Cities near Palafrugell

Palafrugell is a city of 22,365 inhabitants in Spain. The most populous cities near Palafrugell within 100 km are Sant Martí, Badalona, Sabadell. Distances are measured as the crow flies.

Use the map and table below to explore the cities near Palafrugell.

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Latitude: 41.9174° Longitude: 3.1631° Population: 22,365 Timezone: Europe/Madrid

Nearby cities 94 cities found

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

City	Country	Distance	Population
Sant Martí	Spain	97.4 km	235,719
Badalona	Spain	92.1 km	217,741
Sabadell	Spain	96.8 km	211,734
Horta-Guinardó	Spain	99.6 km	168,092
Nou Barris	Spain	97.5 km	166,310
Sant Andreu	Spain	97.0 km	142,598
Mataró	Spain	72.8 km	126,988
Santa Coloma de Gramenet	Spain	94.7 km	118,821
Perpignan	France	89.5 km	110,706
Girona	Spain	28.9 km	100,266
Granollers	Spain	80.3 km	60,981
Cerdanyola del Vallès	Spain	97.2 km	58,747
Barri de Sant Andreu	Spain	96.9 km	56,818
Mollet del Vallès	Spain	89.3 km	52,484
Figueres	Spain	42.2 km	46,381
Llefià	Spain	94.8 km	43,827
Blanes	Spain	41.1 km	40,047
Vic	Spain	75.2 km	39,844
Ripollet	Spain	95.7 km	38,347
el Camp de l'Arpa del Clot	Spain	99.0 km	38,343
Lloret de Mar	Spain	35.7 km	37,350
Sant Adrià de Besòs	Spain	95.3 km	36,669
el Guinardó	Spain	99.1 km	36,176
el Poblenou	Spain	98.0 km	34,151
Olot	Spain	62.8 km	33,524
Montcada i Reixac	Spain	94.6 km	33,453
Barberà del Vallès	Spain	97.1 km	31,144
Salt	Spain	31.3 km	30,622
la Verneda i la Pau	Spain	96.8 km	29,250
La Sagrera	Spain	98.0 km	28,710
Premià de Mar	Spain	81.4 km	27,399
el Clot	Spain	98.5 km	26,928
Pineda de Mar	Spain	50.8 km	26,659
Horta	Spain	99.2 km	26,597
Sant Martí de Provençals	Spain	97.5 km	26,169
la Prosperitat	Spain	97.1 km	26,166
el Baix Guinardó	Spain	100.0 km	25,563
Vilapicina i la Torre Llobeta	Spain	98.5 km	25,522
Santa Perpètua de Mogoda	Spain	91.8 km	25,048
Porta	Spain	97.8 km	24,604
Castellar del Vallès	Spain	95.6 km	24,036
El Masnou	Spain	85.3 km	23,340
el Besòs i el Maresme	Spain	96.5 km	23,254
Navas	Spain	98.3 km	22,059
Sant Feliu de Guíxols	Spain	18.4 km	21,977
Vilassar de Mar	Spain	78.7 km	20,764
Manlleu	Spain	73.2 km	20,647
Provenals del Poblenou	Spain	97.6 km	20,306
Banyoles	Spain	39.5 km	19,615
Roses	Spain	38.3 km	19,319
Calella	Spain	54.0 km	18,728
Malgrat de Mar	Spain	46.1 km	18,472
Sant Quirze del Vallès	Spain	99.3 km	18,462
Palamós	Spain	8.2 km	17,898
Parets del Vallès	Spain	86.0 km	17,632
Vilaseca	Spain	76.7 km	17,305
Caldes de Montbui	Spain	88.5 km	16,885
Sant Celoni	Spain	61.3 km	16,860
Cardedeu	Spain	73.6 km	16,596
Canovelles	Spain	80.3 km	16,023
les Roquetes	Spain	97.2 km	15,633
el Turó de la Peira	Spain	98.6 km	15,554
Montornès del Vallès	Spain	85.2 km	15,509
Tordera	Spain	44.1 km	15,345
Arenys de Mar	Spain	63.1 km	15,307
la Guineueta	Spain	98.2 km	15,147
la Garriga	Spain	77.4 km	14,991
el Parc i la Llacuna del Poblenou	Spain	99.3 km	14,950
Torelló	Spain	75.5 km	14,172
el Congrés i els Indians	Spain	98.3 km	14,161
Lliçà d'Amunt	Spain	84.0 km	14,143
Canet de Mar	Spain	60.4 km	14,123
La Llagosta	Spain	92.2 km	13,820
Diagonal Mar	Spain	96.9 km	13,448
el Bon Pastor	Spain	96.1 km	12,766
Verdun	Spain	97.5 km	12,294
Castelló d'Empúries	Spain	38.4 km	12,111
Santa Coloma de Farners	Spain	41.5 km	11,739
Argentona	Spain	75.1 km	11,633
Torroella de Montgrí	Spain	14.2 km	11,598
Canet-en-Roussillon	France	87.9 km	11,148
Ripoll	Spain	86.3 km	11,057
Sant Andreu de Llavaneres	Spain	68.6 km	10,877
Calonge	Spain	9.5 km	10,637
Premià de Dalt	Spain	81.9 km	10,429
l'Escala	Spain	23.3 km	10,417
Saint-Estève	France	92.3 km	10,403
la Bisbal d'Empordà	Spain	10.0 km	10,385
Castell-Platja d'Aro	Spain	13.6 km	10,376
Ciutat Meridiana	Spain	96.5 km	10,349
Montgat	Spain	88.7 km	10,270
la Trinitat Vella	Spain	95.8 km	10,253
La Roca del Vallès	Spain	78.2 km	10,214
Argeles	France	71.0 km	10,044

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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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