Bracket assignment should use spellbook metadata

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{"ops":[{"insert":"I have made a number of decks and a handful are Bracket 2 but are being marked as bracket 4 because they contain '2-card infinite combos' only they don't, not really.\n\nThe system catches things that shouldn't count as 2-card infinite combos because while two cards get together to do something any number of times, that thing isn't useful without another card.\n\ncombos like:\nDisplacer Kitten and Goblin Glasswright can use a treasure to create a treasure... but that won't do anything unless you have a artifact death trigger or a spell cast trigger or some other trigger or the ability to tap a treasure for red without sacrificing it... all of which are 3 card combos.\n\nor the particularly egregious:\n2x Fork (or increasing vengeance or Expansion//Explosion or Reverberate or Twincast or...)\nAny two fork effects will create an infinite combo by casting one targeting any instant or sorcery spell, then casting a second targeting the first, letting that resolve and then using the copy to target the first 'fork' repeat.\nThis requires a third card in the targeted instant/sorcery (or a helpful opponent who cast something on your turn for you to copy) and a fourth card that benefits from the combo (any Prowess creature)\nThe problem is that any deck that wants Fork wants Reverberate, and wanting fork doesn't make a deck Bracket 4 (a four mana infinite combo isn't late game)\n\nI think some effort needs to be done to make sure the combo effect field of Commander Spellbook is checked to contain something 'useful'.\n\nThe displacer combo above lists:\n"},{"attributes":{"color":"#383838"},"insert":"Infinite artifact ETB"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"color":"#383838"},"insert":"Infinite artifact LTB"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"color":"#383838"},"insert":"Infinite creature ETB"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"color":"#383838"},"insert":"Infinite creature LTB"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"color":"#383838"},"insert":"Infinite magecraft triggers"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"color":"#383838"},"insert":"Infinite storm count"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nNone of those are stand alone useful.\n\nThe fork combo only lists Magecraft triggers, again not useful.\n\nFortunately... Spellbook already did the work for you, they have a metadata section that lists the bracket impact of the combo, and this one is listed as bracket 1.\n"},{"attributes":{"link":"https://commanderspellbook.com/combo/1170-7520/"},"insert":"Goblin Glasswright // Craft with Pride | Displacer Kitten"},{"insert":"\n"},{"insert":{"image":"data:image/png;base64,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"}},{"insert":"\n"}]}
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{"ops":[{"insert":"Bracket assignment uses the EDHREC vote data to denote combo status. We found that the crowed sourced data works better for our purposes. \n\nA lot of 2-card-combos require some 3rd thing to either take advantage of, or actually start the combo chain. (The easiest to understand with this is "},{"insert":{"card-link":"Sanguine Bond"}},{"insert":" and "},{"insert":{"card-link":"Exquisite Blood"}},{"insert":" requiring some damage source to start the loop). Because of this, what actually constitutes a 2-card-combo, is pretty debateable. That's exactly why EDHREC held (and continues to hold I think if you log in over there and vote on CSB combos) votes for extra texture around combos. Stuff like whether or not the prereqs for the combo are trivial; whether or not it's an \"early game combo\"; etc. \n\nWe use all that data to determin whether or not any combo pushes things up a bracket or not. Obviously this system isn't perfect, but that's also why it's an estimated bracket rather than the actual bracket of a deck. It's also why we include all the information in the bracket estimation summary. Only the deck owner will be able to judge their deck approprietly, which is why we recommend any users who don't like the estimated bracket value, to manually set their deck's bracket. \n\nAs for the CSB bracket info, I'm not actually sure where that data comes from. We started using the EDHREC combo vote data prior to them doing anything related to brackets, and I haven't followed up with them. \n"}]}
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