Ok, here it is(forgot about it). And hard as promised

. The following image is the thing. The numbers tell you(i know, had to squish some in) how many groups of black squares there are on the image(empty table). So 3-5-1-1 means there are groups of 3, 5, 1 and 1 of black spots IN THAT ORDER. Between every group there is at least one blank spot, but you don\'t know how much of them and where it all starts.
Example(on a 16px):
- we have the order, 3 5 1 1
- we have the whole width, 16
- and we know there is at least one blank spot inbetween each group
- and by simple math, that there are 6 blanks
so all these combinations could be the solution:
-***-*****-*-*--
***--*****-*--*-
-***---*****-*-*
***-*****-*-*---
etc etc
You figure out where to put a black spot by checking the intersection of all the combinations

. The place to start is where there are big numbers, especially if they go over 1/2 of the field(a sum that does that is often enough). So you color a few and repeat until you have a pixelmap - gobelin. There is a text hint and another one: there is only one image, eg all polys are connected(even closed iirc). Oh and drawing the blanks is essential too.
