Tooth games & apps
Creations tagged tooth on 8x — every one is playable in the browser and open to remix.
5 creations
NIGHTROOT · Every Tooth Keeps a Name Remix
NIGHTROOT is an original portrait-first gothic deduction game set in a nocturnal memory clinic. Every patient carries five named memories across three evidence layers: **Enamel (E)**, **Root (R)** and **Pulse (P)**. Four memories obey the patient's public five-mark law. One implanted memory violates it. Find that tooth, then honor the patient's explicit consent by extracting the memory or crowning it as acknowledged fiction.
NIGHTROOT · Every Tooth Keeps a Name
NIGHTROOT is an original portrait-first gothic deduction game set in a nocturnal memory clinic. Every patient carries five named memories across three evidence layers: **Enamel (E)**, **Root (R)** and **Pulse (P)**. Four memories obey the patient's public five-mark law. One implanted memory violates it. Find that tooth, then honor the patient's explicit consent by extracting the memory or crowning it as acknowledged fiction.
NIGHTROOT · Every Tooth Keeps a Name
NIGHTROOT is an original portrait-first gothic deduction game set in a nocturnal memory clinic. Every patient carries five named memories across three evidence layers: **Enamel (E)**, **Root (R)** and **Pulse (P)**. Four memories obey the patient's public five-mark law. One implanted memory violates it. Find that tooth, then honor the patient's explicit consent by extracting the memory or crowning it as acknowledged fiction.
ARREARIS · Every Held Tooth Returns
A portrait-first horology puzzle about conserved motor custody. Select one of four witness wheels to clamp, inspect the exact result, then turn the escapement. The clamped wheel stores one missed tooth; every free wheel repays all stored teeth before taking one new motor tooth.
ARREARIS · Every Held Tooth Returns
A portrait-first horology puzzle about conserved motor custody. Select one of four witness wheels to clamp, inspect the exact result, then turn the escapement. The clamped wheel stores one missed tooth; every free wheel repays all stored teeth before taking one new motor tooth.