Photo by Vin Lane-Kieltyka

$239 Cheap American Airlines flights Harrisburg (MDT) to Kalamazoo (AZO)
Prices were available within the past 7 days and start at $239 for one-way flights and $366 for round trip, for the period specified. Prices and availability are subject to change. Additional terms apply.

Tue, Nov 4 - Sat, Nov 15
MDT
Harrisburg
AZO
Kalamazoo
$366 Roundtrip, found 1 day ago
$366
Roundtrip
found 1 day ago

Thu, Nov 6 - Sat, Nov 15
MDT
Harrisburg
AZO
Kalamazoo
$376 Roundtrip, found 1 day ago
$376
Roundtrip
found 1 day ago

Sat, Nov 8 - Sat, Nov 15
MDT
Harrisburg
AZO
Kalamazoo
$382 Roundtrip, found 1 day ago
$382
Roundtrip
found 1 day ago

Fri, Nov 7 - Sun, Nov 9
MDT
Harrisburg
AZO
Kalamazoo
$386 Roundtrip, found 1 day ago
$386
Roundtrip
found 1 day ago

Wed, Nov 5 - Thu, Nov 13
MDT
Harrisburg
AZO
Kalamazoo
$417 Roundtrip, found 1 day ago
$417
Roundtrip
found 1 day ago

Thu, Nov 6 - Thu, Nov 13
MDT
Harrisburg
AZO
Kalamazoo
$427 Roundtrip, found 1 day ago
$427
Roundtrip
found 1 day ago
Origin airport | Harrisburg Intl. |
Destination airport | Kalamazoo-Battle Creek Intl. |
Distance | 765 km |
Most Popular American Airlines Routes from Harrisburg
Most Popular American Airlines Routes from Kalamazoo
- Los Angeles to Manila (LAX - MNL)
- Ontario to Cebu (ONT - CEB)
- Seattle to Honolulu (SEA - HNL)
- Oklahoma City to San Francisco (OKC - SFO)
- Louisville to Boston (SDF - BOS)
- West Palm Beach to Colorado Springs (PBI - COS)
- San Diego to Newark Liberty Intl. Airport (SAN - EWR)
- Oklahoma City to Baltimore (OKC - BWI)
- Minneapolis to Indianapolis (MSP - IND)
- Grand Rapids to Baltimore (GRR - BWI)
Popular Domestic Routes in Kalamazoo-Battle Creek Intl.
- Los Angeles to Manila (LAX - MNL)
- Ontario to Cebu (ONT - CEB)
- Cleveland to Los Angeles (CLE - LAX)
- Louisville to Boston (SDF - BOS)
- Oklahoma City to Baltimore (OKC - BWI)
- Seattle to Honolulu (SEA - HNL)
- Los Angeles to Eugene (LAX - EUG)
- Minneapolis to Indianapolis (MSP - IND)
- Atlanta to New York (ATL - LGA)
- Colorado Springs to Orlando (COS - MCO)