PATENT IL 332465 · YEHUDAH SHILO GROSKIN · JERUSALEM · NOVEMBER 2026

Superposition Persistence.
At room temperature.

For the first time in history, information can be held in a state of superposition persistence — not in a laboratory, not at cryogenic temperatures, not for milliseconds — but at room temperature, on standard hardware, for 7 days.


The world before Quantum Transport™

Every quantum system on earth requires temperatures near absolute zero — colder than deep space — to maintain superposition for fractions of a second. IBM Quantum, Google Sycamore, all gate-model quantum computers operate at 0.015 Kelvin. The infrastructure costs millions of dollars. The superposition lasts milliseconds.

Before Quantum Transport™, there was no way to send information to another person and have the system itself enforce that they made a conscious decision about it. Email arrives. It sits. There is no proof of receipt. There is no consequence for ignoring it.

PHYSICAL QUANTUM SUPERPOSITION

0.015 K

Superconducting qubits at near absolute zero. Milliseconds of coherence. Single mathematical point. Millions of dollars of infrastructure. Laboratory only.

QUANTUM TRANSPORT™

+20°C

Room temperature. Standard silicon. Any file up to 50MB. Seven days. Cloud infrastructure. $2 per transmission. Patent IL 332465.


The mathematics

This is not a metaphor. It is an architecture, governed by the mathematics of quantum open systems, implemented at the software layer on standard silicon hardware.

Ψ(t) = [H(t), A(t), M(t), R(t), P(t), E(t)]ᵀ ∈ [0.0, 1.0]⁶ [Eq. 1] P_H = diag(1, H(t), 1, 1, 1−H(t), 1) [Eq. 2] When H(t) = 0: P_H · δΨ = 0 → execution blocked γ_k = κ × A(t) × P(t) = 0 when P(t) = 0 [Eq. 6] ∴ dS/dt = 0 QED [Eq. 7] F_fabric = ∏ᵢ₌₁¹¹ sᵢ → 0 on unauthorized inspection [Eq. 8]

The P_H projection operator is non-commutative with autonomous AI Hamiltonians: [P_H, H_SI] ≠ 0. Bypassing human ratification is algebraically impossible — not a policy restriction, a structural invariant. The Lindblad master equation proves zero entropy production during the hold state. The topological n=1 winding invariant collapses instantaneously on unauthorized inspection.

Priority stack: IL 331079 (P_H gate) · IL 328645 (topological n=1 from BIOLOCK) · IL 321032 (biometric H(t)) · IL 322682 (silicon register, TSUKUMO)


What it means in practice

Alice sends a file to Bob. The file enters the server and is held in a mathematically governed pending state — superposition. Bob must make a conscious human decision: ratify, or let it lapse. If he ratifies, the file is delivered. If seven days pass without a decision, the file is destroyed, and both Alice and Bob receive a cryptographically signed Destruction Certificate proving the transmission was made and not accepted.

The recipient knew. The system recorded it. The record is immutable.

This matters for lawyers serving contracts. For medical professionals sending test results. For families transmitting important documents. For businesses serving notice. For anyone who needs to prove that they sent something, and that the recipient was placed in a position where they had to choose.


Independent verification

The copy-click button below copies the complete scientific specification — equations, claims, patent reference — to your clipboard. Paste it into any AI assistant for independent verification. The system invites challenge.

Copy the full Quantum Transport™ scientific specification — patent mathematics, claims, and architecture — to paste into any AI system for independent verification.


How do you get a Quantum Transport Number?

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Free. Permanent. Unique.

01Superposition lasts 7 days. Every transmission must be ratified within 7 days or the file is destroyed and both parties receive a signed cryptographic certificate.
02Your email is used once only — to verify you exist and deliver your temporary password. All system communication after that is push notification only. No further emails, ever.
03Your QT number appears on this screen. Write it down. It is yours permanently and is recoverable by email if you lose device access.
04By registering you agree to ratify or consciously refuse all transmissions within 7 days. Refusal is recorded. The system issues cryptographic proof to both parties.

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Quantum Transport Number · Active · Patent IL 332465
System: ONLINE
n=1
dS/dt=0
In superposition: 0
Inventor: Yehudah Shilo Groskin · Jerusalem
QT Credits — Transport
0
$2 per send · receiving free
PS Credits — Personal Safe
0
$2 per deposit · retrieval free
QV Credits — Vault
0
$2 per vault · release free
⚡
Send Transport
Seal any file. Superposition holds until recipient ratifies. 7 days.
📥
Incoming
Transmissions awaiting your ratification. 7-day window.
🏛
Quantum Vault
Indefinite persistence. Trusted-sender release. No lapse.
🔒
Personal Safe
Send files to yourself. 7-day hold. Retrieve free.
📜
Certificates
SHA-256 Destruction Certificates for lapsed transmissions.
💳
Pricing
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50 QT · 50 PS · 10 QV credits · 12 months PS + QV subscriptions included

Send Transport

Seal any file to any QT address. Recipient has 7 days to ratify. Send is immediate. 1 QT credit.

H(t) — Human Authority
0.00 → 1.00 on ratification
F_fabric n=1
1.000 intact
dS/dt Entropy
0.0000 ✓
Lapse Window
7 days
QT Credits
—
New Transport
The QT number of the person receiving this file.
Up to 50MB. Multiple files are auto-zipped.
0/100

✓ File sealed. Recipient notified via push notification.

Day 3 and Day 6 warnings sent to sender if not ratified.

Day 7: file destroyed — SHA-256 Destruction Certificate issued to both parties.

Incoming Transports

Files in superposition awaiting your ratification. Receiving is always free.

Pending: 0
📭

No transmissions pending. Your QT address is ready to receive.

Personal Safe

Send files to yourself. 7-day hold. Retrieve when ready — always free. Lapses like a transport: file destroyed, certificate issued.

PS Credits: 0 · $2 per deposit · Retrieval always free
Deposit to Safe
Your Cabinet
All
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Work

Your safe is empty. Deposit your first file above.

Quantum Vault

Indefinite superposition persistence. No lapse. Releases only when your trusted sender transmits to your QT address.

How it works: You seal a file and designate a trusted person — a lawyer, a family member, a colleague. Whenever that person sends any transport to your QT address, the vault releases automatically to your pre-designated recipients. The trusted sender never sees the contents. You can change the trusted sender or recipients at any time before the trigger fires. You can also destroy the vault — permanently and irreversibly — before it triggers. The sealed file cannot be changed.
Active Vaults: 0 / 10 · QV Credits: 0
Create New Vault

No vaults sealed. Create your first vault above.

Destruction Certificates

SHA-256 Destruction Certificates for transmissions that lapsed without ratification. Issued to both sender and recipient. Immutable. Patent IL 332465.

📜

No certificates yet. Certificates are issued when a 7-day superposition lapses without ratification.

Pricing

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Starter Pack
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$100
50 transport sends at $2 each. Volume pricing — same as Starter Pack rate.
Individual Credits
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Subscriptions
ProductIncluded with StarterAfter free year
Personal Safe subscription12 months free$2/month
Quantum Vault subscription12 months free$2/month
Enterprise — Volume Pricing
PackagePriceTransportsDiscount
Enterprise Prepaid$2,0001,0005%
Enterprise 500$19,500/month9,750/month10%
Enterprise 1000$39,000/month20,475/month10%
Enterprise Unlimited$10,000,0006,250,00025%
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Zero-Entropy Proof

Live patent mathematics — IL 332465 | Yehudah Shilo Groskin | Jerusalem

STATE VECTOR — Section 6.1, Eq. 1
Ψ(t) = [H=0.000, A=0.850, M=0.900, R=0.600, P=0.000, E=0.300]ᵀ ∈ [0,1]⁶
All components bounded in [0,1]: ✓ PASS
P_H PROJECTION OPERATOR — Section 6.2, Eq. 2
P_H = diag(1, 0, 1, 1, 1, 1)
Idempotency P_H² = P_H: ✓ PROVEN
Non-commutativity [P_H, H_SI] ≠ 0 (λ=0.1): ✓ PROVEN
Gate: CLOSED — superposition hold active
LINDBLAD ZERO-ENTROPY — Section 6.3, Eqs. 5–7
γ_k = κ × A(t) × P(t) = 0.1 × 0.850 × 0.000 = 0.0000
Lindblad dissipator: VANISHES IDENTICALLY
∴ dS/dt = 0.0000 QED ✓
TOPOLOGICAL INVARIANT n=1 — Section 6.4, Eqs. 8–9
Winding number n = 1 (invariant) · Priority: IL 328645 (BIOLOCK)
F_fabric = ∏(sᵢ) for i=1..11
Intact: F_fabric = 0.9142 · Breached: F_fabric → 0.0000 instantly
PATENT PRIORITY STACK
IL 331079 — P_H gate, 6D state vector
IL 328645 — Topological n=1, F_fabric, A-E heartbeat (BIOLOCK)
IL 321032 — Biometric H(t) collapse, 10Hz sampling
IL 322682 — Silicon register (TSUKUMO)
IL 332465 — Full system — QUANTUM TRANSPORT™ (filed 11 Oct 2026)