Rules
Teams
- Eligibility
- Current students at Singapore secondary schools, junior colleges, Millennia Institute, polytechnics, ITE or equivalent
- Team size
- 3 to 5 members. Schools can be mixed
- Account
- One shared login. Every action applies to the whole team
- Leaderboard
- Team names and schools only
Problems
- Set
- 40 numbered problems worth 3 to 6 points, plus additional problems A, B and C worth 8
- Open at once
- Up to 4. A, B and C are always open and sit outside this limit
- Unlocking
- Solving or skipping frees a slot. Choose the next problem from its title and points. The statement stays hidden until it is unlocked
- Answers
- Three digits, padded with leading zeros. Multiple-choice problems exceptedEnter 90 as
090 - Retries
- Unlimited, 30 seconds apart. A wrong answer keeps the slot occupied
- Points
- Full value on the first correct attempt, 1 less for each wrong attempt before it, minimum 1. A 6-point problem solved on the third attempt earns 4
- Skips
- 7 per team. Each costs 1 point and closes the problem for good
Conduct
- Screen recording
- Required on every member’s device for the whole competition. Practise recording and exporting beforehand
- Rough work
- Upload diagrams, computations and code files, numbered by problem
- AI tools
- Not allowed in any form. Formula lookup and graphing in Wolfram or Desmos are allowed
- Review
- Missing recordings or workings may disqualify the team unless other proof is provided. Breaches may lead to penalties, disqualification or referral to the school
- Appeals
- On problems, solutions or penalties. Accepted appeals update scores and rankings
Awards
- Gold
- Top 10% of teams
- Silver
- Next 25%
- Bronze
- Next 30%
- Participation
- Certificate for the remaining 35%
Syllabus
Up to Secondary 6, A-Level or IB Mathematics, plus standard olympiad techniques
Algebra
Number theory
Combinatorics and probability
Geometry
- Manipulation and factorisation
- Algebraic identities
- Linear and quadratic equations
- Simultaneous equations
- Systems of polynomial equations
- Indices, surds, logarithms and exponentials
- Absolute values
- QM–AM–GM–HM and Cauchy–Schwarz
- Jensen, Titu, rearrangement and Chebyshev inequalities
- Factor and remainder theorems
- Vieta’s formulas for degree n
- Arithmetic and geometric series
- Sequences and recurrence relations
- Telescoping sums and products
- Functional equations
- Floor and ceiling functions