#SnapCon19 Young thinker night workshop Coding a video game. A player, named Alonzo, plays a video game that consists of 100 steps of 30 pixels on a game console whose resolution is 480 pixels by 360 pixels. The game starts at the center of the screen. Before each step, Alonzo throws a tetrahedral dice whose balanced faces are numbered from 1 to 4. If he rolls a 1, he moves 30 px to the right. If he rolls a 2, he moves 30 px to the left. If he rolls a 3, he moves 30 px up. If he rolls a 4, he moves 30 px down. The game ends: - as soon as Alonzo has to leave the screen even if the 100 trips have not all been made. - when 100 steps are done. Alonzo must give 100 € to be able to play. At the end of the game: - if he comes back to O, he wins 1000000 €. - if his position is 30 px from O or less (O excluded), he wins 500 €. - if his position is between 30 px excluded and 60 px included from O, he wins 200 €. - if his position is between 60 px excluded and 120 px included from O, he wins 10 €. - he loses 200 € otherwise. Alonzo asks himself the question: "Is the game fair?" 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Press the + key for a new game+

-1widthScène

pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255) 25500

xydicesteps_nbmy_walk

100gainsHit the space key to finish the scriptspacexydicesteps_nbmy_walkgains

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