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__init__.cpython-38.opt-1.pyc
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__init__.cpython-38.opt-2.pyc
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__init__.cpython-38.pyc
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__main__.cpython-38.opt-1.pyc
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bytedesign.cpython-38.pyc
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chaos.cpython-38.opt-2.pyc
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chaos.cpython-38.pyc
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clock.cpython-38.opt-1.pyc
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fractalcurves.cpython-38.pyc
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peace.cpython-38.opt-1.pyc
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peace.cpython-38.pyc
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penrose.cpython-38.opt-1.pyc
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rosette.cpython-38.opt-1.pyc
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rosette.cpython-38.pyc
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round_dance.cpython-38.opt-1.p...
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round_dance.cpython-38.pyc
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sorting_animate.cpython-38.pyc
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tree.cpython-38.opt-1.pyc
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tree.cpython-38.opt-2.pyc
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tree.cpython-38.pyc
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two_canvases.cpython-38.pyc
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yinyang.cpython-38.opt-1.pyc
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yinyang.cpython-38.opt-2.pyc
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yinyang.cpython-38.pyc
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Code Editor : round_dance.cpython-38.pyc
U e5d � @ s8 d Z ddlT dd� Zdd� Zedkr4ee� � e� dS ) aF turtle-example-suite: tdemo_round_dance.py (Needs version 1.1 of the turtle module that comes with Python 3.1) Dancing turtles have a compound shape consisting of a series of triangles of decreasing size. Turtles march along a circle while rotating pairwise in opposite direction, with one exception. Does that breaking of symmetry enhance the attractiveness of the example? Press any key to stop the animation. Technically: demonstrates use of compound shapes, transformation of shapes as well as cloning turtles. The animation is controlled through update(). � )�*c C s da d S )NF)�running� r r �./usr/lib64/python3.8/turtledemo/round_dance.py�stop s r c C s� t � td� td� td� d} d}d}d}td�}td �D ]D}t|� t� }|| 9 }|| 9 }t| � |� ||d d| fd� q>t d|� td� td� t� td d� g }td�D ]:}t d� td� td� t� |d d kr�|�t� � q�t� datt� t� d}t�r�d} |D ]6} | � d� | �d� | �| � | d k�rPdnd} �q |dk �rztd� t|� |d9 }t� �qdS )NZgray10FZtriangleg}�R��c�?g���y!"@� � Zcompound� g �?ZblackZmultitrir i8���� � ���� � T� g�G�z�?zDONE!)ZclearscreenZbgcolorZtracer�shapeZShape�rangeZ shapesizeZ get_shapepolyZtiltZaddcomponentZregister_shapeZpuZsetpos�fd�lt�update�appendZclone�homer Z onkeypressr Zlisten�right)�fZphi�s�cZsh�i�pZdancersZcsZtaZdancerr r r �main s^ r �__main__N)�__doc__Zturtler r �__name__�printZmainloopr r r r �<module> s 5
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