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@user973804227775: @pwnkwmk2に返信

ゆいとはようかいです
ゆいとはようかいです
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Region: JP
Wednesday 02 September 2026 11:11:56 GMT
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No Watermark .mp4 (11.79MB) No Watermark(HD) .mp4 (11.79MB) Watermark .mp4 (11.3MB) Music .mp3

Comments

rio92652
りおやで :
おっとおっとバズってるぞぉ⤴︎⤴︎
2026-09-06 19:41:50
1
user1374707073571
☆ :
良くないリクエスト答えてるだけでなんでそんな事言われないといけないの?可哀想
2026-09-03 14:13:42
1
taku_taku928
れんたろう :
今日はこれでいいや
2026-09-12 05:29:17
0
user3285763815347
ハンゴー7 :
こちょこちょ対決して〜
2026-09-12 04:12:00
0
user6102567225803
きのこさま :
あんまやるとボッキしてしまう
2026-09-12 05:55:04
0
user4969081467310
朝倉と秋元ファン :
青の人が何発パンチ耐えれるかやって
2026-09-11 14:16:15
0
itosan20
ito-san :
😂😂😂
2026-09-11 11:22:22
0
To see more videos from user @user973804227775, please go to the Tikwm homepage.

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Waspadalah. . . #footballtiktok #manchesterunited #manchester #PremierLeague #mancity
Waspadalah. . . #footballtiktok #manchesterunited #manchester #PremierLeague #mancity
Nhanh không bão anh em ơi☺️@Hizng(姮)#xuhuongtiktok#dc70pro#maynongnghiep#laimaygat
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Those sculptures look so real #ocean #fyp #foryoupage #scary #strange #mystery
Those sculptures look so real #ocean #fyp #foryoupage #scary #strange #mystery
自担のメロつき場面載せるの流行ってるから便乗〜そもそも実家、部屋着の時点でメロつき確定👍 #aぇgroup #末澤誠也 #アイランドtv #aぇ
自担のメロつき場面載せるの流行ってるから便乗〜そもそも実家、部屋着の時点でメロつき確定👍 #aぇgroup #末澤誠也 #アイランドtv #aぇ
Strategy helps a weak person win by using smart choices, good positioning, and hidden strengths instead of raw power. You use your mind to find the weak spots of a strong rival and win the fight. #strategy #fyp #foru #lifesaving #viral
Strategy helps a weak person win by using smart choices, good positioning, and hidden strengths instead of raw power. You use your mind to find the weak spots of a strong rival and win the fight. #strategy #fyp #foru #lifesaving #viral
Ib @chan Graham's number is an unimaginably large upper bound for a specific problem in Ramsey theory, a branch of mathematics concerned with finding order within complex structures. Named after mathematician Ronald Graham, it originally arose as a maximum upper limit to answer a question about multidimensional hypercubes: how many dimensions are needed to guarantee that, no matter how you color the connections between all vertices with two colors, you will always find a complete, single-colored geometric plane? While the problem itself involves straightforward geometric concepts, the resulting number is so vast that standard power notation is completely useless to describe it; writing it down requires special recursive notation like Knuth's up-arrow notation. In fact, Graham's number is so immense that the observable universe does not contain enough physical space—even if every subatomic particle were converted into a digit—to write out its full decimal expansion, yet it remains a precise, finite whole number that famously ends in the digit 7. #zeroday #elephant2003 #zeroday2003 #rampage #truecatcommuinty
Ib @chan Graham's number is an unimaginably large upper bound for a specific problem in Ramsey theory, a branch of mathematics concerned with finding order within complex structures. Named after mathematician Ronald Graham, it originally arose as a maximum upper limit to answer a question about multidimensional hypercubes: how many dimensions are needed to guarantee that, no matter how you color the connections between all vertices with two colors, you will always find a complete, single-colored geometric plane? While the problem itself involves straightforward geometric concepts, the resulting number is so vast that standard power notation is completely useless to describe it; writing it down requires special recursive notation like Knuth's up-arrow notation. In fact, Graham's number is so immense that the observable universe does not contain enough physical space—even if every subatomic particle were converted into a digit—to write out its full decimal expansion, yet it remains a precise, finite whole number that famously ends in the digit 7. #zeroday #elephant2003 #zeroday2003 #rampage #truecatcommuinty

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