MTG - Murders at Karlov Manor Play Booster
A series of shocking murders involving some of Ravnica’s most powerful citizens has the city on the verge of chaos. Now detectives are on the case . . . and you’re one of them. Return to the fan-favorite plane of Ravnica in Murders at Karlov Manor, Magic’s unique take on the murder mystery genre. This Murders at Karlov Manor Play Booster Box contains 36 Play Boosters, perfect for both Limited play and opening packs just for fun. Each Play Booster contains 14 Magic: The Gathering cards and 1 Token/Ad card, Suspect Punchout card, or Art Card. (Regular Art Card found in 30% of packs. Foil-stamped Signature Art Card in 5%.) Every pack includes a combination of 1–4 cards of rarity Rare or higher and 3–6 Uncommon, 6–9 Common, and 1 Land cards (Full-Art Land in 33% of packs). One card of any rarity is Traditional Foil. The Land card is also Traditional Foil in 20% of boosters, and a special bonus card from Magic’s history can be found in 12% of boosters. Rulebook not included.
- INTRODUCING PLAY BOOSTERS—Get the best of Draft and Set Boosters, combined into one! Play Boosters are great for Limited play and fun to open, with a possibility of multiple Rares and at least 1 shining foil card in every pack
- TRACK THE CLUES. CRACK THE CASE—Play detective as you collect evidence, don disguises, and identify suspects to decipher the deadly murder mystery at the heart of Ravnica
- PACKS MAY CONTAIN MULTIPLE RARES—Each MKM Play Booster contains 1–4 cards of rarity Rare or higher, including the possibility of a special Borderless Mythic Rare card from Magic’s history
- SHINING FOIL CARD IN EVERY PACK—Every Play Booster contains 1 shining Traditional Foil card of any rarity; in 20% of packs you’ll also find a Traditional Foil Land card (which may even be Full-Art!)
- MAY CONTAIN ART CARDS, A PLAY BOOSTER EXCLUSIVE—Now found only in Play Boosters, some packs also contain an Art Card showcasing a piece of art from the Murders at Karlov Manor set, sometimes with a foil signature from the artist
