Cities near Croix-des-Bouquets
Croix-des-Bouquets is a city of 229,127 inhabitants in Haiti. The most populous cities near Croix-des-Bouquets within 100 km are Port-au-Prince, Carrefour, Delmas. Distances are measured as the crow flies.
Use the map and table below to explore the cities near Croix-des-Bouquets.
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Nearby cities 27 cities found
Sorted by population, from largest to smallest. Distances are measured as the crow flies.
| City | Country | Distance | Population |
|---|---|---|---|
| Port-au-Prince | Haiti | 12.4 km | 1,234,742 |
| Carrefour | Haiti | 18.9 km | 511,345 |
| Delmas | Haiti | 8.6 km | 382,920 |
| Pétionville | Haiti | 9.5 km | 283,052 |
| Jacmel | Haiti | 50.1 km | 137,966 |
| Léogâne | Haiti | 43.5 km | 134,190 |
| Arcahaie | Haiti | 37.0 km | 130,306 |
| Tigwav | Haiti | 69.3 km | 117,504 |
| Saint-Michel de l'Atalaye | Haiti | 89.0 km | 95,216 |
| Miragoâne | Haiti | 92.2 km | 89,202 |
| Saint-Marc | Haiti | 77.6 km | 66,226 |
| Thomazeau | Haiti | 16.3 km | 52,017 |
| Grangwav | Haiti | 59.7 km | 49,288 |
| Verrettes | Haiti | 58.4 km | 48,724 |
| Kenscoff | Haiti | 15.6 km | 42,175 |
| Saint-Raphaël | Haiti | 95.9 km | 37,739 |
| Gressier | Haiti | 31.9 km | 25,947 |
| Las Matas de Farfán | Dominican Republic | 81.7 km | 21,802 |
| Neiba | Dominican Republic | 85.7 km | 18,670 |
| Hinche | Haiti | 66.7 km | 18,590 |
| Fond Parisien | Haiti | 27.0 km | 18,256 |
| Grand Gosier | Haiti | 54.3 km | 17,059 |
| Désarmes | Haiti | 49.5 km | 15,594 |
| Duvergé | Dominican Republic | 77.2 km | 13,405 |
| Dessalines | Haiti | 82.0 km | 12,288 |
| Comendador | Dominican Republic | 64.4 km | 12,070 |
| Pedernales | Dominican Republic | 78.6 km | 11,072 |
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How far is Croix-des-Bouquets from other cities?
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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.
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