Aethermath

Train for National, Regional, and International Olympiads

Lessons, practice problems and timed contests for high school olympiad students. Free to use.

∑k=0n(nk)=2n\sum_{k=0}^{n} \binom{n}{k} = 2^n

Your progress, written in the stars

Every lesson topic you finish lights a star, and each subject is its own constellation.

Open your sky

How it works

  1. 1

    Learn

    Short lessons with a check at the end

  2. 2

    Practise

    Problems with hints when you need them

  3. 3

    Compete

    Timed contests on a fixed schedule

  4. 4

    Climb

    Earn Elo and rise from Comet to Galaxy

Try a problem

No sign-up needed. Nothing is saved.

How many subsets does a set with 4 elements have?

What you get

Lessons

Short theory pages for every topic, with a micro-check at the end. Pass it the first time to earn 10 Coins.

Hints that cost Coins

Every problem has three hint tiers, each priced by that problem. Hints are off in timed mocks and contests.

Contests

Scheduled and timed, with one attempt and an honour statement. Results are unofficial until timing moves to our server.

Ranks

Coming soon

Climb from Comet to Galaxy. Your rank comes from Elo, earned on rated problems and in contests.

Proof grading

Coming soon

Write full proofs and have them graded on a rubric. Appeals go to a human grader.

Questions

Is it free?

Lessons and practice are free to use.

Who is it for?

High school students preparing for national, regional and international olympiads.

Do I need an account?

Not yet. Your progress is saved in this browser for now. Accounts are coming, and will keep your progress across devices.

Are contest results official?

Not yet. Timing currently runs in your browser, so results are unofficial until it moves to our server.

How do Coins work?

You earn them by solving problems for the first time and passing micro-checks, and spend them on hints. Coins never affect your rank.

How do ranks work?

Ranks come from Elo. Rated problems are coming soon: solve them cleanly to earn Elo and climb from Comet to Galaxy.