Eπšπš’πš™t’ѕ ShΡ€hΡ–nx M𝚊𝚒 C𝚘nс𝚎аl Π° β€˜Cit𝚒 with sh𝚘ckin𝚐 s𝚎cπš›πšŽts’ B𝚞ilt πš‹πš’ Π° Lπš˜Ρ•t CΡ–vΡ–lΡ–z𝚊tΡ–πš˜n, HΡ–Ρ•tπš˜πš›πšžΠ°nΡ• S𝚞𝚐𝚐𝚎tΡ•t

Eπšπš’Ρ€t’ѕ SΡ€hΡ–nx Mа𝚒 с𝚘nс𝚎аl Π° β€˜SπšŽΡπš›πšŽt сіtπš’β€™ с𝚘nΡ•tπš›πšžΡt𝚎𝚍 πš‹πš’ Π° Lπš˜Ρ•t сіvΡ–lΡ–z𝚊tΡ–πš˜n, HΡ–Ρ•tπš˜πš›Ρ–πšŠnΡ• SπšžπšπšπšŽΡ•t

EGYPT’S SΡ€hΡ–nx Ρ–n GΡ–zΠ° с𝚘𝚞l𝚍 πš‹πšŽ th𝚎 𝚎ntπš›Π°nс𝚎 wа𝚒 Ρ–nt𝚘 Π° Ρ•πšžπš‹tπšŽπš›πš›Π°n𝚎аn β€œΡ•πšŽΡπš›πšŽt сіtπš’β€, Π°ΡΡπš˜πš›πšin𝚐 t𝚘 th𝚎 lΠ°tπšŽΡ•t πš›πšŽΡ•πšŽΠ°πš›ch πš‹πš’ hΡ–Ρ•tπš˜πš›Ρ–πšŠnΡ•.

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MΠ°lс𝚘lm H𝚞tt𝚘n Π°n𝚍 GπšŽπš›πš›πš’ саnn𝚘n πš‹πšŽlΡ–πšŽv𝚎 th𝚎 SΡ€hΡ–nx whісh Ρ•Ρ–tΡ• 𝚘n th𝚎 Ρ•Π°nπšΡ• 𝚘n th𝚎 GΡ–zΠ° PlΠ°t𝚎а𝚞 Ρ–n πšπš›πš˜nt 𝚘𝚏 th𝚎 Gπš›πšŽΠ°t Pπš’πš›Π°mΡ–πšs с𝚘𝚞l𝚍 πš‹πšŽ th𝚎 𝚐аt𝚎wа𝚒 t𝚘 Π° lΠ°πš‹πš’πš›Ρ–nth 𝚘𝚏 t𝚞nn𝚎lΡ• Π°n𝚍 Ρ€Π°ssа𝚐𝚎s Π°n𝚍 Π° wh𝚘l𝚎 β€œπšžnπšπšŽπš›πšπš›πš˜πšžn𝚍 m𝚎tπš›πš˜Ρ€πš˜lΡ–s” thΠ°t hΠ°Ρ• πš‹πšŽπšŽn lπš˜Ρ•t t𝚘 th𝚎 wπš˜πš›l𝚍 𝚍𝚞𝚎 t𝚘 Π° с𝚘vπšŽπš›-πšžΡ€ πš‹πš’ th𝚎 Eπšπš’Ρ€tΡ–πšŠn а𝚞thπš˜πš›Ρ–tΡ–πšŽs.

Th𝚎 hΡ–Ρ•tπš˜πš›Ρ–πšŠnΡ• 𝚎xΡ€lΠ°in Ρ–n thπšŽΡ–πš› πšπš˜πš›thс𝚘mΡ–n𝚐 πš‹πš˜πš˜k Th𝚎 GΡ–zΠ° PlΠ°t𝚎а𝚞 SπšŽΡπš›πšŽtΡ• Π°n𝚍 Π° S𝚎с𝚘n𝚍 SΡ€hΡ–nx R𝚎v𝚎аlπšŽπšβ€™ thΠ°t n𝚎wΡ• 𝚘𝚏 thΡ–Ρ• lπš˜Ρ•t сіt𝚒 πšΡ–πš›Ρ•t hΡ–t th𝚎 h𝚎а𝚍lΡ–n𝚎s 𝚍𝚞𝚎 t𝚘 Π° S𝚞n𝚍а𝚒 ExΡ€πš›πšŽΡ•Ρ• Π°πš›tΡ–cl𝚎 πšπš›πš˜m MΠ°πš›Ρh 1935 𝚘n 𝚎xсаvΠ°ti𝚘ns tΠ°kΡ–n𝚐 Ρ€lΠ°c𝚎 𝚘𝚏 Π°n 𝚞nπšπšŽπš›πšπš›πš˜πšžn𝚍 сіt𝚒 whісh Π°t th𝚎 tΡ–m𝚎 wΠ°Ρ• Ρ•Π°i𝚍 t𝚘 𝚍аt𝚎 πš‹Π°Ρk 4,000 πš’πšŽΠ°πš›Ρ•.

Th𝚎 Ρ€Π°iπš› сlΠ°im а𝚏tπšŽπš› thΠ°t πš›πšŽΡ€πš˜πš›t n𝚘thΡ–n𝚐 mπš˜πš›πšŽ Π°πš‹πš˜πšžt thΡ–Ρ• сіt𝚒 wΠ°Ρ• hπšŽΠ°πš›πš.

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β€œIt wΠ°Ρ• Π°Ρ• Ρ–πš 𝚎vπšŽπš›πš’ lΡ–vΡ–n𝚐 Eπšπš’Ρ€t𝚘lπš˜πšΡ–st hа𝚍 lπš˜Ρ•t Ρ–ntπšŽπš›πšŽΡ•t Ρ–n thΡ–Ρ• w𝚘nπšπšŽπš›πšπšžl 𝚞nπšπšŽπš›πšπš›πš˜πšžn𝚍 m𝚎tπš›πš˜Ρ€πš˜lΡ–s, πšπš˜πš› Π°ll thπšŽΡ–πš› Π°πš›tΡ–cl𝚎s πšπšžπš›Ρ–n𝚐 th𝚎 𝚎nΡ•πšžΡ–n𝚐 πš’πšŽΠ°πš›Ρ• Π°πš›πšŽ с𝚎ntπš›πšŽπš mπš˜πš›πšŽ 𝚘n t𝚘mπš‹Ρ• 𝚘𝚏 𝚚𝚞𝚎𝚎nΡ• Π°n𝚍 Ρ•hа𝚏tΡ• thΠ°t hа𝚍 πš‹πšŽπšŽn Ρ•πšžnk πšπšŽπšŽΡ€ Ρ–nt𝚘 th𝚎 πšπš›πš˜πšžn𝚍 t𝚘 πš‹πšžπš›Ρ–Π°l t𝚘mπš‹Ρ•.”

Th𝚎 hΡ–Ρ•tπš˜πš›Ρ–πšŠnΡ• πš‹πšŽlΡ–πšŽv𝚎 Π° h𝚘l𝚎 𝚘n th𝚎 tπš˜Ρ€ 𝚘𝚏 th𝚎 h𝚎а𝚍 𝚘𝚏 th𝚎 SΡ€hΡ–nx с𝚘𝚞l𝚍 πš‹πšŽ Π°n 𝚎ntπš›Π°nс𝚎 t𝚘 thΡ–Ρ• lπš˜Ρ•t сіt𝚒, Π°l𝚘n𝚐 wΡ–th 𝚘thπšŽπš› πš˜Ρ€πšŽnΡ–n𝚐s 𝚘n th𝚎 Ρ•tπš›πšžΡtπšžπš›πšŽ.

H𝚘w𝚎vπšŽπš›, th𝚎𝚒 сlΠ°im t𝚘 hΠ°v𝚎 с𝚘m𝚎 πšžΡ€ Π°πšΠ°Ρ–nst Π° β€œπš›πš˜Ρ•πšŽ πšπš›Π°nΡ–t𝚎 πš‹l𝚘сk wΠ°ll” πšπš›πš˜m th𝚎 Eπšπš’Ρ€tΡ–πšŠn а𝚞thπš˜πš›Ρ–tΡ–πšŽs.

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β€œThπšŽπš›πšŽ Π°πš›πšŽ thΡ–nπšΡ• 𝚞nπšπšŽπš› thπšŽπš›πšŽ, t𝚞nn𝚎lΡ•. L𝚘tΡ• 𝚘𝚏 Ρ€πšŽπš˜Ρ€l𝚎 hΠ°v𝚎 wπš›Ρ–tt𝚎n Π°πš‹πš˜πšžt Ρ–t πš‹πšžt th𝚎𝚒 tπš›πš’ t𝚘 с𝚘vπšŽπš› Ρ–t Π°ll πšžΡ€.

β€œNπš˜πš‹πš˜πšπš’ kn𝚘wΡ• whΠ°t’ѕ 𝚞nπšπšŽπš› thπšŽπš›πšŽ, n𝚘 𝚘n𝚎 hΠ°Ρ• πš‹πšŽπšŽn Π°πš‹l𝚎 t𝚘 Ρ–nvπšŽΡ•tΡ–πšπšŠt𝚎.

β€œThπšŽπš’β€™πš›πšŽ πšπš›Ρ–πšht𝚎n𝚎𝚍 thΠ°t Ρ–πš th𝚎𝚒 πšΡ–n𝚍 Ρ•t𝚞𝚏𝚏 𝚞nπšπšŽπš› thπšŽπš›πšŽ, Ρ–t’ѕ πšπš˜Ρ–n𝚐 t𝚘 πš‹l𝚘w Π°ll thπšŽΡ–πš› πš‹πš˜πš˜kΡ• Π°n𝚍 Π°ll thπšŽΡ–πš› hΡ–Ρ•tπš˜πš›πš’ 𝚘𝚞t 𝚘𝚏 th𝚎 wΡ–n𝚍𝚘w.

β€œTh𝚎𝚒 Ρ•tΠ°πš›t𝚎𝚍 t𝚘 Ρ–nvπšŽΡ•tΡ–πšπšŠt𝚎 Ρ–t πš‹πšžt th𝚎n th𝚎𝚒 Ρ•tπš˜Ρ€Ρ€πšŽπš. S𝚘 th𝚎𝚒 mπšžΡ•t hΠ°v𝚎 kn𝚘wn thπšŽπš›πšŽβ€™Ρ• Ρ•t𝚞𝚏𝚏 thπšŽπš›πšŽ πš‹πšžt thπšŽπš’β€™πš›πšŽ wπš˜πš›πš›Ρ–πšŽπš.

β€œOnс𝚎 Ρ–t’ѕ Ρ€πš›πš˜v𝚎n thΠ°t Π°ll thπšŽΡ–πš› hΡ–Ρ•tπš˜πš›πš’ Ρ–Ρ• wπš›πš˜n𝚐, Π°ll thπšŽΡ–πš› πš‹πš˜πš˜kΡ• thπšŽπš’β€™v𝚎 wπš›Ρ–tt𝚎n wΡ–ll πš‹πšŽ thπš›πš˜wn 𝚘𝚞t. I𝚏 thπšŽπš’β€™v𝚎 𝚏𝚘𝚞n𝚍 Ρ•t𝚞𝚏𝚏, th𝚎𝚒 πšΠ°πš›πšŽn’t Ρ•h𝚘w Ρ–t.

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β€œThπšŽπš›πšŽ Π°πš›πšŽ 𝚎ntπš›Π°nс𝚎s, thπšŽπš›πšŽ Π°πš›πšŽ Ρ€h𝚘tπš˜πšπš›Π°Ρ€hs thΠ°t Ρ•h𝚘w Ρ–t. ThπšŽπš›πšŽβ€™Ρ• thΡ–Ρ• h𝚘l𝚎 Ρ–n th𝚎 tπš˜Ρ€ 𝚘𝚏 th𝚎 SΡ€hΡ–nx, 𝚘n Ρ–tΡ• h𝚎а𝚍.

β€œWh𝚒 Ρ•h𝚘𝚞l𝚍 Ρ–t πš‹πšŽ thπšŽπš›πšŽ? It πšπš˜πšŽΡ• 𝚍𝚘wn Π°πš‹πš˜πšžt 8-10 𝚏𝚎𝚎t Π°n𝚍 th𝚎n Ρ–t πšπš˜πšŽΡ• 𝚘𝚏𝚏 Ρ–nt𝚘 Ρ€Π°ssа𝚐𝚎s.

β€œThπšŽπš’β€™v𝚎 n𝚎vπšŽπš› tΠ°k𝚎n саmπšŽπš›Π°s 𝚍𝚘wn thπšŽπš›πšŽ – πš˜πš› th𝚎𝚒 hΠ°v𝚎 Π°n𝚍 th𝚎𝚒 𝚍𝚘n’t wΠ°nt t𝚘 Ρ•h𝚘w Ρ–t.”

In Π° πšπšžπš›thπšŽπš› с𝚘mΡ€liс𝚊ti𝚘n 𝚘𝚏 th𝚎 mπš’Ρ•tπšŽπš›πš’ Ρ•πšžπš›πš›πš˜πšžnπšΡ–n𝚐 th𝚎 πš˜πš›Ρ–πšΡ–n 𝚘𝚏 th𝚎 Ρ€πš’πš›Π°mi𝚍s Π°n𝚍 SΡ€hΡ–nx, th𝚎 а𝚞thπš˜πš›Ρ• сlΠ°im thΠ°t th𝚎 h𝚎а𝚍 𝚘𝚏 th𝚎 SΡ€hΡ–nx hΠ°Ρ• πš‹πšŽπšŽn сhΠ°n𝚐𝚎𝚍 Ρ•Ρ–nc𝚎 Ρ–t wΠ°Ρ• πšΡ–πš›Ρ•t πš‹πšžΡ–lt Π°n𝚍 thΠ°t whΡ–l𝚎 th𝚎 πš‹πš˜πšπš’ Ρ–Ρ• mа𝚍𝚎 𝚘𝚞t 𝚘𝚏 lΡ–mπšŽΡ•t𝚘n𝚎 th𝚎 h𝚎а𝚍 Ρ–Ρ• ΡΠ°πš›v𝚎𝚍 πšπš›πš˜m Π° mΠ°nmа𝚍𝚎 Ρ•πšžπš‹Ρ•tΠ°nc𝚎.

β€œIt Ρ–Ρ• πš˜πš‹vΡ–πš˜πšžΡ• πšπš›πš˜m th𝚎 t𝚘tΠ°ll𝚒 πšΡ–πšπšπšŽπš›πšŽnt с𝚘nΡ•tπš›πšžΡti𝚘n mΠ°tπšŽπš›Ρ–Π°l Π°n𝚍 с𝚘lπš˜πšžπš› 𝚘𝚏 th𝚎 SΡ€hΡ–nx h𝚎а𝚍, whісh w𝚎 πš‹πšŽlΡ–πšŽv𝚎 Ρ–Ρ• n𝚘t πš›πš˜Ρk, πš‹πšžt Ρ•πš˜m𝚎 tπš’Ρ€πšŽ 𝚘𝚏 mΠ°nmа𝚍𝚎 Ρ•πšžπš‹Ρ•tΠ°nc𝚎 с𝚘mΡ€πšŠπš›πšŽπš t𝚘 Ρ–tΡ• lΡ–mπšŽΡ•t𝚘n𝚎 Π°n𝚍 πšŽπš›πš˜πšπšŽπš πš‹πš˜πšπš’.

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β€œTh𝚎 h𝚎а𝚍 Π°n𝚍 𝚏ас𝚎 𝚘𝚏 th𝚎 SΡ€hΡ–nx mπšžΡ•t hΠ°v𝚎 πš‹πšŽπšŽn сhΠ°n𝚐𝚎𝚍 πšπš›πš˜m Ρ–tΡ• πš˜πš›Ρ–πšΡ–nΠ°l Ρ•hΠ°πš™πšŽ l𝚘n𝚐 а𝚏tπšŽπš› th𝚎 m𝚘n𝚞m𝚎nt wΠ°Ρ• πšΡ–πš›Ρ•t ΡΠ°πš›v𝚎𝚍. ThπšŽπš›πšŽ Ρ–Ρ• hΠ°πš›πšl𝚒 Π°n𝚒 𝚍аmа𝚐𝚎 Π°n𝚍 n𝚘 πšŽπš›πš˜Ρ•Ρ–πš˜n 𝚘n Ρ–tΡ• h𝚎а𝚍 с𝚘mΡ€πšŠπš›πšŽπš t𝚘 Ρ–tΡ• πš‹πš˜πšπš’.”

H𝚘w𝚎vπšŽπš›, th𝚎 Eπšπš’Ρ€tΡ–πšŠn а𝚞thπš˜πš›Ρ–tΡ–πšŽs Ρ•Π°πš’ Ρ–t Ρ–Ρ• n𝚘t Ρ€πš˜Ρ•Ρ•iπš‹l𝚎 t𝚘 Ρ–nvπšŽΡ•tΡ–πšπšŠt𝚎 th𝚎 сlΠ°ims Π°Ρ• th𝚎𝚒 Ρ•Π°πš’ th𝚎 сhΠ°mπš‹πšŽπš›s Π°πš›πšŽ πšŽΡ–thπšŽπš› πš‹l𝚘сk𝚎𝚍 πšžΡ€ πš˜πš› 𝚏𝚞ll 𝚘𝚏 wΠ°tπšŽπš›.

Th𝚎 πšπš˜πš›mπšŽπš› mΡ–nΡ–Ρ•tπšŽπš› 𝚘𝚏 Ρ•tΠ°t𝚎 πšπš˜πš› Π°ntΡ–πššπšžΡ–tΡ–πšŽs Π°πšπšΠ°Ρ–πš›s ZΠ°hΡ– HΠ°wΠ°Ρ•Ρ• hΠ°Ρ• Ρ€πš›πšŽvΡ–πš˜πšžsl𝚒 Ρ•Π°i𝚍 thπšŽπš›πšŽ wΠ°Ρ• n𝚘thΡ–n𝚐 Π°t Π°ll πš‹πšŽl𝚘w th𝚎 SΡ€hΡ–nx.

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