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include BOSL2 and GUI goes blank!!

M
mikeonenine@web.de
Sun, Feb 8, 2026 8:58 PM

On adding include <BOSL2/std.scad> to a script, the viewport went blank. How is that possible? No problem with other scripts.

There seems to be something in the script that BOSL2 doesn’t like. What could that be?

Error messages may be relevant:

ERROR: Assertion 'is_finite(ang)' failed in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/affine.scad, line 301 

TRACE: called by '_translate' in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad, line 1585

TRACE: called by '_translate' in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad, line 1585 

Any ideas what to look for?

On adding `include <BOSL2/std.scad>` to a script, the viewport went blank. How is that possible? No problem with other scripts. There seems to be something in the script that BOSL2 doesn’t like. What could that be? Error messages may be relevant: [ERROR: Assertion 'is_finite(ang)' failed in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/affine.scad, line 301](301,C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/affine.scad)  [TRACE: called by '_translate' in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad, line 1585](1585,C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad) [TRACE: called by '_translate' in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad, line 1585](1585,C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad)  Any ideas what to look for?
M
mikeonenine@web.de
Sun, Feb 8, 2026 9:14 PM

Correction (pls ignore previous post)

On adding include <BOSL2/std.scad> to a script, the viewport went blank. How is that possible? No problem with other scripts.

There seems to be something in the script that BOSL2 doesn’t like. What could that be?

Error messages may be relevant:

ERROR: Assertion 'is_finite(ang)' failed in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/affine.scad, line 301 

TRACE: called by '_translate' in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad, line 1585

TRACE: called by '_translate' in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad, line 1607 

Any suggestions what to look for?

*Correction (pls ignore previous post)* On adding `include <BOSL2/std.scad>` to a script, the viewport went blank. How is that possible? No problem with other scripts. There seems to be something in the script that BOSL2 doesn’t like. What could that be? Error messages may be relevant: [ERROR: Assertion 'is_finite(ang)' failed in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/affine.scad, line 301](https://lists.openscad.org/empathy/thread/301,C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/affine.scad)  [TRACE: called by '_translate' in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad, line 1585](https://lists.openscad.org/empathy/thread/1585,C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad) [TRACE: called by '_translate' in file C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad, line ](https://lists.openscad.org/empathy/thread/1585,C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad)**[1](https://lists.openscad.org/empathy/thread/1585,C:/Users/Admin/Documents/OpenSCAD/libraries/BOSL2/transforms.scad)607**  Any suggestions what to look for?
JB
Jordan Brown
Sun, Feb 8, 2026 9:16 PM

On 2/8/2026 1:14 PM, Caddiy via Discuss wrote:

Any suggestions what to look for?

My guess would be that you have a global name that conflicts with one of
BOSL2's names.

On 2/8/2026 1:14 PM, Caddiy via Discuss wrote: > > Any suggestions what to look for? > My guess would be that you have a global name that conflicts with one of BOSL2's names.
M
mikeonenine@web.de
Sun, Feb 8, 2026 9:35 PM

Hi,

what would a global name look like? Examples?

Hi, what would a global name look like? Examples?
LM
Leonard Martin Struttmann
Sun, Feb 8, 2026 9:59 PM

Do you, by chance, have a variable called IDENT?

On Sun, Feb 8, 2026 at 3:35 PM Caddiy via Discuss <
discuss@lists.openscad.org> wrote:

Hi,

what would a global name look like? Examples?


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Do you, by chance, have a variable called IDENT? On Sun, Feb 8, 2026 at 3:35 PM Caddiy via Discuss < discuss@lists.openscad.org> wrote: > Hi, > > what would a global name look like? Examples? > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org
M
mikeonenine@web.de
Sun, Feb 8, 2026 10:32 PM

No, ‘fraid not.

This part is done with BOSL2, but I can’t use it with the rest.

No, ‘fraid not. This part is done with BOSL2, but I can’t use it with the rest. ![](data:image/png;base64,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)
AM
Adrian Mariano
Sun, Feb 8, 2026 10:46 PM

Asking people to debug your code when you don't post the code is generally
a pointless endeavor.

You should follow the error message backtrace until you get to code you
wrote and examine it to see why it would fail in BOSL2, or post that line
of code here, or perhaps file a bug on the BOSL2 github.

On Sun, Feb 8, 2026 at 5:32 PM Caddiy via Discuss <
discuss@lists.openscad.org> wrote:

No, ‘fraid not.

This part is done with BOSL2, but I can’t use it with the rest.


OpenSCAD mailing list
To unsubscribe send an email to discuss-leave@lists.openscad.org

Asking people to debug your code when you don't post the code is generally a pointless endeavor. You should follow the error message backtrace until you get to code you wrote and examine it to see why it would fail in BOSL2, or post that line of code here, or perhaps file a bug on the BOSL2 github. On Sun, Feb 8, 2026 at 5:32 PM Caddiy via Discuss < discuss@lists.openscad.org> wrote: > No, ‘fraid not. > > This part is done with BOSL2, but I can’t use it with the rest. > > > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org
M
mikeonenine@web.de
Sun, Feb 8, 2026 10:56 PM

Adrian Mariano wrote:

Asking people to debug your code when you don't post the code is generally
a pointless endeavor.

The code is quite long, about 1550 lines.

You should follow the error message backtrace until you get to code you
wrote and examine it to see why it would fail in BOSL2, or post that line
of code here, or perhaps file a bug on the BOSL2 github.

I looked up the relevant lines in affine.scad and transform.scad but they didn’t seem to offer any clues.

Looks like I will have to chop off sections of the code one by one until it works.

Adrian Mariano wrote: > Asking people to debug your code when you don't post the code is generally > a pointless endeavor. The code is quite long, about 1550 lines. > You should follow the error message backtrace until you get to code you > wrote and examine it to see why it would fail in BOSL2, or post that line > of code here, or perhaps file a bug on the BOSL2 github. I looked up the relevant lines in affine.scad and transform.scad but they didn’t seem to offer any clues. Looks like I will have to chop off sections of the code one by one until it works.
AM
Adrian Mariano
Sun, Feb 8, 2026 11:09 PM

The lines in affince.scad and transform.scad are not part of your code.
Follow the backtrace back until you get to YOUR CODE---the first line
that's not part of the library.  From the error messages it appears a
rotation has been invoked with an invalid angle, but to know why we need to
see the code you wrote that is doing it.  It's possible that it's a
compatibility error in BOSL2, since adding the BOSL2 library to working
code is not supposed to change its behavior.

On Sun, Feb 8, 2026 at 5:57 PM Caddiy via Discuss <
discuss@lists.openscad.org> wrote:

Adrian Mariano wrote:

Asking people to debug your code when you don't post the code is generally
a pointless endeavor.

The code is quite long, about 1550 lines.

You should follow the error message backtrace until you get to code you
wrote and examine it to see why it would fail in BOSL2, or post that line
of code here, or perhaps file a bug on the BOSL2 github.

I looked up the relevant lines in affine.scad and transform.scad but they
didn’t seem to offer any clues.

Looks like I will have to chop off sections of the code one by one until
it works.


OpenSCAD mailing list
To unsubscribe send an email to discuss-leave@lists.openscad.org

The lines in affince.scad and transform.scad are not part of your code. Follow the backtrace back until you get to YOUR CODE---the first line that's not part of the library. From the error messages it appears a rotation has been invoked with an invalid angle, but to know why we need to see the code you wrote that is doing it. It's possible that it's a compatibility error in BOSL2, since adding the BOSL2 library to working code is not supposed to change its behavior. On Sun, Feb 8, 2026 at 5:57 PM Caddiy via Discuss < discuss@lists.openscad.org> wrote: > Adrian Mariano wrote: > > Asking people to debug your code when you don't post the code is generally > a pointless endeavor. > > The code is quite long, about 1550 lines. > > You should follow the error message backtrace until you get to code you > wrote and examine it to see why it would fail in BOSL2, or post that line > of code here, or perhaps file a bug on the BOSL2 github. > > I looked up the relevant lines in affine.scad and transform.scad but they > didn’t seem to offer any clues. > > Looks like I will have to chop off sections of the code one by one until > it works. > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org
M
mikeonenine@web.de
Sun, Feb 8, 2026 11:41 PM

Adrian Mariano wrote:

The lines in affince.scad and transform.scad are not part of your code.
Follow the backtrace back until you get to YOUR CODE---the first line
that's not part of the library.  From the error messages it appears a
rotation has been invoked with an invalid angle, but to know why we need to
see the code you wrote that is doing it.  It's possible that it's a
compatibility error in BOSL2, since adding the BOSL2 library to working
code is not supposed to change its behavior.

When this module is edited out, the code works:

module txm()

{

window = [876, 640];

translate($vpt)

rotate($vpr)

scale($vpd / window.y)

translate([x,y,z])

rotate([X,Y,Z])

linear_extrude(0.001)

text(txt, valign = "center", halign = side, font="Times New Roman", size=s);

}

I had left out the X, Y and Z values in 2 places where the module is invoked, as these values are all zero. Putting in X=0, Y=0, Z=0, fixes it. Phew!

Thanks.

Adrian Mariano wrote: > The lines in affince.scad and transform.scad are not part of your code. > Follow the backtrace back until you get to YOUR CODE---the first line > that's not part of the library. From the error messages it appears a > rotation has been invoked with an invalid angle, but to know why we need to > see the code you wrote that is doing it. It's possible that it's a > compatibility error in BOSL2, since adding the BOSL2 library to working > code is not supposed to change its behavior. When this module is edited out, the code works: `module txm()` `{` `window = [876, 640];` `translate($vpt)` `rotate($vpr)` `scale($vpd / window.y)` `translate([x,y,z])` `rotate([X,Y,Z])` `linear_extrude(0.001)` `text(txt, valign = "center", halign = side, font="Times New Roman", size=s);` `}` I had left out the X, Y and Z values in 2 places where the module is invoked, as these values are all zero. Putting in `X=0, Y=0, Z=0,` fixes it. Phew! Thanks.