# Color Logic…again

Find the rule that is all correct on the left side, but none on the right side.

Raw text: (Orange, Yellow, Green, Cyan)

Left:

OGYCO
C
YYGG
GCOOOYGC
CCOCO
YCGCOCY
CCC
COCOCYY
CGCCCG
GG


Right:

O
GYCY
CGCGCO
CG
OOOCCC
YOOCCOYC
GGCCCCG
GC
YCGOOY
CCCYYY


I think it’s simply that:

There are an even total number of orange, green and yellow. Or, equivalently, leaving out cyan leaves an even number of squares.

How I got to this:

The single cyan and single orange showed that one of those two colours was important in the rule. Looking, there was a lot of cyan, so I decided to see what would happen if I ignored it, giving this answer.

• But the 7th (from top) on the right side has 4 greens? – Plarsen Oct 1 '18 at 8:12
• @u_ndefined still, 4th from top has zero non-cyan. Zero is even too. – Plarsen Oct 1 '18 at 10:35
• @Plarsen there isn’t much contrast between the two colours but the fourth and seventh from the top on the right side have one and three greens respectively. – boboquack Oct 2 '18 at 8:07
• yes, sure, after the edit that is true. Not what it looked like yesterday (see revisions): i.stack.imgur.com/lI6LJ.png – Plarsen Oct 2 '18 at 11:36