{"ops":[{"attributes":{"background":"transparent","color":"#000000"},"insert":"This deck was built for the June competition (commander from before 2010)"},{"insert":"\n"},{"attributes":{"background":"transparent","color":"#000000"},"insert":"The first thing that stuck out to me with the restriction of a commander printed before 2010 was that I could build around my favorite card, Kiki-Jiki, Mirror Breaker. The second was that before 2010 is means from the first half of Magic's History. Given these I decided to add some additional rules to my deck construction to add to the theme of mirrors, and passage of time."},{"insert":"\n"},{"attributes":{"background":"transparent","color":"#000000"},"insert":"All cards come in mirrored pairs with a similar form/function. One first printed before 2010 and one first printed in 2010 or later."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"background":"transparent","color":"#000000"},"insert":"Every year must have at least one card, and When graphing the number of cards, other than basic lands per year the graph needs to be a mirror. I.e for every card from 1993 there must be one from 2026, 1994 with 2025, … , and 2009 with 2010. As seen here."},{"insert":{"image":"data:image/png;base64,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"}},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"background":"transparent","color":"#000000"},"insert":"The deck must have exactly 34 basic mountains, one for every year of Magic, and if Archideckt allowed one art from every year of magic. This is also to avoid using too many non basic lands to help with rule 2."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"background":"transparent","color":"#000000"},"insert":"No infinite combos. Kiki-Jiki goes infinite with a ham sandwich, that's why it’s my favorite card, but I don’t want to end up with a deck that can win on turn 3 but also plays soul grail and incinerate to balance cards per year."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"background":"transparent","color":"#000000"},"insert":"Verification that rules 1 and 2 have been followed can be found in the link: "},{"attributes":{"link":"https://docs.google.com/spreadsheets/d/1i315MEHknN3GoEw5SGpn9YJ_OtuJswXh5WDB39SG4Wk/edit?usp=sharing","background":"transparent","color":"#1155cc","underline":true},"insert":"https://docs.google.com/spreadsheets/d/1i315MEHknN3GoEw5SGpn9YJ_OtuJswXh5WDB39SG4Wk/edit?usp=sharing"},{"insert":"\nI used original prints for cards to prove the years in my sheet, except for the Alpha cards to prevent the deck price from being insane, but did make sure they still have original art.\n"}]}