Puzzle Description:

I'm happy, I'm happy; I'm happy, I'm happy; I'm happy, I'm happy; And I'll punch the man who says I'm not.

#1: Joe (infrapinklizzard) on Jun 18, 2018 [SPOILER]

https://www.youtube.com/watch?v=caULMSdGWyw

After Line Logic and careful Color Logic gets a green crescent on the left and three branches of black coming from it, and a dot of black in the upper left,

Interior Edge Logic 9 r28 limits it to [c10-24] (it is effectively on an edge since there can only be green below it) and so r28c16-17 must be black.
LL/CL
EL 12 r29 = c7-9, c25 White
LL/CL leaves only green
EL 6 r1 = c5-7, c15-16 w
EL 3 r2 = c5 w
LL
EL 3 c5 = r3 w
LL
If the 6 in r1 were in c17-22, it would force the 3 in r2 to be within [c5-9] where it crosses only 2s. They would be forced down making a conflict in r3. So r1c17-22 must be white.
LL to finish

Found to be solvable with moderate lookahead by infrapinklizzard.

Found to be solvable with moderate lookahead by infrapinklizzard.

Great solve! It makes me happy that you are happy!

Some would call that "manic" :)

:)

Hee hee. He looks awful happy that he fit that basketball in his mouth. ;D

toothsome!

Very happy during solving it....loved the solve...lol...thanks!!

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