Og&ddlmZddlmZddlZddlmZmZmZddl m Z m Z ddl m Z gdZGd d eZej"d z Zd ej"zZej"d zZd ZGddZGddZy)) annotations)OptionalN)Vec2intersection_line_line_2dUVec)is_point_left_of_line TOLERANCE) BoundingBox2d)ConstructionRayConstructionLineParallelRaysErrorc eZdZy)rN)__name__ __module__ __qualname__T/var/www/html/public_html/myphp/venv/lib/python3.12/site-packages/ezdxf/math/line.pyrrsrr@g?g-q=ceZdZdZ d ddZeddZeddZeddZeddZ eddZ edd Z edd Z dd Z dd Zdd ZddZddZddZddZy)r zConstruction tool for infinite 2D rays. Args: p1: definition point 1 p2: ray direction as 2nd point or ``None`` angle: ray direction as angle in radians or ``None`` Nct||_|||||||t|}|jj|jkr#||jz j|_n"|j|z j|_|jj |_n/|"||_tj||_n tdt|jjtkrd|_ d|_ nq|jj|jjz |_ |jj|j|jjzz |_ |jdu|_t|jjtk|_y)Nzp2 or angle required.)r _locationx normalize _directionangle_angle from_angle ValueErrorabsABS_TOL_slope_yof0y _is_vertical_is_horizontal)selfp1p2rp2_s r__init__zConstructionRay.__init__"sLb      >r(C~~#%%'#&#7"B"B"D#'>>C#7"B"B"D////DK  DK"ooe4DO45 5 t  !W ,DKDJ//++doo.?.??DK))DKK$..:J:J,JJDJ KK4/!$//"3"34?rc|jS)z!Location vector as :class:`Vec2`.)rr(s rlocationzConstructionRay.locationCs~~rc|jS)z"Direction vector as :class:`Vec2`.)rr.s r directionzConstructionRay.directionHsrc|jS)z%Slope of ray or ``None`` if vertical.)r#r.s rslopezConstructionRay.slopeMs{{rc^|j|jjS|jS)z(Angle between x-axis and ray in radians.)rrrr.s rrzConstructionRay.angleRs( ;; ??(( (;; rc@tj|jS)z(Angle between x-axis and ray in degrees.)mathdegreesrr.s r angle_degzConstructionRay.angle_degZs||DJJ''rc|jS)z1``True`` if ray is vertical (parallel to y-axis).)r&r.s r is_verticalzConstructionRay.is_vertical_s   rc|jS)z3``True`` if ray is horizontal (parallel to x-axis).)r'r.s r is_horizontalzConstructionRay.is_horizontalds"""rc$dj|S)NzQConstructionRay(p1=({0.location.x:.3f}, {0.location.y:.3f}), angle={0.angle:.5f})formatr.s r__repr__zConstructionRay.__repr__is ##)6$< rc|jr |jS|jry|jr |jStj|j|jt S)z&Returns ``True`` if rays are parallel.Fabs_tol)r&r'r6iscloser#r"r(others r is_parallelzConstructionRay.is_parallelosS   %% %      '' '||DKKwGGrc|}|}|j|r td|jrM|jj}|j r|jj }n|j|}n|jrK|jj}|j r|jj }n|j|}n|jr(|jj }|j|}nx|jr(|jj }|j|}nD|j|jz |j|jz z }|j|}t||fS)zReturns the intersection point as ``(x, y)`` tuple of `self` and `other`. Raises: ParallelRaysError: if rays are parallel zRays are parallel) rGrr&rrr<r%yofr'xofr$r#r)r(rFray1ray2rr%s r intersectzConstructionRay.intersectzs-   D !#$78 8     A!!NN$$HHQK     A!!NN$$HHQK    A A    A A djj(T[[4;;-FGA AQF|rc>t||jtzS)z%Returns orthogonal ray at `location`.r)r rHALF_PI)r(r/s r orthogonalzConstructionRay.orthogonalsxtzzG/CDDrcp|jrt|jt||jzzS)zrReturns y-value of ray for `x` location. Raises: ArithmeticError: for vertical rays )r&ArithmeticErrorr$floatr#)r(rs rrIzConstructionRay.yofs/   ! !zzE!Ht{{222rc|jr|jjS|js%t ||j z |j z St)ztReturns x-value of ray for `y` location. Raises: ArithmeticError: for horizontal rays )r&rrr'rTr$r#rS)r(r%s rrJzConstructionRay.xofsH   >>## #$$!Htzz)T[[8 8! !rcv|j|}|j|jzdz }t||S)z%Bisectrix between `self` and `other`.rrO)rMrr )r(rF intersectionalphas r bisectrixzConstructionRay.bisectrixs4~~e, ekk)S0|599r)NN)r)rr*zOptional[UVec]rOptional[float]returnr)r\rZr\rTr\boolr\str)rFr r\r_)rFr r\r)r/rr\r )rrTr\rT)r%rTr\rT)rFr r\r )rrr__doc__r,propertyr/r1r3rr8r:r<r@rGrMrQrIrJrYrrrr r sMQ@@*@:I@B((!!## H%NE 3 ":rr ceZdZdZddZddZeddZddZedZ edZ ddZ dd Z dd Z dd Zedd Zedd ZddZef ddZef ddZdddZy)r aConstruction tool for 2D lines. The :class:`ConstructionLine` class is similar to :class:`ConstructionRay`, but has a start- and endpoint. The direction of line goes from start- to endpoint, "left of line" is always in relation to this line direction. Args: start: start point of line as :class:`Vec2` compatible object end: end point of line as :class:`Vec2` compatible object cDt||_t||_yNrstartend)r(rhris rr,zConstructionLine.__init__s%[ 9rc$dj|S)Nz$ConstructionLine({0.start}, {0.end})r>r.s rr@zConstructionLine.__repr__s5<rsw# <<9 G   ''C-dgg GGcM k:k:\t t r