← Visual Learning ←→ Made by @elvar_official
How many turns does it take to get all six? Press the steps, or wait and the machine runs them by itself.×3
DUPES取出口① $1 × 3② まわす③ とりだす返却口DC 12VGT-300No. 0417CASH$3A TURN$1 COINSONLYINSERT $1 × 3 · まわしてねカプセル Ø500000TURNS$1$1$1CAPSULE TOYS · どうぶつ · 全6種123456ガチャ · CAPSULE TOYS$3 A TURNGT-300100V 50/60Hzカプセル123456
coins0/3turns0collected0/6dupes0spent$0left33expected14.7 turns
The big idea: with 6 designs at equal odds you need 6 × (1 + 1/2 + … + 1/6) = 14.7 turns on average to own them all, $44.10 at $3 a turn. The first one is always new; the last missing one takes 6 turns on its own.
Colour

Space or Enter runs the next step · ← → switch machines
Made by @elvar_official · drawn in code with Claude Code on the iso kit from wheresryan22/anatomy (MIT)