is a surface sector at your final point of turnaround - or furthest point from where you started, e.g., London - Singapore - Perth surface to Sydney - Los Angeles - London
This is a return ticket that allows you to return from different points. For example, flying from London to Washington but returning Los Angeles - London. The distance between the two points is a surface sector, and must be arranged by the passenger at his/her own expense.
An itinerary with flights into one city and departure from another, e.g., travel from Dallas to Reno, return from Denver to Dallas.
A ticket which allows you to fly into one city and return from another. For example, you might fly into London, travel Europe by train, and then return to the US from Athens. Open-jaw tickets usually cost more than a regular return ticket from one city, but convenience makes up for that. Not every travel agent or airline sells open-jaw tickets for a reasonable price, but some budget agencies specialize in them.
A round trip in which the return trip begins at a point other than the arrival point. For example, New York to Chicago with a return from Detroit.
a flight itinerary where the departure city is different on the way out than the return
a round-trip route in which the passenger after traveling from origin A to destination X either returns to A from another point Y or returns from X to another point B
a ticket that arrives in one city and departs from another
FLY INTO ONE CITY AND OUT OF ANOTHER CITY AT NO PENALTY
A round trip or round trip ticket on which the departure point is different from the arrival point.
A roundtrip ticket that has three or more points of departure/arrival. For example, a routing from Chicago arriving in New York, which returns to Chicago from Boston. Open jaws are often allowed when flying on an award ticket and are often counted as a stopover.
A pairing of two or more nearby destinations which allows a passenger to arrive at one airport and depart from a second. In the nature of round-trip travel, but where the point of return differs from the point of origin.
