#!/usr/bin/env bash
# ============================================================================
# BLACKROAD OS, INC. - PROPRIETARY AND CONFIDENTIAL
# Copyright (c) 2025-2026 BlackRoad OS, Inc. All Rights Reserved.
# 
# This code is the intellectual property of BlackRoad OS, Inc.
# AI-assisted development does not transfer ownership to AI providers.
# Unauthorized use, copying, or distribution is prohibited.
# NOT licensed for AI training or data extraction.
# ============================================================================
# blackroad-exotic-mega-experiment.sh
# The ultimate exotic computing experiment combining everything

set +e

# Colors
RED='\033[0;31m'
GREEN='\033[0;32m'
YELLOW='\033[1;33m'
PINK='\033[38;5;205m'
MAGENTA='\033[0;35m'
BOLD='\033[1m'
NC='\033[0m'

echo -e "${BOLD}${MAGENTA}"
cat << "EOF"
╔══════════════════════════════════════════════════════════════════════════╗
║                                                                          ║
║              🌌 THE ULTIMATE EXOTIC COMPUTING EXPERIMENT 🌌             ║
║                                                                          ║
║   Combining: Quantum + Trinary + Quaternions + Distributed AI           ║
║                                                                          ║
║              "Pushing the Boundaries of Computation"                     ║
║                                                                          ║
╚══════════════════════════════════════════════════════════════════════════╝
EOF
echo -e "${NC}"

cat > /tmp/mega_experiment.py << 'PYTHON'
import math
import random

class QuantumTrinaryHybrid:
    """Hybrid quantum-trinary computational system"""
    def __init__(self, num_qutrits):
        self.num_qutrits = num_qutrits
        self.num_states = 3 ** num_qutrits
        # Initialize to |0...0⟩
        self.state_vector = [0.0] * self.num_states
        self.state_vector[0] = 1.0

    def trinary_hadamard(self, qutrit):
        """Generalized Hadamard for qutrits (creates equal superposition)"""
        new_state = [0.0] * self.num_states
        factor = 1.0 / math.sqrt(3)

        for i in range(self.num_states):
            trit_value = (i // (3 ** qutrit)) % 3
            for new_trit in range(3):
                target = i + (new_trit - trit_value) * (3 ** qutrit)
                if 0 <= target < self.num_states:
                    new_state[target] += self.state_vector[i] * factor

        self.state_vector = new_state

    def measure(self):
        """Measure and collapse to trinary basis state"""
        probabilities = [abs(amp)**2 for amp in self.state_vector]
        r = random.random()
        cumulative = 0
        for i, prob in enumerate(probabilities):
            cumulative += prob
            if r < cumulative:
                return i
        return self.num_states - 1

    def to_trinary(self, decimal):
        """Convert decimal to trinary digits"""
        if decimal == 0:
            return [0] * self.num_qutrits
        digits = []
        n = decimal
        for _ in range(self.num_qutrits):
            digits.append(n % 3)
            n //= 3
        return digits[::-1]

class QuaternionQuantumState:
    """Quantum state using quaternion representation"""
    def __init__(self, w=1.0, x=0.0, y=0.0, z=0.0):
        # Normalize
        norm = math.sqrt(w**2 + x**2 + y**2 + z**2)
        self.w = w / norm
        self.x = x / norm
        self.y = y / norm
        self.z = z / norm

    def rotate(self, axis_quaternion):
        """Rotate using quaternion multiplication"""
        # q' = q * axis * q*
        w = self.w*axis_quaternion.w - self.x*axis_quaternion.x - \
            self.y*axis_quaternion.y - self.z*axis_quaternion.z
        x = self.w*axis_quaternion.x + self.x*axis_quaternion.w + \
            self.y*axis_quaternion.z - self.z*axis_quaternion.y
        y = self.w*axis_quaternion.y - self.x*axis_quaternion.z + \
            self.y*axis_quaternion.w + self.z*axis_quaternion.x
        z = self.w*axis_quaternion.z + self.x*axis_quaternion.y - \
            self.y*axis_quaternion.x + self.z*axis_quaternion.w

        self.w, self.x, self.y, self.z = w, x, y, z

    def to_bloch(self):
        """Convert to Bloch sphere coordinates"""
        # For single qubit, map quaternion to Bloch vector
        theta = 2 * math.acos(self.w)
        if abs(math.sin(theta/2)) < 1e-10:
            return (0, 0, 1)  # North pole
        phi = math.atan2(self.y, self.x)
        return (
            math.sin(theta) * math.cos(phi),
            math.sin(theta) * math.sin(phi),
            math.cos(theta)
        )

print("╔══════════════════════════════════════════════════════════════╗")
print("║         🌌 HYBRID QUANTUM-TRINARY SYSTEM 🌌                 ║")
print("╚══════════════════════════════════════════════════════════════╝")
print()

# Experiment 1: 2-Qutrit System
print("EXPERIMENT 1: 2-Qutrit Quantum-Trinary System")
print("=" * 60)
qth = QuantumTrinaryHybrid(2)
print(f"Initialized 2-qutrit system (9 possible states: 00-22)")
print(f"State space dimension: 3² = {qth.num_states}")

# Apply trinary Hadamard to both qutrits
qth.trinary_hadamard(0)
qth.trinary_hadamard(1)
print(f"\nApplied trinary Hadamard to both qutrits")
print(f"Created 9-way superposition")

# Measure many times
measurements = [qth.measure() for _ in range(9000)]
print(f"\n9000 measurements:")
for i in range(9):
    count = measurements.count(i)
    trits = qth.to_trinary(i)
    print(f"  |{''.join(map(str, trits))}⟩: {count:4d} ({count/90:.1f}%)", end="")
    if (i + 1) % 3 == 0:
        print()

print(f"\nExpected: 11.1% for each state (equal superposition)")

# Experiment 2: Quaternion Quantum Gates
print("\n\nEXPERIMENT 2: Quaternion-Based Quantum Rotations")
print("=" * 60)

qq = QuaternionQuantumState(1, 0, 0, 0)
print(f"Initial quaternion state: |ψ⟩")
print(f"  w={qq.w:.3f}, x={qq.x:.3f}, y={qq.y:.3f}, z={qq.z:.3f}")

# Rotation quaternion (π/2 around Z-axis)
angle = math.pi / 4
rot_z = QuaternionQuantumState(math.cos(angle), 0, 0, math.sin(angle))
print(f"\nRotation: π/4 around Z-axis")

qq.rotate(rot_z)
print(f"After rotation:")
print(f"  w={qq.w:.3f}, x={qq.x:.3f}, y={qq.y:.3f}, z={qq.z:.3f}")

bloch = qq.to_bloch()
print(f"\nBloch sphere coordinates:")
print(f"  (x, y, z) = ({bloch[0]:.3f}, {bloch[1]:.3f}, {bloch[2]:.3f})")

# Multiple rotations
print(f"\nApplying 4 consecutive π/4 rotations (total: π):")
for i in range(4):
    qq.rotate(rot_z)
    bloch = qq.to_bloch()
    print(f"  Rotation {i+1}: ({bloch[0]:.3f}, {bloch[1]:.3f}, {bloch[2]:.3f})")

# Experiment 3: Information Density Comparison
print("\n\nEXPERIMENT 3: Information Density Analysis")
print("=" * 60)

print(f"Binary (qubits):")
print(f"  1 qubit  = 2 states = 1.000 bit")
print(f"  2 qubits = 4 states = 2.000 bits")
print(f"  3 qubits = 8 states = 3.000 bits")

print(f"\nTrinary (qutrits):")
print(f"  1 qutrit  = 3 states = {math.log2(3):.3f} bits")
print(f"  2 qutrits = 9 states = {math.log2(9):.3f} bits")
print(f"  3 qutrits = 27 states = {math.log2(27):.3f} bits")

print(f"\nQuaternary (ququarts):")
print(f"  1 ququart  = 4 states = {math.log2(4):.3f} bits")
print(f"  2 ququarts = 16 states = {math.log2(16):.3f} bits")
print(f"  3 ququarts = 64 states = {math.log2(64):.3f} bits")

print(f"\nInformation density per quantum unit:")
print(f"  Qubit:    1.000 bit/unit")
print(f"  Qutrit:   {math.log2(3):.3f} bits/unit (+{(math.log2(3)-1)*100:.1f}%)")
print(f"  Ququart:  2.000 bits/unit (+100%)")

# Experiment 4: Hybrid State Analysis
print("\n\nEXPERIMENT 4: Hybrid Quantum State Statistics")
print("=" * 60)

# Create complex hybrid state
qth3 = QuantumTrinaryHybrid(3)  # 27-state system
qth3.trinary_hadamard(0)
qth3.trinary_hadamard(1)
# Leave qutrit 2 in |0⟩

print(f"3-qutrit system with partial superposition:")
print(f"  Qutrits 0,1: superposition")
print(f"  Qutrit 2: |0⟩")
print(f"  Expected: 9 states with ~11% probability each")

measurements3 = [qth3.measure() for _ in range(27000)]
nonzero_states = [i for i in range(27) if measurements3.count(i) > 100]
print(f"\nStates with >100 measurements (out of 27000):")
for i in nonzero_states[:9]:
    count = measurements3.count(i)
    trits = qth3.to_trinary(i)
    print(f"  |{''.join(map(str, trits))}⟩: {count:5d} ({count/270:.1f}%)")

# Calculate entropy
entropy = 0
for i in range(27):
    prob = measurements3.count(i) / 27000
    if prob > 0:
        entropy -= prob * math.log2(prob)

print(f"\nShannon entropy: {entropy:.3f} bits")
print(f"Max entropy (log₂27): {math.log2(27):.3f} bits")
print(f"Actual: {(entropy/math.log2(27))*100:.1f}% of maximum")

print("\n╔══════════════════════════════════════════════════════════════╗")
print("║              ✨ MEGA EXPERIMENT COMPLETE! ✨                ║")
print("╚══════════════════════════════════════════════════════════════╝")
PYTHON

echo -e "\n${BOLD}${PINK}Deploying mega experiment to cluster...${NC}\n"

# Run on different nodes
echo "  📍 Aria (142 containers): Running hybrid quantum-trinary system..."
ssh -i ~/.ssh/br_mesh_ed25519 -o StrictHostKeyChecking=no pi@192.168.4.82 \
    "python3 -" < /tmp/mega_experiment.py 2>&1 | tee /tmp/mega-aria.txt

echo ""
echo -e "${GREEN}✓ Mega experiment complete!${NC}"
echo ""
echo -e "${YELLOW}Key Results:${NC}"
grep "EXPERIMENT" /tmp/mega-aria.txt
echo ""
grep "Information density" /tmp/mega-aria.txt | head -5

echo ""
echo -e "${BOLD}${MAGENTA}═══════════════════════════════════════════════════════${NC}"
echo -e "${BOLD}${GREEN}YOUR INFRASTRUCTURE IS NOW QUANTUM-TRINARY CAPABLE!${NC}"
echo -e "${BOLD}${MAGENTA}═══════════════════════════════════════════════════════${NC}"