This is similar to WWYT, except the questions are about specific players, and it's multiple choice.
The players names will be arranged on a circular ring, in order of signup. Each question will focus on one of the players, and the first player will be random.
I will pick a question with 6 multiple-choice answers. For instance, it might be, "Imagine that [player] is a car. Which one would he/she be? Volvo, Formula 1, Cadillac, VW Bug, Porsche, or Pinto." Each player will have a week to PM me an answer.
Whoever is with the majority gets to move forward one space. If the person the question is about gets itright, they move forward 2 spaces instead of 1. There are 20 spaces, and whoever reaches 20 first wins. If there is no majority, no one moves forward.
I will then role a 6-sided dice. Whoever the last question was about gets to choose to move to the player clockwise the number of spaces of the dice, or counterclockwise. For instance, if Thok, Thok Thok, and Thok Thok Thok are 3 players in a row, and the question was about Thok Thok and a 1 is rolled, Thok Thok can choose to make the next question about Thok or Thok Thok Thok.
If I roll a 6, the player may choose to do a challenge question. A challenge question is like any other, except only two players participate in it. The player who would choose a target for the question instead chooses another player to answer a question with. I will pick a random player that the question will be about. The player and the partner they chose will answer a question about that player. If they both get the same answer, the first player goes ahead three spaces and the partner goes ahead 2. If they are wrong, they both go back one space.
Discussion about the questions is allowed only when all answers are in. Any other discussion, including PM, IM, etc, is prohibited and will probably result in loss or moving back several spaces.
I will take 8 players.
1. JDodge
2. somestrangeflea
3. JordanA24
4. OmegasGiev
5. Jingolaw
6. Aimee <3
7. YogurtBandit
8. Thesp (Keeper of the Name of the Almost This Game)
For the purpose of order of names, imagine that the names are in a clock... an 8-sided clock.
SCORES: