March Madness bracket variations?
peacemaker
Senior Member
I'm putting together a promotional event that's based on the NCAA tournament and I'm looking for some ideas outside of the straight barckets. Aside from the traditional bracket scoring I've got the following...
Upset Brackets - Difference in seeds x Round # (12 beats a 4 in round 2 = (12-4)*2 = 16 points)
Pick 8 - Choose 8 teams and get their seed value for each win (a 1 seed winning it all gets 6 points, while a 7 seed winning two rounds would get 14)
Sweet 16 Pool - A rebirth for those who misjudged the opening rounds.
Has anyone seen creative ways to play the tourney? I intentionally left out a Survivor format as I'm dealing with a large group and daily contact may be an issue.
Any help is greatly appreciated...
Upset Brackets - Difference in seeds x Round # (12 beats a 4 in round 2 = (12-4)*2 = 16 points)
Pick 8 - Choose 8 teams and get their seed value for each win (a 1 seed winning it all gets 6 points, while a 7 seed winning two rounds would get 14)
Sweet 16 Pool - A rebirth for those who misjudged the opening rounds.
Has anyone seen creative ways to play the tourney? I intentionally left out a Survivor format as I'm dealing with a large group and daily contact may be an issue.
Any help is greatly appreciated...
Comments
I think it is run off of Tournamentpools.com
Scoring is a bit different that standard scoring, upsets count for more.
<LI class=defaulttext2>Inactive accounts contest winnings are subject to a 10x rollover. An inactive account is defined as a player who has not made at least 1 bet in the last 6 months. <LI class=defaulttext2>Prizes (except the $1,000,000 grand prize) will be deposited into the winner/winners Heritage Sports account. All prizes are non transferable with no substitutions. All prize money must be rolled over 5 times before any funds can be withdrawn from the account (except the $1,000,000 grand prize).
<LI class=defaulttext2>Odds of winning are dependent upon the outcome of tournament games and the individual selections made by each contest participant. All prizes will be awarded on April 20th, 2009.
3. SCORING
The scoring for the contest is determined by each participants team selections.
Using your knowledge of NCAA teams, players' skills and statistics the participant will rank each of the 64 NCAA tournament teams numbering them 1 thru 64. 64 being the highest (best score) and 1 being the lowest (worst score).
Each time a game is final, you accumulate the points of the winning team to your Total Score.
For example:
Team Your point selection
Duke: 64
Georgia: 3
In the above example, if Duke wins, 64 points will be added to your Total Score. If Georgia wins, 3 points will be added to your Total Score. The same scoring applies for all tourney games in all tournament rounds up until the tournament Champion is determined.
NOTE: In actuality there are 65 teams selected for the March Tournament. The playoff game to determine the 64th team is played on the Tuesday before the Tournament starts. So that we can accept entries before that game is played we are calling the winner of that game TBA (for to be announced). This way our contestants can begin putting in their selections on the Sunday night before the Thursday game and do not have to wait until the playoff game is played on that Tuesday.
4. WINNER SELECTION
The player who accumulates 3,381 points (the maximum points possible) wins $1,000,000. Said prize is payable in 10 annual payments of $100,000 each, commencing on April 25th, 2009 until April 25th, 2018.
Here are the basics.
Limited to the first 10 two person teams
Buy-in is $200.00 per team for total payout of $2,000
Each team drafts 20 players from the field of 65.
The pool is based upon the total amount of points that the team's 20 players score.
Here is an example:
Team 1 drafts Tyler Hansbrough of North Carolina. North Carolina ends up winning five games to get to the championship game of the tournament. Hansbrough scores 15 in the first round, 12 in the second round, 28 in the sweet 16 game, 18 in regional finals, 20 in the final four game and 16 in the championship game. His point total would be (15+12+28+18+20+16) = 91
Let's say one of Team 1's players was Davidson's Steph Curry. He scores 33 in the first round but Davidson loses. Then his total would be the 33. You do this for all twenty players on each team. Total score wins.
no skill. every opne is familiar, chance to win big with a one time bet. can win every game in theory