𝙍𝙖𝙞𝙯𝙚𝙧𝙏09
Region: VN
Monday 09 March 2026 18:15:34 GMT
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titan cameraman :
khắc chế cứng của flo:)
2026-03-10 13:04:37
957
冬•Fuyu❄️☃️ :
I hate this job🥀
2026-03-10 04:42:20
150
𝕶𝖎𝖓𝖌 𝓐𝓻𝓭𝓾𝓲𝓷 :
2026-03-12 10:21:55
43
Đạt :
có cảnh với murad à🤣?
2026-03-11 13:19:20
8
ジド・ジコ :
"Khả Năng Edit Của AoV Player Cũng Tân Tiến Đấy" 🔥🔥🔥
2026-03-11 06:48:46
9
Flo厨师长剑豪 :
可以的，我可以使用这个视频吗？
2026-03-11 02:51:56
10
Trieuhoiconsoicodoc :
đến nỗi qua tới game mẹ bán hành all tướng bên vgvd :))))
2026-04-24 13:26:17
6
T anh :
ko bt có ai giống mik ko chs hổ phách vs tinh hệ thì mượt còn seven thì khựng s ấy thấy nó chỉ lực th (cảm giác nó v)
2026-03-10 12:29:38
37
Oliver Fpe :
รับจบ
2026-03-14 09:20:01
21
Tôi Bình Thường :
Vua đi đến đâu cũng là vua
2026-03-21 05:51:12
7
Thuyền trưởng Ata🐧⚓ :
Peak edit 😭
2026-03-13 02:19:33
6
shirone :
các best flo ko thể. nào ko tim video này đc vì nó quá đã con mắt🗿
2026-03-30 13:55:22
6
Khang best Vân Ca🇻🇳 :
Editor:
2026-03-11 05:29:28
15
傲慢的 :
từng này chạy thoải mái
2026-03-12 09:57:03
10
Htwgnie :
🐧
2026-03-10 12:11:48
7
🇻🇳Mẫn Bốn Mắt🇻🇳 :
yessssss
2026-03-10 11:46:56
7
𝙍𝙖𝙞𝙯𝙚𝙧𝙏09 :
tôi để ảnh đây để những người đã cmt ko tốn công để cmt lại nửa🐧
2026-03-09 18:21:25
7
duchuy. :
ông edit giống ông omenlanhat á
2026-03-21 05:56:07
7
[]><[]. :€ :
Pain bộc phá 😭😫
2026-06-01 10:22:18
0
แมววัดหมายเลขหนึ่ง :
2026-05-15 10:18:30
1
🐧🐧🐧 :
cái giọng nghe cuốn vl
2026-05-18 12:59:29
2
HoaiLuan :
Flo Thời Hoàng Kim à Quên Lúc Nào flo Cũng là Thời Hoàng Kim🥀
2026-05-24 23:43:17
2
To see more videos from user @zhphwc_09t, please go to the Tikwm
homepage.
![Ukraine war : Graham’s number is an enormous number that arose in a problem in Ramsey Theory, a field of mathematics about unavoidable patterns. It’s so huge that ordinary scientific notation is completely useless for writing it down. The number is built using repeated powers of exponentiation called Knuth’s up-arrow notation. For example: * 3 \uparrow 3 = 3^3 = 27 * 3 \uparrow\uparrow 3 = 3^{3^3} = 3^{27} * More arrows mean explosively larger operations. Graham’s number starts with: \[ g_1 = 3 \uparrow\uparrow\uuparrow\uuparrow 3 \] and then repeatedly uses the previous result to determine how many arrows appear in the next step: g_{n+1} = 3 \uparrow^{g_n} 3 Finally, Graham’s number is: G = g_{64} Even the first stage g_1 is unimaginably larger than things like: * the number of atoms in the observable universe, * googol (10^{100}), * or even googolplex (10^{10^{100}}). Yet Graham’s number is still finite. A fun fact: despite its size, mathematicians do know its last digits. The last 10 digits are: 2624641953 If you want, I can also explain: * why Graham’s number was invented, * how up-arrow notation works visually, * or how Graham’s number compares to other gigantic numbers like a googolplex or TREE(3).#Ukraine](/video/cover/7646117086078536978.webp)
