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Hi Yuriy,
I was just playing about with what looks like an excellent app in an android emulator to try and decide whether to invest.

i think I may have found a tiny buggette.  I set the system to start in metric mode, created a new tool and put an offset of .1 for x axis and z axis but the z axis offset shows in inches and the x in mm on the main display
[img]data:image/png;base64,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[/img]

Kind regards
Alan

this is odd, hope you can see the picture - if I edit it,it shows me the picture not this bunch of random characters

bit more info. I should probably have said it set it for the Lathe and that I turned off the display of Z axis. i then used the mm/inches set button to change X & Y to mm. I noticed that when I turned Z back on it was still in inches.
Not sure if it makes sense or not to have axis using different units. can't think why you would want to off hand.
So if this set button only works on displayed axis does this have an impact on the W axis when in linked mode?

Cheers