💫_𝐍𝐄𝐘𝐌𝐀𝐑_𝐉𝐑_💫
Region: BD
Wednesday 18 March 2026 09:38:07 GMT
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fahad :
😳😳😳
2026-05-21 06:40:56
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✈️🇸🇦RAPON VAI 🌸🖤 :
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2026-05-20 12:56:40
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😇🦋SKSOJIB🦋⚡ :
🙃🙃🙃
2026-05-20 10:01:22
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𝓜𝓭 𝓑𝓪𝔂𝓮𝔃𝓲𝓭 𝓘𝓼𝓵𝓪𝓶 :
❤️❤️❤️❤️
2026-05-12 18:13:26
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Md Tahidul :
👑👑👑
2026-04-05 01:19:22
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Md Liton :
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2026-03-30 06:29:30
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Jiku Baishnab :
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2026-03-25 16:57:00
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꧁༺SK.SHANTO༻꧂, :
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2026-03-25 07:19:49
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Md Samim :
🥺🥺🥺🥺🥺🥺
2026-03-20 03:03:56
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❣️A + L💖💞 :
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2026-03-19 07:39:38
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Rafi :
😇
2026-03-19 02:30:04
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Rafi :
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2026-03-19 02:30:03
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Rafi :
🥺
2026-03-19 02:30:01
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RK Rakib 0.5 :
😂😂😂
2026-03-19 01:41:22
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MD JAHID999000 :
🥹🥹🥰🥰🥰🥹🥹🥹🥹🥰🥰🥰
2026-03-18 11:33:52
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МD Rifat :
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2026-03-18 11:17:21
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💔আয়েশা আক্তার মিম 🇧🇷🫶🥀 :
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2026-03-18 10:54:24
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md...Sakib :
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2026-03-18 10:38:21
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mdsohan2773 :
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2026-03-18 10:32:00
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MD YEAMIN :
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2026-03-18 10:17:45
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হাফেজ তাজুল ইসলাম :
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2026-03-18 09:44:00
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হাফেজ তাজুল ইসলাম :
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2026-03-18 09:43:57
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Shohel Khan :
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2026-03-18 09:42:25
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Mohammad Nahid 🫶💏 :
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2026-03-18 09:41:41
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কষ্টের জীবন 💔 :
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2026-03-18 09:40:10
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To see more videos from user @emonkazi826, please go to the Tikwm
homepage.
![Hey everyone, this is Qui Si Risolve! I’ve got a challenge for all the best mathematicians on this platform. Try to solve the following series I = Σ (da n = 1 a ∞) [ ( 1/n² + 1/(n+2)² + 1/(n+4)² + … ) – 1/(2n) ] It’s quite a tough problem, so I invite you to share your solutions in the comments or even make a response video. I’ve already solved it and will publish my solution in the next few days. So come on, let’s see what you’ve got.](/video/cover/7549531848200686870.webp)
