Cities near Isola del Liri

Isola del Liri is a city of 10,805 inhabitants in Italy. The most populous cities near Isola del Liri within 100 km are Rome, Pescara, Guidonia Montecelio. Distances are measured as the crow flies.

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Latitude: 41.6868° Longitude: 13.5968° Population: 10,805 Timezone: Europe/Rome
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Nearby cities 100 cities found

Sorted by population, from largest to smallest. Distances are measured as the crow flies.

City Country Distance Population
Rome Italy 92.8 km 2,318,895
Pescara Italy 99.3 km 119,554
Guidonia Montecelio Italy 80.1 km 89,165
Giugliano in Campania Italy 98.3 km 80,269
Latina Italy 62.6 km 76,305
Aprilia Italy 79.0 km 74,977
Caserta Italy 91.8 km 72,844
Aversa Italy 94.4 km 52,974
Velletri Italy 68.0 km 52,911
Nettuno Italy 81.7 km 49,873
Campobasso Italy 90.1 km 49,230
Anzio Italy 85.2 km 45,403
Frosinone Italy 21.9 km 44,505
Chieti Italy 87.3 km 44,444
Marino Italy 78.4 km 44,142
Marcianise Italy 93.6 km 40,239
Fondi Italy 39.2 km 39,762
Ciampino Italy 83.5 km 38,277
Avezzano Italy 40.6 km 37,808
Monterotondo Italy 90.5 km 37,225
Lanciano Italy 89.0 km 34,791
Maddaloni Italy 97.7 km 34,546
L'Aquila Italy 75.6 km 33,691
Sant'Antimo Italy 98.5 km 33,561
Santa Maria Capua Vetere Italy 86.8 km 31,743
Terracina Italy 52.9 km 30,980
Monterusciello Italy 99.6 km 29,125
Mondragone Italy 68.3 km 28,683
Formia Italy 47.9 km 28,521
Cisterna di Latina Italy 64.8 km 27,362
Casal de' Pazzi Italy 89.6 km 27,206
Albano Laziale Italy 78.0 km 26,684
Villaricca Italy 98.8 km 25,074
Orta di Atella Italy 98.0 km 24,750
Spinaceto Italy 96.3 km 24,219
Sora Italy 3.8 km 23,758
Qualiano Italy 97.2 km 23,752
Pomezia Italy 91.0 km 22,346
Tivoli Italy 72.5 km 22,018
Castel Volturno Italy 78.3 km 21,881
Esquilino Italy 92.8 km 21,263
San Nicola la Strada Italy 93.6 km 21,147
Francavilla al Mare Italy 99.4 km 21,095
Sulmona Italy 48.7 km 21,086
Cassino Italy 29.5 km 21,074
Guidonia Italy 80.3 km 20,943
Tor Lupara Italy 88.1 km 20,843
Colleferro Italy 49.3 km 20,736
Giardinetti-Tor Vergata Italy 83.2 km 20,680
Casal di Principe Italy 87.4 km 20,589
Genzano di Roma Italy 75.4 km 20,582
Marina di Ardea-Tor San Lorenzo Italy 89.0 km 20,216
Frascati Italy 77.3 km 20,036
Gaeta Italy 52.6 km 19,936
Sabaudia Italy 64.0 km 19,327
Grottaferrata Italy 77.6 km 18,144
Ariccia Italy 76.8 km 17,487
Torvaianica Italy 94.6 km 17,235
Ardea Italy 88.1 km 17,078
Trentola-Ducenta Italy 92.7 km 17,056
Mentana Italy 87.9 km 17,047
Isernia Italy 53.9 km 16,945
Casal Bertone Italy 91.2 km 16,273
Minturno Italy 48.7 km 16,236
Sezze Italy 49.1 km 16,071
Frattaminore Italy 98.9 km 15,487
Capua Italy 82.6 km 15,438
Villanova Italy 76.1 km 15,117
Rocca di Papa Italy 74.8 km 15,036
Palestrina Italy 61.5 km 14,925
Ceccano Italy 25.6 km 14,805
Prati Italy 96.8 km 14,631
Lusciano Italy 93.9 km 14,107
Casagiove Italy 90.8 km 13,654
San Cipriano d'Aversa Italy 88.6 km 13,416
Ortona Italy 99.5 km 13,327
Valmontone Italy 57.1 km 13,001
Trastevere Italy 96.2 km 12,962
Lariano Italy 63.9 km 12,893
San Marcellino Italy 91.3 km 12,558
Ferentino Italy 28.3 km 12,539
Teverola Italy 92.2 km 12,175
Sant'Arpino Italy 97.8 km 12,028
Villa Adriana Italy 74.6 km 12,008
Monti Italy 93.9 km 11,956
San Prisco Italy 87.6 km 11,869
Zagarolo Italy 67.1 km 11,509
Tor Tre Teste Italy 86.6 km 11,417
Fiano Romano Italy 97.9 km 11,417
Piedimonte Matese Italy 74.3 km 11,220
Calvizzano Italy 99.6 km 11,194
Parete Italy 93.7 km 10,989
Artena Italy 57.6 km 10,805
Gricignano di Aversa Italy 94.8 km 10,559
Macerata Campania Italy 89.6 km 10,558
San Cesareo Italy 67.4 km 10,529
Alatri Italy 21.8 km 10,308
Villa Literno Italy 85.3 km 10,027
Priverno Italy 42.3 km 10,005
Lavinio Italy 86.2 km 10,000

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Distances are calculated using the Haversine formula, which gives the great-circle distance between two points on a sphere — the shortest path over the Earth's surface. The result is accurate to within a few kilometres for most city pairs. Note that the Haversine formula assumes a perfectly spherical Earth; the true Earth is slightly flattened, so very long distances may differ by up to 0.5% from the exact geodetic distance.

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