h.HSrSSKrSSKJr SSKJr SSKJr "SS5rg)aDefine the :class:`~geographiclib.polygonarea.PolygonArea` class The constructor initializes a empty polygon. The available methods are * :meth:`~geographiclib.polygonarea.PolygonArea.Clear` reset the polygon * :meth:`~geographiclib.polygonarea.PolygonArea.AddPoint` add a vertex to the polygon * :meth:`~geographiclib.polygonarea.PolygonArea.AddEdge` add an edge to the polygon * :meth:`~geographiclib.polygonarea.PolygonArea.Compute` compute the properties of the polygon * :meth:`~geographiclib.polygonarea.PolygonArea.TestPoint` compute the properties of the polygon with a tentative additional vertex * :meth:`~geographiclib.polygonarea.PolygonArea.TestEdge` compute the properties of the polygon with a tentative additional edge The public attributes for this class are * :attr:`~geographiclib.polygonarea.PolygonArea.earth` :attr:`~geographiclib.polygonarea.PolygonArea.polyline` :attr:`~geographiclib.polygonarea.PolygonArea.area0` :attr:`~geographiclib.polygonarea.PolygonArea.num` :attr:`~geographiclib.polygonarea.PolygonArea.lat1` :attr:`~geographiclib.polygonarea.PolygonArea.lon1` N)Math) Accumulator)Geodesicc\rSrSrSr\S5r\S5r\S5r\S5r SSjr Sr S r S r SS jrSS jrSS jrSrg) PolygonArea4zArea of a geodesic polygonc[R"X5up#[R"U5n[R"U5nUS:aUSs=:aU::dO US:aUS:XaS$US:aUSs=:aU::aS$ S$)z/Count crossings of prime meridian for AddPoint.r)rAngDiff AngNormalize)lon1lon2lon12_s lC:\Users\julio\OneDrive\Documentos\Trabajo\Ideas Frescas\venv\Lib\site-packages\geographiclib/polygonarea.py_transitPolygonArea._transit7s ||D'HE   T "D   T "D!1T!1!%dai @ dQ&6$&6"@&6A@c[R"US5n[R"US5nSUs=::aS:aO OSOSSUs=::a S:aS- $ S- $)z.Count crossings of prime meridian for AddEdge.g@rihr r remainder)rrs r_transitdirectPolygonArea._transitdirectDsX >>$ &Dt~~dE/J?s?a?s?a+-"+-rc4URU5 US-(a-URUR5S:aSOSU-S- 5 U(dUR5 U(aTUR5US- :aURU*5 OvUR5U*S- ::aURU5 OLUR5U:aURU*5 O%UR5S:aURU5 SUR5-$)z)Reduce accumulator area to allowed range.r rr ) RemainderAddSumNegateareaarea0 crossingsreversesigns r _areareduceAPolygonArea._areareduceAMs NN51} hhdhhj1n"5a79 DKKM eAg  5& 88:% ! 5 u  5& 88:> 5  rc [R"X5nUS-(aXS:aSOSU-S- - nU(dUS-nU(a#XS- :a X-nSU-$X*S- ::aX- nSU-$X:a X-nSU-$US:aX- nSU-$)z$Reduce double area to allowed range.r rr rrrr"s r _areareduceBPolygonArea._areareduceBds >>$ &D1} 1Hq"-a//d DBJD a  : 6!8   :   : !8  :rclXlX lS[R-UR-Ul[ R[ R-[ R-UR(a[ RO [ R[ R--Ul UR(d[5Ul[5UlSUl[R$Ul[R$UlSUl[R$=UlUlg)zConstruct a PolygonArea object :param earth: a :class:`~geographiclib.geodesic.Geodesic` object :param polyline: if true, treat object as a polyline instead of a polygon Initially the polygon has no vertices. rN)earthpolylinemathpi_c2r$rLATITUDE LONGITUDEDISTANCEEMPTYAREA LONG_UNROLL_maskr_areasum _perimetersumnumnanlat1r _crossings_lat0_lon0)selfr/r0s r__init__PolygonArea.__init__{sJ(M(TWWuyy(DJ?##h&8&88##$%)]]8>>==8#7#779DJ ==+-$-$DDH@DI4DI5DO"hh&DJrcSUlSUlUR(dURR S5 UR R S5 [ R=Ul=Ul =Ul Ul g)zReset to empty polygon.rN) r=r@r0r;Setr<r1r>rArBr?r)rCs rClearPolygonArea.Clears\DHDO ==$--++A.16:hh>DJ>>di$)rc URS:XaU=UlUlU=UlUlOUR R URURXUR5u p4 p5URRU5 UR(dNURRU5 U=R[RURU5- sl XlX lU=RS- slg)zAdd the next vertex to the polygon :param lat: the latitude of the point in degrees :param lon: the longitude of the point in degrees This adds an edge from the current vertex to the new vertex. rr N)r=rAr?rBrr/ _GenInverser:r<rr0r;r@rr)rClatlonrs12S12s rAddPointPolygonArea.AddPoints xx1}""dj49""dj49)-)?)? 499c *4&aaAq!Q S! ]] # ;// 3??iiHHMHrc URS:waURRURURUSX R 5u p4n p6UR RU5 UR(dNURRU5 U=R[RURU5- sl X@lXPlU=RS- slgg)zAdd the next edge to the polygon :param azi: the azimuth at the current the point in degrees :param s: the length of the edge in meters This specifies the new vertex in terms of the edge from the current vertex. rFr N) r=r/ _GenDirectr?rr:r<rr0r;r@rr)rCazisrrLrMrOs rAddEdgePolygonArea.AddEdges xx1}(, (=(= 499c5!ZZ)9%ac1aAq Q ]] # ;55diiEEii hh!mhrc "UR(a[RnURS:a$SnUR(dSnURUW4$UR(a)URR 5nURUW4$UR RURURURURUR5u pV pWURR U5n[UR5nURU5 UR ["R%URUR5-n ["R'XR(U X5nURXC4$)aOCompute the properties of the polygon :param reverse: if true then clockwise (instead of counter-clockwise) traversal counts as a positive area :param sign: if true then return a signed result for the area if the polygon is traversed in the "wrong" direction instead of returning the area for the rest of the earth :return: a tuple of number, perimeter (meters), area (meters^2) Arbitrarily complex polygons are allowed. In the case of self-intersecting polygons the area is accumulated "algebraically", e.g., the areas of the 2 loops in a figure-8 polygon will partially cancel. If the object is a polygon (and not a polyline), the perimeter includes the length of a final edge connecting the current point to the initial point. If the object is a polyline, then area is nan. More points can be added to the polygon after this call. rr)r0r1r>r=r<r r/rKr?rrArBr:rr;rr@rrr(r$) rCr&r'r# perimeterrrNrOtempsumr%s rComputePolygonArea.Computes-, }}TXXd xx!|i ]]3D XXy$ && }}$$((*i XXy$ &&'+zz'='= iiDJJ DJJ(@$AAq!Q1a""&&s+I$--(G KK+"6"6tyy$**"MMI  # #GZZ$+ 3D 88Y $$rc UR(a[RnURS:XaSnUR(dSnSUW4$URR 5nUR(aSOUR R 5nURoRS-n UR(aS/OSS/Hn URRU S:Xa UROUU S:Xa UROUU S:wa UROUU S:wa UROUUR5u p pXl- nUR(aMX}- nU[R!U S:Xa UROUU S:wa UROU5- nM UR(aXW4$[R#XpR$UX45nXU4$)aCompute the properties for a tentative additional vertex :param lat: the latitude of the point in degrees :param lon: the longitude of the point in degrees :param reverse: if true then clockwise (instead of counter-clockwise) traversal counts as a positive area :param sign: if true then return a signed result for the area if the polygon is traversed in the "wrong" direction instead of returning the area for the rest of the earth :return: a tuple of number, perimeter (meters), area (meters^2) rrr )r0r1r>r=r<r r;r@r/rKr?rrArBr:rrr+r$)rCrLrMr&r'r#rYrZr%r=irrNrOs r TestPointPolygonArea.TestPoints }}TXXd xx1}i ]]3D  4 ""&&(I]]c (9(9(;GIxx!|]]qcA.)-)?)?!V 16diis1f #Q!Vtzz *&aaAq!Qi ]]][))qAv$))378Av3H H / }} T !!  # #GZZ$+ 3D 4 rc NURS:Xa!S[R[R4$URS-nURR 5U-nUR (aXV[R4$UR R 5nURnURRURURUSX R5u pn pX|- nU[RURU 5- nURRXUR UR"UR5u p pXm- nX|- nU[R%XR"5- n[R'XpR(UX45nXVU4$)aCompute the properties for a tentative additional edge :param azi: the azimuth at the current the point in degrees :param s: the length of the edge in meters :param reverse: if true then clockwise (instead of counter-clockwise) traversal counts as a positive area :param sign: if true then return a signed result for the area if the polygon is traversed in the "wrong" direction instead of returning the area for the rest of the earth :return: a tuple of number, perimeter (meters), area (meters^2) rr F)r=r1r>r<r r0r;r@r/rSr?rr:rrrKrArBrr+r$)rCrTrUr&r'r=rYrZr%rrLrMrOrNr#s rTestEdgePolygonArea.TestEdge#s_ xx1} $(( "" ((Q,C""&&(1,I }} TXX %%}}  "GI&*jj&;&; iiC::'7#ACAq!Q NG ++DIIs;;I'+zz'='=  DJJ (4$AAq!Q1a I NG %%c::66I  # #GZZ$+ 3D 4 r) r;r@rArBr:r<r$r/r?rr=r0N)F)FT)__name__ __module__ __qualname____firstlineno____doc__ staticmethodrrr(r+rDrHrPrVr[r_rb__static_attributes__rrrr4sz" @ @--,,'<?..(%V& R# rr) rhr1geographiclib.geomathrgeographiclib.accumulatorrgeographiclib.geodesicrrrkrrros%\ &1+R R r