonishing how much more traffic there is with pro. At this point I don't even bother opening pro unless I need to publish to AGOL/Portal as I don't feel like wasting company money waiting for pro to chat back and forth with our servers hundreds of times per second before it starts to do anything.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I wish I could say it was contained to just drawing, but its pretty much everything about pro. If you want to run a GP tool, let pro think for a few minutes before opening a dialog box. Open an attribute table, same idea. The example below shows the length of time it took to drop a few fields from an attribute table of just a regular feature class, nothing special about it......That's 34 minutes and was still going.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG __jive_id="483432" alt="" class="jive-emoji image-1 jive-image" height="296" src="https://community.esri.com/legacyfs/online/483432_Example.png" width="859" /&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;My computer (and most who use GIS in our corporation) and our servers&amp;nbsp; are all well above min specs (sometimes more than double whats required) , however these issues still persist on every machine. We always update to the newest version of pro once its stable and has the bugs cleaned out.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Don't get me wrong I'm not trying to bash pro (that's a can of worms). But I am very much on the train that ESRI rushed to get a minimum viable product out to the market without any&amp;nbsp;&lt;EM&gt;real&lt;/EM&gt; user testing or performance testing. The classic answer of "its your computer" or "its your servers" that are the problem, can only be said to so many people before it becomes glaringly apparent that its not just "your computer" its the fundamental way pro operates.&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Wed, 26 Feb 2020 17:36:03 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508023#M22308</guid>
      <dc:creator>ShawnRoberts1</dc:creator>
      <dc:date>2020-02-26T17:36:03Z</dc:date>
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      <title>Re: Why is ArcGIS Pro so slow?</title>
      <link>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508024#M22309</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Shawn,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Couldn't agree more.&amp;nbsp; I don't even know where to start, but I do know that the problems are related to wide-spread design issues with ArcGIS Pro.&amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I've been investigating the performance issues since the fall, and it's become glaringly apparent that it's not a viable product yet.&amp;nbsp; I can't teach with it.&amp;nbsp; I tried this fall.&amp;nbsp; I'm working with a student right now on an independent study, and we have completely blown away our schedule because of the performance of the program.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;ArcGIS Pro hits the server hard.&amp;nbsp; As an example, running RegionGroup with the link field box checked took 12 hours to process a relatively small area.&amp;nbsp; When I unchecked the link box, the process took 68 seconds!&amp;nbsp; I've had the network provider capture the chatter and it's an unbelievable amount of reading and writing to the VAT.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;This is just the tip of the iceberg.&amp;nbsp; It's not worth my time to report back to ESRI anymore because I would be on the phone non stop mostly to a front-line analyst that knows way less than I do about the program.&amp;nbsp;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Unfortunately, ESRI is doing a big disservice to their users and shooting themselves in the foot at the same time.&amp;nbsp; &amp;nbsp;My students want to learn ArcGIS Pro if for nothing else to be able to show they have expertise to potential employers.&amp;nbsp; Unfortunately, we are relying more and more on other programs like QGIS.&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Thu, 27 Feb 2020 16:06:12 GMT</pubDate>
      <guid>https://community.esri.com/t5/arcgis-pro-questions/why-is-arcgis-pro-so-slow/m-p/508024#M22309</guid>
      <dc:creator>BillHegman</dc:creator>
      <dc:date>2020-02-27T16:06:12Z</dc:date>
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