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  Only a few flat lines being detected....
Posted by: timetomaketracks - 11-29-2023, 04:20 PM - No Replies

Hi all,

Anyone else have this issue, or know how to deal with it?

When trying to load contour lines from AutoCAD drawing (either DWG or DXF), the program only recognises a few contour lines rather than them all even though they all appear to have identical properties - as shown below:



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

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  Kubla Cubed 2023
Posted by: niko - 09-13-2023, 08:35 AM - Replies (14)

Hello everyone at Kubla.

How is the development of Kubla Cubed 2023 going and when is the likely release?

Regards,

Niko

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  Sewer Spoil Calculation
Posted by: Aryabhat - 09-01-2023, 08:34 PM - Replies (2)

Hi Team,

Is there is way of calculating sewer spoils using Kubla cubed?

Regards,
Aryabhat.

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  3d View Now Working
Posted by: Dustin - 07-24-2023, 11:04 PM - Replies (2)

the 3d view doesn't work. When the mouse is ran over the map, it generates slivers of color on the plan. Is there a software issue or did i input something wrong?

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  Cross Sections
Posted by: TimR - 07-24-2023, 03:19 PM - Replies (2)

Hi,
I installed Kubla Cubed 2021 (version 6.3.8209.29724) this morning.
I have created some surfaces, but now need to create some cross-sections from them. The problem is that the Measurements dropdown won't open/expand (the other things (e.g. Ground, Display etc won't minimise either).
Any suggestions??
I have tried closing and reopening the software.

Thanks,
Tim

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  3D View - Earthwork shapes outlines
Posted by: DavidL - 07-11-2023, 01:42 AM - Replies (1)

Can we suggest an option to toggle on/off shape outlines in the 3D viewer so we can reference easier where we can identify if a shape needs to be adjusted or highlighted for attention.

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  Phase Duplication Tool
Posted by: DavidL - 07-11-2023, 12:58 AM - Replies (2)

Sometimes for a large building site, I'd like to separate the extent of Cut and Fill as a visual tool. 

To enable this, would be handy if we had a *duplicate* tool for phases so that we can review and highlight which shapes/features are to be noted as filled after the fact, particularly if controlled fill material was required to be imported (e.g. car park cuts where site fill was nominated to be Class B/C Rock on an existing  clay substrate.

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  2021 will notupgrade or uninstall
Posted by: ewgnickp - 07-07-2023, 11:55 AM - Replies (2)

Hi, I have a user with Kubla Kubed Lite 2021, and have been trying to upgrade him to the current version, but the update fails to apply.  I can't even uninstall to do a fresh install.  Anyone else run across this?  Hopefully found a solution?

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  Curved Lines
Posted by: kjstharris2000 - 06-22-2023, 07:13 PM - Replies (1)

Good afternoon, is there a method for turning a straight line into a curve? Example would be placing two points of a parking line curve and then changing the line to curve to match the radius.

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  Bulking Factor
Posted by: DavidL - 05-23-2023, 03:13 AM - Replies (3)

Can we get an option to add bulking factor, for both cut and fill?

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