SameLatitude
Cities at the same latitude as
Torquay, Australia, Victoria
Cities on the same parallel as Torquay
Drag to rotate · scroll or pinch to zoomList of cities
| City | Country | Population | Latitude |
|---|---|---|---|
| Mar del Plata | Argentina | 593,337 | -38.00° |
| Bahía Blanca | Argentina | 299,101 | -38.72° |
| Geelong | Australia | 282,809 | -38.15° |
| Temuco | Chile | 238,129 | -38.74° |
| Necochea | Argentina | 73,557 | -38.55° |
| Padre Las Casas | Chile | 72,892 | -38.76° |
| Rotorua | New Zealand | 65,901 | -38.14° |
| Tres Arroyos | Argentina | 52,199 | -38.38° |
| Centenario | Argentina | 48,101 | -38.83° |
| Balcarce | Argentina | 44,409 | -37.85° |
| Gisborne | New Zealand | 38,100 | -38.65° |
| Labranza | Chile | 35,893 | -38.77° |
| Frankston East | Australia | 34,457 | -38.13° |
| Miramar | Argentina | 34,380 | -38.27° |
| Lautaro | Chile | 34,268 | -38.53° |
| Warrnambool | Australia | 32,894 | -38.38° |
| Victoria | Chile | 32,448 | -38.23° |
| Nueva Imperial | Chile | 29,366 | -38.74° |
| Taupo | New Zealand | 27,000 | -38.68° |
| Traralgon | Australia | 26,907 | -38.20° |
| Cinco Saltos | Argentina | 26,399 | -38.82° |
| Mount Gambier | Australia | 25,591 | -37.83° |
| Carahue | Chile | 24,377 | -38.71° |
| Collipulli | Chile | 23,321 | -37.95° |
| Vilcún | Chile | 22,499 | -38.67° |
| Coronel Pringles | Argentina | 21,555 | -37.99° |
| Warragul | Australia | 19,856 | -38.16° |
| Whakatane | New Zealand | 18,602 | -37.96° |
| Traiguén | Chile | 17,164 | -38.25° |
| Santa Clara del Mar | Argentina | 16,629 | -37.83° |
| Cambridge | New Zealand | 15,192 | -37.88° |
| Catriel | Argentina | 15,169 | -37.88° |
| Burwood | Australia | 15,147 | -37.85° |
| Tokoroa | New Zealand | 14,500 | -38.23° |
| Sale | Australia | 14,296 | -38.11° |
| Lobería | Argentina | 14,215 | -38.16° |
| Ocean Grove | Australia | 14,165 | -38.26° |
| Te Awamutu | New Zealand | 14,000 | -38.01° |
| Morwell | Australia | 13,620 | -38.23° |
| Curacautín | Chile | 12,837 | -38.44° |
| Galvarino | Chile | 12,469 | -38.41° |
| Caulfield South | Australia | 12,328 | -37.90° |
| Drouin | Australia | 11,887 | -38.14° |
| Coronel Dorrego | Argentina | 11,850 | -38.72° |
| Purén | Chile | 11,815 | -38.03° |
| Lumaco | Chile | 11,405 | -38.16° |
| Saavedra | Chile | 11,384 | -38.79° |
| Elsternwick | Australia | 10,887 | -37.89° |
| Colac | Australia | 10,500 | -38.34° |
| Moe | Australia | 9,375 | -38.18° |
| Portland | Australia | 9,375 | -38.35° |
| Ercilla | Chile | 8,466 | -38.06° |
| General Daniel Cerri | Argentina | 7,704 | -38.72° |
| Kawerau | New Zealand | 7,670 | -38.10° |
| Tornquist | Argentina | 7,508 | -38.10° |
| Clifton Springs | Australia | 7,264 | -38.16° |
| Los Sauces | Chile | 7,169 | -37.98° |
| Phillip Island | Australia | 7,071 | -38.48° |
| Comandante Nicanor Otamendi | Argentina | 6,991 | -38.11° |
| Añelo | Argentina | 6,304 | -38.35° |
| Médanos | Argentina | 5,998 | -38.83° |
| Contulmo | Chile | 5,838 | -38.02° |
| Caulfield | Australia | 5,731 | -37.88° |
| Leongatha | Australia | 5,408 | -38.48° |
| Inverloch | Australia | 5,257 | -38.63° |
| Estación Camet | Argentina | 5,241 | -37.89° |
| Ngongotaha | New Zealand | 5,240 | -38.08° |
| Bannockburn | Australia | 5,203 | -38.05° |
| Maffra | Australia | 5,050 | -37.97° |
| Laverton | Australia | 5,001 | -37.86° |
Understanding Torquay's latitude
| Latitude | 38.33° S |
|---|---|
| Distance to Equator | 4,262 km / 2,648 mi |
| Distance to polar circle | 3,139 km / 1,950 mi Antarctic Circle (66.56° S) |
Daylight over the year
Estimated daylight (sunrise-to-sunset) duration in Torquay along the year.
The longest daylight at latitude 38.33° S is about 14h 50m around the summer solstice in December, while the shortest is about 9h 29m around the winter solstice in June.
These are approximate astronomical estimates, using solar-declination equations documented by NOAA and a standard sunrise/sunset horizon of −0.833°. Twilight is not included. Terrain, altitude and actual atmospheric conditions can change observed daylight, particularly near the poles. Distances are approximate north–south distances along a meridian on a mean-radius Earth; the nearest polar circle is taken at 66.56°.
Monthly daylight estimates
Calculated for the 15th of each month.
| Month | Daylight |
|---|---|
| January | 14h 31m |
| February | 13h 30m |
| March | 12h 21m |
| April | 11h 05m |
| May | 10h 03m |
| June | 9h 30m |
| July | 9h 45m |
| August | 10h 38m |
| September | 11h 50m |
| October | 13h 04m |
| November | 14h 12m |
| December | 14h 49m |
Interactive map of Torquay
About latitude comparisons
When comparing cities at the same latitude, such as Torquay and its global counterparts, it is important to remember that while they share identical daylight hours and similar solar angles throughout the year, their climates may differ drastically. Factors including elevation, proximity to oceans, and dominant wind patterns shape the local environment just as much as solar positioning.
The results shown here are cities located within ±0.5 degrees of Torquay's parallel (-38.33°), which covers roughly 55 kilometers (34 miles) north or south of its exact coordinate.
Frequently asked questions
What is the longitude of Torquay?
Torquay is located at longitude 144.3264° E. Among cities within ±0.5° of the same meridian, Geelong (Australia), at 144.3607° E in the Southern Hemisphere, and Kushiro (Japan), at 144.3747° E in the Northern Hemisphere.
How close are these cities to Torquay’s latitude?
Each listed city has a stored latitude between -38.83° and -37.83°, the ±0.5° matching band around Torquay.
Does this map show exact city boundaries?
No. Map markers and latitude values use city reference coordinates. They help compare locations on a parallel, but do not represent municipal boundaries.
Do these cities share the same climate?
Not necessarily. Latitude is only one influence on climate; altitude, coastlines, ocean currents and local terrain also matter.