Math Problem: 2014-11-03 03:01:47 |
[REGL] Pooh
Level 62
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How many variations are there for a strategic 1v1 map? for picks?
Accounting for: -Random Warlords, -Set Wastelands, -Sometimes a wasteland overrides the starting spot.
For Picks, account for: each person picks 6 picks, first pick is random.
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Math Problem: 2014-11-03 06:12:09 |
Dutch Desire
Level 60
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variations Random Warlords with no Wastelands set: 4^4=256 5^9=1953125 6^4=1296 7^6=117649 * 76236552000000000
variations 7 Wastelands on 131 terretories: 131*130*129*128*127*126*125= 562469019840000
total variations on ladder 1v1 map: 562469019840000*76236552000000000= 42880698679421191680000000000000
Edited 11/3/2014 06:12:31
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Math Problem: 2014-11-03 16:22:34 |
Dutch Desire
Level 60
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Did forget that yes. But how did you get by a reduced of about 30%?
It seems a bit high, i was thinking it is around 11%: When 2 wastelands are located in the same bonus, then that bonus will have 1 possibility less. so a 5 territory bonus will be seen like a 4 territory bonus. what will lower the number by 20%. But that there are multiple wastlands in one bonus happens only in about 60%, so 20*0,6=12%. but its not always a 5 territory bonus what makes it a bit below 11%, and there is also the possibility that there are more than 2 wastelands in one bonus and multiple bonuses with more than one wasteland what highers the % a litle bit.
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