Round Robin Schedule Maker
Every team plays every other team, and nobody plays twice in the same round. Paste the team names and get the full list of rounds, with the resting team marked when the number of teams is odd.
Rounds
5
10 matches · 5 teams
Round 1
- Tigers vs Foxes
- Bears vs Wolves
- Lions rests
Round 2
- Foxes vs Lions
- Tigers vs Bears
- Wolves rests
Round 3
- Lions vs Wolves
- Foxes vs Bears
- Tigers rests
Round 4
- Bears vs Lions
- Wolves vs Tigers
- Foxes rests
Round 5
- Lions vs Tigers
- Wolves vs Foxes
- Bears rests
How it works
- Enter the team names, one per line or separated by commas (2 to 30).
- Choose a single round robin, or home and away to play every pair twice.
- Read the rounds: each lists its matches, and the team that rests if there is one.
- Copy the schedule into a message, a spreadsheet or a printout.
What people use it for
League nights and club play
Plan a five-a-side league, a chess club season or a darts round robin without a spreadsheet.
Classroom games
Make sure every group plays every other group exactly once.
Friendly tournaments
A group stage before a knockout bracket.
Questions
- How is the schedule built?
- With the circle method: one team stays fixed while the others rotate one step per round. With n teams (n even) there are n − 1 rounds of n ÷ 2 matches; with an odd number a resting place is added, so there are n rounds and one team rests in each. Every team rests exactly once.
- How many matches are there?
- n × (n − 1) ÷ 2 for a single round robin: 6 teams give 15 matches in 5 rounds, 5 teams give 10 matches in 5 rounds. Home and away doubles it.
- Is the home and away order fair?
- The first team of the list alternates between home and away from round to round, and the others follow the circle. In a home and away schedule, the second half repeats the first with home and away swapped. Real leagues add rules about travel and venues that this tool does not know.
- Can two teams have the same name?
- No: the tool asks for distinct names (the case is ignored), so that a pair is never confused with another.