Need help booking?
Unpublished phone-only deals available
LSE to IGA: distance & flight time
La Crosse (La Crosse Municipal Airport) → Matthew Town (Inagua Airport)
1,877 mi
3,021 km · 1,631 nm
4h 9m
estimated nonstop flight time
+1h
time difference · heading southeast
See live LSE→IGA fares Phone-only fares on this route — call free
Flight time details
1,877 miles nonstop takes roughly 4h 9m gate to gate, flying southeast. Add 45–90 minutes per connection if there's no nonstop service. Remember to factor the 1-hour time gain when reading arrival times on your ticket.
The two airports
- LSE — La Crosse Municipal Airport · La Crosse, United States
- IGA — Inagua Airport · Matthew Town, Bahamas
Distances are great-circle ("as the crow flies") — the same basis airlines use for frequent-flyer miles.
Alternate airports can cut this fare
Flying from or into a nearby airport is the #1 trick our agents use to beat online prices. Call and we'll compare every combination on one call.
Near LSE
- VOK · Volk Field50 mi away
- PCD · Prairie Du Chien Municipal Airport60 mi away
- RST · Rochester International Airport62 mi away
- EAU · Chippewa Valley Regional Airport69 mi away
Near IGA
- BCA · Gustavo Rizo Airport69 mi away
- MOA · Orestes Acosta Airport84 mi away
- PAX · Port-de-Paix Airport89 mi away
- AXP · Spring Point Airport103 mi away
Frequently asked questions
How far is LSE from IGA?
The flight distance from La Crosse (LSE) to Matthew Town (IGA) is 1,877 miles (3,021 km, 1,631 nautical miles), measured along the great-circle route airlines actually fly.
How long is the flight from LSE to IGA?
A nonstop flight takes about 4h 9m gate to gate. Actual time varies with winds, routing and season — eastbound transatlantic flights, for example, are usually faster than the return.
What is the time difference between La Crosse and Matthew Town?
Matthew Town is 1 hour ahead of La Crosse.
What is the cheapest way to fly from LSE to IGA?
Compare live fares online, then call CheapoTrav — our agents have unpublished consolidator fares on LSE–IGA that never appear on search engines, with no booking fees.