Who Are Ya?
Identify the player from the teammates they queue with.
A secret player is picked, and the people they have entered tournaments with are revealed one at a time. Name the player from the company they keep.
You may guess after every clue. The round ends on a correct guess or when the clues run out.
How to play
- Teammates are ranked by how many tournaments the pair entered together, across every tournament on record.
- A clue is a teammate who entered at least three tournaments with the answer. Only players with three such teammates and five majors can be the answer.
- When the round ends, the rest of the list turns face up with the counts.
Clue order
- Counts shown — fewest → most shared tournaments, with the number on each teammate.
- Counts hidden — the same order, without the numbers.
- Random order — no ramp-up, and the counts stay hidden. The top teammate is never one of the first four clues.
- Teammates on the same number of shared tournaments can come out in either order — the count is the clue, not the position.
Who you get asked about
- Random 🎲 — anyone can come up, but it leans towards names you know: half the rounds are Easy-band players, a third Medium, the rest Hard. This is the default, and Start works without touching anything.
- Choose 🎛️ — narrow it by region and difficulty. Whatever you pick is remembered, here and in every other game.
- Region — play one region’s scene only. Difficulty is then ranked inside that region, so Easy means “well known in Asia”, not “well known worldwide”.
- Difficulty — Easy 🟢 is the names everyone knows, Medium 🟡 the regulars of the scene, Hard 🔴 the deep cuts.
More competitive Fortnite puzzles
- Higher or Lower — Is the next player above or below? Keep the streak alive.
- Fortnitedle — Guess the player’s name, letter by letter.
- Career Path — Name the player from their major results alone.
- Tenaball — Find all ten players in a top 10.
- List — Name as many players as you can before the clock runs out.
- Tic Tac Toe — Fill the grid with players who match both conditions.