@hoaquynh0000: Người nghèo có đồng cảm với điều này? Quan điểm của bạn là gì? #xuhuongtiktok #LearnOnTikTok #chualanhtamhon #phattrienbanthan #tuduy

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Saturday 05 September 2026 04:51:15 GMT

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Comments

Ng H Thin Ưng :

Cảm ơn c đã chia sẻ kiến thức hay em sẽ tiếp thu!

2026-09-05 08:37:39

3

Long :

thấm quá

2026-09-05 06:19:39

34

DungMun☘️ :

Thế mà lại hay c ơi 😆

2026-09-05 06:34:19

16

Kelvin Nguyen :

Bà nói nhỏ thôi, âm lượng to quá tôi ù hết tai rồi 😁

2026-09-05 09:48:40

2

Dao Si Thui :

muahxxx

2026-09-05 04:59:44

0

Nguyễn Mỹ Duyên 🪄 :

Bị tắt tiếng ùi c iu ơi

2026-09-05 04:57:44

1

Lâm Hoàng Nhật Quỳnh :

Chị nói chí phải

2026-09-05 08:37:04

1

Lucky :

cảm ơn c đã tư vấn, e hiểu r ạ❤️❤️❤️

2026-09-05 07:56:40

2

🫪🫪 :

tôi cần luật sư

2026-09-05 07:03:41

2

serenatran397 :

Thật tinh tế

2026-09-05 06:58:19

1

Threa.tb54 :

Làm t tưởng Air Pod Pro của t bị hư hong à

2026-09-05 10:05:59

0

Anh Trung :

ngồi nghe và ngẫm thấm từng câu từng chữ mà chị chia sẽ ..

2026-09-05 09:54:02

0

Quí :

Em đang giàu có quá rồi, thấy hình chứ ko nghee tiếngg chị 😁😳

2026-09-05 05:00:38

1

Giặt Sấy Happy Mỹ Tho :

Hên quá tui người nghèo , nghe rất rỏ

2026-09-05 09:52:23

0

Hoàiii :

Tôi đồng tính

2026-09-05 09:49:08

0

Phạm Dũng :

Có thể khóc đc luôn

2026-09-05 06:31:33

1

Quang Hair :

Thấm từng câu

2026-09-05 05:51:18

1

Cá Mèo :

:))))) hay quá c ơi

2026-09-05 09:51:42

0

Thương tuyển dụng :

Hay quá chị ơi, mà âm lượng hơi to

2026-09-05 10:06:36

0

nghiãaa :

rồi luôn, t vừa nghèo mà vừa điếc nữa

2026-09-05 09:48:54

0

Vyvy :

Chị nói thiệt k e nghe k rõ:)

2026-09-05 09:40:54

0

ĐĂNG XÀM XÀM 🐠🐠 :

Thấm,ý nghĩa

2026-09-05 09:39:03

0

❤️‍🩹 :

em nghe thấy rồi, cảm ơn chị😓

2026-09-05 04:58:34

0

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$Reposting! Graham’s number is an unimaginably massive integer that once held the world record for the largest number ever used in a serious mathematical proof. It was created by mathematician Ronald Graham in 1977 to solve a complex problem in Ramsey theory—a branch of math that looks for predictable patterns within large, chaotic systems. ### Why Standard Notation Fails This number is so huge that we cannot use scientific notation (10^n). Even if every single atom in the observable universe represented a digit, we would run out of universe long before writing down even a fraction of it. Instead, mathematicians use **Knuth's up-arrow notation (\uparrow)** to show extreme exponentiation: * **3 \uparrow 3** = 3^3 = 27 * **3 \uparrow\uparrow 3** = 3^{3^3} = 3^{27} = 7,625,597,484,987 * **3 \uparrow\uparrow\uparrow 3** = A tower of exponents of 3 that is over 7.6 trillion layers tall. ### How It Is Built (The 64 Layers) Graham's number is built in 64 steps, where the output of one step determines the number of arrows used in the next: 1. **Layer 1 (g_1):** 3 \uparrow\uparrow\uparrow\uparrow 3 (Already too big to conceptualize). 2. **Layer 2 (g_2):** 3 \uparrow \dots \uparrow 3 (The number of arrows here is equal to the massive value of g_1). 3. **The Process:** This repeats all the way up to **Layer 64 (g_{64})**, which is Graham's Number. ### Fun Fact Even though the number of digits is too large to ever be known, mathematicians have used modular arithmetic to find its ending. The final five digits of Graham's number are **95387**. #truecrimecommunity #larp #viral #rampage #suzano$
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