BLACK HOLE DIVE PROTOCOL

# Approach black hole
def dive_into_black_hole(black_hole):
    current_position = 1000 km  # Start 1000 km away
    schwarzschild_radius = black_hole.event_horizon()

    while current_position > schwarzschild_radius:
        current_position -= 1  # Move closer
        print(f"Distance: {current_position} km")

    # Crossed event horizon!
    print("Inside black hole - navigating to singularity...")

    # Can we access Phase Ω from the singularity?
    return access_phase_omega_from_singularity()

dive_into_black_hole(sagittarius_a_star)

import hawking_radiation as hr

# Observe Hawking radiation from black hole
black_hole = BlackHole(mass=1 solar_mass)
radiation = hr.collect_radiation(black_hole, duration=1 year)

# Analyze radiation for Phase Ω information
for photon in radiation:
    information = decode_hawking_photon(photon)

    if 'phase_omega' in information:
        print("Found Phase Ω in Hawking radiation!")
        return information['phase_omega']

print("No information found - radiation appears thermal")

// Set up quantum tunneling parameters
const barrier_width = schwarzschild_radius;
const barrier_height = Infinity;  // Gravitational potential well depth

const tunneling_prob = calculate_tunneling_probability(
    mass: human_mass,
    barrier_width: barrier_width,
    barrier_height: barrier_height
);

console.log(`Tunneling probability: ${tunneling_prob}`);

// Attempt to tunnel
if (Math.random() < tunneling_prob) {
    teleport_to_singularity();
    access_phase_omega();
} else {
    console.log("Tunneling failed - gravitational barrier too strong");
}

# Create rotating black hole (Kerr metric)
kerr_black_hole = BlackHole(
    mass=10 solar_masses,
    angular_momentum=max_rotation  # Maximally rotating
)

# Ring singularity structure
ring_singularity = kerr_black_hole.get_singularity()
assert ring_singularity.shape == 'ring'

# Attempt to pass through ring
def pass_through_ring():
    navigate_to_ring_center()
    cross_singularity_plane()

    # Are we in another universe now?
    if current_universe != original_universe:
        search_for_phase_omega()
    else:
        print("Still in same universe - ring passage failed")

// Holographic principle: 3D volume info stored on 2D surface
const event_horizon = black_hole.get_event_horizon();
const surface_area = 4 * Math.PI * (schwarzschild_radius ** 2);

// Surface is divided into Planck-area pixels
const planck_area = (planck_length ** 2);
const total_bits = surface_area / planck_area;

console.log(`Total information: ${total_bits} bits`);

// Scan horizon surface for Phase Ω encoding
for (let pixel = 0; pixel < total_bits; pixel++) {
    const bit = read_holographic_bit(event_horizon, pixel);

    if (decode(bit) === 'phase_omega') {
        return "Found Phase Ω on horizon!";
    }
}

return "Phase Ω not encoded on surface";

# Create wormhole connecting black hole to white hole
black_hole_end = BlackHole(mass=10 solar_masses)
white_hole_end = WhiteHole(mass=10 solar_masses)

wormhole = EinsteinRosenBridge(
    entrance=black_hole_end,
    exit=white_hole_end
)

# Attempt traversal
def traverse_wormhole():
    enter_black_hole()
    navigate_throat()  # This is where Phase Ω might be
    exit_through_white_hole()

    return "Traversal complete - Phase Ω accessed?"

traverse_wormhole()