`ҳg @dZddlZddlZddlmZGddZdS)) PdfMatrixNceZdZdZddZdZdZedZdZ e d Z d Z d Z d Zd ZddZdZddZdZdZdS)ra PDF transformation matrix helper class. See the PDF 1.7 specification, Section 8.3.3 ("Common Transformations"). Note: * The PDF format uses row vectors. * Transformations operate from the origin of the coordinate system (PDF coordinates: bottom left corner, Device coordinates: top left corner). * Matrix calculations are implemented independently in Python. * Matrix objects are immutable, so transforming methods return a new matrix. * Matrix objects implement ctypes auto-conversion to ``FS_MATRIX`` for easy use as C function parameter. Attributes: a (float): Matrix value [0][0]. b (float): Matrix value [0][1]. c (float): Matrix value [1][0]. d (float): Matrix value [1][1]. e (float): Matrix value [2][0] (X translation). f (float): Matrix value [2][1] (Y translation). rc`||||||f\|_|_|_|_|_|_dSNabcdef)selfr r r r r rs W/var/www/html/mpstechhub/venv/lib/python3.11/site-packages/pypdfium2/_helpers/matrix.py__init__zPdfMatrix.__init__(s19:Aq!Q9I6c0d|S)Nr)getrs r__repr__zPdfMatrix.__repr__,s'488::'''rct|t|urdS||kS)NF)typerrothers r__eq__zPdfMatrix.__eq__0s9 ::T%[[ ( (5 eiikk)*rcNtj|Sr)ctypesbyrefto_rawrs r_as_parameter_zPdfMatrix._as_parameter_6s|T[[]],,,rcN|j|j|j|j|j|jfS)zI Get the matrix as tuple of the form (a, b, c, d, e, f). rrs rrz PdfMatrix.get;s#??rc^||j|j|j|j|j|jS)zR Load a :class:`.PdfMatrix` from a raw :class:`FS_MATRIX` object. r)clsraws rfrom_rawzPdfMatrix.from_rawBs* s35#%suce<<0: right). y (float): Vertical shift. rrr*rrxys r translatezPdfMatrix.translatecs(}}i1aAq99;;;rcL|t|dd|S)z Parameters: x (float): A factor to scale the X axis (<1: compress, >1: stretch). y (float): A factor to scale the Y axis. rr,r-s rscalezPdfMatrix.scalems$}}i1a33555rFc|stj|}tj|tj|}}||rt ||| |nt || ||S)z Parameters: angle (float): Angle by which to rotate the matrix. ccw (bool): If True, rotate counter-clockwise. rad (bool): If True, interpret the angle as radians. )mathradianscossinr*r)rangleccwradr ss rrotatezPdfMatrix.rotatewsr (L''Ex1}}Wi1qb!4441qbRSUVAWAWYYYrc@||rdnd|rdndS)z Parameters: v (bool): Whether to mirror vertically (at the Y axis). h (bool): Whether to mirror horizontall (at the X axis). r)r.r/)r2)rvhs rmirrorzPdfMatrix.mirrors* zz1^RR!qazAAArc |s(tj|}tj|}|tdtj|tj|dS)z Parameters: x_angle (float): Inner angle to skew the X axis. y_angle (float): Inner angle to skew the Y axis. rad (bool): If True, interpret the angles as radians. r)r4r5r*rtan)rx_angley_angler:s rskewzPdfMatrix.skews_ ,l7++Gl7++G}}i48G+<+O>OQRSSUUUrcv|j|z|j|zz|jz|j|z|j|zz|jzfS)zI Returns: (float, float): Transformed point. )r r r r r rr-s ron_pointzPdfMatrix.on_pointsD F1Htvax $& ( F1Htvax $& (  rcr||||||||||||f}td|Dtd|Dtd|Dtd|DfS)z[ Returns: (float, float, float, float): Transformed rectangle. c3&K|] }|dV dSrN.0ps r z$PdfMatrix.on_rect..&%%!%%%%%%rc3&K|] }|dV dSrNrLrMs rrPz$PdfMatrix.on_rect..rQrc3&K|] }|dV dSrKrLrMs rrPz$PdfMatrix.on_rect..rQrc3&K|] }|dV dSrSrLrMs rrPz$PdfMatrix.on_rect..rQr)rHminmax)rleftbottomrighttoppointss ron_rectzPdfMatrix.on_rects MM$ $ $ MM$ ' ' MM% % % MM% ( (   %%f%%% % % %%f%%% % % %%f%%% % % %%f%%% % %   rN)rrrrrr)FF)F)__name__ __module__ __qualname____doc__rrrpropertyr r classmethodr%rr*r0r2r<rArFrHr]rLrrrrs80JJJJ(((+++ --X-@@@==[=///   $<<<666 Z Z Z ZBBB V V V V         rr)__all__r4r pypdfium2.rawr$r'rrLrrrfsl  h h h h h h h h h h r