Each Case has two special keyword abilities: to solve and solved.
Case of the Locked Hothouse
Being solved is not part of a permanent's copiable values. A permanent that becomes a copy of a solved Case is not solved. A solved Case that somehow becomes a copy of a different Case stays solved.
"Solved — [static ability]" means "As long as this Case is solved, [static ability]." Static abilities are written as statements, such as "Creatures you control get +1/+1" or "Instant and sorcery spells you cast cost {1} less to cast."
Last observed at $7.52, up from $7.41 thirty days ago. Over the trailing 90 days the price moved between $7.41 and $7.52 across 29 observations. Headline volatility reads stable. Cross-checked across TCGplayer, eBay sold, Cardmarket EU, and Star City.
Last observed on Scryfall 2 days ago at $7.52.
This printing is one of 2 catalogued treatments from PMKM — the lineup includes Foil alongside the standard finish. Across our catalog the Rarix library tracks every variant in the same family so collectors can compare price, scarcity and demand inside a single lineage.
This card belongs to *Murders at Karlov Manor Promos* (released February 2024).
Card #155s in Murders at Karlov Manor Promos.
Rarity tier: rare. Rares occupy the bottom-of-pack rare slot in standard boosters.
Card type: Enchantment — Case. Color identity: green. Mana cost: {3}{G} (4 converted). Keyword abilities: Solved.
Legal in Standard, Pioneer, Modern, Legacy, Vintage, Commander, Brawl, and Historic.
EDHrec ranks this card #1,327 in Commander, putting it in the common-include tier of the format's playable pool.
Illustrated by Leanna Crossan. Rarix tracks 95 other cards credited to this artist across the catalog — browse the full gallery to see the body of work.
Search across TCGplayer, eBay sold, Cardmarket EU, and Star City from the marketplace deeplinks above to compare live listings.
Magic: The Gathering · ™ & © Wizards of the Coast · Illus. Leanna Crossan
Card data via Scryfall. Rarix is fan-made; not endorsed by the rights holders.
