Proof? T206 were printed in rows of more than twelve

[t206hound]

You are better than imagery than I... the Miller card when turned upside down shows the red sweater/vest of the gentleman in the middle, as well as the jacket and tie of the man to his right (our left). It would be cool to see another of your overlay images (using the Maddox card as well).

It is interesting to see the blues and yellows not occurring together in the test images... yet both colors appear.

[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