Quantum Circuit

Quantum Circuit — shown in full detail, with its proof: a deterministic content-address recomputable from the component's name.

Quantum circuit — simulatoranalog amplitudes → digital Born readout · a classical simulator, not a quantum computer

qubits gate q01 c01→01

|0⟩^⊗2H0CNOT 0→1

analog · amplitudes hue = phase

00

0.71

01

0.00

10

0.00

11

0.71

digital · measured 512 shots

00

268

01

0

10

0

11

244

Grover search — find the marked item in ~(π/4)√N iterations

qubits marked 2 iterations · marked 94.5% · found 101

000

5

001

2

010

5

011

5

100

2

101

482

110

7

111

4

A deterministic classical simulator of a quantum computer — the real Hilbert-space math (2ⁿ amplitudes, unitary gates, Born-rule measurement) run on a classical machine: no speedup, a few dozen qubits at most, and a seeded (pseudo-random, not quantum-random) measurement. Driven by src/0.

✓ proven · content-address 671298a8-aecc-8848-92e1-fc248d154a27 — declared, placed, mounted, and recomputable from the component's name.