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A 6-team single-elimination bracket is a competition where each match pits two of the ten teams against each other; the winner advances and the loser is eliminated from the single-elimination tournament. This continues until only one team from the original 6-team bracket remains.
You are awarded points for each matchup chosen correctly. Points are not deducted for any incorrect selections, and their values increase each round.
All players in a double-elimination tournament start in Round 1 of the Winners Bracket. Players who win their sets in Winners Bracket advance to the next round of Winners Bracket. Players who lose their sets in Winners Bracket will be placed in a designated spot in the Losers Bracket.
A 3 Game Guarantee Tournament simply means that every team is guaranteed to play a minimum of 3 games. 3 Game Guarantee Tournaments are set up similar to Double Elimination Tournaments.
A 3 game guarantee bracket is very similar to a double elimination bracket style. Teams are seeded into the bracket based on their standings. When a team loses in the Winners Bracket, they are placed in the Losers Bracket.
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As such, the number of possible outcomes for a bracket is 2^63, or 9,223,372,036,854,775,808. Thats 9.2 quintillion. In case you were wondering, one quintillion is one billion billions. If we treated the odds for each game as a coin flip, that makes the odds of picking all 63 games correctly 1 in 9.2 quintillion.
A round-robin of six teams must be spread out over two days. Play four rounds the first day, and the fifth game as the first round on the second day. Because no team has a bye during the round-robin, no team has an unfair advantage for the games that follow the round-robin.

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