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The Maths League - [OCL] - [IOQM, RMO, INMO, IMO, ISI, CMI, AMC, AIME]

The Maths League - [OCL] - [IOQM, RMO, INMO, IMO, ISI, CMI, AMC, AIME]

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#️⃣ The Mathematics League - [OCL] ✨ πŸ“© For Contact: t.me/MathsOCL?direct ⚠️ Promotion can be done only in Discussion Group with prior permission from Owner❗️ πŸ“ŒOfficial Discussion Group of [OCL] - https://t.me/+SOQ2BkL-y3kzMGVl

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Mamlakat belgilanmaganToif belgilanmagan
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+424 soatlar
+97 kun
+4530 kun
Postlar arxiv
Important for #IOQM Source: #AIME
Important for #IOQM Source: #AIME

🌐 QUANTFEST 2026 Global Premier Quantitative Challenge ✨️ πŸ“Œ Probability β€’ Mathematics β€’ Algorithms β€’ Coding πŸ“Œ 3 Stages: πŸ”Ή
🌐 QUANTFEST 2026 Global Premier Quantitative Challenge ✨️
πŸ“Œ Probability β€’ Mathematics β€’ Algorithms β€’ Coding
πŸ“Œ 3 Stages: πŸ”Ή PRELIMS β€” 23 August 2026 | Offline, Screen-Proctored πŸ”Ή REGIONALS β€” 27 September 2026 | In-Person πŸ”Ή FINALS β€” 17–20 October 2026 | In-Person
πŸ“ Prelims Centre: IIIT Allahabad πŸ“ Finals: IIT Madras Research Park ⏰ Registration Deadline: 20 August 2026 πŸ’° Participation: FREE
@MathsOCL

Okay from now I'll try to post easy IOQM level problems too. Try to solve them and send solution in Discussion Group

🌐 QUANTFEST 2026 Global Premier Quantitative Challenge ✨️ πŸ“Œ Probability β€’ Mathematics β€’ Algorithms β€’ Coding πŸ“Œ 3 Stages: πŸ”Ή
🌐 QUANTFEST 2026 Global Premier Quantitative Challenge ✨️
πŸ“Œ Probability β€’ Mathematics β€’ Algorithms β€’ Coding
πŸ“Œ 3 Stages: πŸ”Ή PRELIMS β€” 23 August 2026 | Offline, Screen-Proctored πŸ”Ή REGIONALS β€” 27 September 2026 | In-Person πŸ”Ή FINALS β€” 17–20 October 2026 | In-Person
πŸ“ Prelims Centre: IIIT Allahabad πŸ“ Finals: IIT Madras Research Park ⏰ Registration Deadline: 20 August 2026 πŸ’° Participation: FREE
@MathsOCL

Join the Discussion Group - Try the problems - Discuss - Share your solutions/approaches - Click Here To Join

Very few people are trying the problems posted here. What should be the problems level that u ppl try them?
Anonymous voting

Bijection principle by Yufei Zhao

prove that every even number greater than 2 can be expressed as sum of 2 even primes -back to the days my friends

Anyone pls solve this πŸ™πŸ™
Anyone pls solve this πŸ™πŸ™