CrabHelmet Posted January 6, 2009 Report Share Posted January 6, 2009 The probability of drawing all three copies of a card is the same as the probability of drawing three specific Limited cards. This card is basically unsearchable. I believe thats not right. It would be 1 Unlimited' date=' 1 Semi-Limited, and one Limited. It is unsearchable though. The "Once per turn" killed it.[/quote'] You are incorrect. It would be 3 Limited. With this, you have three specific individual cards in your deck, all of which must be drawn. This is what 3 Limited would produce. With 1 Unlimited, 1 Semi-Limited, and 1 Limited, there are six possible combinations of 3 cards that will work, rather than just one combination. I understand the all 3 limited part. But, when drawing the first, there are 3 in the deck, when drawing the second there are 2 left, and the last one is, obviously, the last one. Is there something I am overlooking? Suppose you need an Unlimited, a Semi-Limited, and a Limited. When drawing for the first, there are 6 in the deck. When drawing for the second, there are either 3, 4, or 5 in the deck, depending on which one you go t first. And the last one could have 1, 2, or 3 targets. The difference is that you are assuming that the Unlimited card must be drawn first and will always be drawn first. Link to comment Share on other sites More sharing options...
Colonel Posted January 6, 2009 Report Share Posted January 6, 2009 Ok, no wonder I found both of them true. Thanks. Link to comment Share on other sites More sharing options...
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