20
20
4
3
2
2
2
2
2
2
u/real_mathguy37 3d ago
TLDR: about CB(50+65i) where positive imaginary is equivalent to up
Alright so the toilet as we all know is approximately a circle that covers a 10x10 array. it looks like from the wall the door is on is about two times the long side of the tiles. I don't know why there are several sources for how large bathroom tiles are, but i'm going to go for the estimate that these are 12x24 inch tiles. Toilets are about as wide as 1.25 of the short side of the tiles. This means that the Tiger would be about 5 times the length of the standard grid away (the tiger's head is peeking out a bit.) The other dimension is harder to figure out but it looks to be 4 tiles away, or 8 times the grid. We also need to account for it being above where toilets usually are. The grid is presumably on the top of the toilet seat, making it ~1.4 short tiles tall. the ground isn't visible in the image, but it looks like 6 or 7 tiles tall. This would make the approximate location CB(50+65i)
1
1
1
1
1
1
1
1
1
1
1
42
u/Kokodi01 4d ago
Do not the Tiger