@lesqueletteoriginal: que se passerait il si tu emmenait du shampoing en Grèce antique ? #viral #fyp #tiktokfrance🇨🇵 #3d #Science

lesqueletteoriginal

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Friday 20 March 2026 03:54:09 GMT

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Comments

TUPAC 🇭🇹 :

moi quand je vue il n'a aucun problème avec Socrate

2026-03-20 04:38:00

4440

Only1Christ :

Mais où est Socrate??!! 😭😭😭

2026-03-20 08:15:02

62

7X ZXRO🏴‍☠️ :

je crois que je vais modifier le temps

2026-03-20 17:14:30

284

￴ ￴ ￴ ￴ ￴ ￴ ￴ ￴ ￴ ￴ ￴ :

Il est où Socrate 😂

2026-03-20 04:25:42

52

SMR :

Est Socrate

2026-03-20 05:44:45

167

kosbar précieux :

Socrate n'est pas là

2026-03-22 10:30:15

56

☆Moon🌑 :

il est où Socrate ?

2026-03-20 19:21:47

17

lnc_clrh :

Et socrate wsh

2026-03-20 15:21:30

23

Kazaroh🇯🇵🇨🇩 :

j'sui resté jusqu'à la fin pour voir Socrate il est où ???

2026-03-20 18:07:35

11

Kems :

moi qui pensais que socrate aller encore venir

2026-03-20 13:09:51

25

Sylla-Med :

Et Socrate 🙄?

2026-03-20 16:17:40

9

𝐕𝐢𝐬𝐢𝐨𝐧𝐚𝐢𝐫𝐞.95👁️‍🗨️ :

Et socrates?

2026-03-20 09:47:04

9

Alexandre Mera :

moi qui attend socrate

2026-03-22 14:28:26

7

AVERTISSEMENT :

il est où Socrate????!!!!

2026-03-24 01:19:39

12

Ndalos Communication :

et socrate?

2026-03-20 06:00:02

6

Kawaii@Emily :

pour une fois Socrate n'est pas intervenu 😌😌😌

2026-03-20 19:04:53

7

رزان'🌸 :

il est ou Socrate ? 😔

2026-03-20 08:01:57

7

™Ryzex¥_cc® :

Ah psq il l utiliser pas

2026-03-20 10:22:32

6

Marco :

du coup Socrate il est où ?

2026-03-21 09:31:45

6

Dieng🇮🇹🇮🇹🇮🇹 :

Socrate tres timide😂😂😂

2026-03-20 06:45:42

5

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Paket tanpa nama pengirim, tanpa penjelasan kenapa harus sampai ke tangan mereka—kelihatan sepele, tapi jadi awal dari teror yang gak ada habisnya. Satu kesalahan kecil buka paket yang gak jelas asalnya, bisa berujung fatal. Kalau kalian tiba-tiba dapet paket yang bukan pesanan sendiri, langsung dibuka atau mending dicek dulu ke kurirnya? 😨📦 Film Paket Santet | Tayang di bioskop mulai 27 Agustus 2026 @BASE Entertainment #paketsantet #filmpaketsantet #dikiriminpaketsantet #clippaketsantet #cpfPS1

#saqartvelo#fexburti #komentatori#fexburtifyp #🇬🇪 Graham's number is an unimaginably enormous number that was created in mathematics while studying a problem in a branch of math called Ramsey theory. It is far larger than numbers like a million, a billion, a trillion, or even numbers formed by writing huge towers of exponents. In fact, it is so large that there is not enough space in the observable universe to write down all of its ordinary decimal digits. The number is not chosen randomly. It is built through a carefully defined sequence where each step creates something vastly larger than the one before it. Every step uses the previous result to define an even more powerful operation, causing the size to grow at an astonishing rate. Even though Graham's number is extraordinarily large, it is still finite. That means it has a specific value, even if humans could never write it out completely. It is also much smaller than many other very large numbers that mathematicians have defined since then. The importance of Graham's number comes from its role as an upper bound in a mathematical proof, not from its size alone. It became famous because it showed that serious mathematics can naturally produce numbers far beyond ordinary imagination.Graham's number is an unimaginably enormous number that was created in mathematics while studying a problem in a branch of math called Ramsey theory. It is far larger than numbers like a million, a billion, a trillion, or even numbers formed by writing huge towers of exponents. In fact, it is so large that there is not enough space in the observable universe to write down all of its ordinary decimal digits. The number is not chosen randomly. It is built through a carefully defined sequence where each step creates something vastly larger than the one before it. Every step uses the previous result to define an even more powerful operation, causing the size to grow at an astonishing rate. Even though Graham's number is extraordinarily large, it is still finite. That means it has a specific value, even if humans could never write it out completely. It is also much smaller than many other very large numbers that mathematicians have defined since then. The importance of Graham's number comes from its role as an upper bound in a mathematical proof, not from its size alone. It became famous because it showed that serious mathematics can naturally produce numbers far beyond ordinary imagination.

#saqartvelo#fexburti #komentatori#fexburtifyp #🇬🇪 Graham's number is an unimaginably enormous number that was created in mathematics while studying a problem in a branch of math called Ramsey theory. It is far larger than numbers like a million, a billion, a trillion, or even numbers formed by writing huge towers of exponents. In fact, it is so large that there is not enough space in the observable universe to write down all of its ordinary decimal digits. The number is not chosen randomly. It is built through a carefully defined sequence where each step creates something vastly larger than the one before it. Every step uses the previous result to define an even more powerful operation, causing the size to grow at an astonishing rate. Even though Graham's number is extraordinarily large, it is still finite. That means it has a specific value, even if humans could never write it out completely. It is also much smaller than many other very large numbers that mathematicians have defined since then. The importance of Graham's number comes from its role as an upper bound in a mathematical proof, not from its size alone. It became famous because it showed that serious mathematics can naturally produce numbers far beyond ordinary imagination.Graham's number is an unimaginably enormous number that was created in mathematics while studying a problem in a branch of math called Ramsey theory. It is far larger than numbers like a million, a billion, a trillion, or even numbers formed by writing huge towers of exponents. In fact, it is so large that there is not enough space in the observable universe to write down all of its ordinary decimal digits. The number is not chosen randomly. It is built through a carefully defined sequence where each step creates something vastly larger than the one before it. Every step uses the previous result to define an even more powerful operation, causing the size to grow at an astonishing rate. Even though Graham's number is extraordinarily large, it is still finite. That means it has a specific value, even if humans could never write it out completely. It is also much smaller than many other very large numbers that mathematicians have defined since then. The importance of Graham's number comes from its role as an upper bound in a mathematical proof, not from its size alone. It became famous because it showed that serious mathematics can naturally produce numbers far beyond ordinary imagination.

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