Archidekt Deckbuilding Contest - November 2025 (Locked)

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{"ops":[{"insert":"Hello brewers,"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nWe have the November 2025 finalists! \n\nPlease be sure to shoot your favorite deck(s) an upvote! Each finalist's placement at end of the voting on Wednesday, November 26 determines their awarded Cardsphere credit. Congratulations to the finalists, and thank you to all who participated!\n\n"},{"attributes":{"link":"https://edhrec.com/articles/deckbuilding-contest-finalists-november-2025"},"insert":"https://edhrec.com/articles/deckbuilding-contest-finalists-november-2025"},{"insert":"\n\nUser: AlterLuin\nDeck: The Walls are Closing In...\n"},{"attributes":{"link":"https://archidekt.com/decks/17348808"},"insert":"https://archidekt.com/decks/17348808"},{"insert":"\n\nUser: Mallllco\nDeck: Tribe out of the comfort zone\n"},{"attributes":{"link":"https://archidekt.com/decks/17349553"},"insert":"https://archidekt.com/decks/17349553"},{"insert":"\n\nUser: Destroyander\nDeck: Birds Up!\n"},{"attributes":{"link":"https://archidekt.com/decks/17270897"},"insert":"https://archidekt.com/decks/17270897"},{"insert":"\n\nWelcome to the Archidekt Deckbuilding Contest! For those unfamiliar, this is a monthly contest with a different theme each month. Your goal is to build a Commander-legal deck that fulfills the prompt in a creative or unique fashion. At the end of each month, three finalists will be selected for you to vote on.\n\nWhat’s The Contest All About?"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nWorking within the parameters of the prompt provided below, construct a decklist with your own creative spin. Three chosen finalists will be awarded store credit to "},{"attributes":{"link":"https://cardsphere.com/"},"insert":"cardsphere.com."},{"insert":"\n\n"},{"attributes":{"italic":true,"bold":true},"insert":"For November's deck building contest - build a Commander-legal kindred/typal deck in colors that you wouldn't expect for that creature type. For example, a Gruul Merfolk deck, or Temur Vampires. Decks will be judged on their creativity, originality, and how unexpected their color identity is for the chosen creature type."},{"insert":"\n\nFor more details about the prompt, check out the "},{"attributes":{"link":"https://edhrec.com/articles/archidekt-deckbuilding-contest-november-2025/"},"insert":"full announcement article"},{"insert":" over on EDHREC!\n\nHow To Participate\n Brew an EDH/Commander legal deck on Archidekt that satisfies the prompt."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":" Any unreleased cards spoiled during the contest’s duration are allowed."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":" Silver-bordered and acorn cards, while cool, are not allowed."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":" Digital-only cards (such as those designed for the Alchemy format on Arena) are not allowed."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":" Strictly one deck submitted per user."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nTo submit a deck, select the orange button labeled \"Submit a deck to this contest\" and follow the form prompt. Submissions are accepted until "},{"attributes":{"bold":true},"insert":"9:00 pm EST"},{"insert":" (UTC -4, currently) on "},{"attributes":{"bold":true},"insert":"Wednesday, November 12, 2025"},{"insert":".\n\nOnly one submission per user! If you change your mind and want to submit a different deck before submissions close, you may do so by first deleting your submission. To edit your description, you can do so from the deck page itself. From the eligible submissions, we'll select three finalists with lists that we believe best embody the spirit of the prompt. Deck descriptions are not required but certainly may provide valuable context!\n\nOn "},{"attributes":{"bold":true},"insert":"Wednesday, November 19, 2025"},{"insert":", we’ll announce three finalists via the Archidekt Discord and a brief article on EDHREC highlighting each deck.\n\nEach finalist will be awarded credit on "},{"attributes":{"link":"https://cardsphere.com/"},"insert":"cardsphere.com"},{"insert":". The value of the credit is in US dollars and depends on the finalist's placement in deck upvotes at the end of the week-long polling period:\n 1st Place Prize - $250"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":" 2nd Place Prize - $150"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":" 3rd Place Prize - $100"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nFinalists will be contacted via email regarding their winnings within roughly 24 hours following the conclusion of voting on "},{"attributes":{"bold":true},"insert":"Wednesday, November 26, 2025"},{"insert":".\n\nPlease note, you must have a Cardsphere account in order to receive your winnings. It's quick and free-- register "},{"attributes":{"link":"https://www.cardsphere.com/signup?referrer=archidekt_contest"},"insert":"here"},{"insert":" if you don't have an account already!\n\n"},{"attributes":{"link":"https://archidekt.com/contestRules"},"insert":"Official contest rules."},{"insert":"\n\nIf you have any questions, feel free to ask here, or join our public "},{"attributes":{"link":"https://discord.gg/rYDFFVCmGr"},"insert":"Discord server"},{"insert":". We look forward to seeing what you all come up with!\n"}]}

Edited 11/19/2025, 6:08:29 PM

Submissions Discussion

killriam

{"ops":[{"insert":"Interesting Challenge!\n\nFor those who needs some inspiration you can take a look on a quick analysis on common creature types and their color distrubtion\n"},{"attributes":{"bold":true},"insert":"Human — White (2549)"},{"insert":" → W:– U:1156 B:1079 R:1188 G:918 C:2 → "},{"attributes":{"bold":true},"insert":"4343 (57.7%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Wizard — Blue (1185)"},{"insert":" → W:170 U:– B:291 R:256 G:58 C:2 → "},{"attributes":{"bold":true},"insert":"777 (33.9%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Warrior — Red (866)"},{"insert":" → W:223 U:77 B:340 R:– G:557 C:0 → "},{"attributes":{"bold":true},"insert":"1197 (53.4%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Soldier — White (1331)"},{"insert":" → W:– U:137 B:93 R:135 G:60 C:0 → "},{"attributes":{"bold":true},"insert":"425 (22.1%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Elf — Green (1351)"},{"insert":" → W:31 U:14 B:74 R:3 G:– C:0 → "},{"attributes":{"bold":true},"insert":"122 (7.3%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Zombie — Black (1199)"},{"insert":" → W:21 U:146 B:– R:19 G:14 C:0 → "},{"attributes":{"bold":true},"insert":"200 (12.8%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Elemental — Red (502)"},{"insert":" → W:73 U:302 B:78 R:– G:393 C:3 → "},{"attributes":{"bold":true},"insert":"849 (56.0%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Cleric — White (905)"},{"insert":" → W:– U:36 B:249 R:24 G:50 C:0 → "},{"attributes":{"bold":true},"insert":"359 (26.3%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Spirit — White (397)"},{"insert":" → W:– U:306 B:272 R:98 G:157 C:5 → "},{"attributes":{"bold":true},"insert":"838 (61.8%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Goblin — Red (1165)"},{"insert":" → W:0 U:0 B:80 R:– G:22 C:1 → "},{"attributes":{"bold":true},"insert":"103 (7.6%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Shaman — Red (444)"},{"insert":" → W:2 U:11 B:160 R:– G:425 C:0 → "},{"attributes":{"bold":true},"insert":"598 (49.9%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Beast — Green (590)"},{"insert":" → W:62 U:106 B:76 R:172 G:– C:4 → "},{"attributes":{"bold":true},"insert":"420 (36.0%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Vampire — Black (808)"},{"insert":" → W:64 U:0 B:– R:170 G:0 C:4 → "},{"attributes":{"bold":true},"insert":"238 (20.7%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Knight — White (544)"},{"insert":" → W:– U:43 B:239 R:89 G:35 C:0 → "},{"attributes":{"bold":true},"insert":"406 (36.4%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Rogue — Black (380)"},{"insert":" → W:26 U:326 B:– R:222 G:45 C:1 → "},{"attributes":{"bold":true},"insert":"620 (56.3%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Dragon — Red (657)"},{"insert":" → W:71 U:85 B:58 R:– G:50 C:4 → "},{"attributes":{"bold":true},"insert":"268 (25.7%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Druid — Green (847)"},{"insert":" → W:19 U:1 B:9 R:4 G:– C:0 → "},{"attributes":{"bold":true},"insert":"33 (3.4%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Bird — Blue (332)"},{"insert":" → W:299 U:– B:63 R:47 G:95 C:0 → "},{"attributes":{"bold":true},"insert":"504 (56.1%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Angel — White (687)"},{"insert":" → W:– U:5 B:39 R:8 G:0 C:1 → "},{"attributes":{"bold":true},"insert":"53 (6.6%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Horror — Black (404)"},{"insert":" → W:11 U:160 B:– R:31 G:53 C:13 → "},{"attributes":{"bold":true},"insert":"268 (35.3%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Cat — White (368)"},{"insert":" → W:– U:24 B:32 R:64 G:175 C:0 → "},{"attributes":{"bold":true},"insert":"295 (39.8%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Phyrexian — Black (348)"},{"insert":" → W:93 U:76 B:– R:51 G:108 C:0 → "},{"attributes":{"bold":true},"insert":"328 (46.1%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Merfolk — Blue (509)"},{"insert":" → W:7 U:– B:7 R:0 G:68 C:0 → "},{"attributes":{"bold":true},"insert":"82 (12.5%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Insect — Green (265)"},{"insert":" → W:18 U:23 B:155 R:38 G:– C:14 → "},{"attributes":{"bold":true},"insert":"248 (44.8%)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Giant — Red (252)"},{"insert":" → W:114 U:43 B:59 R:– G:61 C:0 → "},{"attributes":{"bold":true},"insert":"277 (50.4%)"},{"attributes":{"list":"ordered"},"insert":"\n"}]}

Edited 11/14/2025, 6:10:56 PM

TheDragonOfFlame

{"ops":[{"insert":"How could you possibly make a colorless humans deck? And how did 800 people pull it off.\n"}]}

AllHailLordGort1@1@1@

{"ops":[{"attributes":{"link":"https://archidekt.com/decks/17275990/putting_the_live_in_sliver"},"insert":"Putting the \"Live\" in Slivers: A Gaddock Teeg Sliver Deck"},{"attributes":{"header":1},"insert":"\n"},{"insert":"\n\tWhen one thinks of slivers in EDH, they almost always think of five-color. This is because every legend printed that directly benefits the Sliver type not only has a five-color identity but also requires all five colors to cast, solidifying the idea of Slivers being a five color tribe. However, this wasn't always the case, especially in 60 card formats like Pauper. There exist fringe Sliver decks in Selesnya or Naya colors in 60-card formats since the five-color Slivers are either illegal in that format or more likely unplayable due to the speed of the format. These decks, however, are slowly being forgotten as Commander becomes more and more prevalent. This deck seeks to change that and break the monopoly five-color holds on Sliver decks.\n\n\tMost Sliver decks in commander are five-color snowbally midrange aggro decks that come out of the gates swinging, maybe even taking out an opponent, before being obliterated by a single board wipe and losing the game. Due to being much more restricted in color identity, this Selesnya Sliver Deck's commander needs to be able to protect its Sliver army from this Achilles' heel, which most of the five-color sliver commanders are incapable of doing. Enter "},{"insert":{"card-link":"Gaddock Teeg"}},{"insert":" , who straight up prevents expensive noncreature spells from being cast, including most board wipes! Prevention is the best form of protection. As of today, there is only one other Gaddock Teeg Sliver deck on EDHrec, making this choice of commander very unique for helming a Slivers deck. I believe that the commander is a perfect choice for a Sliver deck since both Stax and Slivers tend to make you an archenemy at the table.\n\n\tTo get around the downside of Gaddock Teeg's symmetrical stax effect, the deck runs no 4+ mana noncreature spells, easy for a creature-heavy strategy like Slivers to pull off. Due to the more aggressive gameplan, this deck runs only 42 sources of mana, 37 lands plus 5 ramp spells. The deck also has a slight non-Human subtheme with cards like "},{"insert":{"card-link":"Keeper of Fables"}},{"insert":" and "},{"insert":{"card-link":"Toski, Bearer of Secrets"}},{"insert":" supplementing the deck's card draw. The deck also runs several utility lands to help shore up the weaknesses of the Sliver archetype, including card draw and removal. The gameplan of the deck is simple, like most other sliver decks: amass a board of slivers that pump each other and swing in for lethal with a wide board while protecting said board with Gaddock Teeg or similar cards like "},{"insert":{"card-link":"Heroic Intervention"}},{"insert":" or "},{"insert":{"card-link":"Guardian of Faith"}},{"insert":" . The ideal for this deck would be to both be able to more consistently cast its cards and be more resilient to boardwipes compared to the generic five-color Sliver deck.\n"}]}

-1

ydnendy

{"ops":[{"insert":"You have to post it in the \"Submissions\" tab my guy :/\n\n"},{"insert":{"image":"data:image/png;base64,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"}},{"insert":"\n"}]}

Edited 11/9/2025, 9:32:40 AM