+ ]i!cs2Rt^RIHt^RIHt^RIHt!RR4t!RR]4t!RR ]4t !R R ]4t ] t R t !R R]4t !RR]4t!RR]4t!RR]4t!RR]4t!RR]4tRRlt!RR]4tR#)aY Provides classes of simple units that will be used with `.AxesDivider` class (or others) to determine the size of each Axes. The unit classes define `get_size` method that returns a tuple of two floats, meaning relative and absolute sizes, respectively. Note that this class is nothing more than a simple tuple of two floats. Take a look at the Divider class to see how these two values are used. Once created, the unit classes can be modified by simple arithmetic operations: addition /subtraction with another unit type or a real number and scaling (multiplication or division) by a real number. )Real)_api)AxescsPa]tRt^toRtRtRtRtRtRt Rt Rt R t Vt R #) _BasecsW,#NselfZother&&H/usr/lib64/python3.14/site-packages/mpl_toolkits/axes_grid1/axes_size.py__rmul__Z_Base.__rmul__s |csP\V\4'g\#\W4#r) isinstancerZNotImplementedFractionrrr __mul__Z _Base.__mul__s %&&! !$$r cs"^V, V,#)rrrr __div__Z _Base.__div__sE T!!r csn\V\4'd \W4#\V\V44#r)r rAddFixedrrr __add__Z _Base.__add__"s+ eU # #t# #tU5\* *r csRV,#)rr)rs&r __neg__Z _Base.__neg__(s Dyr cs,\V\V44#r)rrrrr __radd__Z_Base.__radd__+s4u&&r csW),#rrrrr __sub__Z _Base.__sub__0s vr c s\R4h)z: Return two-float tuple with relative and absolute sizes. zSubclasses must implement)ZNotImplementedError)rrendererrr get_sizeZ_Base.get_size3s""=>>r rN)__name__ __module__ __qualname____firstlineno__r rrrrrrr__static_attributes____classdictcell__ __classdict__@r rrs2% "+ ' ??r rcs0a]tRt^:toRtRtRtRtVtR#)rz Sum of two sizes. csWnW nR#r_a_b)raZb&&&r __init__Z Add.__init__?s r csVPPV4wr#VPPV4wrEW$,W5,3#r)r$rr%)rrZ a_rel_sizeZ a_abs_sizeZ b_rel_sizeZ b_abs_size&& r rZ Add.get_sizeCsA!%!1!1(!; !%!1!1(!; & (???r r#N rrrr__doc__r(rrrr r"r rr:s@@r rcs0a]tRt^ItoRtRtRtRtVtR#)rzL Simple fixed size with absolute part = *fixed_size* and relative part = 0. csJ\P!\VR7WnR#) fixed_sizeN)rcheck_isinstancerr-)rr-rr r(ZFixed.__init__Ns dz:$r cs$RpVPpW#3#r,rrrel_sizeabs_size&& r rZFixed.get_sizeRs??!!r r,Nr*r r"r rrIs%""r rcs0a]tRt^XtoRtRtRtRtVtR#)ScaledzS Simple scaled(?) size with absolute part = 0 and relative part = *scalable_size*. csWnR#rZ_scalable_size)rZ scalable_sizerr r(ZScaled.__init__^s+r cs$VPpRpW#3#r/r6r1r4r rZScaled.get_sizeas&&!!r r6Nr*r r"r r5r5Xs ,""r r5cs8VP4pVR8XdRpV#)Zauto?)Z get_aspect)axaspects& r _get_axes_aspectr:is ]]_F  Mr cs4a]tRt^ptoRtRRltRtRtVtR#)AxesXzi Scaled size whose relative part corresponds to the data width of the *axes* multiplied by the *aspect*. NcVWnW nVR8XdVf \R4hW0nR#axesNz%ref_ax must be set when aspect='axes'_axes_aspect ValueError_ref_axrr>r9Zref_ax&&&&r r(ZAxesX.__init__v)  V DE E r csVPP4wr#VPR8Xd3\VP4pV\VP4, pM VPp\ W2, 4V,pRpWg3#r>r0)r@Zget_xlimrAr:rCabsrrZl1Zl2Z ref_aspectr9r2r3&& r rZAxesX.get_size}sk$$& <<6 !)$,,7J"24::">>F\\Fru:f$!!r rAr@rCr7Nr*r r"r r;r;ps  " "r r;cs4a]tRt^toRtRRltRtRtVtR#)AxesYzj Scaled size whose relative part corresponds to the data height of the *axes* multiplied by the *aspect*. Ncr<r=r?rDrEr r(ZAxesY.__init__rFr csVPP4wr#VPR8Xd,\VP4p\VP4pM VPp\ W2, 4V,pRpWg3#rG)r@Zget_ylimrAr:rCrHrIrJr rZAxesY.get_sizese$$& <<6 !)$,,7J%djj1F\\Fru:f$!!r rKrLr*r r"r rMrMs  " "r rMcs6a]tRt^toRtRtRtRtRtVt R#) MaxExtentzh Size whose absolute part is either the largest width or the largest height of the given *artist_list*. csRWn\P!RR.VR7W nR#)widthheight)w_or_hN) _artist_listr check_in_list_w_or_h)r artist_listrQr'r r(ZMaxExtent.__init__s"' GX.v> r cs<VPPV4R#r)rRZappend)rr&rr add_artistZMaxExtent.add_artists   #r csRpVPUu.uFCp\VPV4VP4VPP , NKE pp\ V^R7pW%3#uupi)r0)Zdefault)rRZgetattrZget_window_extentrTZfiguredpimax)rrr2r&Z extent_listr3r)r rZMaxExtent.get_sizesq&&(& A''14<< @188<< O O& ({A.!! (sA A,)rRrTN) rrrrr+r(rVrrrr r"r rNrNs  $""r rNcs6aa]tRt^toRtV3RltRtVtV;t#)MaxWidthzK Size whose absolute part is the largest width of the given *artist_list*. c(<\SV`VR4R#)rONZsuperr(rrU __class__&&r r(ZMaxWidth.__init__s g.r r rrrrr+r(rrZ __classcell__r]r!@@r rYrYs//r rYcs6aa]tRt^toRtV3RltRtVtV;t#) MaxHeightzL Size whose absolute part is the largest height of the given *artist_list*. crZ)rPNr[r\r^r r(ZMaxHeight.__init__s h/r rr_r`rar rbrbs00r rbcs0a]tRt^toRtRtRtRtVtR#)r z] An instance whose size is a *fraction* of the *ref_size*. >>> s = Fraction(0.3, AxesX(ax)) csV\P!\VR7W nWnR#))fractionN)rr.r _fraction_ref _fraction)rrcZref_sizer'r r(ZFraction.__init__s dX6%!r csVPfVPR3#VPPV4wr#W P,pW0P,pWE3#)Nr0)rdrer)rrZrr&r2r3r)r rZFraction.get_sizesV    %>>2% %%%..x8DA'H'H% %r )rerdNr*r r"r r r s " &&r r Ncs\V\4'd \V4#\V\4'd.VR,R8Xd \ \ VRR4^d, V4#\ R4h)aG Create a Fixed unit when the first argument is a float, or a Fraction unit if that is a string that ends with %. The second argument is only meaningful when Fraction unit is created. >>> from mpl_toolkits.axes_grid1.axes_size import from_any >>> a = from_any(1.2) # => Fixed(1.2) >>> from_any("50%", a) # => Fraction(0.5, a) Z%NzUnknown formatr)r rrZstrr ZfloatrB)ZsizeZ fraction_refrr from_anyrfs\$T{ D#   8s?E$s),s2LA A % &&r csLa]tRt^toRtRRRRRRRR /tR tR tR tVt R #)_AxesDecorationsSizezL Fixed size, corresponding to the size of decorations on a given Axes side. Zleftc<VPVP, #r)ZxminZtight_bbZaxes_bbrr _AxesDecorationsSize.GLL8==,Hr Zrightc<VPVP, #r)Zxmaxrirr rjrkHMMGLL,Hr Zbottomcrhr)Zyminrirr rjrkrlr Ztopcrmr)Zymaxrirr rjrkrnr cs\P!VPVR7W n\ V\ 4'd V.VnR#TVnR#)) directionN)rrS _get_size_map _directionr r_ax_list)rr8ror'r r(Z_AxesDecorationsSize.__init__s8 4--C# *2t 4 4 " r c s \VPUu.uFBpVPVP,!VP VRR7VP 4NKD up4pVP ^H4pW4, p^pWe3#uupi)F)Zcall_axes_locator)rXrrrprqZ get_tightbboxZbboxZpoints_to_pixels)rrr8ZszrWr3r2s&& r rZ_AxesDecorationsSize.get_sizes mm%$   t /  U CRWW N#%&''+8!!%sAB)rrrqN) rrrrr+rpr(rrrr r"r rgrgs: HHH H M= ""r rgr)r+ZnumbersrZ matplotlibrZmatplotlib.axesrrrrr5ZScalabler:r;rMrNrYrbr rfrgrr r rss  !?!?H @% @ "E " "U " "E"4"E"6""./y/0 0&u&,'$"5"r