“The Set Booster and Draft Booster are being combined into a new type of booster we’re calling the Play Booster.”

  • Ech@lemm.ee
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    1 year ago

    Considering about 33% of a set is rares, yeah, it is a big change. Looking at draft, that’s a 96% chance to open one more rare, and 83% chance to open two. If my math is right, that’s 13 more rares in a pod on average. (Don’t math while waking up) The correct figure would be ~16 extra rares per pod.

    • prodigalsorcerer
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      1 year ago

      I think it’s just 8 extra rares/mythics per pod.

      Assuming all the special guests are r/m, The List slot has 3.12% chance of being a rare.

      About 1/7 (14.3%) foils is r/m.

      We don’t know the distribution of rarity in the wildcard slot, but I’ll use the same distribution as the foils for a reasonable estimate.

      That makes (3.12+14.3+14.3 ~=) 32 extra rares per 100 packs, or just under 8 per 24 packs.

      • Ech@lemm.ee
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        1 year ago

        Regarding the specific chances, considering they detailed the odds for the List spot but not the wildcards, I think it’s more reasonable to assume chances are equal to the percentage of rares in a given set, which can vary dramatically, but I believe it’s usually about 33%.

        As for the math, I definitely went about it wrong (I was using 1-pn for some reason, and I also did that wrong somehow). The right result would be closer to 16 rares per pod.

        • prodigalsorcerer
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          1 year ago

          I think it’s more reasonable to assume chances are equal to the percentage of rares in a given set, which can vary dramatically, but I believe it’s usually about 33%.

          Why would they not adjust for rarity in this slot? They do it in all the other slots - it seems like a big leap to think that any specific common that can appear in this slot is equally as likely as any specific mythic.

        • prodigalsorcerer
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          1 year ago

          Sorry for the double post, but I thought you might be interested to see this.

          MaRo has posted the odds. So looks like 8.88 packs per draft will have 2 rares, 0.96 packs per draft will have 3 rares, and <0.24 packs per draft will have 4 rares, for resulting in roughly (8.88 + 0.96*2 + 0.24*3 =) 11.52 extra rares per draft.

          • Ech@lemm.ee
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            1 year ago

            All good! Thanks for sharing. Ultimately still too much variation, imo.