Pinkie Pie Smile Deck Pinkie Pie | Illustration by Rudy Siswanto Commander (1) Creature (23) Archpriest of Iona Ardent Electromancer Ash, Party Crasher Belligerent Guest Captain Lannery Storm Celebr-8000 Crested Sunmare Emeria Captain Grotag Bug-Catcher Kabira Outrider Life of the Party Marching Duodrone Pests of Honor Professional Face-Breaker Sea Gate Colossus Shadowfax, Lord of Horses Shatterskull Minotaur Shepherd of Heroes Squad Commander Stockpiling Celebrant Thundering Sparkmage Valiant Changeling Wildfire Awakener Instant (11) Allied Assault Big Score Chaos Warp Flick a Coin Generous Gift Path to Exile Practiced Tactics Swords to Plowshares Synchronized Spellcraft Teferi's Protection Virtue of Loyalty Sorcery (12) Austere Command Circuits Act Clowning Around Cut a Deal Finale of Glory Increasing Devotion Khorvath's Fury Regna's Sanction Return Triumphant Seize the Spotlight Song of Totentanz Stick Together Enchantment (7) Anointed Procession Descent into Avernus Journey to Oblivion Mass Hysteria Outlaws' Merriment Rabble Rousing Starlight Spectacular Artifact (10) Clown Car Halo Fountain Horn of Valhalla Lightning Greaves Lithoform Engine Magnifying Glass Maskwood Nexus Multiclass Baldric Strixhaven Stadium Swiftfoot Boots Land (36) Battlefield Forge Clifftop Retreat Command Tower Exotic Orchard Furycalm Snarl Mountain x13 Myriad Landscape Nykthos, Shrine to Nyx Path of Ancestry Plains x13 Rogue's Passage Temple of Triumph Quick disclaimer, Pinkie Pie isnt a legal Commander, but since it isnt cEDH level powerful, I dont see anyone having a big issue with that
Image size 320x450px 251.63 KB 2019 - 2026 SuperMemerNTG2
#9 Huge difference between the 2 is that VMax depict the Pokemon at a large size, so it made their alternate arts really cool and it made it fine for both V and VMax to get alts
I have some serious Abe-Love for Feather
VERY FINE (VF) (8.5 / 8.0) - 1 OR 2 MINOR IMPERFECTIONS
Discovering once per turn on any dino entering the battlefield is a nutty amount of card advantage, kind of like a Gishath that splits the value up over time instead of all at once
