Cities near Romita

Romita is at (20.8721°, -101.5170°). Showing cities within the selected radius, sorted by distance.

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Latitude: 20.8721° Longitude: -101.5170° Population: 21,176 Timezone: America/Mexico_City
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Nearby cities 45 cities found

City Country Distance Population
Silao de la Victoria Mexico 12.3 km 74,242
Marfil Mexico 27.8 km 29,375
Irapuato Mexico 27.9 km 380,941
Guanajuato Mexico 31.3 km 72,237
Cuerámaro Mexico 31.8 km 13,948
León de los Aldama Mexico 32.7 km 1,579,803
Medina Mexico 32.8 km 16,166
Centro Familiar la Soledad Mexico 37.9 km 32,159
La Ermita Mexico 38.4 km 19,703
San Francisco del Rincón Mexico 39.0 km 71,139
Purísima de Bustos Mexico 41.4 km 43,512
Abasolo Mexico 46.9 km 27,389
Salamanca Mexico 47.3 km 160,682
Ciudad Manuel Doblado Mexico 48.1 km 13,956
Pénjamo Mexico 53.5 km 40,070
Valtierrilla Mexico 55.3 km 12,713
Juventino Rosas Mexico 59.9 km 42,264
Valle de Santiago Mexico 63.3 km 68,058
Villagrán Mexico 67.2 km 27,079
Dolores Hidalgo Mexico 68.4 km 67,101
Lagos de Moreno Mexico 69.2 km 98,206
San Julián Mexico 70.5 km 12,949
Cortazar Mexico 72.0 km 61,658
Jaral del Progreso Mexico 72.9 km 20,457
San Felipe Mexico 74.3 km 28,452
Santa Ana Pacueco Mexico 78.1 km 10,052
La Piedad de Cabadas Mexico 79.1 km 83,323
Degollado Mexico 79.8 km 10,753
Comonfort Mexico 80.4 km 23,683
San Miguel de Allende Mexico 80.5 km 174,615
Empalme Escobedo Mexico 82.9 km 13,384
Celaya Mexico 82.9 km 340,387
Yuriria Mexico 83.8 km 25,216
San Miguel Octopan Mexico 86.6 km 13,303
Puruándiro Mexico 87.1 km 30,571
Arandas Mexico 88.1 km 52,175
Uriangato Mexico 88.5 km 51,382
Moroleón Mexico 89.2 km 43,200
Ayotlán Mexico 92.5 km 11,724
Rincón de Tamayo Mexico 93.6 km 10,324
San Miguel el Alto Mexico 93.6 km 23,982
Apaseo el Grande Mexico 93.6 km 26,121
San Juan de los Lagos Mexico 94.2 km 48,684
Salvatierra Mexico 98.4 km 37,203
Yurécuaro Mexico 99.2 km 23,843

What is this tool?

The Cities Near tool lets you explore all populated places within a chosen radius of any city in the world. Enter a city, pick a radius (50, 100, 200, or 500 km), and get an instant interactive map and ranked list — sorted from closest to farthest.

This is useful for trip planning, geography research, or simply satisfying your curiosity about what lies around a given city. The underlying dataset comes from GeoNames and covers 70,000+ populated places worldwide.

How does the distance calculation work?

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.

Cities near famous places

  • Within 100 km of Paris: Versailles, Chartres, Reims, Rouen — all classic day-trip destinations.
  • Within 200 km of Tokyo: Yokohama, Kawasaki, Sagamihara, Chiba, Shizuoka — the vast Kantō metropolitan area.
  • Within 500 km of Istanbul: Ankara, Bursa, Thessaloniki, Sofia, Izmir — crossing into three countries.

Frequently Asked Questions

What is the maximum radius I can search?

The tool offers radii of 50, 100, 200, and 500 km. For reference, a 500 km radius around Paris would cover most of France plus parts of Belgium, Germany, and Switzerland. Use the minimum population filter to narrow down the results to cities of the size you care about.

How is distance measured — straight line or road distance?

The distance shown is the straight-line great-circle distance (as the crow flies), not the road distance. Road distances are always longer due to routes, terrain, and urban layouts. This tool is intended for geographic exploration, not navigation.

What data source is used?

City data comes from the GeoNames geographical database, which aggregates official government sources worldwide. It includes name, coordinates, population, country, and timezone for over 70,000 populated places. Coordinates are accurate to 4–6 decimal places.


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