(for the NaCl)
References :
Richard E. Crandall, Topics in Advanced Scientific Computation,
Springer , Telos books, 1996. pages 73-79.
Andre Hautot, New applications of Poisson's summation formula, J of Phys, A
vol. 8 #6, 1975 pp 853-862.
David H. Bailey, personal communication,
1.7475645946331821906362120355443974034851614366247417581528
253507650406235327611798907583626946078899308325815387537105932820299441838280
130369330021565993632823766071722975686592380371672038104106034214556064382777
786832173132243697558773426250474787821285086056791668167573992447684129703678
251857628109371313372076707193197424971581157230969923096692739496577811072226
715205474090115068915716583082820050184892117803134673122964985828828184357133
159143170054956325334887536302670425627486948438002800259270026847557436497550
492246136239920400157506303972146648111512373640102950660119390467194373312530
445102911514639759331918047977946099333746429426562908969344779296885419044079
142558327219971840906746802376153893544565503602730285440849344302806267044182
412004397418676617724475639534442306853849527943580751895490309305073843954464
206438717926390780392074428209795791773699230408221437464566804310569266319755
045922443248074894080624749361070936309149224368986933140903796823240790046284
487394
-----------------------------------------------------------------------------
The gamma function has a minumum at this point.
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