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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

  • 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