#[1] Starting simplified craps game for 38000 sats!

Steps to play:

1. Pay the invoice below

2. Reply to this comment with either:

'roll' or 'shoot'

3. A fair dice roll (two six-sided dice) will occur based on your comment signature.

lnbc380u1pj9qxkhsp5ngmcvutnwx094e565z76kxcyl7pcx6qmqa46qlh798tckn9q9cgqpp59k9ttth7mr5l5v75u69nzz9fre8hldqfwmhydwjr2hlgnv8up2cqdpydehhxarjypnkzmt98gsxzv3s8ymxxvmyxq6sxqyjw5qcqpjrzjqd0ylaqclj9424x9m8h2vcukcgnm6s56xfgu3j78zyqzhgs4hlpzvzuy55qqcucqqyqqqqqqqqqqqeqq9q9qyysgq272hlu4wh8y9ls2jacxt45g993vncetcmeu79270p0hays9pdl4y9kf4kz376qsqpzj4y3wpsqlwrmf30m0rzj2my5twzgdx2f58jgcpnk3x82

The payouts are as follows:

Roll: 2, payout: 4x38000 = 152000 sats

Roll: 3, payout: 2x38000 = 76000 sats

Roll: 4, payout: 2x38000 = 76000 sats

Roll: 10, payout: 2x38000 = 76000 sats

Roll: 11, payout: 3x38000 = 114000 sats

Roll: 12, payout: 6x38000 = 228000 sats

Roll: 5, payout: 0x38000 = 0 sats

Roll: 6, payout: 0x38000 = 0 sats

Roll: 7, payout: 0x38000 = 0 sats

Roll: 8, payout: 0x38000 = 0 sats

Roll: 9, payout: 0x38000 = 0 sats

Our games are verifiably fair. The method for getting the result is shown in the GitHub link below.

You can run the code for yourself to verify the fairness and final result.

#[1] Starting coin flip game for 20000 sats, guess right and double your sats!

Steps to play:

1. Pay the invoice below

2. Reply to this comment with either:

'heads' or 'tails'

3. If you guess right, you'll get double your sats back!

lnbc200u1pj9qp7zsp5j594cmpa5k9wetv8vmgjlaf5kcmcfdtk48ef3n559sdtt3qcu4pqpp5f6s6p4zu2y7hms9eqqwqn2s84q25rfsz0a2qmastkzm74x8zmcpsdpydehhxarjypnkzmt98gsrwvpjvgunvvrxxajsxqyjw5qcqpjrzjq07wze2n0t4pyzllapg9sa45f4g3jd20sfdnatpjndmpl3trd0engzm6duqqdcqqqyqqqqqpqqqqq8sq9q9qyysgq9zu0w4dnf2s5z0230mfankxjjt3vv70xnavs99vnuha50t2c7w0jgzzvl5kgdy794f89lz7s0r7mcc9dezqluk5x068ejqrjdjdm0lcqt7uuz2

We use a verifiably fair and open source way to get the coinflip result. See the below "Verifiably Fair" section for more details.

Verifiably Fair:

The method for flipping the coin is verifiably fair and open sourced in the GitHub link below.

You can run the code for yourself to verify the fairness and final result.