3D Bloch Sphere Visualization
Ψ₁, Ψ₂ Input States
Ψ₃, Ψ₄ Output States
Ψ₅ Output Ball 3
Ψ₆ Output Ball 4
Trajectories
Quantum State Controls
Density Matrix:
Wave function:
Ψ = (1)|0⟩ + (0)|1⟩
Density Matrix:
Wave function:
Ψ = (1)|0⟩ + (0)|1⟩
Density Matrix:
Wave function:
Ψ = (1)|0⟩ + (0)|1⟩
Density Matrix:
Wave function:
Ψ = (1)|0⟩ + (0)|1⟩
Density Matrix:
Wave function:
Ψ = (1)|0⟩ + (0)|1⟩
Density Matrix:
Wave function:
Ψ = (1)|0⟩ + (0)|1⟩
Remote Viewer Controls
Enter RB codes to visualize predicted quantum states
Density Matrix:
Wave function:
Ψ = 1.00|0⟩ + (0.00 + 0.00i)|1⟩
Density Matrix:
Wave function:
Ψ = 1.00|0⟩ + (0.00 + 0.00i)|1⟩
RB Code Input Format Guide
📋 RB Code Structure
RVX:TTTT_TTTT_TTTT:PPPP_PPPP_PPPP
RVX
Remote Viewer Identifier
TTTT_TTTT_TTTT
Theta (θ) angle encoded in THREE 4-symbol groups (000.0° to 180.0°)
PPPP_PPPP_PPPP
Phi (φ) angle encoded in three 4-symbol groups (000.0° to 360.0°)
🔤 RB Symbol to Digit Mapping
| Digit | RB Code | Digit | RB Code |
|---|---|---|---|
| 0 | BRRB | 5 | BBBB |
| 1 | RBBB | 6 | BRRR |
| 2 | RRBB | 7 | BBRR |
| 3 | RRRB | 8 | BBBR |
| 4 | RRRR | 9 | RBBR |
🎯 Practical Examples
Example 1: Basic Quantum State
RV1:RRRR_BBBB_RBBB_RRBB:RRBB_BBRR_RRBB_RRRB
Step 1: Decode Theta (θ) - THREE groups with leading zero
RRRR → 0,
BBBB → 5,
RBBB → 1,
RRBB → 2
θ = 0512 → 51.2° (leading zero preserved)
Step 2: Decode Phi (φ)
RRBB → 2,
BBRR → 7,
RRBB → 2,
RRRB → 3
φ = 2723 → 272.3°
Example 2: Common Quantum States
|0⟩ State (North Pole)
RV1:RRRR_RRRR_RRRR:RRRR_RRRR_RRRR
θ = 000.0°, φ = 000.0°
|1⟩ State (South Pole)
RV1:BBBB_BBBB_BBBB:RRRR_RRRR_RRRR
θ = 180.0°, φ = 000.0°
|+⟩ State (Equator)
RV1:RRRR_BBBB_RRRR:RRRR_RRRR_RRRR
θ = 090.0°, φ = 000.0°
Hadamard Example
RV1:RRRR_BBBB_RBBB_RRBB:RRRR_BBBB_RRRR
θ = 051.2°, φ = 090.0°
🚀 How to Use
1
Enter RB Code
Type or paste your RB code in the input field in the Remote Viewer Control Panel
2
Select Target State
Choose between RV_Ψ₁ or RV_Ψ₂ tab to specify which state to update
3
Apply Code
Click "Apply Code" or press Enter to decode and visualize the state
4
Observe Visualization
The decoded quantum state will appear in pink on the Bloch sphere
✅ Input Validation Rules
- Format must be:
RVX:XXXX_XXXX_XXXX:XXXX_XXXX_XXXX - X must be valid RB symbols (R or B only)
- Each segment must contain exactly 4 symbols per group
- Theta requires 3 groups (12 symbols total) for 000.0° to 180.0°
- Phi requires 3 groups (12 symbols total) for 000.0° to 360.0°
- Leading zeros required for proper positioning in theta values
- No confidence segment included in the code