K ⇒ ∞ Bingo Math
Time: 60
Learn operations · Think strategically · Beat the Bunny!
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Player
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Fluffy McHops
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Learning Log

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Current Question

Select a card to reveal a question!

How to Play — Bingo Math

Objective

Win the game by achieving one of these goals first:

  • Get 5 in a row (horizontal, vertical, or diagonal)
  • Claim 13 or more boxes (more than half the board!)

Answer math questions correctly to claim boxes in your color!

Advanced Math / Number Theory

If you choose to enable the Advanced Math settings, you will encounter:

  • Modulo Arithmetic: Standard remainders (e.g., 14 mod 5).
  • Euclidean Division: Find quotient and strictly non-negative remainder ($A = Bq + r$, $0 \le r < |B|$).
  • Bézout's Identity: Find valid coefficients $x$ and $y$ using the Extended Euclidean Algorithm.
  • Fermat's Little Theorem: Input the reduced power $\pmod{p-1}$, then the final answer.
  • Euler's Theorem: Calculate Euler's Totient $\phi(N)$ first, then the final answer.
  • CRT: Standard Chinese Remainder Theorem with simple variables.
  • Two Linear Cong: A system of congruences with coefficients. Requires simplifying first, then supplying the congruence class ($x \equiv R \pmod M$).
  • RSA Cryptography: Use RSA algorithm with given primes p, q and public exponent e. Either encrypt a message $c \equiv m^e \pmod{n}$ or decrypt using $m \equiv c^d \pmod{n}$ where $d$ is the modular inverse of $e$.
Starting in 60s…

Game Setup

Game Over!

How to Play — Bingo Math

Objective

Win the game by achieving one of these goals first:

  • Get 5 in a row (horizontal, vertical, or diagonal)
  • Claim 13 or more boxes

Advanced Math / Number Theory

The Advanced section includes Euclidean Division, Bézout's Identity, Modulo, Fermat's Little Theorem, Euler's Theorem, CRT, Two Linear Cong, and RSA Cryptography.

Learning Tips

Watch the Learning Log to see the bunny's correct answers. This helps you learn and improve your mental math skills!