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Distance between 14°37'12"N 121°3'14"E and 16°9'55"N 120°34'00"E
If average speed of your car will be standard for this route between 14°37'12"N 121°3'14"E and 16°9'55"N 120°34'00"E and road conditions will be as usual, time that you will need to arrive to 16°9'55"N 120°34'00"E will be 1 hour.
Driving distance between 14°37'12"N 121°3'14"E and 16°9'55"N 120°34'00"E is calculated by google maps and it is 99 mi.
You need 2 hour to reach 16°9'55"N 120°34'00"E from 14°37'12"N 121°3'14"E, if you are travelling by car.
Average amount of gas with an average car when travelling from 14°37'12"N 121°3'14"E to 16°9'55"N 120°34'00"E will be 7 gallons gallons which costs 10 $.
Distance calculations
| Kilometres | Miles | Nautical miles |
|---|---|---|
| 100 km km | 100 mi Miles | 100 Nautical miles Nautical miles |