Phong Trần.🐝
Region: VN
Tuesday 14 June 2022 04:27:29 GMT
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Hạ Anh :
nghe nó cứ đớt đớt như nào ấy :))
2022-06-14 13:32:22
466
wh :
trời ơi anh ơi đang đói bụng
2022-06-14 04:32:15
282
Quỳnh Keyy 🐰 :
papa thử troll lấy rượu cho mami uống đi ạ 😂😂 suy nghĩ mấy ngày hôm nay rồi giờ mới dám nói ớ 😂😂 mog papa rep mà xem trễ gòi huhu 🥺🥺
2022-06-14 09:43:17
5
muối :
giọng a bị sao vậy ạ
2022-06-14 10:35:20
59
Leo🥒 :
Ae ruột hay sao Á
2025-08-29 06:27:12
4
Huy thích Ngủ💤 :
Rep emmmmmmmm🥰🥰🥰
2022-06-14 04:30:44
63
Hippo_0310 :
nhà bán tập hóa có khác ha anh 😁
2022-06-14 05:25:48
2
Đăɴɢ ᴋʜᴏᴀ ²⁰⁰¹亗☘ :
rep em vs
2022-06-14 04:38:55
5
👑💍Minh Nhat👑 :
kkk😂
2022-07-29 15:29:25
2
gđ tuấn ❤nhung 💯khoai tây 🥔 :
sớm anh
2022-06-14 04:43:28
3
𝒆𝒓𝒎𝒊 :
sớm💕
2022-06-14 04:29:49
19
cục vàn của tik tok :
nhà em hết mì
2022-06-14 09:13:27
1
Khôi Mikenco_z2008 :
kkk😆
2022-06-14 04:31:01
1
🫶🏻🫰🏼(gn) :
Thèm:<
2022-06-14 09:35:27
7
Trái sầu riêng ko hạt :
Rep em nx anh😁😁
2022-06-14 05:26:38
5
👑нâη 👑(∂α∂α)👑🧸 :
Rep em đi 🥰
2022-06-14 04:50:52
3
Kao Tan ✈️ :
lm j đẹp zai dữ dị😳
2022-06-14 09:26:06
3
Đặng Hiền :
Rep iêm nx nè anh 🥺🥺🥺
2022-06-14 06:16:04
2
K H A A I✨🐰 :
vợ chứ ngiu j
2022-06-14 10:54:30
2
Ryn chít đuối 🤡 :
sớm 🌚
2022-06-14 04:34:00
2
12/12/2010💗💞 :
anh rep em vs
2022-06-14 10:01:34
1
❤️💦 :
thách anh troll anh hiếu. ko cho anh hiếu ăn cơm🥺🥺
2022-06-14 04:38:33
3
tui xạo đó :
em ăn r ngon lắm......????!
2022-06-14 09:20:22
1
🐱Yuine Kinizu⭐ :
hello papa😳🥺
2022-06-14 05:25:13
1
Nhân Tâm883 :
luộc trứng cho giấm vào có tác dụng j z a
2022-06-14 11:06:38
1
To see more videos from user @phong.72, please go to the Tikwm
homepage.
![#tcc Graham’s number is an enormously large number that arose in a problem in mathematics called Ramsey theory. It’s so huge that: * Writing it in ordinary decimal form is impossible. * Even the number of digits is unimaginably larger than the number of atoms in the observable universe. * Exponentials like 10^{100} (a googol) are tiny in comparison. It was introduced by mathematician Ronald Graham as an upper bound in a combinatorics problem. The construction starts with Knuth’s up-arrow notation, which builds numbers far beyond ordinary exponentiation: * 3 \uparrow 3 = 3^3 = 27 * 3 \uparrow\uparrow 3 = 3^{3^3} = 3^{27} * 3 \uparrow\uparrow\uparrow 3 is vastly larger still. Graham’s number is built recursively using towers of these up-arrows. Even the first stage is already absurdly gigantic. A simplified outline: \[ g_1 = 3 \uparrow\uparrow\uuparrow\uuparrow 3 \] Then each next value uses the previous one as the number of arrows: g_{n+1} = 3 \uparrow^{g_n} 3 and Graham’s number is: G = g_{64} Where \uparrow^{g_n} means “use g_n arrows.” Interestingly, despite its size, the last digits of Graham’s number are known: \boxed{2464195387} Graham’s number was once listed in the Guinness World Records as the largest number ever used in a serious mathematical proof, although later mathematical constructions like TREE(3) are even larger.](/video/cover/7646050101516832002.webp)
