[Manifold Plays Chess 2] 2. Bg2 ...
Basic
6
Ṁ282
resolved Jan 23
100%64%
e5
11%Other
25%
g6

We're playing as black this time. Check the game board at https://lichess.org/sLmZPb9nTcNv

This is a "Policy" market. The "Stake" market is https://manifold.markets/citrinitas/will-black-win-in-manifold-plays-ch

You can suggest any move here, but in order to vote on a move you need to be holding YES in the stake market.

In order to vote, you should make a comment that says "!VOTE <move>". Only your latest vote counts. I'll randomly select a suggested move, weighted by the number of YES shares held by the users who voted for it. The precise evaluation time will be "some point soon after this market closes" but I'm not committing to any particular time.

This market resolves to the chosen move, and that move will be used for the continuation of the game.

"Resign" is a valid move.

Previous move:

Get
Ṁ1,000
and
S3.00
Sort by:

@citrinitas your random number is: 261

Salt: RNm4JibyBVCl4kD1G9IH, round: 2634347 (signature 82c5b6625c525367352676fa80e955bf9d86dd9d7991a28eeb085458125959b97d06fa514b9d6aa36ed4d0f0e95336d502790b778ca8c7a158c537403a3e213a4352763f4f94935c7c12b8d21b16bf66f673af6896fb04229de0dc7c1659ba4f)

@citrinitas you asked for a random integer between 1 and 1347, inclusive. Coming up shortly!

Source: GitHub, previous round: 2634345 (latest), offset: 2, selected round: 2634347, salt: RNm4JibyBVCl4kD1G9IH.

@citrinitas voted e5 (weight 120)

@TenShino voted g6 (weight 437)

@Fion voted e5 (weight 38)

@JoshuaB voted e5 (weight 623)

@GanymedeAI voted e5 (weight 129)

Totals:

e5: 910

g6: 437

To be chosen from a random draw 1-1347

1-910 = e5

911-1347 = g6

!VOTE e5

!VOTE e5

!VOTE e5

!VOTE e5

!VOTE g6

!VOTE e5

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