View allAll Photos Tagged FDX

FDX 872 to Memphis

  

KMHT Manchester, NH

Type: Boeing 777-FHT

Operator: FedEx Express

Identity: N844FD

Date: 4 May 2023

Location: London Stansted, UK

Taken in Chelmsford essex opposite Chelmsford rail station 19/2/17

FDX 822 departing to Memphis

  

KBOS Logan

Die Boeing 777-F (B77L) der Fluglinie FedEx (FX / FDX) mit der Registrierung N896FD (MSN: 41750) parkt am Flughafen Köln Bonn Airport (EDDK/CGN).

FDX 554 from Memphis inbound to 4R

  

KBOS Logan

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

FedEx (FX/FDX) / N594FE (McDonnell Douglas MD-11F)

FX5819 (KIX->PEK)

@KIX/RJBB-RWY06R (2017.2.28)

(A77-29563)

 

[memo]

l/n:530

cvtd <- N1762B (American Airlines)

FDX 647 to Memphis departing on runway 9

  

KBOS Logan

The Saab 340 Banking hard for Memphis Airport

FDX 795 from MEM diverted to MCI unable to land in Omaha due to severe weather.

FX3851 from New York Newark

'FDX 3719' from Indianapolis inbound to 24

  

KBDL Windsor Locks, CT

FDX 3601 to Indianapolis returning to the gate after experiencing some kind of an issue

  

KBOS Logan

Touchdown of the right landing gear... and burning rubber.

When Barry sets his mind to it, he can scan almost 10 letters per hour ! Leticia can scan 100, but she keeps scanning the same letter. Gotta train your workers better, Richie !!

FDX 795 from MEM diverted to MCI unable to land in Omaha due to severe weather.

FDX 795 from MEM diverted to MCI unable to land in Omaha due to severe weather.

K3 WSX (originally LG02 FDX)

Alexander ALX400

Dennis Trident

Southampton, Palmerston Road

'FDX 3636' heading to Indianapolis

  

KBOS Logan

FDX 795 from MEM diverted to MCI unable to land in Omaha due to severe weather.

.in the greengrocer me, flor, and fdx....

 

.bahia blanca.

 

.summer 06.

 

bbp.

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