PERSONNAGE QUI SAUTE – VERSION SIMPLE

Créer le sol et le personnage

Mouvement du personnage

Si j'appuie sur [Espace], le personnage doit monter puis descendre.

On place le personnage en haut puis on récupère ses coordonnées (x et y).

On place le personnage en bas et on récupère ses coordonnées (x et y).

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?nolink&403x190}} **Un objet va se déplacer de gauche à droite et il va falloir sauter par dessus.** **Création de l'objet qui se déplace puis mise en mouvement** im L'objet est placé à droite puis il va glisser vers la gauche. //Sprite 3 :// im On répète ce mouvement. //Sprite 3 :// im **Si l'objet rouge touche le personnage, c'est perdu et le jeu s'arrête.** //Sprite 3 :// im On teste. **Ça ne fonctionne pas, pourquoi ???** L'obstacle glisse PUIS on regarde si l'obstacle touche le personnage. Il faut que l'obstacle se déplace ET EN MEME TEMPS, il faut tester s'il y a contact. Il faut mettre cette boucle sur Sprite 1 et pas Sprite 3. //Sprite 3 :// im //Sprite 1 :// im **Si le personnage saute correctement, le score est augmenté de 1 :** On crée une variable « Score » im Au début on met le score à 0. Puis à chaque boucle, on ajouter 1 si le personnage n'a pas touché obstacle. im **A rajouter :** - ajouter un message « game over » - corriger les bugs, en particulier le personnage qui reste en l'air quand on a perdu. - le personnage change de costume quand il saute - Il peut y avoir des obstacles sur le sol et en l'air. Dans le cas le personnage doit sauter ou se baisser. - l'obstacle peut aller de plus en plus vite - faire un vrai saut avec une vitesse qui diminue quand on monte et qui augmente quand on descendre - …