9077
« on: January 23, 2012, 02:04:30 pm »
Ok, so generate the absolute most possible amount of money in a single turn without having a single Treasure card in your deck. Solitaire game, it's the start of your turn and you have no Durations in play. Perfect Shuffle luck as well.
My first-thoughts solution:
Kingdom list: Grand Market, Conspirator, Bazaar, Goons, Scrying Pool, Festival, Vault, King's Court, Harvest, Mandarin.
You have 10 Scrying Pools and 10 King's Courts, 9 of every other Kingdom Card, and 1 Province, 1 Duchy, 1 Estate.
Start out with Scrying Pool in hand. Use it to draw everything except 2 Victory Cards... you now have 93 cards in hand. Play Vault, drawing the last 2 cards. Discard all but 1 Scrying Pool for $93. Repeat this process 8 more times... you now have $837.
Then play Scrying Pool (#10) to draw your entire deck again. Play KC -> KC - KC, etc (all 10 KC... you now have 19 actions you can triple-play). Triple-play 1 Mandarin, putting 3 differently-named cards on top. (On top of the 2 Victory cards that were left there). Then Triple-play 9 Harvest, then 8 Mandarin, then a Festival. This gives you... 27 Mandarin plays for 3 each, + 27 Harvest plays for 4 each, + 3 Festival plays for 2 each... = $195. So $1032 total.
You have 29 cards on your deck, and 6 actions available.
Then play every Grand Market and Conspirator. Draw 18 cards, get 36 money. Play every Festival... 16 more money, 8 more actions. Every Bazaar for 9 more actions, 9 more money, 9 more cards. $1084 money, 23 actions, 2 cards in deck, both victory.
Play every Goons for +18 money. $1102. Lots of buys.
I know this isn't completely ideal. Obviously Black Market to replace Goons would just make it insane. I'd rather not think about it, lol. Also, it would be great if I could replace Bazaar with Woodcutter or another $2, but I just didn't have enough spare actions. And you could have more Victory Cards in the deck, to discard with Vault, but it makes drawing your whole deck a lot more complicated!
TL;DR solution:
$1102, using mostly Scrying Pool and Vault.
So my solution doesn't actually quite work, as has been pointed out. Needs a minor tweak to the play rules, and another tweak to the math.