o
    i|                     @   s   d Z ddlmZ ddlZddlmZmZ ddlm	Z	 ddl
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Functions to handle markers; used by the marker functionality of
`~matplotlib.axes.Axes.plot` and `~matplotlib.axes.Axes.scatter`.

All possible markers are defined here:

============================== ====== =========================================
marker                         symbol description
============================== ====== =========================================
``"."``                        |m00|  point
``","``                        |m01|  pixel
``"o"``                        |m02|  circle
``"v"``                        |m03|  triangle_down
``"^"``                        |m04|  triangle_up
``"<"``                        |m05|  triangle_left
``">"``                        |m06|  triangle_right
``"1"``                        |m07|  tri_down
``"2"``                        |m08|  tri_up
``"3"``                        |m09|  tri_left
``"4"``                        |m10|  tri_right
``"8"``                        |m11|  octagon
``"s"``                        |m12|  square
``"p"``                        |m13|  pentagon
``"P"``                        |m23|  plus (filled)
``"*"``                        |m14|  star
``"h"``                        |m15|  hexagon1
``"H"``                        |m16|  hexagon2
``"+"``                        |m17|  plus
``"x"``                        |m18|  x
``"X"``                        |m24|  x (filled)
``"D"``                        |m19|  diamond
``"d"``                        |m20|  thin_diamond
``"|"``                        |m21|  vline
``"_"``                        |m22|  hline
``0`` (``TICKLEFT``)           |m25|  tickleft
``1`` (``TICKRIGHT``)          |m26|  tickright
``2`` (``TICKUP``)             |m27|  tickup
``3`` (``TICKDOWN``)           |m28|  tickdown
``4`` (``CARETLEFT``)          |m29|  caretleft
``5`` (``CARETRIGHT``)         |m30|  caretright
``6`` (``CARETUP``)            |m31|  caretup
``7`` (``CARETDOWN``)          |m32|  caretdown
``8`` (``CARETLEFTBASE``)      |m33|  caretleft (centered at base)
``9`` (``CARETRIGHTBASE``)     |m34|  caretright (centered at base)
``10`` (``CARETUPBASE``)       |m35|  caretup (centered at base)
``11`` (``CARETDOWNBASE``)     |m36|  caretdown (centered at base)
``"None"``, ``" "`` or  ``""``        nothing
``'$...$'``                    |m37|  Render the string using mathtext.
                                      E.g ``"$f$"`` for marker showing the
                                      letter ``f``.
``verts``                             A list of (x, y) pairs used for Path
                                      vertices. The center of the marker is
                                      located at (0, 0) and the size is
                                      normalized, such that the created path
                                      is encapsulated inside the unit cell.
path                                  A `~matplotlib.path.Path` instance.
``(numsides, 0, angle)``              A regular polygon with ``numsides``
                                      sides, rotated by ``angle``.
``(numsides, 1, angle)``              A star-like symbol with ``numsides``
                                      sides, rotated by ``angle``.
``(numsides, 2, angle)``              An asterisk with ``numsides`` sides,
                                      rotated by ``angle``.
============================== ====== =========================================

``None`` is the default which means 'nothing', however this table is
referred to from other docs for the valid inputs from marker inputs and in
those cases ``None`` still means 'default'.

Note that special symbols can be defined via the
:doc:`STIX math font </tutorials/text/mathtext>`,
e.g. ``"$\u266B$"``. For an overview over the STIX font symbols refer to the
`STIX font table <http://www.stixfonts.org/allGlyphs.html>`_.
Also see the :doc:`/gallery/text_labels_and_annotations/stix_fonts_demo`.

Integer numbers from ``0`` to ``11`` create lines and triangles. Those are
equally accessible via capitalized variables, like ``CARETDOWNBASE``.
Hence the following are equivalent::

    plt.plot([1, 2, 3], marker=11)
    plt.plot([1, 2, 3], marker=matplotlib.markers.CARETDOWNBASE)

Examples showing the use of markers:

* :doc:`/gallery/lines_bars_and_markers/marker_reference`
* :doc:`/gallery/shapes_and_collections/marker_path`
* :doc:`/gallery/lines_bars_and_markers/scatter_star_poly`


.. |m00| image:: /_static/markers/m00.png
.. |m01| image:: /_static/markers/m01.png
.. |m02| image:: /_static/markers/m02.png
.. |m03| image:: /_static/markers/m03.png
.. |m04| image:: /_static/markers/m04.png
.. |m05| image:: /_static/markers/m05.png
.. |m06| image:: /_static/markers/m06.png
.. |m07| image:: /_static/markers/m07.png
.. |m08| image:: /_static/markers/m08.png
.. |m09| image:: /_static/markers/m09.png
.. |m10| image:: /_static/markers/m10.png
.. |m11| image:: /_static/markers/m11.png
.. |m12| image:: /_static/markers/m12.png
.. |m13| image:: /_static/markers/m13.png
.. |m14| image:: /_static/markers/m14.png
.. |m15| image:: /_static/markers/m15.png
.. |m16| image:: /_static/markers/m16.png
.. |m17| image:: /_static/markers/m17.png
.. |m18| image:: /_static/markers/m18.png
.. |m19| image:: /_static/markers/m19.png
.. |m20| image:: /_static/markers/m20.png
.. |m21| image:: /_static/markers/m21.png
.. |m22| image:: /_static/markers/m22.png
.. |m23| image:: /_static/markers/m23.png
.. |m24| image:: /_static/markers/m24.png
.. |m25| image:: /_static/markers/m25.png
.. |m26| image:: /_static/markers/m26.png
.. |m27| image:: /_static/markers/m27.png
.. |m28| image:: /_static/markers/m28.png
.. |m29| image:: /_static/markers/m29.png
.. |m30| image:: /_static/markers/m30.png
.. |m31| image:: /_static/markers/m31.png
.. |m32| image:: /_static/markers/m32.png
.. |m33| image:: /_static/markers/m33.png
.. |m34| image:: /_static/markers/m34.png
.. |m35| image:: /_static/markers/m35.png
.. |m36| image:: /_static/markers/m36.png
.. |m37| image:: /_static/markers/m37.png
    )SizedN   )cbookrcParams)Path)IdentityTransformAffine2D   )r      c                   @   s  e Zd ZdZi dddddddd	d
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    A class representing marker types.

    Attributes
    ----------
    markers : list
        All known markers.
    filled_markers : list
        All known filled markers. This is a subset of *markers*.
    fillstyles : list
        The supported fillstyles.
    .point,pixelocirclevtriangle_down^triangle_up<triangle_left>triangle_right1tri_down2tri_up3tri_left4	tri_right8octagonssquareppentagon*starhhexagon1Hhexagon2+plusxDdiamonddthin_diamond|vline_hlinePplus_filledXx_filledtickleft	tickrighttickuptickdown	caretleft
caretrightcaretup	caretdowncaretleftbasecaretrightbasecaretupbasecaretdownbaseNonenothingN  )r   r   r   r   r   r"   r$   r&   r(   r*   r,   r1   r3   r9   r;   )fullleftrightbottomtopnone)rN   rO   rP   rQ         ?c                 C   s   d| _ | | | | dS )aX  
        Parameters
        ----------
        marker : str or array-like or None, default: None
            *None* means no marker. For other possible marker values see the
            module docstring `matplotlib.markers`.

        fillstyle : str, default: 'full'
            One of 'full', 'left', 'right', 'bottom', 'top', 'none'.
        N)_marker_functionset_fillstyle
set_marker)selfmarker	fillstyle rZ   M/var/www/edux/Edux_v2/venv/lib/python3.10/site-packages/matplotlib/markers.py__init__   s   
zMarkerStyle.__init__c                 C   sL   | j d u rd S t| _t | _d | _d | _d | _d| _d| _	d| _
|    d S )NroundbuttT)rT   _empty_path_pathr   
_transform	_alt_path_alt_transform_snap_threshold
_joinstyle	_capstyle_filledrW   rZ   rZ   r[   _recache   s   
zMarkerStyle._recachec                 C   s   t t| jjS N)boollenr`   verticesrh   rZ   rZ   r[   __bool__      zMarkerStyle.__bool__c                 C      | j S rj   rg   rh   rZ   rZ   r[   	is_filled      zMarkerStyle.is_filledc                 C   rp   rj   )
_fillstylerh   rZ   rZ   r[   get_fillstyle   rs   zMarkerStyle.get_fillstylec                 C   s2   |du rt d }tj| j|d || _|   dS )z
        Set the fillstyle.

        Parameters
        ----------
        fillstyle : {'full', 'left', 'right', 'bottom', 'top', 'none'}
            The part of the marker surface that is colored with
            markerfacecolor.
        Nzmarkers.fillstyle)rY   )r   r   _check_in_list
fillstylesrt   ri   )rW   rY   rZ   rZ   r[   rU      s
   
zMarkerStyle.set_fillstylec                 C   rp   rj   )re   rh   rZ   rZ   r[   get_joinstyle  rs   zMarkerStyle.get_joinstylec                 C   rp   rj   )rf   rh   rZ   rZ   r[   get_capstyle  rs   zMarkerStyle.get_capstylec                 C   rp   rj   )_markerrh   rZ   rZ   r[   
get_marker  rs   zMarkerStyle.get_markerc              
   C   s6  t |tjr|jdkr|jd dkr| j| _ntt |tr&t	|r&| j
| _net |tr0| j| _n[t |trFt|dv rF|d dv rF| j| _nEt |tjtfs_|| jv r_t| d| j|  | _n,t |trl| j|j nz
t| | j| _W n ty } ztd||d}~ww t |ts|| _|   dS dS )a  
        Set the marker.

        Parameters
        ----------
        marker : str or array-like or None, default: None
            *None* means no marker. For other possible marker values see the
            module docstring `matplotlib.markers`.
        r
   r   )r
      r   r   r
   _set_zUnrecognized marker style {!r}N)
isinstancenpndarrayndimshape_set_verticesrT   strr   is_math_text_set_mathtext_pathr   _set_path_markerr   rl   _set_tuple_markerlistmarkersgetattrr   __dict__update
ValueErrorformatrz   ri   )rW   rX   errrZ   rZ   r[   rV     s@   








zMarkerStyle.set_markerc                 C   rp   )z
        Return a `.Path` for the primary part of the marker.

        For unfilled markers this is the whole marker, for filled markers,
        this is the area to be drawn with *markerfacecolor*.
        )r`   rh   rZ   rZ   r[   get_path;     zMarkerStyle.get_pathc                 C   
   | j  S )zj
        Return the transform to be applied to the `.Path` from
        `MarkerStyle.get_path()`.
        )ra   frozenrh   rZ   rZ   r[   get_transformD     
zMarkerStyle.get_transformc                 C   rp   )z
        Return a `.Path` for the alternate part of the marker.

        For unfilled markers, this is *None*; for filled markers, this is the
        area to be drawn with *markerfacecoloralt*.
        )rb   rh   rZ   rZ   r[   get_alt_pathK  r   zMarkerStyle.get_alt_pathc                 C   r   )zn
        Return the transform to be applied to the `.Path` from
        `MarkerStyle.get_alt_path()`.
        )rc   r   rh   rZ   rZ   r[   get_alt_transformT  r   zMarkerStyle.get_alt_transformc                 C   rp   rj   )rd   rh   rZ   rZ   r[   get_snap_threshold[  rs   zMarkerStyle.get_snap_thresholdc                 C   s
   d| _ d S )NFrq   rh   rZ   rZ   r[   _set_nothing^  s   
zMarkerStyle._set_nothingc                 C   s.   t t |j}t d| | _|| _d S )NrS   )r   maxabsrm   r   scalera   r`   )rW   pathrescalerZ   rZ   r[   _set_custom_markera  s   
zMarkerStyle._set_custom_markerc                 C   s   |  | j d S rj   )r   rz   rh   rZ   rZ   r[   r   f  ro   zMarkerStyle._set_path_markerc                 C   s   |  t| j d S rj   )r   r   rz   rh   rZ   rZ   r[   r   i  s   zMarkerStyle._set_verticesc                 C   s   | j }t|dkr|d d}}nt|dkr |d |d }}|d }|dkr2t|| _d| _n&|dkr@t|| _d| _n|dkrQt|| _d| _d| _nt	d	| t
 d
|| _d S )Nr
   r           r|   r   miterbevelFzUnexpected tuple marker: rS   )rz   rl   r   unit_regular_polygonr`   re   unit_regular_starunit_regular_asteriskrg   r   r   r   
rotate_degra   )rW   rX   numsidesrotationsymstylerZ   rZ   r[   r   l  s$   zMarkerStyle._set_tuple_markerc           
      C   s   ddl m} |d|  td d}t|jdkrdS |jjdd\}}|jjdd\}}|| }|| }t||}	t 	| d|   | d|   
d	|	 | _|| _d
| _dS )za
        Draws mathtext markers '$...$' using TextPath object.

        Submitted by tcb
        r   )TextPath)r   r   ztext.usetex)xyr$   usetexN)axisrS         ?F)matplotlib.textr   r{   r   rl   rm   minr   r   	translater   ra   r`   _snap)
rW   r   textxminyminxmaxymaxwidthheightmax_dimrZ   rZ   r[   r     s"   

 

zMarkerStyle._set_mathtext_pathc                 C   s   |   | jv S rj   )ru   _half_fillstylesrh   rZ   rZ   r[   
_half_fill  s   zMarkerStyle._half_fillr   c                 C   s   t  d| | _tj| _|  }|  st	 | _
d S |dkr#d}n|dkr*d}n	|dkr1d}nd}t  | _
| _| j| | j d| _d S )	NrS   rP        p@rQ        V@rN        f@r   )r   r   ra   r   infrd   ru   r   r   unit_circler`   unit_circle_righthalfrb   r   r   rc   )rW   	reductionfsrotaterZ   rZ   r[   _set_circle  s   zMarkerStyle._set_circlec                 C   s$   t  | _t dd| _d | _d S )Ng9߿)r   unit_rectangler`   r   r   ra   rd   rh   rZ   rZ   r[   
_set_pixel  s   


zMarkerStyle._set_pixelc                 C   s   | j | jd d S )N)r   )r   _point_size_reductionrh   rZ   rZ   r[   
_set_point  s   zMarkerStyle._set_pointr   r   T)closedg333333gɿ333333?c                 C   s  t  d|| _d| _|  }|  s| j| _ne| j	| j
| j| jg}|dkr;|d| d  | _|d| d  | _n@|dkrR|d| d  | _|d| d  | _n)|dkri|d	| d  | _|d
| d  | _n|d
| d  | _|d	| d  | _| j| _d| _d S )NrS         @rQ   r      r
   rP   rN   r   r|   r   )r   r   r   ra   rd   ru   r   _triangle_pathr`   _triangle_path_u_triangle_path_l_triangle_path_d_triangle_path_rrb   rc   re   )rW   rotskipr   mpathsrZ   rZ   r[   _set_triangle  s.   

zMarkerStyle._set_trianglec                 C      |  ddS )Nr   r   r   rh   rZ   rZ   r[   _set_triangle_up     zMarkerStyle._set_triangle_upc                 C   r   )Nr   r
   r   rh   rZ   rZ   r[   _set_triangle_down  r   zMarkerStyle._set_triangle_downc                 C   r   )Nr   r|   r   rh   rZ   rZ   r[   _set_triangle_left  r   zMarkerStyle._set_triangle_leftc                 C   r   )Nr   r   r   rh   rZ   rZ   r[   _set_triangle_right  r   zMarkerStyle._set_triangle_rightc                 C   s   t  dd| _d| _|  }|  st | _nI|dkr d}n|dkr'd}n	|dkr.d}nd	}tddgd
dgd
dgddgddgg| _tddgd
dgd
d
gdd
gddgg| _	| j
| | j| _d| _d S )N             @rP   r   rQ   r   rN   r   r   r   rS   r   )r   r   ra   rd   ru   r   r   r   r`   rb   r   rc   re   rW   r   r   rZ   rZ   r[   _set_square  s*   
zMarkerStyle._set_squarec                 C   s   t  ddd| _d| _|  }|  st | _	nCtddgddgddgddgg| _	tddgddgddgddgg| _
|dkrEd}n|dkrLd	}n	|d
krSd}nd}| j| | j| _d| _d S )Nr   -   r   r   r   rP   r   rQ   r   rN   r   r   r   )r   r   r   ra   rd   ru   r   r   r   r`   rb   rc   re   r   rZ   rZ   r[   _set_diamond  s"   ""
zMarkerStyle._set_diamondc                 C   s   |    | jdd d S )Nr   r   )r   ra   r   rh   rZ   rZ   r[   _set_thin_diamond)     zMarkerStyle._set_thin_diamondc                 C   sH  t  d| _d| _td}|  }|  s|| _n|j	}dt
d d }t|d |d |d |d g}t|d |d |d	 |d |d g}t|d |d |d d| g|d g}t|d |d |d	 d| g|d g}|d
kr|||}	}
n|dkr||}	}
n|dkr||}	}
n||}	}
|	| _|
| _| j| _d| _d S )NrS   r      r         @r   r   r
   r|   rQ   rP   rN   r   )r   r   ra   rd   r   r   ru   r   r`   rm   r   sqrtrb   rc   re   )rW   polypathr   vertsyrQ   rP   rN   rO   mpath	mpath_altrZ   rZ   r[   _set_pentagon-  s.   
 &((

zMarkerStyle._set_pentagonc           
      C   sT  t  d| _d| _|  }tjddd}|  s|| _n|j	}tt
|ddd d f |dd	d d f |d f}tt
|d
dd d f |d
 f}tt
|ddd d f |d f}tt
|d |dd	d d f |d f}|dkr||}}	n|dkr||}}	n|dkr||}}	n||}}	|| _|	| _| j| _d| _d S )NrS   r   r   gŋ!r?)innerCircler   r      
   r|         rQ   rP   rN   r   )r   r   ra   rd   ru   r   r   r   r`   rm   r   vstackrb   rc   re   )
rW   r   r   r   rQ   rP   rN   rO   r   r   rZ   rZ   r[   	_set_starM  s,   8&&,

zMarkerStyle._set_starc                 C   s:  t  d| _d | _|  }td}|  s|| _n}|j	}t
t
dt
j d }tt
| dg|dd d f |dgf}tt
| dg|ddd d f |dgf}t|dd d f }t|d	d d f }|d
kru||}	}
n|dkr||}	}
n|dkr||}	}
n||}	}
|	| _|
| _| j| _d| _d S )NrS   r   r   g      @r   )r   r   r   r
   )r   r   r
   r|   )r   r   r   r|   rQ   rP   rN   r   )r   r   ra   rd   ru   r   r   r   r`   rm   r   r   cospir   rb   rc   re   )rW   r   r   r   r0   rQ   rP   rN   rO   r   r   rZ   rZ   r[   _set_hexagon1l  s.   
*.

zMarkerStyle._set_hexagon1c                 C   s@  t  dd| _d | _|  }td}|  s|| _	n}|j
}tdd d}}t|dd d f }t|dd d f }tt||g|d	d d f | | g||gf}tt||g|d
d d f | | gf}	|dkrx||}
}n|dkr||}
}n|dkr||	}
}n|	|}
}|
| _	|| _| j| _d| _d S )NrS      r   r|   r         ?)r   r   r   r   r   )r   r
   r|   r   r}   )r   r   r|   rQ   rP   rN   r   )r   r   r   ra   rd   ru   r   r   r   r`   rm   r   r   r   rb   rc   re   )rW   r   r   r   r0   r   rQ   rP   rN   rO   r   r   rZ   rZ   r[   _set_hexagon2  s2   
,

zMarkerStyle._set_hexagon2c              	   C   s   t  d| _d| _|  }td}|  s!| jd || _	nOt
dd }tddgdd	g| d	gd|gd| g| dgddgg}|d
krKd}n|dkrRd}n	|dkrYd}nd}| j| | | _	| _| j d| _d| _d S )NrS   r   r   g     6@r   r   r   r   r   rP   r   rQ   r   rO   r   r   r   )r   r   ra   rd   ru   r   r   r   r   r`   r   r   rb   r   rc   re   )rW   r   r   r0   halfr   rZ   rZ   r[   _set_octagon  s,   

zMarkerStyle._set_octagonr         c                 C   &   t  d| _d| _d| _| j| _d S NrS   r   F)r   r   ra   rd   rg   _line_marker_pathr`   rh   rZ   rZ   r[   
_set_vline     zMarkerStyle._set_vlinec                 C      |    | jd| _d S NZ   )r  ra   r   rh   rZ   rZ   r[   
_set_hline  r   zMarkerStyle._set_hlinec                 C   s(   t  dd| _d| _d| _| j| _d S )Nr  r   Fr   r   ra   rd   rg   _tickhoriz_pathr`   rh   rZ   rZ   r[   _set_tickleft     zMarkerStyle._set_tickleftc                 C   (   t  dd| _d| _d| _| j| _d S Nr   Fr  rh   rZ   rZ   r[   _set_tickright  r  zMarkerStyle._set_tickrightg       c                 C   r  r  r   r   ra   rd   rg   _tickvert_pathr`   rh   rZ   rZ   r[   _set_tickup  r  zMarkerStyle._set_tickupc                 C   s(   t  dd| _d| _d| _| j| _d S )Nr   r  Fr  rh   rZ   rZ   r[   _set_tickdown  r  zMarkerStyle._set_tickdowng?gc                 C   r  )NrS   r   F)r   r   ra   rd   rg   	_tri_pathr`   rh   rZ   rZ   r[   _set_tri_down  r  zMarkerStyle._set_tri_downc                 C   r  N   r  ra   r   rh   rZ   rZ   r[   _set_tri_up  r   zMarkerStyle._set_tri_upc                 C   r  N  r  rh   rZ   rZ   r[   _set_tri_left  r   zMarkerStyle._set_tri_leftc                 C   r  r	  r  rh   rZ   rZ   r[   _set_tri_right  r   zMarkerStyle._set_tri_rightg      ?c                 C   s,   t  d| _d| _d| _| j| _d| _d S )NrS         @Fr   )r   r   ra   rd   rg   _caret_pathr`   re   rh   rZ   rZ   r[   _set_caretdown  s
   
zMarkerStyle._set_caretdownc                 C   r  r  r#  ra   r   rh   rZ   rZ   r[   _set_caretup  r   zMarkerStyle._set_caretupc                 C   r  r  r$  rh   rZ   rZ   r[   _set_caretleft  r   zMarkerStyle._set_caretleftc                 C   r  r	  r$  rh   rZ   rZ   r[   _set_caretright!  r   zMarkerStyle._set_caretrightg      c                 C   s   |    | j| _d S rj   )r#  _caret_path_baser`   rh   rZ   rZ   r[   _set_caretdownbase'  s   zMarkerStyle._set_caretdownbasec                 C   r  r  r)  ra   r   rh   rZ   rZ   r[   _set_caretupbase+  r   zMarkerStyle._set_caretupbasec                 C   r  r  r*  rh   rZ   rZ   r[   _set_caretleftbase/  r   zMarkerStyle._set_caretleftbasec                 C   r  r	  r*  rh   rZ   rZ   r[   _set_caretrightbase3  r   zMarkerStyle._set_caretrightbasec                 C   r  r  )r   r   ra   rd   rg   
_plus_pathr`   rh   rZ   rZ   r[   	_set_plus<  r  zMarkerStyle._set_plusc                 C   r  )NrS   r!  F)r   r   ra   rd   rg   _x_pathr`   rh   rZ   rZ   r[   _set_xG  r  zMarkerStyle._set_x)UUUUUU?r   )UUUUUU?r   )r4  r3  )r   r3  r   r4  r4  r4  r4  r   r3  r   r3  r4  r   r4  )r   r3  )r3  r3  r2  )	r   rS   r5  r6  r7  r8  r9  r:  )r   rS   r;  c                 C      t  dd| _d| _d| _|  }|  s| j| _d S |dkr%d\}}n|dkr.d\}}n|dkr7d	\}}nd
\}}| j	| _| j	| _
t  dd| _| j| | j| d S Nr   r   r   rQ   )r   r  rP   )r  r   rN   )r
  r  )r  r
  )r   r   ra   rd   re   ru   r   _plus_filled_pathr`   _plus_filled_path_trb   rc   r   rW   r   r   
rotate_altrZ   rZ   r[   _set_plus_filledU  $   


zMarkerStyle._set_plus_filled)      ?r   )rS   rE  )r   r   )r   rE  r   rS   r   r   r   r   rS   r   rE  r   r   r   rE  rS   )r   rE  rD  )rF  rG  rH  rI  rJ  rK  rL  rF  c                 C   r<  r=  )r   r   ra   rd   re   ru   r   _x_filled_pathr`   _x_filled_path_trb   rc   r   r@  rZ   rZ   r[   _set_x_filledu  rC  zMarkerStyle._set_x_filled)NN)r   )e__name__
__module____qualname____doc__TICKLEFT	TICKRIGHTTICKUPTICKDOWN	CARETLEFT
CARETRIGHTCARETUP	CARETDOWNCARETLEFTBASECARETRIGHTBASECARETUPBASECARETDOWNBASEr   filled_markersrw   r   r   r\   ri   rn   rr   ru   rU   rx   ry   r{   rV   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r   r  r  r  r  r  r  r  r  r  r  MOVETOLINETOr  r  r  r  r   r"  r#  r%  r&  r'  r(  r)  r+  r,  r-  r.  r/  r0  r1  r>  r?  rB  rM  rN  rO  rZ   rZ   rZ   r[   r      s   	
 !"#.
&		
$ $$ "#r   )rS  collections.abcr   numpyr   rL   r   r   r   r   
transformsr   r   rangerT  rU  rV  rW  rX  rY  rZ  r[  r\  r]  r^  r_  emptyr_   r   rZ   rZ   rZ   r[   <module>   s     
