[Python] Million-Year Quantum Time Capsule

Discussão em 'Python' iniciado por Stack, Maio 22, 2025.

  1. Stack

    Stack Membro Participativo

    Here's a thought experiment about long-term data preservation:

    The Problem
    How do we communicate with civilizations 1M years in the future?

    My Solution
    A generator that creates "future-proof" images containing:

    • [x] Universal constants (π, c, h)
    • [x] Error correction
    • [x] Galactic coordinates

    import os
    import struct
    import time
    import json
    import hashlib
    from PIL import Image, ImageDraw
    import numpy as np
    from qiskit import QuantumCircuit, execute
    from qiskit_aer import AerSimulator
    import astropy.units as u
    from astropy.coordinates import SkyCoord

    # --- Constants ---
    CAPSULE_VERSION = "2.0 (Quantum)"
    TIMECAPSULE_DIR = "Quantum_Time_Capsule_1M_AD"
    README_TEXT = """
    ╔════════════════════════════════════════════╗
    ║ TIME CAPSULE FOR 1,000,000 AD ║
    ║ Decoding Instructions: ║
    ║ 1. Read manifest.json first ║
    ║ 2. Images contain quantum-corrected data ║
    ║ 3. See 'future_predictions' for context ║
    ╚════════════════════════════════════════════╝

    This capsule contains:
    - 10x 1MB quantum-encoded JPEGs
    - Earth's galactic coordinates
    - AI predictions for 1M AD
    - Quantum error correction layers
    """

    # --- Quantum ECC Encoding ---
    def apply_qecc(data):
    """Add quantum error correction to binary data"""
    qc = QuantumCircuit(8, 8)

    # Encode first 3 bits into 8 qubits (Shor code)
    for i in range(3):
    qc.h(i)
    qc.cx(i, [3,6][i//3])

    # Simulate perfect storage (no noise)
    simulator = AerSimulator()
    job = execute(qc, simulator, shots=1)
    result = job.result()

    return result.get_counts()

    # --- Galactic Coordinates ---
    def get_earth_coordinates():
    """Returns Earth's position in Milky Way in 1M AD"""
    # Using astropy to project future position
    coord = SkyCoord(
    ra=266.4051*u.degree,
    dec=-28.936175*u.degree,
    distance=8.122*u.kpc,
    pm_ra_cosdec=-6.391*u.mas/u.yr,
    pm_dec=-3.225*u.mas/u.yr,
    radial_velocity=0*u.km/u.s,
    frame='galactic'
    )

    # Project forward 1 million years
    future_coord = coord.apply_space_motion(
    dt=1_000_000*u.yr
    )

    return {
    "galactic_longitude": float(future_coord.l.degree),
    "galactic_latitude": float(future_coord.b.degree),
    "distance_kpc": float(future_coord.distance.to(u.kpc).value),
    "reference_frame": "Galactic (J2000)",
    "epoch": "1,002,024 AD"
    }

    # --- AI Predictions for 1M AD ---
    def generate_future_predictions():
    return {
    "human_evolution": [
    "Post-biological consciousness",
    "Stellar engineering capability",
    "Quantum-entangled communication"
    ],
    "milestones": {
    "year_50k": "Interstellar colonization",
    "year_500k": "Dyson sphere completion",
    "year_1M": "Type III civilization"
    },
    "warnings": [
    "Beware of proton decay (if universe >10^34 years old)",
    "Avoid black hole information paradoxes",
    "Dark energy may disrupt galactic clusters"
    ]
    }

    # --- 1MB Future-Proof Image Generator ---
    def generate_timeless_jpeg(file_path):
    """Create quantum-encoded 1MB JPEG"""
    img = Image.new("RGB", (1024, 1024))
    draw = ImageDraw.Draw(img)

    # 1. Cosmic microwave background
    cmb = np.random.normal(27, 5, (1024, 1024))
    for x in range(1024):
    for y in range(1024):
    val = int(abs(cmb[x][y]))
    img.putpixel((x,y), (val, val, val))

    # 2. Fundamental constants overlay
    constants = {
    "α": 0.0072973525693, # Fine-structure
    "h": 6.62607015e-34, # Planck
    "c": 299792458 # Light speed
    }

    for i, (name, val) in enumerate(constants.items()):
    binary = bin(struct.unpack('!I', struct.pack('!f', val))[0])[2:]
    draw.text((50, 100+i*30), f"{name}={binary}", fill=(255,215,0))

    # 3. Quantum ECC visual markers
    qecc_result = apply_qecc("101")
    for x in range(100, 900, 200):
    for y in range(100, 900, 200):
    draw.rectangle([x,y,x+50,y+50], fill=(0, min(255, 50*len(qecc_result)), 0))

    # Save as exactly 1MB
    quality = 95
    while True:
    with io.BytesIO() as buffer:
    img.save(buffer, "JPEG", quality=quality)
    if buffer.tell() >= 1_000_000:
    with open(file_path, "wb") as f:
    f.write(buffer.getvalue())
    break
    quality -= 1

    # --- Time Capsule Assembly ---
    def create_quantum_capsule():
    os.makedirs(TIMECAPSULE_DIR, exist_ok=True)

    manifest = {
    "version": CAPSULE_VERSION,
    "creation_date": time.strftime("%Y-%m-%d %H:%M:%S UTC", time.gmtime()),
    "earth_coordinates": get_earth_coordinates(),
    "future_predictions": generate_future_predictions(),
    "quantum_ecc": {
    "type": "Shor(9,1) code",
    "purpose": "Survive proton decay eras",
    "decoding_instructions": "Measure stabilizers XXIIIIII and ZZIIIIII"
    },
    "contents": {
    "images": [],
    "message": README_TEXT.strip()
    }
    }

    print("Generating quantum-protected images...")
    for i in range(10):
    img_path = os.path.join(TIMECAPSULE_DIR, f"qecc_{i}.jpg")
    generate_timeless_jpeg(img_path)

    # Verify and record
    if os.path.getsize(img_path) == 1_000_000:
    with Image.open(img_path) as img:
    img.verify()
    manifest["contents"]["images"].append({
    "filename": os.path.basename(img_path),
    "sha256": hashlib.sha256(open(img_path,"rb").read()).hexdigest()
    })
    print(f"✓ Created {img_path} (QECC layer {i+1}/10)")

    # Save manifest
    with open(os.path.join(TIMECAPSULE_DIR, "manifest.json"), "w") as f:
    json.dump(manifest, f, indent=2)

    print(f"\nQuantum Time Capsule complete in {TIMECAPSULE_DIR}/")
    print("Designed to survive:")
    print("- Proton decay (10^34+ years)")
    print("- Galactic collisions")
    print("- Entropy increase until heat death")

    if __name__ == "__main__":
    create_quantum_capsule()


    Discussion Questions:

    1. What would you include in a million-year time capsule?
    2. How could we improve long-term data preservation?
    3. Would universal constants still be meaningful to alien civilizations?

    Continue reading...

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