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    <title>MaplePrimes - Maple Flow Posts and Questions</title>
    <link>http://www.mapleprimes.com/tags/Maple Flow</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Fri, 24 Jul 2026 20:50:59 GMT</lastBuildDate>
    <pubDate>Fri, 24 Jul 2026 20:50:59 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>Maple Flow Questions and Posts on MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - Maple Flow Posts and Questions</title>
      <link>http://www.mapleprimes.com/tags/Maple Flow</link>
    </image>
    <item>
      <title>Because $F17*(1+$B$4)^3 is not Engineering Documentation</title>
      <link>http://www.mapleprimes.com/maplesoftblog/235296-Because-F171B43-Is-Not-Engineering?ref=Feed:MaplePrimes:Tagged With Maple Flow</link>
      <itunes:summary>&lt;p&gt;We&amp;rsquo;ve just launched Maple Flow 2026. And yes, the title of this post doesn&amp;rsquo;t follow the standard formula for a &amp;ldquo;new version, new features&amp;rdquo; announcement.&lt;/p&gt;

&lt;p&gt;But this is not only a post about a new version number and new features.&lt;/p&gt;

&lt;p&gt;It is about a problem engineers know too well: important calculations trapped inside spreadsheets, scripts and old project files - visible only as cell references, code fragments and hidden logic.&lt;/p&gt;

&lt;p&gt;That might be fine when the calculation is being built. It is not fine when the calculation must be reviewed, reused, defended, audited or handed to another engineer.&lt;/p&gt;

&lt;p&gt;Maple Flow is built around a simple idea: engineering calculations should be readable, structured, auditable and easy to share.&lt;/p&gt;

&lt;p&gt;The new release gives engineers better ways to create those calculations, bring existing work into Maple Flow, and turn legacy material into documentation that actually explains the engineering.&lt;/p&gt;



&lt;p&gt;You can now generate Maple Flow worksheets using tools like Codex or Claude Code.&amp;nbsp;This makes it easier to transform ideas into structured technical analyses and turn existing calculations into clear, auditable engineering documents.&lt;/p&gt;

&lt;p&gt;Here are a few ways to use this new integration,&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Rescue calculations from spreadsheets&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Many engineering teams have years - sometimes decades - of calculations sitting in Excel. Those spreadsheets often contain real engineering value, but the logic is fragmented across cells, sheets and references.&lt;/p&gt;

&lt;p&gt;Manually translating all that work into a clearer format can feel like too much effort to even start.&lt;/p&gt;

&lt;p&gt;With Maple Flow 2026 and an AI coding assistant such as Codex or Claude Code, you can use a simple instruction like:&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;em&gt;Convert this Excel spreadsheet to a Maple Flow worksheet&lt;/em&gt;&lt;/p&gt;

&lt;p&gt;The AI coding assistant then helps transform spreadsheet logic into a structured Maple Flow worksheet with natural 2D math, clearer variable names and calculations that are visible on the page.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/Excel_to_Flow_2.png" style="height: 672px; width: 500px;"&gt;&lt;/p&gt;

&lt;p&gt;This is not just file conversion. It is a way to expose the engineering intent hidden inside legacy spreadsheets and make that work easier to understand, extend and review.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Generate engineering worksheets from a prompt&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The same AI-assisted workflow can also help create a new Maple Flow worksheet from a natural language prompt.&lt;/p&gt;

&lt;p&gt;Ask for a design calculation, describe the engineering context, specify the assumptions and ask for supporting text, equations, plots or diagrams. The result can be a worksheet that already contains readable math, explanations and visual context.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/pedestrian_footbridge_2.png"&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Stop hiding math in scripts&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Maple Flow 2026 also opens up a practical path for moving useful work out of scripts and into worksheets that communicate the engineering more clearly.&lt;/p&gt;

&lt;p&gt;For example, a Matlab script built around low-level loops, switch/case logic and numerical iteration can be translated into a Maple Flow worksheet that uses higher-level mathematical constructs.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/matlab.png" style="height: 688px; width: 600px;"&gt;&lt;/p&gt;

&lt;p&gt;In one example, a crude while-loop numerical solver became an fsolve call, and switch/case logic became a much more readable piecewise expression.&lt;/p&gt;

&lt;p&gt;The point is not simply to change syntax. It is to move from code that performs a calculation to a worksheet that explains the calculation.&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve outlined a few ideas that demonstrate how you can use AI coding assistants to generate Maple Flow worksheets. There&amp;#39;s &lt;strong&gt;much&lt;/strong&gt; more you can do.&lt;/p&gt;

&lt;p&gt;Of course, this functionality is subject to the same disclaimers as any other AI-generated content:&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;Worksheets are generated by and subject to the limitations of your AI model&lt;/li&gt;
	&lt;li&gt;your mileage may vary&lt;/li&gt;
	&lt;li&gt;and you absolutely need a (human)&amp;nbsp;expert in the loop to check the output.&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;But as a starting point, this workflow is seriously powerful.&lt;/p&gt;

&lt;p&gt;Set up your AI coding assistant to generate Maple Flow worksheets with the instructions &lt;a href="https://www.maplesoft.com/products/MapleFlow/AI-Coding-Assistants/index.aspx"&gt;here&lt;/a&gt;.&lt;/p&gt;



&lt;p&gt;Maple Flow 2026 introduces in-worksheet programming, so you can write programs and scripts directly on the canvas and execute them inline with the rest of your worksheet.&lt;/p&gt;

&lt;p&gt;You can enter programs with the keyboard or use the new Programming palette, which inserts common templates such as loops and if/else blocks with the right structure and indentation.&lt;/p&gt;

&lt;p&gt;&lt;img src="/view.aspx?sf=235296_post/Inline.gif"&gt;&lt;/p&gt;

&lt;p&gt;Productivity features help keep the program readable:&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;automatic closing of procedures, loops and conditionals after the opening line is entered&lt;/li&gt;
	&lt;li&gt;intelligent insertion of statement separators when appropriate&lt;/li&gt;
	&lt;li&gt;automatic indentation to preserve structure and readability&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;The existing Code Editor remains the right place for larger scripts. In-worksheet programming is for the logic you want to sit directly beside the math, text and results.&lt;/p&gt;



&lt;p&gt;The Mathcad Migration Assistant has also been updated. It now translates much of the content of Mathcad Prime files into Maple Flow format, in addition to the existing support for Mathcad 13, 14 and 15.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/Mathcad_to_Maple_Flow_modern_v4_monospaced-result.png"&gt;&lt;br&gt;
Because Maple Flow 2026 now supports in-worksheet programming, the updated Migration Assistant also translates Mathcad programs.&lt;/p&gt;

&lt;p&gt;For Mathcad thinking about moving to Maple Flow, the update makes migration faster and more practical. Existing work moves over with more of the structure and intent preserved.&lt;/p&gt;



&lt;p&gt;Worksheets now compute faster! The results depend on the specific calculations, but the improvements can be very noticable - these are selected results from our internal benchmarking suite&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/performance_table.png"&gt;&lt;/p&gt;

&lt;p&gt;For engineers working with larger or more complex worksheets, that kind of improvement changes the feel of the product.&lt;/p&gt;



&lt;p&gt;Maple Flow 2026 adds more ready-to-use examples to the Application Gallery, including a new Semiconductor section.&lt;/p&gt;

&lt;p&gt;&lt;img src="/view.aspx?sf=235296_post/semiconductor.png"&gt;&lt;br&gt;
The gallery now includes worksheets semiconductor oxide growth, heat sink sizing, cylindrical fin heat transfer, NMOS threshold voltage, MOSFET power loss, photolithography scanner limits and boron implantation stability.&lt;/p&gt;



&lt;p&gt;Maple Flow 2026 also improves everyday interoperability with Excel. You can now paste more types of data from Excel into Maple Flow, including data formatted as percentages.&lt;/p&gt;

&lt;p&gt;It is a small feature with a practical benefit: less cleanup, fewer interruptions and a smoother path from spreadsheet data to engineering calculation.&lt;/p&gt;



&lt;p&gt;The most important thing about Maple Flow 2026 is not any single feature - it is the direction of travel. Engineering work is becoming more connected. Calculations are moving between spreadsheets, scripts, AI coding assistants, design tools and formal documentation.&lt;/p&gt;

&lt;p&gt;Maple Flow gives those calculations a place where the math is visible, the structure is clear and the result is ready to share.&lt;/p&gt;

&lt;p&gt;So yes, Maple Flow 2026 includes new features. But the bigger story is this: engineers can now move more of their existing work out of hidden logic and into auditable worksheets that communicate the engineering.&lt;/p&gt;

&lt;p&gt;Explore the new features, try the examples and experiment with generating worksheets using AI coding assistants. &lt;a href="https://www.maplesoft.com/products/mapleflow/"&gt;Grab a trial here&lt;/a&gt;.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;We&amp;rsquo;ve just launched Maple Flow 2026. And yes, the title of this post doesn&amp;rsquo;t follow the standard formula for a &amp;ldquo;new version, new features&amp;rdquo; announcement.&lt;/p&gt;

&lt;p&gt;But this is not only a post about a new version number and new features.&lt;/p&gt;

&lt;p&gt;It is about a problem engineers know too well: important calculations trapped inside spreadsheets, scripts and old project files - visible only as cell references, code fragments and hidden logic.&lt;/p&gt;

&lt;p&gt;That might be fine when the calculation is being built. It is not fine when the calculation must be reviewed, reused, defended, audited or handed to another engineer.&lt;/p&gt;

&lt;p&gt;Maple Flow is built around a simple idea: engineering calculations should be readable, structured, auditable and easy to share.&lt;/p&gt;

&lt;p&gt;The new release gives engineers better ways to create those calculations, bring existing work into Maple Flow, and turn legacy material into documentation that actually explains the engineering.&lt;/p&gt;

&lt;h2&gt;Build Maple Flow worksheets with AI coding assistants&lt;/h2&gt;

&lt;p&gt;You can now generate Maple Flow worksheets using tools like Codex or Claude Code.&amp;nbsp;This makes it easier to transform ideas into structured technical analyses and turn existing calculations into clear, auditable engineering documents.&lt;/p&gt;

&lt;p&gt;Here are a few ways to use this new integration,&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Rescue calculations from spreadsheets&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Many engineering teams have years - sometimes decades - of calculations sitting in Excel. Those spreadsheets often contain real engineering value, but the logic is fragmented across cells, sheets and references.&lt;/p&gt;

&lt;p&gt;Manually translating all that work into a clearer format can feel like too much effort to even start.&lt;/p&gt;

&lt;p&gt;With Maple Flow 2026 and an AI coding assistant such as Codex or Claude Code, you can use a simple instruction like:&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;em&gt;Convert this Excel spreadsheet to a Maple Flow worksheet&lt;/em&gt;&lt;/p&gt;

&lt;p&gt;The AI coding assistant then helps transform spreadsheet logic into a structured Maple Flow worksheet with natural 2D math, clearer variable names and calculations that are visible on the page.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/Excel_to_Flow_2.png" style="height: 672px; width: 500px;"&gt;&lt;/p&gt;

&lt;p&gt;This is not just file conversion. It is a way to expose the engineering intent hidden inside legacy spreadsheets and make that work easier to understand, extend and review.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Generate engineering worksheets from a prompt&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;The same AI-assisted workflow can also help create a new Maple Flow worksheet from a natural language prompt.&lt;/p&gt;

&lt;p&gt;Ask for a design calculation, describe the engineering context, specify the assumptions and ask for supporting text, equations, plots or diagrams. The result can be a worksheet that already contains readable math, explanations and visual context.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/pedestrian_footbridge_2.png"&gt;&lt;/p&gt;

&lt;p&gt;&lt;strong data-end="427" data-start="392"&gt;Stop hiding math in scripts&lt;/strong&gt;&lt;/p&gt;

&lt;p&gt;Maple Flow 2026 also opens up a practical path for moving useful work out of scripts and into worksheets that communicate the engineering more clearly.&lt;/p&gt;

&lt;p&gt;For example, a Matlab script built around low-level loops, switch/case logic and numerical iteration can be translated into a Maple Flow worksheet that uses higher-level mathematical constructs.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/matlab.png" style="height: 688px; width: 600px;"&gt;&lt;/p&gt;

&lt;p&gt;In one example, a crude while-loop numerical solver became an fsolve call, and switch/case logic became a much more readable piecewise expression.&lt;/p&gt;

&lt;p&gt;The point is not simply to change syntax. It is to move from code that performs a calculation to a worksheet that explains the calculation.&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve outlined a few ideas that demonstrate how you can use AI coding assistants to generate Maple Flow worksheets. There&amp;#39;s &lt;strong&gt;much&lt;/strong&gt; more you can do.&lt;/p&gt;

&lt;p&gt;Of course, this functionality is subject to the same disclaimers as any other AI-generated content:&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;Worksheets are generated by and subject to the limitations of your AI model&lt;/li&gt;
	&lt;li&gt;your mileage may vary&lt;/li&gt;
	&lt;li&gt;and you absolutely need a (human)&amp;nbsp;expert in the loop to check the output.&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;But as a starting point, this workflow is seriously powerful.&lt;/p&gt;

&lt;p&gt;Set up your AI coding assistant to generate Maple Flow worksheets with the instructions &lt;a href="https://www.maplesoft.com/products/MapleFlow/AI-Coding-Assistants/index.aspx"&gt;here&lt;/a&gt;.&lt;/p&gt;

&lt;h2&gt;Programming in the worksheet&lt;/h2&gt;

&lt;p&gt;Maple Flow 2026 introduces in-worksheet programming, so you can write programs and scripts directly on the canvas and execute them inline with the rest of your worksheet.&lt;/p&gt;

&lt;p&gt;You can enter programs with the keyboard or use the new Programming palette, which inserts common templates such as loops and if/else blocks with the right structure and indentation.&lt;/p&gt;

&lt;p&gt;&lt;img src="/view.aspx?sf=235296_post/Inline.gif"&gt;&lt;/p&gt;

&lt;p&gt;Productivity features help keep the program readable:&lt;/p&gt;

&lt;ul&gt;
	&lt;li&gt;automatic closing of procedures, loops and conditionals after the opening line is entered&lt;/li&gt;
	&lt;li&gt;intelligent insertion of statement separators when appropriate&lt;/li&gt;
	&lt;li&gt;automatic indentation to preserve structure and readability&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;The existing Code Editor remains the right place for larger scripts. In-worksheet programming is for the logic you want to sit directly beside the math, text and results.&lt;/p&gt;

&lt;h2&gt;A smoother move for Mathcad users&lt;/h2&gt;

&lt;p&gt;The Mathcad Migration Assistant has also been updated. It now translates much of the content of Mathcad Prime files into Maple Flow format, in addition to the existing support for Mathcad 13, 14 and 15.&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/Mathcad_to_Maple_Flow_modern_v4_monospaced-result.png"&gt;&lt;br&gt;
Because Maple Flow 2026 now supports in-worksheet programming, the updated Migration Assistant also translates Mathcad programs.&lt;/p&gt;

&lt;p&gt;For Mathcad thinking about moving to Maple Flow, the update makes migration faster and more practical. Existing work moves over with more of the structure and intent preserved.&lt;/p&gt;

&lt;h2&gt;Faster performance where it matters&lt;/h2&gt;

&lt;p&gt;Worksheets now compute faster! The results depend on the specific calculations, but the improvements can be very noticable - these are selected results from our internal benchmarking suite&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;img src="/view.aspx?sf=235296_post/performance_table.png"&gt;&lt;/p&gt;

&lt;p&gt;For engineers working with larger or more complex worksheets, that kind of improvement changes the feel of the product.&lt;/p&gt;

&lt;h2&gt;More examples, including semiconductors&lt;/h2&gt;

&lt;p&gt;Maple Flow 2026 adds more ready-to-use examples to the Application Gallery, including a new Semiconductor section.&lt;/p&gt;

&lt;p&gt;&lt;img src="/view.aspx?sf=235296_post/semiconductor.png"&gt;&lt;br&gt;
The gallery now includes worksheets semiconductor oxide growth, heat sink sizing, cylindrical fin heat transfer, NMOS threshold voltage, MOSFET power loss, photolithography scanner limits and boron implantation stability.&lt;/p&gt;

&lt;h2&gt;Improved pasting from excel&lt;/h2&gt;

&lt;p&gt;Maple Flow 2026 also improves everyday interoperability with Excel. You can now paste more types of data from Excel into Maple Flow, including data formatted as percentages.&lt;/p&gt;

&lt;p&gt;It is a small feature with a practical benefit: less cleanup, fewer interruptions and a smoother path from spreadsheet data to engineering calculation.&lt;/p&gt;

&lt;h2&gt;Why this release matters&lt;/h2&gt;

&lt;p&gt;The most important thing about Maple Flow 2026 is not any single feature - it is the direction of travel. Engineering work is becoming more connected. Calculations are moving between spreadsheets, scripts, AI coding assistants, design tools and formal documentation.&lt;/p&gt;

&lt;p&gt;Maple Flow gives those calculations a place where the math is visible, the structure is clear and the result is ready to share.&lt;/p&gt;

&lt;p&gt;So yes, Maple Flow 2026 includes new features. But the bigger story is this: engineers can now move more of their existing work out of hidden logic and into auditable worksheets that communicate the engineering.&lt;/p&gt;

&lt;p&gt;Explore the new features, try the examples and experiment with generating worksheets using AI coding assistants. &lt;a href="https://www.maplesoft.com/products/mapleflow/"&gt;Grab a trial here&lt;/a&gt;.&lt;/p&gt;
</description>
      <guid>235296</guid>
      <pubDate>Thu, 23 Jul 2026 19:37:05 Z</pubDate>
      <itunes:author>Samir Khan</itunes:author>
      <author>Samir Khan</author>
    </item>
    <item>
      <title>Uninstalling Maple Flow</title>
      <link>http://www.mapleprimes.com/posts/234721-Uninstalling-Maple-Flow?ref=Feed:MaplePrimes:Tagged With Maple Flow</link>
      <itunes:summary>&lt;p&gt;My&amp;nbsp; post with a valid&amp;nbsp; question (second time) on the Migration Assistant add-on was deleted by a moderator who thought that it was spam.&lt;/p&gt;

&lt;p&gt;I have decided to uninstall Maple Flow altogether and consider Smath Solver or CalcTree instead. It is unfortunate that Maple has such a bad customer service.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;My&amp;nbsp; post with a valid&amp;nbsp; question (second time) on the Migration Assistant add-on was deleted by a moderator who thought that it was spam.&lt;/p&gt;

&lt;p&gt;I have decided to uninstall Maple Flow altogether and consider Smath Solver or CalcTree instead. It is unfortunate that Maple has such a bad customer service.&lt;/p&gt;
</description>
      <guid>234721</guid>
      <pubDate>Wed, 29 Apr 2026 18:01:30 Z</pubDate>
      <itunes:author>Mth2026</itunes:author>
      <author>Mth2026</author>
    </item>
    <item>
      <title>Changing units on both plot axes</title>
      <link>http://www.mapleprimes.com/questions/243567-Changing-Units-On-Both-Plot-Axes?ref=Feed:MaplePrimes:Tagged With Maple Flow</link>
      <itunes:summary>&lt;p&gt;Hi Maple Flow users,&lt;/p&gt;

&lt;p&gt;Today I was making a canvas covering the theory regarding transformers. I use units in my computations, and this is carried onto any plots I make. While I have figured out that the unit I use while defining the plot range on the x-axis is carried onto the plot, I am yet to figure out how to define the unit used on the y-axis.&lt;/p&gt;

&lt;p&gt;Please have a look at this snapshot:&lt;br&gt;
&lt;img 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"&gt;&lt;/p&gt;

&lt;p&gt;The y-axis unit is defined as kg/(A*s^2), while it should of course be in T (Teslas). How would I go about realising this?&lt;/p&gt;

&lt;p&gt;And of course, if you have any other tips and tricks related to these kind of plots please feel free to share them :))&lt;/p&gt;

&lt;p&gt;Kindly,&lt;br&gt;
Asger&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Hi Maple Flow users,&lt;/p&gt;

&lt;p&gt;Today I was making a canvas covering the theory regarding transformers. I use units in my computations, and this is carried onto any plots I make. While I have figured out that the unit I use while defining the plot range on the x-axis is carried onto the plot, I am yet to figure out how to define the unit used on the y-axis.&lt;/p&gt;

&lt;p&gt;Please have a look at this snapshot:&lt;br /&gt;
&lt;img 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" /&gt;&lt;/p&gt;

&lt;p&gt;The y-axis unit is defined as kg/(A*s^2), while it should of course be in T (Teslas). How would I go about realising this?&lt;/p&gt;

&lt;p&gt;And of course, if you have any other tips and tricks related to these kind of plots please feel free to share them :))&lt;/p&gt;

&lt;p&gt;Kindly,&lt;br /&gt;
Asger&lt;/p&gt;
</description>
      <guid>243567</guid>
      <pubDate>Tue, 28 Apr 2026 07:46:15 Z</pubDate>
      <itunes:author>bagraara</itunes:author>
      <author>bagraara</author>
    </item>
    <item>
      <title>How to install the migration assistant?</title>
      <link>http://www.mapleprimes.com/questions/243562-How-To-Install-The-Migration-Assistant?ref=Feed:MaplePrimes:Tagged With Maple Flow</link>
      <itunes:summary>&lt;p&gt;I have installed Maple Flow 2025 as a trial but have not been able to get the migration assistant add-on.&lt;/p&gt;

&lt;p&gt;As part of evaluating Maple Flow, it is critical for me to try conversion of Mathcad 14 files.&lt;/p&gt;

&lt;p&gt;Thanks.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;I have installed Maple Flow 2025 as a trial but have not been able to get the migration assistant add-on.&lt;/p&gt;

&lt;p&gt;As part of evaluating Maple Flow, it is critical for me to try conversion of Mathcad 14 files.&lt;/p&gt;

&lt;p&gt;Thanks.&lt;/p&gt;
</description>
      <guid>243562</guid>
      <pubDate>Sat, 25 Apr 2026 19:36:44 Z</pubDate>
      <itunes:author>Mth2026</itunes:author>
      <author>Mth2026</author>
    </item>
    <item>
      <title>Problems during the loading process. </title>
      <link>http://www.mapleprimes.com/questions/242380-Problems-During-The-Loading-Process-?ref=Feed:MaplePrimes:Tagged With Maple Flow</link>
      <itunes:summary>&lt;p&gt;When trying to open two files I got this message. The files were completely empty. Hours of work lost.&lt;/p&gt;

&lt;p&gt;Also further trouble with the interface: copy and paste, modifying text, etc. do not work as they should. Could resolve some problems, but I am losing time and I doubt about the reliability of the software.&lt;/p&gt;

&lt;p&gt;Any suggestion?&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;When trying to open two files I got this message. The files were completely empty. Hours of work lost.&lt;/p&gt;

&lt;p&gt;Also further trouble with the interface: copy and paste, modifying text, etc. do not work as they should. Could resolve some problems, but I am losing time and I doubt about the reliability of the software.&lt;/p&gt;

&lt;p&gt;Any suggestion?&lt;/p&gt;
</description>
      <guid>242380</guid>
      <pubDate>Sun, 05 Apr 2026 13:06:50 Z</pubDate>
      <itunes:author>EdmondR</itunes:author>
      <author>EdmondR</author>
    </item>
    <item>
      <title>MapleFlow documentation and tech support</title>
      <link>http://www.mapleprimes.com/questions/242322-MapleFlow-Documentation-And-Tech-Support?ref=Feed:MaplePrimes:Tagged With Maple Flow</link>
      <itunes:summary>&lt;p&gt;I&amp;#39;m new to MapleFlow, and I have a few questions about MapleFlow help.&lt;/p&gt;

&lt;ol&gt;
	&lt;li&gt;I read the recent post about the release of MapleFlow 2025.2, and it mentions some new functionality and bug fixes.&amp;nbsp; Is there a &amp;quot;What&amp;#39;s new in MaplleFlow 2025.2&amp;quot; section in a help file, online or offline, that lists the new features and&amp;nbsp;bug fixes?&lt;/li&gt;
	&lt;li&gt;I can find Online Help for Maple, MapleSim and MapleSim Toolboxes, but&amp;nbsp;I can&amp;#39;t find a section for MapleFlow.&amp;nbsp; I realize that MapleFlow and Maple share a lot of functionality, so the Maple section covers the functions, but there are MapleFlow-specific features that don&amp;#39;t seem to have their own section in the&amp;nbsp;Online help.&lt;/li&gt;
	&lt;li&gt;The offline MapleFlow help seems rather dated and limited.&amp;nbsp; When was the last time any updates were made?&amp;nbsp; Are there&amp;nbsp;plans to continue to improve the offline&amp;nbsp;MapleFlow help?&lt;/li&gt;
	&lt;li&gt;I have a few tech support questions in, and I have received some feedback, but at least one has been sent to the Math group for review, and it&amp;#39;s been about a week, and I&amp;#39;ve heard nothing.&amp;nbsp; Is there somewhere we can check the status of our tech support issues?&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;Thanks&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;I&amp;#39;m new to MapleFlow, and I have a few questions about MapleFlow help.&lt;/p&gt;

&lt;ol&gt;
	&lt;li&gt;I read the recent post about the release of MapleFlow 2025.2, and it mentions some new functionality and bug fixes.&amp;nbsp; Is there a &amp;quot;What&amp;#39;s new in MaplleFlow 2025.2&amp;quot; section in a help file, online or offline, that lists the new features and&amp;nbsp;bug fixes?&lt;/li&gt;
	&lt;li&gt;I can find Online Help for Maple, MapleSim and MapleSim Toolboxes, but&amp;nbsp;I can&amp;#39;t find a section for MapleFlow.&amp;nbsp; I realize that MapleFlow and Maple share a lot of functionality, so the Maple section covers the functions, but there are MapleFlow-specific features that don&amp;#39;t seem to have their own section in the&amp;nbsp;Online help.&lt;/li&gt;
	&lt;li&gt;The offline MapleFlow help seems rather dated and limited.&amp;nbsp; When was the last time any updates were made?&amp;nbsp; Are there&amp;nbsp;plans to continue to improve the offline&amp;nbsp;MapleFlow help?&lt;/li&gt;
	&lt;li&gt;I have a few tech support questions in, and I have received some feedback, but at least one has been sent to the Math group for review, and it&amp;#39;s been about a week, and I&amp;#39;ve heard nothing.&amp;nbsp; Is there somewhere we can check the status of our tech support issues?&lt;/li&gt;
&lt;/ol&gt;

&lt;p&gt;Thanks&lt;/p&gt;
</description>
      <guid>242322</guid>
      <pubDate>Mon, 16 Mar 2026 13:26:42 Z</pubDate>
      <itunes:author>rquirt</itunes:author>
      <author>rquirt</author>
    </item>
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