+ jd^RIHt^RIHt^RIHt^RIHt^RIH t ^RI H t !RR]4t R #) )Basic)Str)Vector) CoordSys3D)_path)cacheitctaa]tRt^ toRt]P R3V3Rllt]R4t Rt Rt Rt Rt VtV;t#) Pointz" Represents a point in 3-D space. Nc<\V4p\V\4'g\R\ V4,4h\V\ 4'g Ve\R\ V4,4hVf\ SV`V\V4V4pM\ SV`V\V4W#4pWn W$n VfRVn WDn V#W4n VPVn V#)z0position should be an instance of Vector, not %sNz3parent_point should be an instance of Point, not %s) str isinstancer TypeErrortyper super__new__r_name_pos_parent_root)clsnameposition parent_pointobj __class__s&&&& S/home/luca/screen-checking/.venv/lib/python3.14/site-packages/sympy/vector/point.pyr Point.__new__s4y(F++BTF <//(E I""# #  '/#s4y(;C'/#s4y(IC   CKI  'K$**CI c \V\4'g2\V\4'g\\ V4R,4h\V\4'd VP pW8Xd\ P#WP8Xd VP#VPV8XdRVP,#\W4wr#\ Pp\V4FpWCV,P, pK \V^,\V44FpWCV,P,pK V#)a Returns the position vector of this Point with respect to another Point/CoordSys3D. Parameters ========== other : Point/CoordSys3D If other is a Point, the position of this Point wrt it is returned. If its an instance of CoordSyRect, the position wrt its origin is returned. Examples ======== >>> from sympy.vector import CoordSys3D >>> N = CoordSys3D('N') >>> p1 = N.origin.locate_new('p1', 10 * N.i) >>> N.origin.position_wrt(p1) (-10)*N.i zis not a Point or CoordSys3D) r r rrr originrzerorrrrangelen)selfother rootindexpathresultis&& r position_wrtPoint.position_wrt+s25%((uj11CJ:;< < eZ ( (LLE =;;  ll "99  ]]d " ? ", y!A 1gll "F"y1}c$i0A 1gll "F1 rc \WV4#)a Returns a new Point located at the given position wrt this Point. Thus, the position vector of the new Point wrt this one will be equal to the given 'position' parameter. Parameters ========== name : str Name of the new point position : Vector The position vector of the new Point wrt this one Examples ======== >>> from sympy.vector import CoordSys3D >>> N = CoordSys3D('N') >>> p1 = N.origin.locate_new('p1', 10 * N.i) >>> p1.position_wrt(N.origin) 10*N.i )r )r%rrs&&&r locate_newPoint.locate_newZs4TT**rc lVPVP4p\VPV44#)a Returns the Cartesian/rectangular coordinates of this point wrt the origin of the given CoordSys3D instance. Parameters ========== coordinate_system : CoordSys3D The coordinate system to express the coordinates of this Point in. Examples ======== >>> from sympy.vector import CoordSys3D >>> N = CoordSys3D('N') >>> p1 = N.origin.locate_new('p1', 10 * N.i) >>> p2 = p1.locate_new('p2', 5 * N.j) >>> p2.express_coordinates(N) (10, 5, 0) )r+r!tuple to_matrix)r%coordinate_systempos_vects&& rexpress_coordinatesPoint.express_coordinatesvs22$$%6%=%=>X''(9:;;rcVP#)N)r)r%printers&&r _sympystrPoint._sympystrs zzr)__name__ __module__ __qualname____firstlineno____doc__rr"rrr+r.r5r9__static_attributes____classdictcell__ __classcell__)r __classdict__s@@rr r sC%+KKd: , ,\+8<:rr N) sympy.core.basicrsympy.core.symbolrsympy.vector.vectorrsympy.vector.coordsysrectrsympy.vector.functionsrsympy.core.cacherr r;rrrKs%"!&0($KEKr