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QubitForge

A qubit is just two numbers. A gate rotates them. Measurement squares them. That is the whole of quantum — no mysticism, exact arithmetic. Start in |0⟩, apply a gate, and predict the odds: 100%? a 50/50 coin? Watch two Hadamards cancel back to certainty (interference), then entangle two qubits into a Bell pair that always agree. QubitForge enumerates the exact amplitudes on your device. Ages 15–18.

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Built for sittings of about 25 minutes on the screen. That is our design budget, not a measurement.

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Live Science / quantum foundations — model a qubit as a real state vector, apply single-qubit gates (X, Z, H) and a two-qubit gate (CNOT), and compute measurement probabilities via the Born rule (amplitude squared); explain superposition, phase, and interference with exact arithmetic Physics / computational thinking — construct a Bell pair (H then CNOT) and reason about entanglement: the two qubits' outcomes are perfectly correlated (only 00 or 11) even though each qubit alone measures as a fair coin; connect to why a quantum computer uses interference to compute Hero color: #6d4bd6
Engagement: Modes pending

Characters who teach

Meet the cast

QubitForge is for ages 15–18 — no illustrated cast; the 'characters' are the four gates whose behaviour IS the quantum idea. X (NOT) swaps the two amplitudes — purely classical. H (Hadamard) spreads amplitude evenly into a 50/50 superposition, and applied twice it interferes back to certainty. Z (phase) flips the sign of the |1⟩ amplitude — invisible to a single measurement, yet it changes what later gates do. CNOT flips a second qubit only when the first is 1; combined with H it entangles two qubits into a Bell pair that always agree. Every amplitude is computed exactly on-device (real state-vector arithmetic), so nothing here is hand-waved.

X

X (NOT gate)

Swaps the two amplitudes — |0⟩ becomes |1⟩; the purely classical bit-flip

H

H (Hadamard gate)

Spreads amplitude evenly into a 50/50 superposition; applied twice the two paths interfere and cancel back to |0⟩ — the heart of quantum computing

Z

Z (phase gate)

Flips the sign of the |1⟩ amplitude — a phase a single measurement cannot see, but which changes what later gates do

C

CNOT (controlled-NOT)

Flips a second qubit only when the first is 1; with H it entangles two qubits into a Bell pair — measure one and you instantly know the other

M

Measurement

Squares the amplitudes — a qubit with amplitudes (a, b) reads 0 with probability a² and 1 with probability b², and measuring it collapses the state

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What's inside

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Learning goal

A qubit is just two numbers. A gate rotates them. Measurement squares them. That is the whole of quantum — no mysticism, exact arithmetic. Start in |0⟩, apply a gate, and predict the odds: 100%? a 50/50 coin? Watch two Hadamards cancel back to certainty (interference), then entangle two qubits into a Bell pair that always agree. QubitForge enumerates the exact amplitudes on your device. Ages 15–18.

How QubitForge handles your kid's data

  • ✅ All progress, settings, and AI-generated content stays on the device
  • ✅ No analytics, no tracking, no third-party SDKs
  • ✅ Free — no ads, no in-app purchases
  • ✅ No personal information collected from children — in line with COPPA (updated by the 2026 FTC amendments)
  • ✅ No chat with strangers — play-together rooms use a short code and preset emotes, never typed messages

Full parent privacy guide →

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