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Traveling Luck for Lago Chamelinga Inhambane, Mozambique
Alternatively known as Lago Chambela
The timezone in Lago Chamelinga is Africa/Maputo
Morning Sunrise at 04:50 and Evening Sunset at 18:06. It's light
Rough GPS position Latitude. -21.5156°, Longitude. 34.6522°
Morning Sunrise at 04:50 and Evening Sunset at 18:06. It's light
Rough GPS position Latitude. -21.5156°, Longitude. 34.6522°
Satellite map of Lago Chamelinga and it's surroudings...
Geographic features & Photographs around Lago Chamelinga in Inhambane, Mozambique
populated place a city, town, village, or other agglomeration of buildings where people live and work.
- Singarril (1.5km)
- Sainda (2.8km)
- Sarmento (3.8km)
- Maguezane (4.8km)
- Ofice (10.1km)
- Tai (11.4km)
- José (13km)
- Chinguane (15.5km)
- Lucas (16.2km)
- Sopeia (18.4km)
- Matenga (19.7km)
- Manuesse (20.7km)
- Saize (21.4km)
- Fulau (21.9km)
- Mangoma (22.4km)
- Luido (22.8km)
- Meque (24km)
- Sevene (24km)
- Seneta (24.2km)
- Laisse (24.4km)
- Alifanete (26.6km)
- Saisse (26.6km)
- Melice (28.2km)
- Saiene (29.4km)
- Nhaguiua (29.4km)
- Ofisso (29.8km)
- Samuel (30km)
- Faveca (30.1km)
- Mapombene (30.8km)
- Zefanias (31.5km)
- Namburrete (32km)
- Finiche (32.5km)
- Peiane (32.7km)
- Fanequiço (32.9km)
- Muchache (33.1km)
- Régulo Luido (33.7km)
- Zefanias (33.8km)
- Silica (33.9km)
- Cabélane (34.3km)
- Fiosso (34.5km)
lake a large inland body of standing water.
- Lago Chamelinga (0km)
- Lago Uchoma (4.1km)
- Lago Chamegomane (9.8km)
- Lago Nhumiche (12.3km)
- Lago Cocavaque (14.4km)
- Lago Guacuane (16.2km)
- Lago Tsotsuma (18.8km)
- Lago Nhabambale (21.8km)
- Lago Matingala (23.8km)
- Lago Nhalicanga (25.2km)
- Lago Tovelane (27.1km)
- Lago Nhametato (27.9km)
- Lago Nhamachaque (27.9km)
- Lago Magio (28.3km)
- Lago Nheocane (29.1km)
- Lago Mamema (30.9km)
- Lago Nicorobo (31.6km)
- Lago Dóve (34.3km)
locality a minor area or place of unspecified or mixed character and indefinite boundaries.
- Chilala (22.1km)
- Mapondzola (29.2km)
triangulation station a point on the earth whose position has been determined by triangulation.
- Singarrel (9km)