Cities near At Tall al Kabīr

At Tall al Kabīr is a city of 46,962 inhabitants in Egypt. The most populous cities near At Tall al Kabīr within 100 km are Cairo, Giza, Shubrā al Khaymah. Distances are measured as the crow flies.

Use the map and table below to explore the cities near At Tall al Kabīr.

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Latitude: 30.5432° Longitude: 31.7850° Population: 46,962 Timezone: Africa/Cairo
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Nearby cities 98 cities found

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

City Country Distance Population
Cairo Egypt 74.1 km 9,606,916
Giza Egypt 81.2 km 4,367,343
Shubrā al Khaymah Egypt 69.2 km 1,240,289
Port Said Egypt 94.2 km 780,515
Suez Egypt 95.3 km 699,541
Madīnat an Naşr Egypt 70.5 km 668,413
Al Mansurah Egypt 67.1 km 621,953
Al Maḩallah al Kubrá Egypt 75.8 km 592,573
Tanta Egypt 79.7 km 576,648
Al Khuşūş Egypt 62.6 km 488,904
Zagazig Egypt 27.5 km 430,445
Ismailia Egypt 47.1 km 429,465
Ḩadā’iq al Qubbah Egypt 69.8 km 339,612
New Cairo Egypt 64.6 km 313,139
Al Qāhirah al Jadīdah Egypt 64.6 km 313,139
Damietta Egypt 97.1 km 305,920
Shibīn al Kawm Egypt 74.3 km 267,945
Al ‘Āshir min Ramaḑān Egypt 27.7 km 246,148
Ḩalwān Egypt 90.9 km 230,000
Bilbeis Egypt 25.3 km 185,237
Banhā Egypt 58.3 km 182,254
Al Maţarīyah Egypt 74.9 km 162,045
Qalyub Egypt 68.8 km 156,363
Al Ḩawāmidīyah Egypt 88.1 km 155,055
Abū Kabīr Egypt 23.0 km 154,466
Mīt Ghamr Egypt 53.8 km 153,754
Al-'Ubūr Egypt 45.5 km 138,987
Kirdāsah Egypt 86.2 km 137,588
Bilqās Egypt 85.0 km 137,080
Al Manzalah Egypt 69.9 km 127,394
Munūf Egypt 82.2 km 125,707
Ashmūn Egypt 82.2 km 124,483
As Sinbillāwayn Egypt 48.7 km 124,020
Fāqūs Egypt 20.6 km 116,945
Ţalkhā Egypt 68.8 km 112,851
Zefta Egypt 55.1 km 111,700
Dikirnis Egypt 63.3 km 101,082
Al Jammālīyah Egypt 71.3 km 99,641
Minyā al Qamḩ Egypt 42.1 km 99,284
Ash-Shaykh Zāyid Egypt 95.2 km 95,854
Al Qurayn Egypt 9.4 km 94,632
Awsīm Egypt 77.9 km 94,174
El Shorouk Egypt 47.9 km 91,899
Al Badrashayn Egypt 91.8 km 90,833
Biyalā Egypt 88.4 km 89,068
Samannūd Egypt 69.8 km 87,921
Abū an Numrus Egypt 86.7 km 86,601
Al Qanāţir al Khayrīyah Egypt 73.3 km 83,568
Kafr az Zayyāt Egypt 97.6 km 83,348
Minyat an Naşr Egypt 66.2 km 82,429
Al Khānkah Egypt 54.5 km 81,646
Diyarb Najm Egypt 40.5 km 80,954
Sirs al Layyānah Egypt 78.9 km 78,168
Shirbīn Egypt 76.8 km 76,081
Ash Shuhadā’ Egypt 85.0 km 76,071
Mashtūl as Sūq Egypt 44.0 km 75,837
Hihyā Egypt 23.6 km 74,823
Shibīn al Qanāţir Egypt 51.4 km 73,711
Talā Egypt 81.9 km 72,536
Al Qanāyāt Egypt 32.1 km 70,687
Quwaysinā Egypt 60.1 km 65,690
Al Bājūr Egypt 72.8 km 62,961
Aş Şāliḩīyah al Jadīdah Egypt 17.7 km 59,320
Nabarūh Egypt 76.9 km 59,202
Dumyāţ al Jadīdah Egypt 99.7 km 54,508
Al Ibrāhīmīyah Egypt 28.9 km 53,791
Ţūkh Egypt 59.8 km 52,593
Būlāq Abū al ‘Ilā Egypt 75.5 km 51,741
Birkat as Sab‘ Egypt 67.9 km 50,924
Al Ḩusaynīyah Egypt 37.6 km 50,651
Mīt Salsīl Egypt 69.4 km 48,166
Kafr al Baţţīkh Egypt 95.8 km 47,198
Aga Egypt 64.8 km 47,013
As Sanţah Egypt 66.6 km 45,813
Aş Şalāḩāt Egypt 53.2 km 45,557
Kafr al Kurdī Egypt 69.5 km 44,905
Kafr Şaqr Egypt 31.7 km 44,529
Fāraskūr Egypt 87.7 km 43,400
Abū Ḩammād Egypt 10.2 km 43,001
Qahā Egypt 62.8 km 36,225
Fāyīd Egypt 56.4 km 35,066
Badr Egypt 45.8 km 32,940
Awlād Şaqr Egypt 43.9 km 32,840
Abu Suweir-el-Mahatta Egypt 31.7 km 32,763
Quţūr Egypt 92.5 km 32,043
Maḩallat Damanah Egypt 65.1 km 31,921
Al Qanţarah Egypt 61.3 km 31,808
Ar-Rawḍah Egypt 86.8 km 31,240
Şān al Ḩajar al Qiblīyah Egypt 48.7 km 30,969
Kafr Shukr Egypt 51.8 km 30,948
As Sarw Egypt 78.3 km 29,286
Az Zarqā Egypt 75.4 km 26,955
Al Qaşşāşīn Egypt 14.4 km 24,364
Munsha‘at Abū ‘Umar Egypt 46.4 km 22,543
Mīt Abū Ghālib Egypt 83.5 km 20,470
Timayy al Imdīd Egypt 50.8 km 20,389
Manshīyat al Qanāţir Egypt 76.3 km 19,185
Kafr Sa‘d Egypt 90.8 km 18,120

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How does the distance calculation work?

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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