[ad_1]
You might be within the remaining spherical of a sport present with 3,999 different conteseants.
Right here is the sport: The host has blindfolded you at put a purple, inexperienced or blue hat and purple, inexperienced or blue earrings (not essentially matching) on every of you. Then he says in truth, “I see a blue hat and blue earrings.”
Now you’ll every stand in a line and every of you’ll be able to see everybody else’s hats and earrings besides yours. Every of it’s essential to then both say two colors, say one color or move.
A two-colour guess is right if one is your hat color and one is your earring color (in any order). A one-colour guess is right whether it is both your hat color or your earring color. The earrings of a participant match one another.
All of them begin with a prize pool of £80,000,000.
If somebody guesses mistaken, the prize pool is split by ten, rounded down.
If somebody with a blue hat or blue earrings passes, £80 is subtracted from the prize pool.
If somebody with neither a blue hat nor blue earrings passes, £25 is subtracted from the prize pool.
If somebody guesses just one color, and guessess accurately, the prize pool is multiplied by 0.95, rounded down.
The sport ends when the prize pool is empty or everybody guessess accurately, then the prize pool is distributed to the gamers.
The gamers know the sum of money within the prize pool always.
What’s the technique to maximise your anticipated winnings in the event that they go in the identical order every spherical, and each spherical, every participant will get one flip with unknown order?
[ad_2]
Source_link