Proof? T206 were printed in rows of more than twelve

[tschock]

I haven't been following that closely, but if the same COMPLETE sheet is used for 2 different sized items, couldn't one determine the number X of T206 cards that could fit into the number Y of the Bitters? Or at least a factor thereof? While one might not be able to prove the number of T206 rows/columns, one could still prove what could NOT be the number of rows/columns of T206s on a sheet. Assuming the sheet wasn't trimmed for the second test run.

Apologies if this has already been discussed/proven.

[atx840]

I agree we can use the spacing of these PCs to help determine the minimum number of T206s stacked vertically, and possibly horizontally.

[teetwoohsix]

WOW!! I've been off of the board for awhile, other than to respond to some PM's, and finally had a chance to do a little catching up. I'm so glad I went back a page to find this awesome thread!

It is inspiring and amazing what you guys have accomplished here in this thread! Congratulations on a job EXTREMELY well done, I am in awe.

I always figured somehow someway with the knowledge on this board that it would be possible to piece together the clues from scraps, freaks, mis-cuts, double names, etc., and come closer to getting a realistic idea of a T206 sheet. This makes me feel that it's possible we may see it happen sooner rather than later-and that's exciting stuff!! I love it. Keep up the great work!

And, thanks for sharing the hard work with us all, I appreciate it!!

Sincerely, Clayton