Guess how many point are there on the dice




















Asked 7 months ago. Active 7 months ago. Viewed 48 times. You Win! Here is 80 points! Take 60 points! Take 40 points! Improve this question. You probably want if You need to define evorod outside of the function, it's undefined in contin because it's scope is only in continueL — Phaelax z. Add a comment. Active Oldest Votes. Improve this answer.

Daniel Beck Daniel Beck 18k 5 5 gold badges 31 31 silver badges 51 51 bronze badges. Sign up or log in Sign up using Google. To think about the odds of numbers not being rolled, I think it's easiest to take then numbers like 3 and 11 together.

So for example, what are the odds of seeing a 50 turn game where either no 3's or alternately no 11's are rolled? To a close approximation, the odds of no 3's or no 11's is just double the odds of no 3's Here's a quick introduction to the correct way to add probabilities. Suppose on any given day, there is a 20 percent chance of rain, a 30 percent chance of my oversleeping, and a 10 percent chance of both rain and oversleeping.

What are the odds on a given day that either it will rain or I will oversleep? The problem is that we're double counting a little. The player whose hand totals 31 points, or who wants to end the round, must knock on the table before playing to announce the last turn for each player.

If in the course of the last turn a player makes it to 31, that player wins the round. If not, the player who knocked is the winner, on the condition that their score is indeed the highest. If no one reaches a total of 31 by the time the deck is used up, the player whose score is closest to 31 wins the round.

The winner of each round gets 1 point. One by one, each person asks a yes or no question to the player of their choice. If there are more than two players, questions can be alternated between players. The person whose word is guessed last wins the round. To make the fun last, a game can be made up of 10 rounds. The play Each player starts with the number of points equal to two times the number of players. Example: if there are three players, everyone begins with six points.

The players take turns being the professor. The professor opens the dictionary and chooses a rare word. The professor says the word out loud and writes down the definition on a piece of paper, concealing it from the other players. Each other player writes a fictional definition on a piece of paper and folds it. The professor collects all the definitions and reads them out loud, giving each one a number i. Each player votes for what they think is the correct definition the object is not to vote for your own definition, but for the one that is most likely correct.

The last one to lose all their points wins and becomes Baudelaire. Correct definition: N. An eel-like aquatic jawless vertebrate that has a sucker mouth with horny teeth and a rasping tongue. Fictional definition 1: N. Inflammatory skin condition particularly common on the African continent, transmitted by direct contact with the epidermis. Fictional definition 2: N. Tropical fruit found in Southeast Asia, with a stiff external layer, purple in colour, the inside of which is edible and resembles yellow plums.

A tip for choosing words: open a book and choose 10 words at random. You can choose whether to accept proper nouns or not. To raise the level of difficulty, you can also use expressions. The players place all the pieces of paper into the bowl in front of them.

One by one, the players have one minute to unfold the papers and have their teammate guess the maximum number of words. The game is composed of three rounds. Each round is over when all the words have been guessed. Same thing for 3 and 4. ROUND 1 Player 1 has one minute to get player 3 to guess as many of the words as possible without ever using the word itself, or a word from the same family. I have needles.

People decorate me at Christmas. Players take turns until there are no more papers in the bowl. When all the words in both bowls have been guessed, each team counts their points. The same papers are folded up again for round 2. The play Each player starts with 30 points. The first player throws six dice. After each roll the player must choose to put at least one die aside, with the aim of getting the highest possible number of points, and rolling the rest again.

Once each player has rolled all their dice, points are added up Example of a round: I roll my six dice. In my tray, I have: three 2s, one 6 and two 5s. I decide to keep the two 5s.



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