Thanks, Eric!
Here is a file whose graphics are conditioned on the disalignment being fixed.
And you have to replace my quantifier again. I didn't dare to do it blindly.
Go board (maybe size 11) can be added in a later update, I think. It's a good idea. But that board should have Go style graphics. I'm not sure if it is possible to change graphics with the board option.
Otherwise, it is good to go :) (if no one objects)
And thanks for the help, Alek!
Edit: I'm making a mess of things here. Sorry for that. But the discs one plays on should really be ever so slightly smaller. They should be scaled by 0.98. It actually makes a very noticable difference because the discs are "kissing" without the scaling, and that's easy to perceive. I have changed the attached file. Their size looks good in v. 1.1.0.
Also: I found out that making the stroke color transparent doesn’t change the visible size of the disc, so it won’t work as I naively thought. I guess it can be like it is now until we find out whether it is possible to make it perfect (read:make it look like circular tiles on circular cells).
Here is a file whose graphics are conditioned on the disalignment being fixed.
And you have to replace my quantifier again. I didn't dare to do it blindly.
Go board (maybe size 11) can be added in a later update, I think. It's a good idea. But that board should have Go style graphics. I'm not sure if it is possible to change graphics with the board option.
Otherwise, it is good to go :) (if no one objects)
And thanks for the help, Alek!
Edit: I'm making a mess of things here. Sorry for that. But the discs one plays on should really be ever so slightly smaller. They should be scaled by 0.98. It actually makes a very noticable difference because the discs are "kissing" without the scaling, and that's easy to perceive. I have changed the attached file. Their size looks good in v. 1.1.0.
Also: I found out that making the stroke color transparent doesn’t change the visible size of the disc, so it won’t work as I naively thought. I guess it can be like it is now until we find out whether it is possible to make it perfect (read:make it look like circular tiles on circular cells).