data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC1°/ Compléter le bloc d'évènement ci-dessous pour que la barre puisse aller à droite quand on presse la touche "flèche droite". ATTENTION : la barre doit être bloquée lorsque sa position dépasse la limite droite de la scène. 2°/ Dupliquer ce bloc (clic-droit) et effectuer des modifications pour que la barre aille à gauche quand on presse la touche "flèche gauche" du clavier. ATTENTION: la barre doit encore être bloquée lorsque sa position dépasse la limite gauche de la scène.