Distance from Agios Ioannis Rentis to Novellara
The shortest distance (air line) between Agios Ioannis Rentis and Novellara is 820.21 mi (1,320.00 km).
How far is Agios Ioannis Rentis from Novellara
Agios Ioannis Rentis is located in Peiraias; Nisoi, Greece within 37° 58' 0.12" N 23° 40' 0.12" E (37.9667, 23.6667) coordinates. The local time in Agios Ioannis Rentis is 07:53 (16.05.2025)
Novellara is located in Reggio nell’Emilia, Italy within 44° 51' 0" N 10° 43' 59.88" E (44.8500, 10.7333) coordinates. The local time in Novellara is 06:53 (16.05.2025)
The calculated flying distance from Novellara to Novellara is 820.21 miles which is equal to 1,320.00 km.
Agios Ioannis Rentis, Peiraias; Nisoi, Greece
Related Distances from Agios Ioannis Rentis
Novellara, Reggio nell’Emilia, Italy
Related Distances to Novellara
| Cities | Distance |
|---|---|
| Reggio Emilia to Novellara | 11.47 mi (18.45 km) |
| Modena to Novellara | 16.98 mi (27.32 km) |
| Parma to Novellara | 20.14 mi (32.42 km) |
| Bologna to Novellara | 38.76 mi (62.38 km) |
| Verona to Novellara | 42.59 mi (68.54 km) |
| Brescia to Novellara | 53.75 mi (86.51 km) |
| Padova to Novellara | 67.75 mi (109.04 km) |
| Prato to Novellara | 69.33 mi (111.57 km) |
| Florence to Novellara | 78.85 mi (126.89 km) |
| Milan to Novellara | 86.43 mi (139.10 km) |
| Venice to Novellara | 87.91 mi (141.48 km) |
| Livorno to Novellara | 92.13 mi (148.26 km) |
| Genoa to Novellara | 93.58 mi (150.60 km) |
| Perugia to Novellara | 145.57 mi (234.27 km) |
| Turin to Novellara | 150.28 mi (241.86 km) |
| Trieste to Novellara | 157.72 mi (253.83 km) |
| Rome to Novellara | 222.38 mi (357.89 km) |
| Naples to Novellara | 329.71 mi (530.62 km) |
| Bari to Novellara | 402.69 mi (648.07 km) |
| Taranto to Novellara | 447.99 mi (720.98 km) |
| Cosenza to Novellara | 476.29 mi (766.52 km) |
| Palermo to Novellara | 484.70 mi (780.04 km) |
| Messina to Novellara | 522.94 mi (841.59 km) |
| Reggio di Calabria to Novellara | 530.17 mi (853.23 km) |
| Catania to Novellara | 555.88 mi (894.60 km) |