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Non-finites
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Class Fsum and all precision summation and accurate multiplication functions in module fsums now, optionally handle non-finites like inf, INF, -inf, NINF, nan and NAN.

Use new function nonfiniterrors or new env variable PYGEODESY_FSUM_NONFINITES to turn non-finite support on/off, globally.  For backward compatibility, non-finites support is off by default and non-finites cause Overflow-/ValueErrors.

Use new method nonfinites of class Fsum or new keyword argument nonfinites=None of the Fsum constructor to en-/disable non-finites for individual Fsum instances.

New keyword argument f2product=None of the Fsum constructor to turn accurate multiplication on/off for individual Fsum instances.

Set env var PYGEODESY_FSUM_F2PRODUCT=std or any other non-empty "string" to turn accurate multiplication on and choose between two C{fma} implementations, applicable on Python 3.12 and older.

New method is_finite in class Fsum.

New function f2mul for accurate multiplication of 2 or more scalars, Fsum or Fsum2Tuple instances.

DEPRECATED function Fsum2product.  Use class Fsum(f2product=...) with keyword argument f2product instead.

DEPRECATED keyword argument floats=False from function fsum, fsum_, fsum1 and fsum1_.  Instead use nonfinites=None, True or False.

DEPRECATED keyword argument raiser=False from functions fma and f2mul_ and methods fma and f2mul_ of class Fsum.  Instead, use nonfinites=True or False.

Fixed the error handling in functions fma and f2mul_ and methods fma and f2mul_ of class Fsum.

Modified testcoverage.rc to show coverage for "except ImportError" branches.

Documentation and several test updates.

Upgraded to Python 3.13.0rc2 and 3.12.6 for building and testing.
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mrJean1 committed Sep 30, 2024
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initial and final bearing (azimuths) between two given points or
the destination point given a start point and an (initial) bearing.</em>
</li>
<li> <strong class="uidlink"><a href="pygeodesy.ellipsoidalVincenty.LatLon-class.html">pygeodesy.ellipsoidalVincenty.LatLon</a></strong>:
<em class="summary">New point on an (oblate) ellipsoidal earth model, using the
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target="_top">geographiclib</a> to compute geodesic distances,
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target="_top"><i>Thaddeus Vincenty</i></a> (1975) to compute
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href="pygeodesy.ellipsoidalGeodSolve.LatLon-class.html"
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