Hi,

The release candidate of the AIOI 2020-02 can be downloaded here:

http://www.holly-wood.it/tmp/LDraw_AIOI_...bit_v1.exe

Change log:

* Update to Parts Library 2020-02
* Update to MLCad.ini 2020-02
* Update to LPub3D 2.4
* Update to Offline Parts Catalog 2020-02

Your testing would be appreciated.

w.

Hi there,

currently I'm working on some of the recent Harry Potter models (like 75953, 75954). Most of the minifigures are not existing, and after struggling with the "normal" stickers, I can't see myself having success completing those models. But maybe they might be of interest though, I will upload them in separate posts to ease discussion.

They are all not OMR-ready (of course).

Hello,

When exporting to POV-Ray in LDView, I noticed that not all colors are defined in the lgconfig file. Here I noticed that the definitions for the color values in the file LDConfig.ldr and lg_colour.inc are defined differently. Can someone please describe how the color values are to be calculated.
Thank you.


Regards

Manfred

The LDraw.org Official Model Repository at omr.ldraw.org is down with an unknown error. This make take a few days to solve. Sorry for the inconvenience.

Edit: OMR is back. I still don't know what the issue was but a server reboot in preps for troubleshooting solved it

Edit 2: Still causing problems. Will update again when fixed.

Edit 3: Stability seems to be good. The OMR is fully back.

What do you think about introducing circular primitives symmetrical with respect to the X axis?

This would
    reduce the number of lines of code in many part: one line instead of two for planar primitives, one line instead of three for cylindrical primitives;
    the possibility of error: there would be no more temptation to rotate an arc of 45 degrees.


I enclose some examples. At the moment I made them as shortcuts with respect to existing primitives to understand their structure and to take advantage of the 48-sided version.
In the future, I think they should be done for points like the other primitives.

Obviously, in order not to increase the number too much, they would only go well for symmetrical angles with respect to X axis.



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[/img][img]data:image/png;base64,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[/img][img]data:image/png;base64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[/img]

Attached Files

  1-4chrx.dat (Size: 291 bytes / Downloads: 5)
  1-4cylx.dat (Size: 294 bytes / Downloads: 3)
  1-4edgx.dat (Size: 292 bytes / Downloads: 1)
  1-4ndix.dat (Size: 291 bytes / Downloads: 1)
  1-4rinx1.dat (Size: 298 bytes / Downloads: 0)
  1-8chrx.dat (Size: 297 bytes / Downloads: 1)
  1-8cylx.dat (Size: 297 bytes / Downloads: 1)
  1-8edgx.dat (Size: 295 bytes / Downloads: 0)
  1-8ndix.dat (Size: 302 bytes / Downloads: 0)
  2-4chrx.dat (Size: 290 bytes / Downloads: 1)
  2-4cylx.dat (Size: 293 bytes / Downloads: 1)
  2-4edgx.dat (Size: 291 bytes / Downloads: 1)
  2-4ndix.dat (Size: 298 bytes / Downloads: 1)
  2-4rinx1.dat (Size: 297 bytes / Downloads: 1)
  3-4chrx.dat (Size: 291 bytes / Downloads: 0)
  3-4cylx.dat (Size: 294 bytes / Downloads: 1)
  3-4edgx.dat (Size: 292 bytes / Downloads: 1)
  3-4ndix.dat (Size: 299 bytes / Downloads: 1)
  3-4rinx1.dat (Size: 298 bytes / Downloads: 1)

Hi there,

for some hours I can't access omr.ldraw.org and would like to ask if this is by accident or on purpose:

Quote:Internal Server Error

The server encountered an internal error or misconfiguration and was unable to complete your request.

Please contact the server administrator at [email protected] to inform them of the time this error occurred, and the actions you performed just before this error.

More information about this error may be available in the server error log.

I have been making my models and test animations in Blender and just found this site.
In no way is it trying to start a flame war I just want to know what is the best way to do things. I know Blender but know nothing about LDraw.

Right now I have a lot of my parts made in Blender with a scratch and fingerprint plugin, I also have a very advanced walk cycle for my figure.  What is LDraw better at so that I can speed up video production time?

Thank you

Can I use one part for a model that I will sell if I give credit to this site and author?  I am 3d modeling a project from scratch and there is one part that is taking forever to make.  I saw this in legal and need confirmation that I can use one part if I give credit.

You are free:

• to copy - distribute, display, and use the CA approved LDraw Parts Library
  
• to make derivative works
  
• to make commercial use of the CA approved LDraw Parts Library
  

• Attribution - You must give the original author credit.
  The LDraw Steering Committee (SteerCo) also holds an attribution to 'The LDraw Parts Library' in such Derivative Works to be sufficient in lieu of a full list of authors.
  

https://github.com/trevorsandy/lpub3d/re...tag/v2.4.0

Hi folks,

I just updated the MLCad.ini file accordingly to the latest LDraw.org parts update 2020-02. The .ini file defines (among other things) the parts available in MLCad's, LEOCad's and Bricksmith's minifigure generator.

Download the file from my website: http://www.holly-wood.it/mlcad/mlcad_ini-en.html

Bye, w.