DominionStrategy Wiki
I think that after I reach my current goal, I'm gonna go for speedrun level 3 (1M in 15 minutes) without using a Golden Cookie. Might require some clever planning, and a lot of clicking.
Well you *do* need a signature...
I'm never going to be able to read "lol" the same ever again, now that I see it as a guy raising his hands in the air...
Heard about your grandma. LOL
I bet it is probably possibly with ~7 clicks per second and optimal purchase strategy. (which is quite difficult to figure out).how does true neverclick work? None of the golden cookies give cookies if you can't click and have no cookies and no cps.
A lucky cookie gives 1200 time CpS or 10% of your current cookies, whichever is lower, plus 13.
I reset recently, and probably in 15-20 red cookies, I've gotten 5 Elder Frenzies...
Quote from: sudgy on November 03, 2013, 05:21:40 pmI reset recently, and probably in 15-20 red cookies, I've gotten 5 Elder Frenzies...And 7-8 Cookie Chains...
I currently imagine mail-mi wearing a dark trenchcoat and a bowler hat, hunched over a bit, toothpick in his mouth, holding a gun in his pocket. One bead of sweat trickling down his nose.
Is there a way to get more elder frenzies? Or are they just random?
Quote from: sudgy on November 01, 2013, 05:09:04 pmI'm never going to be able to read "lol" the same ever again, now that I see it as a guy raising his hands in the air...Then there's the segment of population who read it as "lots of love".
Quote from: qmech on November 01, 2013, 05:50:03 pmQuote from: sudgy on November 01, 2013, 05:09:04 pmI'm never going to be able to read "lol" the same ever again, now that I see it as a guy raising his hands in the air...Then there's the segment of population who read it as "lots of love".And then there's "Lucifer our Lord."
I like chocolate chip cookies. Real ones.
Bomb, Cannon, and many of the Gunpowder cards can strongly effect gameplay, particularly in a destructive way
My friend just rad only came up with a formula to find prime numbers:For whole numbers 3 and up:sqrt(numbernumber-2). If it is irrational, it's prime. If it's rational, it's not prime.
Quote from: mail-mi on November 05, 2013, 11:59:26 amMy friend just rad only came up with a formula to find prime numbers:For whole numbers 3 and up:sqrt(numbernumber-2). If it is irrational, it's prime. If it's rational, it's not prime.Counterexample: 15
Quote from: WalrusMcFishSr on November 05, 2013, 12:42:44 pmQuote from: mail-mi on November 05, 2013, 11:59:26 amMy friend just rad only came up with a formula to find prime numbers:For whole numbers 3 and up:sqrt(numbernumber-2). If it is irrational, it's prime. If it's rational, it's not prime.Counterexample: 15Nooooooo! Are there any more? 25 is rational, and so is thirty, and I think 45 works.
Witherweaver is a smart person.
Quote from: mail-mi on November 05, 2013, 12:45:43 pmQuote from: WalrusMcFishSr on November 05, 2013, 12:42:44 pmQuote from: mail-mi on November 05, 2013, 11:59:26 amMy friend just rad only came up with a formula to find prime numbers:For whole numbers 3 and up:sqrt(numbernumber-2). If it is irrational, it's prime. If it's rational, it's not prime.Counterexample: 15Nooooooo! Are there any more? 25 is rational, and so is thirty, and I think 45 works.Huh? If n = 2k+1 this is just n^(k-1)*sqrt(n). This is irrational whenever n is not a perfect square... 15 is the first odd composite non-perfect square.
Quote from: Witherweaver on November 05, 2013, 12:53:02 pmQuote from: mail-mi on November 05, 2013, 12:45:43 pmQuote from: WalrusMcFishSr on November 05, 2013, 12:42:44 pmQuote from: mail-mi on November 05, 2013, 11:59:26 amMy friend just rad only came up with a formula to find prime numbers:For whole numbers 3 and up:sqrt(numbernumber-2). If it is irrational, it's prime. If it's rational, it's not prime.Counterexample: 15Nooooooo! Are there any more? 25 is rational, and so is thirty, and I think 45 works.Huh? If n = 2k+1 this is just n^(k-1)*sqrt(n). This is irrational whenever n is not a perfect square... 15 is the first odd composite non-perfect square. Yeah, just figured that out. If it's even it'll be rational and if it's odd it has to be a perfect square. Sigh.