﻿<?xml version="1.0" encoding="utf-8"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/"><channel><title>Manifold Community Site: importing land use lesotho surface in manifold 8.</title><link>http://95.79.92.2:8080/forum/t165052</link><description>Manifold Community Site thread</description><image><url>http://95.79.92.2:8080/forum/images/img-logo.png</url><title>Manifold Community Site: importing land use lesotho surface in manifold 8.</title><link>http://95.79.92.2:8080/forum/t165052</link></image><item><title>RE: importing land use lesotho surface in manifold 8.</title><link>http://95.79.92.2:8080/forum/t165052#165053</link><description>&lt;P&gt;I am in manifold 8&lt;/P&gt;&lt;P&gt;I downloaded from https://store.impactobservatory.com/ a lesotho land cover map&lt;/P&gt;&lt;P&gt;you can download it on your own here : https://ied-sa.box.com/s/w9c9fbxf68nucnd0blx44eb1avqbc716&lt;/P&gt;&lt;P&gt;I want to import it in Manifold8 but I can&amp;#39;t have the projection right&lt;/P&gt;&lt;P&gt;It works fine in QGIS or manifold9. here is what manifold 9 gives me: &lt;/P&gt;&lt;P&gt;&lt;IMG class='cons' id='i165053x0_elt' onclick="showhideImageElt('i165053x0_elt')" SRC='data:image/png;base64,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'&gt;&lt;/P&gt;&lt;P&gt;If I import the original file in M8, M8 will import it as &amp;quot;lat/long&amp;quot;, and if I try to assign to &amp;quot;Mercator&amp;quot;, M8 will see give the following: &lt;/P&gt;&lt;P&gt;&lt;IMG class='cons' id='i165053x1_elt' onclick="showhideImageElt('i165053x1_elt')" SRC='data:image/png;base64,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'&gt;&lt;/P&gt;&lt;P&gt;(I tried to export from M9 to M8, but it does not solve my projection problem)&lt;/P&gt;&lt;P&gt;How can I fix that?&lt;/P&gt;</description><dc:creator>Corentin</dc:creator><comments>http://95.79.92.2:8080/forum/t165052#165053</comments><guid>http://95.79.92.2:8080/forum/t165052#165053</guid><pubDate>Tue, 05 Aug 2025 11:17:43 GMT</pubDate></item><item><title>RE: importing land use lesotho surface in manifold 8.</title><link>http://95.79.92.2:8080/forum/t165052#165054</link><description>&lt;P&gt;In manifold v8, Pseudo-mercator was called &amp;quot;Web Mercator&amp;quot; a different projection from classic Mercator. Try that one. make note of the offset and scale numbers and transfer them into the Web Mercator projection, in case it doesn&amp;#39;t pick them up when importing.&lt;/P&gt;</description><dc:creator>oeaulong</dc:creator><comments>http://95.79.92.2:8080/forum/t165052#165054</comments><guid>http://95.79.92.2:8080/forum/t165052#165054</guid><pubDate>Tue, 05 Aug 2025 13:47:40 GMT</pubDate></item><item><title>RE: importing land use lesotho surface in manifold 8.</title><link>http://95.79.92.2:8080/forum/t165052#165055</link><description>&lt;P&gt;Thank you, &lt;/P&gt;&lt;P&gt;Where can I find this &amp;quot;Web Mercator&amp;quot; projection in the manifold form for &amp;quot;assign projection&amp;quot;&lt;/P&gt;&lt;P&gt;I cannot find it in the &amp;quot;cylindrical&amp;quot; folder&lt;/P&gt;</description><dc:creator>Corentin</dc:creator><comments>http://95.79.92.2:8080/forum/t165052#165055</comments><guid>http://95.79.92.2:8080/forum/t165052#165055</guid><pubDate>Tue, 05 Aug 2025 15:45:36 GMT</pubDate></item><item><title>RE: importing land use lesotho surface in manifold 8.</title><link>http://95.79.92.2:8080/forum/t165052#165056</link><description>&lt;P&gt;Sorry, I am currently on haitus on manifold, due to only running Linux. (thx Microsoft)&lt;/P&gt;&lt;P&gt;Maybe someone else here can clarify. &lt;/P&gt;&lt;P&gt;What I remember is that when connecting to most online Image Servers in mfd8, that the resulting image would be labeled as Web Mercator. The term Pseudo-Mercator became standardized after the release of v8 as I remember.&lt;/P&gt;</description><dc:creator>oeaulong</dc:creator><comments>http://95.79.92.2:8080/forum/t165052#165056</comments><guid>http://95.79.92.2:8080/forum/t165052#165056</guid><pubDate>Tue, 05 Aug 2025 16:23:08 GMT</pubDate></item><item><title>RE: importing land use lesotho surface in manifold 8.</title><link>http://95.79.92.2:8080/forum/t165052#165060</link><description>&lt;P&gt;&amp;quot;web mercator&amp;quot; in 8 is simply Mercator with a special datum, the &lt;B&gt;World Geodetic 1984 (WGS) Auto&lt;/B&gt; datum.&lt;/P&gt;&lt;P&gt;An easy way to remember that is to simply link an image server and then use Edit - Assign Projection to see what it uses.  For example, here&amp;#39;s what you get when you do that with the Google Maps Street Map image server:&lt;/P&gt;&lt;P&gt;&lt;IMG class='cons' id='i165060x0_elt' onclick="showhideImageElt('i165060x0_elt')" SRC='bQzQvMTY1MDYwL21lcmNhdG9yX2F1dG8ucG5n'&gt;&lt;/P&gt;&lt;p class='file'&gt;&lt;b&gt;Attachments:&lt;/b&gt;&lt;br&gt;&lt;a href='bQzQvMTY1MDYwL21lcmNhdG9yX2F1dG8ucG5n'&gt;&lt;img src='images/dwn-ftp.gif' align='absmiddle'&gt;&lt;/a&gt; &lt;a href='bQzQvMTY1MDYwL21lcmNhdG9yX2F1dG8ucG5n'&gt;mercator_auto.png&lt;/a&gt;&lt;br&gt;&lt;/p&gt;</description><dc:creator>Dimitri</dc:creator><comments>http://95.79.92.2:8080/forum/t165052#165060</comments><guid>http://95.79.92.2:8080/forum/t165052#165060</guid><pubDate>Thu, 07 Aug 2025 05:57:53 GMT</pubDate></item><item><title>RE: importing land use lesotho surface in manifold 8.</title><link>http://95.79.92.2:8080/forum/t165052#165062</link><description>&lt;P&gt;Thank you for the backup Dimitri. I couldn&amp;#39;t recall the details from the cobwebs.&lt;/P&gt;</description><dc:creator>oeaulong</dc:creator><comments>http://95.79.92.2:8080/forum/t165052#165062</comments><guid>http://95.79.92.2:8080/forum/t165052#165062</guid><pubDate>Thu, 07 Aug 2025 19:18:42 GMT</pubDate></item></channel></rss>