@amirsamirmohamed4: المهندس / أمير ٠١١١٣٣٩٥٢١٦ مكاني 📌 في الحي العاشر مدينة نصر #بتاع_إستعدال_الدنجل #بتاع_إستعدال_الدنجل #بتاع_إستعدال_الدنجل #ظبط_زوايا #مدينة_نصر

Amir tire angle _ أمير الزوايا

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Monday 14 September 2026 11:57:45 GMT

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Ramy :

Technologia

2026-09-15 22:20:37

0

العمده Muhammad :

عامله ازاي

2026-09-15 20:40:37

0

Yousef🌟🌟🌟 :

عجبتني الفكره بفكر أعملها في البيت

2026-09-14 19:55:48

18

🇪🇬🧑... :𝓜𝓐𝓗𝓜𝓞𝓤𝓓 :

بس ده بتع كوتش 😂😂

2026-09-15 21:51:57

0

user5302229103036 :

احلى مهندس في الدنيا

2026-09-14 15:54:59

19

ابو على :

مع احترامى يجب أن نحترم النعمه

2026-09-15 07:09:17

5

bbbbb :

كل مما يليك 😁😁

2026-09-15 14:35:51

0

Mina Panasonic :

برنس

2026-09-15 21:01:03

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🇬🇧 Hisham. 🇪🇬 :

هههههه

2026-09-15 12:27:04

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الحُر 🦅 :

مستوى الكسل اللي عندي

2026-09-15 17:06:53

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Rady Hamdy :

معلم

2026-09-15 14:39:09

0

عبداللطيف الحرباوي :

لا حلوه

2026-09-15 04:32:59

0

على اللول🚨 :

الله ينور يا عم امير

2026-09-14 20:48:57

0

بيت العزل :

😁😄

2026-09-15 16:34:35

0

👑🤍Ahmed🏆🏹 :

😂😂😂 جامد

2026-09-15 00:27:18

0

gomaa elromily :

فنان

2026-09-15 08:37:16

0

𝟕𝐀𝐌𝐎𝐎 🐺 🇮🇹 :

بتشتغل بكاتش جوردن 😁😂

2026-09-15 16:51:04

0

بيتر عيد :

😂😂

2026-09-15 09:48:19

0

أ حمد ✈️✈️ :

بالف هناء يسطا 😘

2026-09-15 19:25:07

0

عبده بيه☝️💯 :

تتتتتوكنلوجيىىىى😂😂😂💯

2026-09-15 17:43:49

0

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$Graham's number is a giant finite number. Mathematician Ronald Graham used it in 1977 as an upper limit for a problem in Ramsey theory (a branch of combinatorics). It famously held a Guinness World Record for the largest number ever used in a serious mathematical proof.How It Is BuiltUses Knuth’s up-arrow notation to handle stacking powers that grow too fast for normal exponents.Starts with simple arrows: one arrow means regular power (\(3 \uparrow 3 = 3^3 = 27\)). Two arrows mean tetration (power towers), and three or four arrows grow much faster.Defines a first layer, G₁, as \(3 \uparrow\uparrow\uparrow\uparrow 3\).Creates the next layer by using the previous layer as the number of arrows: \(G_2 = 3 \underbrace{\uparrow \dots \uparrow}_{G_1 \text{ arrows}} 3\).Repeats this recursive step 64 times to reach G₆₄, which is Graham's number.Why It Is So BigYou cannot write it out with normal digits. If you tried to write every digit as tiny as possible, your brain or the space available would collapse into a black hole before you could fit all the digits in the universe.Despite this mind-boggling scale, it is still an integer, it is not infinity, and we actually know that its last digit is a 7.If you'd like, I can explain:How up-arrow notation works step-by-stepThe specific Ramsey theory problem behind the numberEven larger numbers used in math like TREE(3) or Rayo's number #fyp #viralvideo #truth #hashtag #serbia$
Graham's number is a giant finite number. Mathematician Ronald Graham used it in 1977 as an upper limit for a problem in Ramsey theory (a branch of combinatorics). It famously held a Guinness World Record for the largest number ever used in a serious mathematical proof.How It Is BuiltUses Knuth’s up-arrow notation to handle stacking powers that grow too fast for normal exponents.Starts with simple arrows: one arrow means regular power (\(3 \uparrow 3 = 3^3 = 27\)). Two arrows mean tetration (power towers), and three or four arrows grow much faster.Defines a first layer, G₁, as \(3 \uparrow\uparrow\uparrow\uparrow 3\).Creates the next layer by using the previous layer as the number of arrows: \(G_2 = 3 \underbrace{\uparrow \dots \uparrow}_{G_1 \text{ arrows}} 3\).Repeats this recursive step 64 times to reach G₆₄, which is Graham's number.Why It Is So BigYou cannot write it out with normal digits. If you tried to write every digit as tiny as possible, your brain or the space available would collapse into a black hole before you could fit all the digits in the universe.Despite this mind-boggling scale, it is still an integer, it is not infinity, and we actually know that its last digit is a 7.If you'd like, I can explain:How up-arrow notation works step-by-stepThe specific Ramsey theory problem behind the numberEven larger numbers used in math like TREE(3) or Rayo's number #fyp #viralvideo #truth #hashtag #serbia

MUNAFIK: MELAWAN IBLIS mengisah ustad Adam, si spesialis ruqyah, dikenal mampu membantu orang-orang yang diganggu makhluk gaib. Namun semuanya berubah setelah kecelakaan maut merenggut Aini, istrinya, tepat sepulang ia menyelamatkan seorang anak dari gangguan Iblis. Trauma membuat ustad Adam berhenti meruqyah dan memilih mengubur masa lalunya. Sampai Anwar datang meminta bantuannya untuk menyelamatkan Fitri, seorang perawat sekaligus putri Haji Mansur yang merupakan tokoh paling disegani di desa. Awalnya Adam menolak. Tapi pesan terakhir Aini membuatnya kembali terjun ke dunia ruqyah. Masalahnya, gangguan yang dialami Fitri ternyata bukan sekadar teror gaib tapi ada rahasia gelap yang disembunyikan keluarga Mansur. Dan semakin Adam menggali, semakin jelas bahwa semua ini mungkin berkaitan dengan masa lalunya sendiri. Munafik: Melawan Iblis akan tayang di seluruh bioskop pada 3 September 2026 @film.munafik @unlimited_production #FilmMunafik #MunafiknyaIndo #MunafikMelawanIblis #BahayaJadiMunafik

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