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Cities at the same latitude as
Verkhovazh’ye

Verkhovazh’ye is located at latitude 60.75°. Famous cities on or near this latitude include Anchorage (United States). You will find below the cities within ±0.5° of the same parallel.

All cities at the same latitude as Verkhovazh’ye share nearly the same day length: about 09:28 today.

Cities on the same parallel as Verkhovazh’ye

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For smoother interaction, the globe shows the 100 most populous matching cities. The complete list appears in the table below.

Lat: 60.75° Lng: 42.0465° Pop: 5,200 Time Zone: Europe/Moscow

List of cities

City	Country	Population	Latitude
Bergen	Norway	294,029	60.39°
Anchorage	United States	289,600	61.22°
Vantaa	Finland	252,724	60.29°
Nizhnevartovsk	Russia	244,937	60.93°
Turku	Finland	206,655	60.45°
Lahti	Finland	121,622	60.98°
Nefteyugansk	Russia	112,632	61.10°
Khanty-Mansiysk	Russia	101,466	61.00°
Vyborg	Russia	78,633	60.71°
Kouvola	Finland	78,094	60.87°
Gävle	Sweden	74,884	60.67°
Lappeenranta	Finland	72,909	61.06°
Hämeenlinna	Finland	68,473	61.00°
Porvoo	Finland	51,853	60.39°
Salo	Finland	50,794	60.38°
Kotka	Finland	50,157	60.47°
Megion	Russia	48,691	61.03°
Järvenpää	Finland	46,942	60.47°
Lohja	Finland	45,686	60.25°
Nurmijärvi	Finland	45,356	60.46°
Strezhevoy	Russia	44,784	60.73°
Hyvinge	Finland	43,515	60.63°
Tuusula	Finland	42,624	60.40°
Borlänge	Sweden	41,955	60.49°
Pyt-Yakh	Russia	41,500	60.75°
Åsane	Norway	40,146	60.47°
Rauma	Finland	38,909	61.13°
Kerava	Finland	38,535	60.40°
Falun	Sweden	37,291	60.60°
Kaarina	Finland	36,631	60.41°
Nesttun	Norway	35,638	60.32°
Velikiy Ustyug	Russia	32,642	60.76°
Hamar	Norway	29,479	60.79°
Lillehammer	Norway	29,011	61.12°
Vihti	Finland	28,864	60.42°
Riihimäki	Finland	28,610	60.74°
Whitehorse	Canada	28,201	60.72°
Poykovskiy	Russia	28,080	61.00°
Raisio	Finland	25,846	60.49°
Sandviken	Sweden	24,724	60.62°
Imatra	Finland	24,581	61.17°
Lensk	Russia	23,694	60.72°
Vel’sk	Russia	23,126	61.07°
Sibbo	Finland	22,903	60.38°
Karhula	Finland	22,867	60.52°
Hollola	Finland	22,843	61.00°
Lodeynoye Pole	Russia	22,164	60.73°
Klaukkala	Finland	21,019	60.38°
Mäntsälä	Finland	20,966	60.63°
Lieto	Finland	20,694	60.51°
Hollola	Finland	20,405	61.05°
Naantali	Finland	20,312	60.47°
Podporozh’ye	Russia	19,600	60.91°
Ivdel’	Russia	19,379	60.69°
Hamina	Finland	19,305	60.57°
Myyrmäki	Finland	18,393	60.27°
Priozërsk	Russia	18,300	61.04°
Krasnovishersk	Russia	18,185	60.41°
Izluchinsk	Russia	18,000	60.98°
Heinola	Finland	17,746	61.21°
Gjøvik	Norway	17,596	60.80°
Forssa	Finland	16,368	60.81°
Janakkala	Finland	15,995	60.90°
Svetogorsk	Russia	15,733	61.11°
Orimattila	Finland	15,628	60.80°
Väståboland	Finland	15,498	60.30°
Loimaa	Finland	15,248	60.85°
Nastola	Finland	14,911	60.95°
Uusikaupunki	Finland	14,750	60.80°
Lovisa	Finland	14,362	60.46°
Martinlaakso	Finland	13,992	60.27°
Vychegodskiy	Russia	12,923	61.25°
Mora	Sweden	12,602	61.01°
Elverum	Norway	12,490	60.88°
Hakunila	Finland	12,435	60.28°
Vaskelovo	Russia	12,388	60.40°
Konosha	Russia	12,383	60.97°
Pargas	Finland	11,962	60.31°
Luza	Russia	11,935	60.63°
Paimio	Finland	11,241	60.46°
Kivistö	Finland	11,125	60.33°
Vytegra	Russia	11,099	61.01°
Eura	Finland	11,093	61.13°
Brumunddal	Norway	11,019	60.88°
Joutseno	Finland	10,603	61.12°
Olonets	Russia	10,005	60.98°
Masku	Finland	9,628	60.57°
Huittinen	Finland	9,618	61.18°
Roshchino	Russia	9,346	60.25°
Halikko	Finland	9,344	60.40°
Oktyabr’skiy	Russia	9,008	61.09°
Eurajoki	Finland	9,000	61.20°
Tikkurila	Finland	8,815	60.29°
Olyokminsk	Russia	8,813	60.37°
Elimäki	Finland	8,751	60.72°
Tapulikaupunki	Finland	8,741	60.28°
Råholt	Norway	8,593	60.28°
Havukoski	Finland	8,581	60.32°
Malminkartano	Finland	8,495	60.25°
Laitila	Finland	8,492	60.88°
Hämeenkylä	Finland	8,437	60.27°
Somero	Finland	8,423	60.62°
Karkkila	Finland	8,391	60.53°
Akaa	Finland	8,258	61.17°
Siltamäki	Finland	8,241	60.28°
Kamenka	Russia	8,212	60.45°
Simonkylä	Finland	8,191	60.31°
Pöytyä	Finland	8,000	60.77°
Viertola	Finland	7,974	60.29°
Hausjärvi	Finland	7,923	60.78°
Krasavino	Russia	7,912	60.96°
Asikkala	Finland	7,870	61.22°
Kalifornsky	United States	7,850	60.42°
Nurmijärven kirkonkylä	Finland	7,841	60.46°
Raufoss	Norway	7,839	60.73°
Kenai	United States	7,661	60.55°
Loppi	Finland	7,622	60.72°
Hedemora	Sweden	7,371	60.28°
Korso	Finland	7,368	60.35°
Nyrob	Russia	7,314	60.73°
Cherëmukhovo	Russia	7,270	60.35°
Valbo	Sweden	7,147	60.65°
Vizinga	Russia	6,788	61.07°
Vozhega	Russia	6,703	60.47°
Teya	Russia	6,649	60.37°
Ylä-Malmi	Finland	6,623	60.25°
Sovetskiy	Russia	6,574	60.54°
Severo-Yeniseyskiy	Russia	6,564	60.38°
Kuloy	Russia	6,557	61.03°
Piikkiö	Finland	6,553	60.42°
Indre Arna	Norway	6,536	60.42°
Vysokiy Mys	Russia	6,522	61.23°
Jokela	Finland	6,500	60.55°
Bethel	United States	6,450	60.79°
Iitti	Finland	6,410	60.89°
Rusko	Finland	6,397	60.53°
Jokiniemi	Finland	6,363	60.57°
Primorsk	Russia	6,334	60.37°
Skutskär	Sweden	6,279	60.63°
Mynämäki	Finland	6,271	60.68°
Säkylä	Finland	6,237	61.03°
Kamennogorsk	Russia	6,208	60.95°
Amga	Russia	6,151	60.90°
Dem’yanovo	Russia	6,148	60.35°
Metsola	Finland	6,144	60.35°
Leksand	Sweden	6,107	60.73°
Hofors	Sweden	6,090	60.55°
Kaivoksela	Finland	5,963	60.27°
Sosnovo	Russia	5,923	60.55°
Knarvik	Norway	5,875	60.55°
Tierp	Sweden	5,826	60.34°
Tammela	Finland	5,810	60.81°
Koivukylä	Finland	5,702	60.32°
Ala-Malmi	Finland	5,678	60.25°
Lammi	Finland	5,634	61.08°
Jakomäki	Finland	5,625	60.26°
Sterling	United States	5,617	60.54°
Cherdyn’	Russia	5,585	60.40°
Voss	Norway	5,571	60.63°
Asola	Finland	5,522	60.33°
Ylästö	Finland	5,509	60.28°
Viiala	Finland	5,472	61.21°
Flaktveit	Norway	5,439	60.47°
Tarnogskiy Gorodok	Russia	5,432	60.50°
Orsa	Sweden	5,349	61.12°
Pionerskiy	Russia	5,348	61.19°
Hiekkaharju	Finland	5,333	60.30°
Rättvik	Sweden	5,160	60.89°

Understanding Verkhovazh’ye's latitude

Latitude	60.75° N
Distance to Equator	6,755 km / 4,197 mi
Distance to polar circle	646 km / 402 mi Arctic Circle (66.56° N)

Daylight over the year

Estimated daylight (sunrise-to-sunset) duration in Verkhovazh’ye along the year.

The longest daylight at latitude 60.75° N is about 19h 10m around the summer solstice in June, while the shortest is about 5h 37m around the winter solstice in December.

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	6h 32m
February	9h 07m
March	11h 45m
April	14h 39m
May	17h 21m
June	19h 07m
July	18h 18m
August	15h 46m
September	12h 55m
October	10h 09m
November	7h 23m
December	5h 41m

Interactive map of Verkhovazh’ye

About latitude comparisons

When comparing cities at the same latitude, such as Verkhovazh’ye 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 Verkhovazh’ye's parallel (60.75°), which covers roughly 55 kilometers (34 miles) north or south of its exact coordinate.

Frequently asked questions

What is the longitude of Verkhovazh’ye?

Verkhovazh’ye is located at longitude 42.0465° E. Among cities within ±0.5° of the same meridian, Ha'il (Saudi Arabia), at 41.6907° E in the Northern Hemisphere, and Kismayo (Somalia), at 42.5454° E in the Southern Hemisphere.

How close are these cities to Verkhovazh’ye’s latitude?

Each listed city has a stored latitude between 60.25° and 61.25°, the ±0.5° matching band around Verkhovazh’ye.

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.

Cities at the same latitude as Verkhovazh’ye