Cities near Caldogno-Rettorgole-Cresole

Caldogno-Rettorgole-Cresole is a city of 10,361 inhabitants in Italy. The most populous cities near Caldogno-Rettorgole-Cresole within 100 km are Verona, Padua, Mestre. Distances are measured as the crow flies.

Use the map and table below to explore the cities near Caldogno-Rettorgole-Cresole.

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Latitude: 45.6078° Longitude: 11.5028° Population: 10,361 Timezone: Europe/Rome
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Nearby cities 102 cities found

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

City Country Distance Population
Verona Italy 43.9 km 258,031
Padua Italy 37.2 km 203,725
Mestre Italy 59.2 km 147,662
Ferrara Italy 86.1 km 132,009
Trento Italy 59.1 km 120,709
Vicenza Italy 7.6 km 111,980
Bolzano Italy 99.0 km 107,436
Treviso Italy 57.8 km 85,760
Venice Italy 67.4 km 51,298
Rovigo Italy 63.9 km 50,279
Pordenone Italy 97.8 km 49,878
Chioggia Italy 74.4 km 46,951
Arcella Italy 36.4 km 44,000
San Donà di Piave Italy 82.9 km 41,856
Mantua Italy 74.2 km 39,260
Bassano del Grappa Italy 24.8 km 38,224
Rovereto Italy 47.7 km 34,152
Schio Italy 16.3 km 33,740
Mira Taglio Italy 52.5 km 32,881
Conegliano Italy 69.4 km 30,765
Marghera Italy 58.8 km 28,622
Montebelluna Italy 46.3 km 26,670
Castelfranco Veneto Italy 33.8 km 25,545
Belluno Italy 81.1 km 25,064
Vittorio Veneto Italy 74.4 km 24,789
Lumezzane Italy 96.4 km 23,712
Spinea-Orgnano Italy 52.4 km 23,710
San Sebastiano Italy 97.0 km 23,228
Desenzano del Garda Italy 76.8 km 22,665
Valdagno Italy 16.4 km 22,555
Mogliano Veneto Italy 57.9 km 21,991
Legnago Italy 48.6 km 21,646
Arzignano Italy 16.3 km 21,247
Thiene Italy 11.4 km 21,145
Montecchio Maggiore-Alte Ceccato Italy 13.6 km 20,815
San Giovanni Lupatoto Italy 43.7 km 20,038
Monselice Italy 45.3 km 18,682
Castiglione delle Stiviere Italy 82.8 km 18,530
Abano Terme Italy 35.6 km 18,224
Cento Italy 99.0 km 18,191
Mirandola Italy 87.2 km 17,380
San Bonifacio Italy 29.6 km 17,347
Riva del Garda Italy 59.9 km 17,331
Este Italy 44.6 km 16,963
Sacile Italy 86.6 km 16,626
Suzzara Italy 90.6 km 16,571
Albignasego Italy 40.6 km 16,477
Ghedi Italy 98.2 km 16,351
Villafranca di Verona Italy 58.6 km 15,895
Oderzo Italy 79.4 km 15,764
Lido Italy 70.8 km 15,719
Lancenigo-Villorba Italy 59.8 km 15,265
Bussolengo Italy 52.9 km 15,170
Mirano Italy 48.8 km 15,139
Eppan Italy 96.5 km 15,062
Montichiari Italy 88.8 km 15,030
Taglio Italy 85.5 km 14,441
Cittadella Italy 22.3 km 14,421
Bovolone Italy 48.8 km 14,036
Vigonza Italy 41.5 km 13,798
Porto Viro Italy 85.4 km 13,644
Feltre Italy 55.3 km 13,643
Sant'Antonio Italy 71.8 km 13,596
Piove di Sacco-Piovega Italy 54.2 km 13,287
Malo Italy 8.8 km 13,218
Porcia Italy 95.0 km 12,987
Adria Italy 75.2 km 12,986
Cerea Italy 51.6 km 12,869
Rezzato Italy 92.9 km 12,779
Romano d'Ezzelino Italy 28.0 km 12,700
Dueville Italy 4.9 km 12,649
Marcon-Gaggio-Colmello Italy 62.1 km 12,565
Rosà Italy 22.7 km 12,548
Azzano Decimo Italy 96.1 km 12,320
Ponte San Nicolò Italy 42.3 km 12,180
Lonigo Italy 26.4 km 12,110
Arco Italy 58.9 km 12,072
Zevio Italy 39.2 km 12,035
Campodarsego Italy 34.8 km 11,971
San Martino Buon Albergo Italy 37.9 km 11,818
Pescantina Italy 51.3 km 11,743
Carpenedolo Italy 87.9 km 11,589
Pergine Valsugana Italy 54.8 km 11,538
Mejaniga Italy 35.6 km 11,434
Concesio Italy 100.0 km 11,262
San Martino di Lupari Italy 28.2 km 10,931
Chiampo Italy 18.4 km 10,857
Nave Italy 95.2 km 10,848
Camponogara Italy 52.1 km 10,817
Laives Italy 91.9 km 10,710
Porto Tolle Italy 97.4 km 10,666
Salò Italy 76.4 km 10,576
Lido di Jesolo Italy 89.8 km 10,523
Noale Italy 44.3 km 10,500
Favaro Veneto Italy 62.0 km 10,491
Beccacivetta Italy 50.8 km 10,402
Sant'Ambrogio di Valpolicella Italy 52.8 km 10,384
Spresiano Italy 61.5 km 10,287
Montegrotto Terme Italy 37.9 km 10,276
Ponzano Italy 55.8 km 10,238
Altavilla Vicentina Italy 10.8 km 10,128
Creazzo Italy 8.7 km 10,124

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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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