Distance from Agios Dimitrios to Southall
The shortest distance (air line) between Agios Dimitrios and Southall is 1,498.36 mi (2,411.38 km).
How far is Agios Dimitrios from Southall
Agios Dimitrios is located in Notios Tomeas Athinon, Greece within 37° 55' 59.88" N 23° 43' 59.88" E (37.9333, 23.7333) coordinates. The local time in Agios Dimitrios is 01:17 (18.11.2025)
Southall is located in Ealing, United Kingdom within 51° 30' 43.56" N -1° 37' 19.56" W (51.5121, -0.3779) coordinates. The local time in Southall is 23:17 (17.11.2025)
The calculated flying distance from Southall to Southall is 1,498.36 miles which is equal to 2,411.38 km.
Agios Dimitrios, Notios Tomeas Athinon, Greece
Related Distances from Agios Dimitrios
Southall, Ealing, United Kingdom
Related Distances to Southall
| Cities | Distance |
|---|---|
| London to Southall | 10.77 mi (17.34 km) |
| Reading to Southall | 25.92 mi (41.71 km) |
| Worthing to Southall | 48.19 mi (77.55 km) |
| Portsmouth to Southall | 57.67 mi (92.81 km) |
| Southampton to Southall | 61.22 mi (98.52 km) |
| Ipswich to Southall | 75.67 mi (121.78 km) |
| Coventry to Southall | 78.47 mi (126.29 km) |
| Leicester to Southall | 83.89 mi (135.01 km) |
| Birmingham to Southall | 93.16 mi (149.92 km) |
| Bristol to Southall | 95.59 mi (153.83 km) |
| Nottingham to Southall | 104.80 mi (168.66 km) |
| Caerdydd to Southall | 120.51 mi (193.94 km) |
| Stoke-on-Trent to Southall | 128.05 mi (206.08 km) |
| Sheffield to Southall | 137.06 mi (220.58 km) |
| Stockport to Southall | 150.74 mi (242.60 km) |
| Kingston upon Hull to Southall | 154.25 mi (248.24 km) |
| Manchester to Southall | 156.98 mi (252.64 km) |
| Leeds to Southall | 165.55 mi (266.42 km) |
| Bolton to Southall | 166.72 mi (268.32 km) |
| Bradford to Southall | 168.21 mi (270.70 km) |
| Liverpool to Southall | 171.04 mi (275.25 km) |
| Newcastle to Southall | 244.95 mi (394.21 km) |
| Belfast to Southall | 313.80 mi (505.01 km) |
| Edinburgh to Southall | 327.60 mi (527.21 km) |
| Glasgow to Southall | 339.57 mi (546.49 km) |