Description
Schrodinger’s Cat : Quantum Gilded Dead Black – Playing Cards
Schrodinger’s Cat : Quantum Gilded Dead Black – Playing Cards
Enter a universe where reality is decided by the flip of a card.
Inspired by the famous thought experiment imagined in 1935 by physicist Erwin Schrödinger, this collection explores the boundary between existence and non-existence. Until you observe them, the cards you hold in your hand can be both alive and dead.
A collection designed for the enthusiasts
The Schrodinger’s Cat range was designed for cartomancers, magicians, and collectors sensitive to the meeting between quantum physics and high-end design. It is available in three distinct colors. The standard edition is limited to 1,000 games per color.
- 54 poker cards, including 52 standard cards and 2 jokers;
- manufactured by The Key Card Playing Cards Company ;
- Neoclassic Stock paper with Supreme Finish for a smooth handling ;
- premium case with tactile embossing and selective UV varnish details;
- customized presentation box dedicated to Schrödinger’s experience.
When science meets art
Each element of the game pays homage to Erwin Schrödinger’s intellectual legacy. His equation appears discreetly in the background illustrations and within each case.
The cases present three iconic feline postures: the elegant walk, the sitting position, and the stretch. The figures depict several cat breeds, including the British Shorthair, Siamese, Sphynx, Ragdoll, and Savannah. Each animal adopts a striking half-skeleton, half-living style that visually illustrates the principle of superposition.
The triptych design presents three possible outcomes of the experience. When the different sets are displayed together, they compose a coherent visual narrative.
Black Edition « Dead »
In many traditions, black evokes the void and the passage between worlds. Inspired by Day of the Dead, this black edition symbolizes the world of ancestors and the mysteries of pre-Hispanic spiritualities. Its deep shadows and gold finishes offer an elegant interpretation of the state ’dead’ of the paradox.




































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