The Observer’s
Lock.
The machine remembers its results.
It has forgotten how it made them.
Twenty-four missing gates. Three entangled wires. Restore a quantum circuit from the traces it left behind.
Begin reconstruction ↗Find any circuit that reproduces all fifteen recorded experiments. Matching one fingerprint isn’t enough. A phase you cannot see in one basis may reveal itself in another.
The circuit bench
Exact statevector simulation. No quantum hardware, wallet connection or downloads needed.
Read the fingerprints
Input |000⟩ · Z basis
Exact probabilities & verification tolerance
Values are ideal probabilities, not noisy measurement samples. The server checks every outcome in all 15 experiments within an absolute tolerance of 0.0000001. Rounded percentages in the chart are for readability only.
Think you’ve cracked it?
Submit your twenty-four gates to the private verifier.
Any circuit satisfying all published observations is accepted.
Private puzzle test · no live prize or fee entitlement.
Puzzle integrity & mathematical conventions
The archived observations and fixed connections define the entire win condition. There are no secret extra experiments. A match need not recreate the original gate sequence or the full unknown unitary. Global phase is physically irrelevant. Basis labels use Q0 Q1 Q2, with Q0 on the left. |+⟩ = (|0⟩ + |1⟩)/√2; |+i⟩ = (|0⟩ + i|1⟩)/√2. X measurement uses H; Y measurement uses S† followed by H.
Reference: IBM Quantum — quantum circuits ↗. This is an independent simulator puzzle, not an IBM product.
Specification hash
Salted author-solution commitment
The commitment records this preview’s author solution. It is not proof of a funded prize, independent custody, or a public blockchain commitment. Difficulty has not been competitively calibrated.