+ 0iRt^RIt^RIt^RIHt]P!R4tRtRtRt ] R8Xd ] !4R#R# ]dL#i;i)zPrecompute the polynomials for the asymptotic expansion of the generalized exponential integral. Sources ------- [1] NIST, Digital Library of Mathematical Functions, https://dlmf.nist.gov/8.20#ii N)Polyxc X\^\4.p\V4FpVP\^^V,\,, \4W,,\\\^,,4W,P 4,,4K V#))rrrangeappenddiff)KAks& `/var/www/html/photoedit/myenv/lib/python3.14/site-packages/scipy/special/_precompute/expn_asy.py generate_Ar sf a A 1X a!A#a%i#AD(41q5 ?1499;+FFG Hze/* This file was automatically generated by _precompute/expn_asy.py. * Do not edit it manually! */ c \\4\PP RRR4p^ p\ V4p\ VR,R4;_uu_4pVP\4VPR\V4 R24\V4FawrERP VP4Uu.uFp\VP^44NK up4VPRV R 24Kc RP \V^,4Uu.uFpR V 2NK up4VPR 4RP VUu.uFp\VP44NK up4VPR 4R R R 4\P !VR,V4R #uupiuupiuupi +'giL?;i)z..cepheszexpn.hz.newwz #define nA  z, zstatic const double Az [] = {tmp}; r z$static const double *A[] = {{tmp}}; z$static const int Adegs[] = {{tmp}}; N)print__doc__ospathjoinr openwriteWARNINGlen enumeratecoeffsstrevalfrdegreerename)fnr r fr Akrs r mainr%"sQ 'N dHh /B A1 A b6k3  1  +c!fXR()q\EA II=As1772;'= > GG+A3o> ?" E!a%L1LqQqc7L12 78 a0a3ryy{#a01 78 IIb6k2 >10 s7A!G:#F3?GF8 *'G"F= 3G3G G __main__) rrsympyrsymbolsr ImportErrorr rr%__name__rr r,sb   cA   & zFK  s>AA