In the Step-and Compleat slot, were given these percentages: There are 6 commons (38%), 7 uncommons (29%), 26 rares (22%), and 28 mythic rares (11%) Normally, Id talk about the distribution of 10:3:1:0.5 that Draft Boosters have, but that math doesnt work out
Curse of the Swine
With enough sources to create tokens, the sacrifice cost becomes pretty much insignificant while you consistently draw cards and buff up your creature
While you control it, cards that are "decorated" (which the card uses to refer to cards with "premium" foil, alternate art or frames, and promo cards) have a miracle cost of one snow mana (which means that you can play the card for one snow mana if it's the first card you drew that turn)
Here Im going to use a neural network to demonostrate how one could try to predict the expected draw-down in the value of a Magic card after its reprinted