Christmas Flying Service Airport

Shelby, US 🇺🇸 Small Airport

ICAO

MS03

IATA

Elevation

153 ft

Region

US-MS

Local Time

Airport Information

GPS Code: MS03

Local Code: MS03

Location: 33.924641° N, -90.788944° E

Continent: NA

Type: Small Airport

Terminal Information Not Available
Terminal arrivals and departures are only available for airports with scheduled commercial service and IATA codes.

External Links

Live Flights

Nearby Points of Interest

Tourist Attractions View
Hotels View
Restaurants View

What Travelers Say

Get an AI-powered summary of traveler experiences at Christmas Flying Service Airport

This summary is automatically generated by AI based on web research of traveler reviews and experiences. AI-generated content may not always be 100% accurate.

Current Weather Conditions

Loading weather data...

Airport Routes

Popular Flight Routes

Routes Not Available: Flight routes are only available for airports with scheduled commercial service. Christmas Flying Service Airport is classified as a small airport without scheduled service.

0 destinations displayed

Destination	IATA	City	Aircraft Type	Airline	Details	Route Map
Route Data Not Loaded Get fresh route data for Christmas Flying Service Airport from FlightAware API Last updated: 4 days, 8 hours ago This will fetch real-time data including recent departures and scheduled flights

For Pilots

Designation	Length	Width	Surface	Status
`18/36`	3900 ft	75 ft	CONC-TURF	Active

Type	Description	Frequency

Ident	Name	Type	Frequency

Ground Transportation

Ground Transportation Information

Detailed ground transportation information for Christmas Flying Service Airport is being prepared. This includes information about taxis, rental cars, and public transportation options.

Taxis

Taxis are typically available outside arrival terminals at most airports.

Rental Cars

Major rental car companies typically have counters at airports with commercial service.

Public Transportation

Many airports offer bus or train connections to nearby city centers.

Distances are approximate and calculated as straight-line distances.