@jjkm_07: esooo#chile #bts #btsarmy #armybts #army

By jk⁷
By jk⁷
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Region: PE
Sunday 05 July 2026 17:58:03 GMT
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mundoyaoi.112
Yoon Taeho⁷ :
asta se llevaron al Mr Lee en la marcha jajaja ame
2026-07-05 20:56:25
3775
ceciliairis336
Cecilia :
I hope Chile ARMY save. I'm worry 💜💜💜💜💜
2026-07-06 04:10:57
0
jeremy_1180
Jeremy :
5 mil , y vendieron más de 60 mil entradas ... y las otras...
2026-07-05 18:41:07
3379
brbarasezlagunas
Barbara :
jdjsj estoy segura que hasta los mismísimos bts se enteraran de esto
2026-07-05 22:15:27
612
1710yesheridethliz
DORIS NARAVIT :
COMO AMO ESTE FAMDOM
2026-07-05 18:33:09
790
life_simple21
lisa :
ai tuviera plata me hubieran visto en la marcha
2026-07-05 18:20:01
524
dariana_castillo.7
Mia flores 12 :
eso hermanas de chile ustedes pueden México las apoya
2026-07-05 18:43:23
84
bangtan.hobi.94
𝑱𝒂𝒄𝒒𝒖𝒆𝒍𝒊𝒏𝒆⁷ᥫ᭡ :
en concepción también 🗣✊🏻
2026-07-05 19:18:08
561
alesuminkook
Alexia Rubio :
Es raro que ponga msj, pero desde México las estamos apoyando 💜
2026-07-05 21:16:03
157
.an_au
Laura 🌺 :
Se sumaron más! 7mil armys hay ahora 💜
2026-07-05 18:36:27
222
___miss_toxic___
ღ Miss_𝐋𝐢 ღ :
The global ARMYs see you and hear you! Chile, you are an incredible force. ARMYs will never allow BTS to be cancelled or have extra funds demanded from them. The concert is happening! We have always protected and will always protect our Bantan, despite any obstacles
2026-07-06 08:52:35
0
niackichamcham
thvgirl⁷ :
fighting chile ARMYs! 💜
2026-07-06 13:07:31
0
w_13613u_u
🎤 ⊚ ⊖ ⊜ 💜 :
Fighting ARMY 🇨🇱 💜 🇵🇪
2026-07-05 22:46:33
0
luli_army7yoongimiflaco
luliarmy7yoongiloveyou❤️‍🩹 :
esooooo estoy orgullosa
2026-07-05 18:12:23
133
macte077
Aretzy :
Ánimo chicas todas las Army Las apoyamos 💜💜💜 Yo aquí desdé México los apoyo 💜💜💜
2026-07-05 19:03:09
57
megustaelmango.thvjjk
Vani JEON⁹⁷ :
sin contar que vi que también hay marchas en Iquique y Concepción
2026-07-05 18:26:54
65
misakura_b
sakura_b :
La Duco y Kast quieren más plata para hacer el estadio prácticamente nuevo a costa de las Armys 🥹
2026-07-05 18:24:38
56
andi_11.__
andi :
El poder de ARMY en Chile es gigante No se rindan Estamos con ustedes hasta ver a los chicos en el Nacional. 💜
2026-07-05 18:50:11
21
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Graham's Number (Mathematics)Named after mathematician Ronald Graham, this is an immense number that serves as an upper bound to a complex problem in Ramsey theory.The Scale: It is so incredibly large that it cannot be written using ordinary scientific notation or standard power towers. If you attempted to write it out in full, the observable universe would be far too small to hold all the digits, even if each digit were microscopic (the size of a Planck volume).How It's Written: It is expressed using Knuth's up-arrow notation and is arrived at through a recursive 64-step process. Step 1 (G₁) involves 3 followed by 4 arrows and another 3 (where each arrow represents repeated exponentiation). Each subsequent step uses the number of arrows defined by the previous step, repeated up to G₆₄.Read More: For an intuitive breakdown of its size, see the Wait But Why explanation.2. The Graham Number (Investing)Popularized by the legendary
Graham's Number (Mathematics)Named after mathematician Ronald Graham, this is an immense number that serves as an upper bound to a complex problem in Ramsey theory.The Scale: It is so incredibly large that it cannot be written using ordinary scientific notation or standard power towers. If you attempted to write it out in full, the observable universe would be far too small to hold all the digits, even if each digit were microscopic (the size of a Planck volume).How It's Written: It is expressed using Knuth's up-arrow notation and is arrived at through a recursive 64-step process. Step 1 (G₁) involves 3 followed by 4 arrows and another 3 (where each arrow represents repeated exponentiation). Each subsequent step uses the number of arrows defined by the previous step, repeated up to G₆₄.Read More: For an intuitive breakdown of its size, see the Wait But Why explanation.2. The Graham Number (Investing)Popularized by the legendary "father of value investing," Benjamin Graham, this number calculates the maximum price a defensive investor should pay for a stock to ensure an adequate margin of safety.The Formula: It is calculated using the square root of the following equation:\(\text{Graham Number} = \sqrt{22.5 \times \text{Earnings Per Share (EPS)} \times \text{Book Value Per Share (BVPS)}}\)How It Works: The formula assumes a baseline price-to-earnings (P/E) ratio of 15 and a price-to-book (P/B) ratio of 1.5. Multiplying these together yields the constant 22.5. Any stock with a market price below its calculated Graham number is theoretically considered undervalued.#🍵🌊🌊 #larp #truecringecomunity #sinister #fyp

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