LIM DA HUN

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🌞 A whale is currently buying! 🌞 💎 Coin: Meow (Market Cap: $6.56K) 0x3401ad80ce015be0d1df857f7c197ad080b2da72 You can join a group without delays by viewing the overview of my home.

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🌞 A whale is currently buying! 🌞 💎 Coin: SENSAI (Market Cap: $12.17K) 0x75045d23bb1f038ffb3eed1da99c1caaa47b7dd3 You can join a group without delays by viewing the overview of my home.

🌞 A whale is currently buying! 🌞 💎 Coin: SENSAI (Market Cap: $12.17K) 0x75045d23bb1f038ffb3eed1da99c1caaa47b7dd3 You can join a group without delays by viewing the overview of my home.

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The tweet text translates to: "Ghibli Rachel 0x9bb5fa3979900b0abc7e52fcc47b97b2da519685 GMGN rapid purchase:"

The tweet translates to: "If Da-iCE is making a major announcement and Daiki-kun is hinting at it this much, could it be a personal announcement from Daiki-kun...? 🤔 If that's the case, I predict it will be related to the audition talk he hinted at a while ago. Something like 'I will produce one artist!' If I'm right, I could become a prophet, right?! (laughs) #Da_iCE #KudoDaiki Also, where did the talk about the day 2 stream go? 😂"

Let the ellipse \( E: \frac{x^2}{a^2} + \frac{y^2}{a^2} = 1 \) be rotated 90° around the origin to form the shape \( F \). When we denote the area of the shape \( E \cup F \) as \( S(a) \), find the value of \( \lim_{a \to \infty} S(a) \).

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The tweet is discussing a mathematical problem related to an ellipse. Here’s the translation: "Q58.lv3 [2007 Tohoku University second semester] Take points P_k (k=1, 2, ···, n) on the ellipse x^2/4 + y^2/9 = 1 such that ∠P_kOA = kπ/n. Here, O = (0, 0) and A = (2, 0). Find lim_(n→∞) 1/n ∑[k=1,n] 1/(OP_k)^2."

The tweet translates to: "It seems that Hanamura from Rin Toshite Shigure, Creep, Mrs., and Da-iCE has a type of voice called 'high larynx.' In the past, singers with high-pitched voices like Toshi from X, Hiroshi Inaba, Mr. Children, and Iwasawa from Yuzu were mostly of this 'high larynx' type."