Can Yea Forums solve this?
Can Yea Forums solve this?
what is there to solve
Gimme some rules faget. I can't just be told "Solve" without any rules.
Left, up and then spin the ball up his butt. Easy
Yes.
Move one space at a time to earn the points displayed on that space.
You can only move to unoccupied spaces or spaces you've occupied. You cannot step on spaces your opponent has already occupied.
You and your opponent take it in turns to move one space. You go first.
Wtf am I supposed to do here? Is it like golf where you’re trying to get the less points as possible?
Thank you.
So if I move left, I get the entire 8 block on the left side? Or only 1 point for stepping on a square inside the 8 block?
Step on the 8 block to the left will get you 8 points.
Then it's Kawashima's turn. He'll step on the right 8 block to get himself 8 points.
Then you continue to take it in turns until all blocks are occupied. Whoever has the highest score wins.
I've tried all the combination of moves I can think of, always ends in a 14-14 draw.
I'll notate my moves first and then Kawashima's for every turn.
1. 8 8
2. 3 3
3. 1 2 (Key move, chess annotation would put a !!.)
4. 1 8 (No valid moves for Kawashima give him new territory.)
5. 2 3
I win by 2 points.
3 2 8 3 1
Easy!
Actually, scratch this, if Kawashima mirrors, it's a draw.
Okay, thank you.
Something like this should work if I understood you correctly.
>move one space at a time
Still draws with perfect play from Kawashima, he takes the 3 territory, so you can't take both.
Ah, it wasn't clear to me that you're moving between blocks, I thought you were moving between spaces.
aren't your moves dictated by how you opponent moves? Saying "I move this way and I win" is meaningless because your opponent can block your moves just as effectively as you block theirs.
Wait, so you can move diagonals?
Red would move 8, 3 and the second 8 and you would lose when you get to the second 1 in that scenario.
OP here. Yep, that won it. That fuckin' easy, huh.
I'll now proceed to dump lewds until the jannies close the thread.
Based
You can move from any space to any connected space, apparently.