Sent: cd5ba2fe364df234014b58b4cb0f3fa637de28a8458cc75809361613e7a6cc77
No need for txids first, after-action is perfect. Strategy and loss-limit choices are entirely yours. I have faith in the dooglus.
Good luck!
Received.
Here's my thoughts on how best to get you the return you asked for:
These are the relevant available bets:
lessthan 64000 1dice9wVtrKZTBbAZqz1XiTmboYyvpD3t 97.6563% 1.004x 1.900% 98.100% 0.0010 250.0000
lessthan 60000 1diceDCd27Cc22HV3qPNZKwGnZ8QwhLTc 91.5527% 1.071x 1.900% 98.100% 0.0010 250.0000
lessthan 56000 1dicegEArYHgbwQZhvr5G9Ah2s7SFuW1y 85.4492% 1.147x 1.900% 98.100% 0.0010 250.0000
lessthan 52000 1dicec9k7KpmQaA8Uc8aCCxfWnwEWzpXE 79.3457% 1.235x 1.900% 98.100% 0.0010 250.0000
lessthan 48000 1dice9wcMu5hLF4g81u8nioL5mmSHTApw 73.2422% 1.338x 1.900% 98.100% 0.0010 250.0000
lessthan 32768 1dice97ECuByXAvqXpaYzSaQuPVvrtmz6 50.0000% 1.957x 1.900% 98.100% 0.0010 250.0000
lessthan 32000 1dice8EMZmqKvrGE4Qc9bUFf9PX3xaYDp 48.8281% 2.004x 1.900% 98.100% 0.0010 250.0000
We want a 50% return.
So 2 possibilities seem to be:
1) Play "lessthan 52000" twice
We have a 63.0% chance of winning 52.2 bitcents:
>>> (float(52000) / 65536) ** 2
0.6295740604400635
>>> 1.235 * 1.235
1.525225
2) play "lessthan 56000" three times
We have a 62.4% chance of winning 50.9 bitcents:
>>> (float(56000) / 65536) ** 3
0.6239133654162288
>>> 1.147 * 1.147 * 1.147
1.509003523
The first option has a slightly higher chance of winning, and a slightly higher payout too, so that's what I'll do.