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Delta
GeographicLib::EllipticFunction
deltaD
GeographicLib::EllipticFunction
deltaE
GeographicLib::EllipticFunction
deltaF
GeographicLib::EllipticFunction
deltaG
GeographicLib::EllipticFunction
deltaH
GeographicLib::EllipticFunction
deltaPi
GeographicLib::EllipticFunction
Direct
GeographicLib::Geodesic::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2, real &m12, real &M12, real &M21, real &S12) const
GeographicLib::Geodesic::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2) const
GeographicLib::Geodesic::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2) const
GeographicLib::Geodesic::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2, real &m12) const
GeographicLib::Geodesic::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2, real &M12, real &M21) const
GeographicLib::Geodesic::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2, real &m12, real &M12, real &M21) const
GeographicLib::GeodesicExact::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2, real &m12, real &M12, real &M21, real &S12) const
GeographicLib::GeodesicExact::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2) const
GeographicLib::GeodesicExact::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2) const
GeographicLib::GeodesicExact::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2, real &m12) const
GeographicLib::GeodesicExact::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2, real &M12, real &M21) const
GeographicLib::GeodesicExact::Direct(real lat1, real lon1, real azi1, real s12, real &lat2, real &lon2, real &azi2, real &m12, real &M12, real &M21) const
GeographicLib::Rhumb::Direct()
direct()* > A simple program to solve the direct geodesic problem.*!*!This program reads in lines with lat1: geoddirect.for
direct(a, f, lat1, lon1, azi1, s12, arcmod,+lat2, lon2, azi2, omask, dummy, dummy, dummy, dummy, dummy) print 20: geoddirect.for
direct().*!-the inverse problem--given\e lat1: geodesic.for
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