Quelle est la probabilité que le robot réussisse à sortir du labyrinthe ?data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAACtUlEQVR4nO3BMQEAAADCoPVPbQwfoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA+Bo3+AAF/RMkcAAAAAElFTkSuQmCCmurv