be8ed228-7b9f-4d88-9521-f6039e697cd5 27 4 5 decimal
&[DATE] &[TIME] - &[FILENAME]
&[PAGENUM] / &[COUNT]

Plugin Custom Functions

Plugin EFI for SMath Studio

Interface to external Mathcad functions

Bindet Erweiterungen für Mathcad ein

Author: Viacheslav N. Mezentsev

Autor: Viacheslav N. Mezentsev

Remove all remainders of old versions, then load the plugin via extension manager.

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l/Cy/zt2PS/tMihsRO6cW0iQ7Rj/fjHndelxS3IjYObWQfMdMqiC7pr0HihsRO2csblxTihsRO2cs7jYFNRO090BxI2LnjMVtGdfeu6C4EbFzaiHRMXkpbkTsnFbcWjqYluJGxE6phaRlg/VS3IjYGbWQsJ2p9+eluBERC5PiRkQsTIobEbEwKW5ExMKkuBERC5PiRkQsTIobEbEwKW5ExMKkuBERC5PiRkQsTIobEbEw1yhuXSAiYvetilv/BxERS3GW/BeL5c1h2vrLrgAAAABJRU5ErkJggg== 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

After putting mathlib.dll into (empty) folder userefi, closing SMath and relaunch:

 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

OK, then SMath starts.

When loading mathlib.sm, extension manager comes up, wants to install the plugin. If that is allowed, SMath crashes hard

 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

Alternatively, if you do not allow installation, then SMath opens the file and as to be expected, none of the function there works.

The startup error message disappears if the whole directory structure from the user extension dir is deleted.

Plugins

Anwendungserweiterungen (Plugins)

Contents

Inhalt

M. Kraska, 2013-06-17