Trusted for Schengen, UK, US & other visa applications.
Real flight data, real ticket template — no verified PNR.
A dummy ticket is a flight itinerary document that looks and reads exactly like a real airline booking confirmation — it looks same like the real booking reference, e-ticket number, passenger name, flight details, and baggage info. It is used for visa applications and as proof of onward travel, without the need to purchase a real airline ticket.
Whether applying for a visa or proving onward travel at immigration, FlightStamp has you covered.
A dummy ticket is a genuine flight itinerary document — not a forged or fabricated document. Embassies and consulates worldwide explicitly ask for a flight reservation or itinerary rather than a fully paid ticket, specifically to protect applicants from financial loss if a visa is denied.
The official Schengen checklist asks for a flight reservation and explicitly warns applicants not to purchase a non-refundable ticket before visa approval.
UK Visas and Immigration advises that flight arrangements should not be confirmed or paid for before receiving a visa decision — a reservation is sufficient.
The US Department of State recommends avoiding non-refundable tickets until a visa is issued, and accepts flight itineraries as valid proof of travel intent.
Egyptian embassies and consulates worldwide accept flight reservation documents for all major visa types including Schengen, UK, Canada, and US visas.
No travel agent, no airport visit. From search to inbox in minutes.
Enter your departure city, destination, and travel date. Browse live flight results from Emirates, Qatar Airways, EgyptAir, and 200+ airlines worldwide.
Enter the passenger name exactly as it appears on your passport and your delivery email. Add more passengers in one order if needed.
Pay securely using card or Apple Pay — only $5. Your dummy ticket will be sent to your inbox instantly as a professional PDF confirmation.
Over 50,000 travelers have used FlightStamp for visa applications and onward travel proof