قائمة الرموز البريدية في مصر

يختلف الرمز البريدي المصري من مدينة إلى أخرى. في هذه القائمة يوجد الرمز البريدي لمختلف المدن في مصر.

قائمة الرمز البريدي

المنطقة الرمز البريدي
القاهرة 11311
التجمع الخامس 11835
التجمع الأول 11865
العاشر من رمضان 44629
44635
44637
الأسكندرية 21532(سان ستيفانو)
21615
21913

21552
21514
21521
21522
21523
21518
21527
21515
21511
21562
21558
21551
21557
21923
21561
21616
21517
21539
21566
21516
21525
21531
21634

مدينة 15 مايو 11731
أسوان

81718
81624
81627
81631
81525
81513
81647
81536
81728
81611

المنطقة الرمز البريدي
بورسعيد 42534
42511
41523
الإسماعيلية

41611
41626
41618
41517
41516
41522
41512
41511
41519

السويس

43527
43514
43511
43711
43712

جنوب سيناء 46512
46611
المنيا

61519
61631
61671
61512
61511

أسيوط

71621
71611
71631
71641
71622
71723
71526
71521
71615
71514
71517

البحر الأحمر

84511
84515
84712
84715
84722

المنطقة الرمز البريدي
قنا

83719
83651
83621
83039
83661
83724
83749
83511

الغربية

31741
31719
31512
31611
31714
31739
31641
31631

شرق القاهرة

11566
11827
11762
11851

جنوب القاهرة

11742
11521
11728
11628
11553
11519
11559
11562
11516
11612
11618
11617

برج العرب 23713
الفيوم 63611
63616
الأقصر

85952
85956
85957
85954
85811
85951

المنطقة الرمز البريدي
مدينة 6 اكتوبر 12566
المحلة

31816
31811
31629
31624
31621
31961

المنوفية 32817
32866
32861
32841
البحيرة

22611
22612
22516
22511
22731
22744
22951
22755

الجيزة

8655
12511
12521
12611
12652
12651

سوهاج

82518
82514
82747
82749
82633
82738
82621
82786

دمياط 34711
34726
34611
34511
كفر الشيخ 33735
33651
33511

33512
33611

المنطقة الرمز البريدي
بنها 3001
3010
3011
3013
3016
3021
3025
3030
3032
3040
3042
3043
3047
3048
3074
الزقازيق 10217
10248
10255
10276
10001
10002
10003
10014
10021
10031
10032
10049
10050
10051
10059
العبور 1069
1080
1091
المنصورة 11001
11006
11033
11036
11049
11054
11060
11061
11081
11089
11104
11106
11107
11108

الرقم الأول هو المنطقة ، والثاني من المقاطعة ، والثالث من نوع الخدمة والأرقام الأخيرة تشير إلى منطقة التسليم أو مكتب البريد. يمكنك العثور على الرمز البريدي الدقيق للمنطقة المطلوبة في أي مكتب بريدي.

Read other articles:

Federación Internacionalde Fútbol Asociación Sede de la FIFA en Zúrich, Suiza.Acrónimo FIFATipo Federación deportiva internacional y MetaorganizaciónForma legal AsociaciónAsociación caritativaFundación 21 de mayo de 1904 (119 años)Sede central Zúrich, SuizaÁrea de operación MundialDeporte Fútbol, Fútbol sala y Fútbol playaPresidente Gianni InfantinoVicepresidentes Aleksander Čeferin Salman bin Ibrahim Al Jalifa Greg Clarke Sándor Csányi Alejandro Domínguez Victor Mon...

 

SlussenStasiun Stockholms tunnelbanaKoordinat59°19′9″N 18°4′19″E / 59.31917°N 18.07194°E / 59.31917; 18.07194Koordinat: 59°19′9″N 18°4′19″E / 59.31917°N 18.07194°E / 59.31917; 18.07194PemilikStorstockholms LokaltrafikSejarahDibuka1 Oktober 1933Operasi layanan Templat:S-lin Stasiun sebelumnya   Stockholms tunnelbana   Stasiun berikutnya Mariatorget Norsborg Jalur T13Gamla stan Ropsten Mariatorget Fruängen Jalur ...

 

Koin perak menggambarkan Mithradates VI dari Pontus Mithradates VI (bahasa Yunani: Μιθριδάτης), dari Persia Kuno Mithradatha, hadiah Mithra; lahir 134, meninggal 63 SM, juga dijuluki Mithradates yang Agung (Megas) dan Eupator Dionysius, adalah raja Pontus di Anatolia utara (Turki) dari tahun 119 hingga 63 SM. Mithradates mengklaim sebagai keturunan Alexander yang Agung dan Raja Darius I dari Persia. Mithradates diingat sebagai salah satu musuh paling berhasil Roma yang terlibat ...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أكتوبر 2018) اضغط هنا للاطلاع على كيفية قراءة التصنيف غسقية فلسطينية   المرتبة التصنيفية نوع  التصنيف العلمي  فوق النطاق  حيويات مملكة عليا  حقيقيات النوى مم

 

Stasiun Wanaraja C31 Stasiun Wanaraja yang sudah selesai direnovasi, 2020LokasiWanasari, Wanaraja, Garut, Jawa BaratIndonesiaKetinggian+692 mOperatorKAI CommuterLetak dari pangkalkm 9+100 lintas Cibatu-Cikajang[1]Jumlah peronDua peron sisi yang tinggiJumlah jalur2 (jalur 1: sepur lurus)KonstruksiAkses difabelAdaInformasi lainKode stasiunWNR1824[2]KlasifikasiIII/kecil[butuh rujukan]SejarahDibuka14 Agustus 1889; 134 tahun lalu (1889-08-14)Ditutup1983; 40 tahun lalu&...

 

Chinese politician (born 1968) In this Chinese name, the family name is Zhong. Zhong Shaojun钟绍军Director of the General Office of the Central Military CommissionIncumbentAssumed office August 2017CMC ChairmanXi JinpingPreceded byQin ShengxiangDirector of the Chairman of the Central Military Commission OfficeIncumbentAssumed office June 2013CMC ChairmanXi JinpingPreceded byWu Zhiming Personal detailsBorn (1968-10-19) 19 October 1968 (age 55)[1]Kaihua County, Zhejiang,...

Apoteket ABTypeSwedish government enterpriseFounded1970 (1970)HeadquartersSolna, SwedenKey peopleAnn Carlsson (CEO)[1]ProductsPharmaceuticalsRevenueSEK 26.275 million (2010)[1]Number of employees5,655 (2010)[1]Websitehttps://www.apoteket.se/ Apoteket AB is a state-owned pharmaceuticals retailer in Sweden which formerly held a monopoly on the retail sale of medicines in the country. Formerly known as Apoteksbolaget, the company is a government owned enterprise repo...

 

Australian financial institution Bank of QueenslandTrade nameBOQFormerlyBrisbane Permanent Benefit Building and Investment Society (1874–1970)[1][2]TypePublic (since 1971)[1][2]Traded asASX: BOQIndustryBankingFinancial servicesFounded1874; 149 years ago (1874)[1][2]Headquarters100 Skyring Terrace, Newstead, Brisbane, QueenslandNumber of locations2,447+[a] (2022)Area servedQueenslandProductsRetail bankingComm...

 

American pathologist Veranus Alva Moore, in 1929 Veranus Alva Moore (April 13, 1859 – February 11, 1931) was a U.S. bacteriologist and pathologist.[1] Early life and education He was born in Hounsfield, New York. A Cornell University graduate and faculty member, Moore served as head of the United States Department of Agriculture's Division of Animal Pathology from 1895 to 1896.[2] He also served as president of the Society of American Bacteriologists in 1910, and as dean...

Method for estimating new data outside known data points For the journal of speculative fiction, see Extrapolation (journal). For the John McLaughlin album, see Extrapolation (album). For the Apple TV+ series, see Extrapolations (TV series). In mathematics, extrapolation is a type of estimation, beyond the original observation range, of the value of a variable on the basis of its relationship with another variable. It is similar to interpolation, which produces estimates between known observa...

 

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Desember 2022. Da Hong Pao Hanzi tradisional: 大紅袍 Hanzi sederhana: 大红袍 Makna harfiah: Big Red Robe Alih aksara Mandarin - Hanyu Pinyin: Dà Hóng Páo - Wade-Giles: Ta4 Hung2 P'ao2 Da Hong Pao (Jubah Merah Besar) adalah teh gunung Wuyi tumbuh di Pegunung...

 

Cognitive psychology Perception Visual perception Object recognition Face recognition Pattern recognition Attention Memory Aging and memory Emotional memory Learning Long-term memory Metacognition Language Metalanguage Thinking Cognition Concept Reasoning Decision making Problem solving Numerical cognition Numerosity adaptation effect Approximate number system Parallel individuation system vte Innate ability to detect differences in magnitude without counting The approximate number system (AN...

This article is about the place in New Zealand. For the headland in South Australia, see Point Marsden. Marsden Pointclass=notpageimage| Marsden Point on the east coast of New Zealand Marsden Point is a broad, flat peninsula that is the southern head of the Whangārei Harbour entrance on the east coast of Northland, New Zealand, 30 kilometres (19 mi) southeast of the city of Whangārei. It is the location of Marsden Point Oil Refinery and the Northport cargo port. Geography The point is ...

 

Main article: Archery at the 2023 European Games Men's team recurve at the 2023 European GamesVenuePlaszowianka Archery ParkDate23–24 JuneCompetitors24 from 8 nationsTeams8Medalists  Federico MusolesiMauro NespoliAlessandro Paoli   Italy Pablo AchaMiguel AlvariñoAndrés Temiño   Spain Keziah ChabinFlorian FaberThomas Rufer   Switzerland← 20192027 → Archery at the2023 European GamesRecurveIndividualmenwo...

 

Species of amphibian Starrett's glass frog Conservation status Least Concern (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Amphibia Order: Anura Family: Centrolenidae Genus: Hyalinobatrachium Species: H. vireovittatum Binomial name Hyalinobatrachium vireovittatum(Starrett and Savage, 1973) Synonyms Centrolenella vireovittata Starrett and Savage, 1973 Hyalinobatrachium vireovittatum (common name: Starrett's glass frog) is ...

This article is about the New York City merchant. For the manufacturer of railroad wheels, railroad engineer and Erie Canal commissioner, see Asa Whitney (canal commissioner). Asa WhitneyBornMarch 14, 1797Groton, Connecticut, U.S.DiedSeptember 7, 1872Washington, D.C., U.S.Resting placeRock Creek Cemetery, Washington, D.C., U.S.OccupationBusinessmanSpouses Herminie Antoinette Pillet ​ ​(m. 1832; died 1833)​ Sarah Jay Munro ​(died...

 

Тетрархия «Тетрархи», скульптура в Сокровищнице Сан-Марко, Венеция, — трофей 1204 года из византийского дворца Дата начала 293 Дата окончания 324  Медиафайлы на Викискладе Тетра́рхия (греч. τετραρχία — правление четырёх, четверовластие) — название политического р...

 

Daughter of Muhammad Ali Jinnah (1919–2017) This article's tone or style may not reflect the encyclopedic tone used on Wikipedia. See Wikipedia's guide to writing better articles for suggestions. (February 2021) (Learn how and when to remove this template message) Dina Wadiaدینا واڈیاDina Wadia at the 1948 funeral of Muhammad Ali JinnahBornDina Jinnah(1919-08-15)15 August 1919London, EnglandDied2 November 2017(2017-11-02) (aged 98)Manhattan, New York, U.S.NationalityAmerican&#...

The summit of Nabs Moor, included in Wainwright's Howes walk Howes is a subsidiary summit of Branstree in the English Lake District, south east of Selside Pike in Cumbria. It is the subject of a chapter of Wainwright's book The Outlying Fells of Lakeland.[1] Wainwright's route starts at Swindale Head and follows Swindale Beck, then passes over Nabs Moor at 1,613 feet (492 m) to reach the summit of Howes at 1,930 feet (590 m), dropping down to Mosedale Beck to complete an ant...

 

Airport in Russia For the nearby military airbase, see Voronezh Malshevo (air base). Voronezh International AirportМеждународный аэропорт Воронеж имени Петра ПервогоIATA: VOZICAO: UUOOLID: ВРНSummaryAirport typeInternationalOwnerProfi (Novaport)OperatorLimited Liability Company Management Company «AVIASERVICE»[1]ServesVoronezh, Lipetsk, Kursk, Tambov, Oryol, BelgorodLocationVoronezhOpened9 February 1933Passenger services ceasedFebruary...

 

Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!