Cities near Kōtari

Kōtari is a city of 80,608 inhabitants in Japan. The most populous cities near Kōtari within 100 km are Osaka, Kobe, Kyoto. Distances are measured as the crow flies.

Use the map and table below to explore the cities near Kōtari.

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Min. pop. :

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Latitude: 34.9210° Longitude: 135.7055° Population: 80,608 Timezone: Asia/Tokyo
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Nearby cities 181 cities found

Sorted by population, from largest to smallest. Distances are measured as the crow flies.

City Country Distance Population
Osaka Japan 31.4 km 2,753,862
Kobe Japan 54.1 km 1,525,152
Kyoto Japan 12.0 km 1,463,723
Sakai Japan 43.5 km 826,161
Himeji Japan 92.5 km 530,495
Higashiosaka Japan 30.4 km 493,940
Nishinomiya Japan 41.0 km 485,587
Amagasaki Japan 34.8 km 459,593
Hirakata Japan 13.0 km 406,331
Toyonaka Japan 26.5 km 401,558
Suita Japan 24.8 km 385,567
Minato Japan 93.5 km 375,339
Nara-shi Japan 27.8 km 367,353
Wakayama Japan 91.0 km 356,729
Takatsuki Japan 11.4 km 354,468
Ōtsu Japan 17.1 km 345,070
Yokkaichi Japan 83.2 km 305,424
Akashi Japan 70.3 km 303,601
Ibaraki Japan 17.1 km 287,730
Tsu Japan 76.9 km 274,537
Yao Japan 35.2 km 273,213
Kakogawachō-honmachi Japan 81.7 km 271,634
Neyagawa Japan 18.6 km 238,549
Takarazuka Japan 34.6 km 226,432
Kishiwada Japan 59.3 km 205,561
Itami Japan 31.6 km 198,138
Suzuka Japan 80.2 km 195,670
Uji Japan 9.5 km 192,925
Izumi Japan 54.7 km 184,615
Ōgaki Japan 95.6 km 161,539
Matsusaka Japan 85.0 km 159,145
Kawanishi Japan 28.8 km 155,165
Kusatsu Japan 26.1 km 143,913
Moriguchi Japan 24.4 km 143,096
Kuwana Japan 89.0 km 140,051
Minoh Japan 23.8 km 136,868
Tondabayashichō Japan 47.7 km 132,873
Sandachō Japan 43.8 km 132,858
Kadoma Japan 23.6 km 131,727
Matsubara Japan 41.9 km 130,855
Kashihara-shi Japan 46.5 km 124,521
Kashiwara Japan 52.7 km 120,922
Ikoma Japan 26.4 km 120,741
Daitō Japan 24.3 km 119,367
Hikone Japan 61.6 km 113,647
Nagahama Japan 72.4 km 113,636
Youkaichi Japan 49.8 km 112,819
Habikino Japan 42.3 km 109,479
Ikeda Japan 27.4 km 104,993
Kawachi-Nagano Japan 54.5 km 101,692
Izumisano Japan 66.4 km 100,131
Kameoka Japan 14.2 km 97,181
Ashiya Japan 42.6 km 93,922
Kaizuka Japan 61.6 km 92,632
Maizuru Japan 67.9 km 92,465
Kōka Japan 41.7 km 89,619
Iga Japan 43.2 km 88,895
Takasago Japan 85.2 km 87,722
Settsu Japan 18.8 km 87,456
Moriyama Japan 30.1 km 85,485
Yamatokōriyama Japan 35.5 km 83,285
Kamigyō-ku Japan 12.9 km 83,000
Ōmihachiman Japan 42.5 km 82,233
Kashihara Japan 38.4 km 79,058
Kashiba Japan 43.0 km 78,113
Kizugawa Japan 23.9 km 77,907
Fukuchiyama Japan 68.2 km 77,306
Nabari Japan 48.3 km 77,022
Miki Japan 67.2 km 75,450
Katano Japan 14.3 km 75,033
Jōyō Japan 12.5 km 74,607
Izumiōtsu Japan 54.5 km 74,412
Kyōtanabe Japan 14.1 km 73,753
Yawata Japan 5.7 km 71,656
Tenri Japan 39.3 km 71,052
Rittō Japan 29.3 km 70,312
Tsuruga Japan 87.6 km 68,482
Hashima Japan 99.6 km 67,909
Tsushima Japan 96.0 km 67,658
Tanabe Japan 12.3 km 65,903
Fujiidera Japan 40.5 km 63,688
Tanba Japan 66.2 km 62,152
Yamato-Takada Japan 45.1 km 61,744
Ueno-ebisumachi Japan 42.8 km 61,598
Tamba Japan 67.6 km 61,471
Hashimoto Japan 67.7 km 61,063
Aisai Japan 97.3 km 60,829
Kinokawa Japan 77.3 km 60,592
Takaishi Japan 51.4 km 60,511
Sennan Japan 75.2 km 60,102
Sayama Japan 46.8 km 58,435
Sakurai Japan 48.6 km 58,386
Mukō Japan 4.9 km 56,859
Shijōnawate Japan 21.0 km 55,177
Konan Japan 36.7 km 54,607
Iwade Japan 82.7 km 53,967
Hannan Japan 77.5 km 52,350
Kyōtango Japan 97.0 km 50,860
Yasu Japan 34.8 km 50,695
Arashiyama Japan 10.7 km 50,000
Kameyama Japan 68.4 km 49,835
Kainan Japan 96.7 km 48,369
Ono Japan 70.9 km 47,609
Takashima Japan 61.6 km 46,976
Inabe Japan 81.8 km 44,973
Ōkubo-naka Japan 66.4 km 43,763
Yatomi Japan 95.9 km 43,025
Kasai Japan 78.4 km 42,700
Awaji Japan 86.3 km 42,597
Sumoto Japan 98.5 km 42,094
Hisai-motomachi Japan 75.0 km 41,642
Komono Japan 74.4 km 41,542
Katō Japan 61.9 km 40,645
Sasayama Japan 47.4 km 40,050
Tamba-Sasayama Japan 47.5 km 39,611
Minakuchichō-matoba Japan 42.3 km 38,986
Nishiwaki Japan 67.0 km 38,673
Maibara Japan 68.5 km 38,259
Katsuragi Japan 48.4 km 37,352
Sugai Japan 20.3 km 36,198
Kaizu Japan 90.2 km 34,960
Gojō Japan 63.5 km 34,342
Hikiso Japan 42.0 km 33,810
Higashinozoe Japan 78.5 km 33,604
Tawaramoto Japan 41.6 km 32,241
Ayabe Japan 59.1 km 31,846
Nantan Japan 28.6 km 31,629
Minase Japan 6.1 km 30,927
Inami Japan 74.9 km 30,268
Kimokawa Japan 31.2 km 29,680
Obama Japan 64.0 km 29,435
Wadayama Japan 88.1 km 28,989
Ōuda-yamaguchi Japan 56.1 km 28,121
Hōryūji Japan 34.4 km 27,587
Tarui Japan 90.1 km 27,439
Takada Japan 89.0 km 26,882
Gose Japan 52.4 km 26,522
Tōin Japan 83.8 km 25,784
Oji Japan 35.8 km 24,043
Kitahama Japan 33.4 km 23,836
Sobue Japan 99.0 km 23,372
Ikeno Japan 98.0 km 23,360
Tatsuno-kita Japan 36.1 km 23,219
Shirahamachō-usazakiminami Japan 91.5 km 23,180
Kanmaki Japan 39.7 km 22,807
Saikū Japan 95.1 km 22,445
Yashiro Japan 67.4 km 21,554
Hino Japan 50.4 km 21,149
Echigawa Japan 52.7 km 20,893
Yotsutsuji Japan 87.5 km 20,092
Nishitawara Japan 85.5 km 19,377
Gōdo Japan 98.2 km 19,361
Kajiya Japan 73.7 km 19,261
Haibara-akanedai Japan 48.6 km 18,472
Yono Japan 19.2 km 18,279
Fuki Japan 32.4 km 18,009
Kawage Japan 77.8 km 17,948
Takatsukadai Japan 37.7 km 17,018
Miyazu Japan 82.4 km 16,988
Shimobuchi Japan 59.9 km 16,728
Tadaoka-higashi Japan 55.8 km 16,567
Nakaiburi Japan 70.5 km 15,967
Oyamazaki Japan 3.6 km 15,953
Kanō Japan 48.0 km 15,697
Sayama Japan 6.5 km 15,250
Toyoda Japan 88.2 km 15,123
Tamaru Japan 97.8 km 15,041
Fuke Japan 84.5 km 14,741
Kihoku Japan 97.8 km 14,604
Anpachi Japan 98.7 km 14,355
Ōka Japan 90.3 km 14,021
Kumagawa Japan 60.8 km 14,003
Taishi Japan 45.0 km 13,634
Kyōtamba Japan 37.3 km 12,907
Ryūō Japan 41.2 km 11,789
Kamikawa Japan 89.6 km 11,735
Ebie Japan 32.8 km 11,675
Aoyama-hane Japan 51.3 km 11,590
Amaji Japan 86.7 km 11,231
Asahi Japan 88.3 km 11,021
Takahama Japan 64.8 km 10,490

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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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