33 #define MLA mla
68 static INLINE CONST double mla(double x, double y, double z) { return x * y + z; }  in mla()  function
536   u = mla(u, x * x2, x);  in xasin()
644   u = mla(u, t.x, 0.111111108376896236538123);  in atan2k_u1()
645   u = mla(u, t.x, -0.142857142756268568062339);  in atan2k_u1()
646   u = mla(u, t.x, 0.199999999997977351284817);  in atan2k_u1()
647   u = mla(u, t.x, -0.333333333333317605173818);  in atan2k_u1()
758   double rint4x = fabsk(4*x) > 1LL << 52 ? (4*x) : orsign(mla(4, x, c) - c, x);  in rempisub()
760   ret.d = mla(-0.25, rint4x,      x);  in rempisub()
761   ret.i = mla(-4   , rintx , rint4x);  in rempisub()
799     d = mla(ql, -PI_A2, d);  in xsin()
800     d = mla(ql, -PI_B2, d);  in xsin()
803     ql = rintk(mla(d, M_1_PI, -dqh));  in xsin()
805     d = mla(dqh, -PI_A, d);  in xsin()
806     d = mla( ql, -PI_A, d);  in xsin()
807     d = mla(dqh, -PI_B, d);  in xsin()
808     d = mla( ql, -PI_B, d);  in xsin()
809     d = mla(dqh, -PI_C, d);  in xsin()
810     d = mla( ql, -PI_C, d);  in xsin()
811     d = mla(dqh + ql, -PI_D, d);  in xsin()
837   u = mla(u, s, -0.166666666666666657414808);  in xsin()
839   u = mla(s, u * d, d);  in xsin()
853     u = mla(ql, -PI_A2, d);  in xsin_u1()
857     ql = rintk(mla(d, M_1_PI, -dqh));  in xsin_u1()
859     u = mla(dqh, -PI_A, d);  in xsin_u1()
888   u = mla(u, s.x, 0.00833333333333318056201922);  in xsin_u1()
904     ql = mla(2, rintk(d * M_1_PI - 0.5), 1);  in xcos()
905     d = mla(ql, -PI_A2*0.5, d);  in xcos()
906     d = mla(ql, -PI_B2*0.5, d);  in xcos()
912     d = mla(dqh, -PI_A*0.5, d);  in xcos()
913     d = mla( ql, -PI_A*0.5, d);  in xcos()
914     d = mla(dqh, -PI_B*0.5, d);  in xcos()
915     d = mla( ql, -PI_B*0.5, d);  in xcos()
916     d = mla(dqh, -PI_C*0.5, d);  in xcos()
917     d = mla( ql, -PI_C*0.5, d);  in xcos()
918     d = mla(dqh + ql , -PI_D*0.5, d);  in xcos()
944   u = mla(u, s, -0.166666666666666657414808);  in xcos()
946   u = mla(s, u * d, d);  in xcos()
959     ql = mla(2, rintk(d * M_1_PI - 0.5), 1);  in xcos_u1()
967     u = mla(dqh, -PI_A*0.5, d);  in xcos_u1()
996   u = mla(u, s.x, 0.00833333333333318056201922);  in xcos_u1()
1015     s = mla(ql, -PI_A2*0.5, s);  in xsincos()
1016     s = mla(ql, -PI_B2*0.5, s);  in xsincos()
1021     s = mla(dqh, -PI_A * 0.5, s);  in xsincos()
1022     s = mla( ql, -PI_A * 0.5, s);  in xsincos()
1023     s = mla(dqh, -PI_B * 0.5, s);  in xsincos()
1024     s = mla( ql, -PI_B * 0.5, s);  in xsincos()
1025     s = mla(dqh, -PI_C * 0.5, s);  in xsincos()
1026     s = mla( ql, -PI_C * 0.5, s);  in xsincos()
1027     s = mla(dqh + ql, -PI_D * 0.5, s);  in xsincos()
1040   u = mla(u, s, -2.50506943502539773349318e-08);  in xsincos()
1041   u = mla(u, s, 2.75573131776846360512547e-06);  in xsincos()
1042   u = mla(u, s, -0.000198412698278911770864914);  in xsincos()
1043   u = mla(u, s, 0.0083333333333191845961746);  in xsincos()
1044   u = mla(u, s, -0.166666666666666130709393);  in xsincos()
1052   u = mla(u, s, 2.08757471207040055479366e-09);  in xsincos()
1053   u = mla(u, s, -2.75573144028847567498567e-07);  in xsincos()
1054   u = mla(u, s, 2.48015872890001867311915e-05);  in xsincos()
1055   u = mla(u, s, -0.00138888888888714019282329);  in xsincos()
1056   u = mla(u, s, 0.0416666666666665519592062);  in xsincos()
1057   u = mla(u, s, -0.5);  in xsincos()
1075     u = mla(ql, -PI_A2*0.5, d);  in xsincos_u1()
1081     u = mla(dqh, -PI_A*0.5, d);  in xsincos_u1()
1100   u = mla(u, s.x, -2.50506943502539773349318e-08);  in xsincos_u1()
1101   u = mla(u, s.x, 2.75573131776846360512547e-06);  in xsincos_u1()
1102   u = mla(u, s.x, -0.000198412698278911770864914);  in xsincos_u1()
1103   u = mla(u, s.x, 0.0083333333333191845961746);  in xsincos_u1()
1104   u = mla(u, s.x, -0.166666666666666130709393);  in xsincos_u1()
1114   u = mla(u, s.x, 2.08757471207040055479366e-09);  in xsincos_u1()
1115   u = mla(u, s.x, -2.75573144028847567498567e-07);  in xsincos_u1()
1116   u = mla(u, s.x, 2.48015872890001867311915e-05);  in xsincos_u1()
1117   u = mla(u, s.x, -0.00138888888888714019282329);  in xsincos_u1()
1118   u = mla(u, s.x, 0.0416666666666665519592062);  in xsincos_u1()
1119   u = mla(u, s.x, -0.5);  in xsincos_u1()
1146   u = mla(u, s, 6.94821830580179461327784e-12);  in xsincospi_u05()
1147   u = mla(u, s, -1.75724749952853179952664e-09);  in xsincospi_u05()
1148   u = mla(u, s, 3.13361688966868392878422e-07);  in xsincospi_u05()
1149   u = mla(u, s, -3.6576204182161551920361e-05);  in xsincospi_u05()
1150   u = mla(u, s, 0.00249039457019271850274356);  in xsincospi_u05()
1162   u = mla(u, s, -3.89796226062932799164047e-13);  in xsincospi_u05()
1163   u = mla(u, s, 1.15011582539996035266901e-10);  in xsincospi_u05()
1164   u = mla(u, s, -2.4611369501044697495359e-08);  in xsincospi_u05()
1165   u = mla(u, s, 3.59086044859052754005062e-06);  in xsincospi_u05()
1166   u = mla(u, s, -0.000325991886927389905997954);  in xsincospi_u05()
1199   u = mla(u, s, -0.1757159564542310199e-8);  in xsincospi_u35()
1200   u = mla(u, s, +0.3133616327257867311e-6);  in xsincospi_u35()
1201   u = mla(u, s, -0.3657620416388486452e-4);  in xsincospi_u35()
1202   u = mla(u, s, +0.2490394570189932103e-2);  in xsincospi_u35()
1203   u = mla(u, s, -0.8074551218828056320e-1);  in xsincospi_u35()
1204   u = mla(u, s, +0.7853981633974482790e+0);  in xsincospi_u35()
1211   u = mla(u, s, +0.1150057888029681415e-9);  in xsincospi_u35()
1212   u = mla(u, s, -0.2461136493006663553e-7);  in xsincospi_u35()
1213   u = mla(u, s, +0.3590860446623516713e-5);  in xsincospi_u35()
1214   u = mla(u, s, -0.3259918869269435942e-3);  in xsincospi_u35()
1215   u = mla(u, s, +0.1585434424381541169e-1);  in xsincospi_u35()
1216   u = mla(u, s, -0.3084251375340424373e+0);  in xsincospi_u35()
1217   u = mla(u, s, 1);  in xsincospi_u35()
1249   u = mla(u, s, o ? -3.89796226062932799164047e-13 : 6.94821830580179461327784e-12);  in sinpik()
1250   u = mla(u, s, o ? 1.15011582539996035266901e-10 : -1.75724749952853179952664e-09);  in sinpik()
1251   u = mla(u, s, o ? -2.4611369501044697495359e-08 : 3.13361688966868392878422e-07);  in sinpik()
1252   u = mla(u, s, o ? 3.59086044859052754005062e-06 : -3.6576204182161551920361e-05);  in sinpik()
1253   u = mla(u, s, o ? -0.000325991886927389905997954 : 0.00249039457019271850274356);  in sinpik()
1296   u = mla(u, s, o ? -3.89796226062932799164047e-13 : 6.94821830580179461327784e-12);  in cospik()
1297   u = mla(u, s, o ? 1.15011582539996035266901e-10 : -1.75724749952853179952664e-09);  in cospik()
1298   u = mla(u, s, o ? -2.4611369501044697495359e-08 : 3.13361688966868392878422e-07);  in cospik()
1299   u = mla(u, s, o ? 3.59086044859052754005062e-06 : -3.6576204182161551920361e-05);  in cospik()
1300   u = mla(u, s, o ? -0.000325991886927389905997954 : 0.00249039457019271850274356);  in cospik()
1332     x = mla(ql, -PI_A2*0.5, d);  in xtan()
1333     x = mla(ql, -PI_B2*0.5, x);  in xtan()
1338     x = mla(dqh, -PI_A * 0.5, d);  in xtan()
1339     x = mla( ql, -PI_A * 0.5, x);  in xtan()
1340     x = mla(dqh, -PI_B * 0.5, x);  in xtan()
1341     x = mla( ql, -PI_B * 0.5, x);  in xtan()
1342     x = mla(dqh, -PI_C * 0.5, x);  in xtan()
1343     x = mla( ql, -PI_C * 0.5, x);  in xtan()
1344     x = mla(dqh + ql, -PI_D * 0.5, x);  in xtan()
1366   u = mla(u, s, +0.3333333333333343695e+0);  in xtan()
1367   u = mla(s, u * x, x);  in xtan()
1369   y = mla(u, u, -1);  in xtan()
1386     u = mla(ql, -PI_A2*0.5, d);  in xtan_u1()
1393     u = mla(dqh, -PI_A*0.5, d);  in xtan_u1()
1421   u = mla(u, s.x, +0.3333333333333343695e+0);  in xtan_u1()
1477   s = mla(q, -L2U, d);  in xexp()
1478   s = mla(q, -L2L, s);  in xexp()
1492   u = mla(u, s, +0.5);  in xexp()
1507   s = mla(q, -L2U, d);  in expm1k()
1508   s = mla(q, -L2L, s);  in expm1k()
1523   u = mla(s2, 0.5, s2 * s * u) + s;  in expm1k()
1670   u = mla(u, s.x, +0.2092255183563157007e-8);  in expk2()
1671   u = mla(u, s.x, +0.2505230023782644465e-7);  in expk2()
1672   u = mla(u, s.x, +0.2755724800902135303e-6);  in expk2()
1673   u = mla(u, s.x, +0.2755731892386044373e-5);  in expk2()
1674   u = mla(u, s.x, +0.2480158735605815065e-4);  in expk2()
1675   u = mla(u, s.x, +0.1984126984148071858e-3);  in expk2()
1676   u = mla(u, s.x, +0.1388888888886763255e-2);  in expk2()
1677   u = mla(u, s.x, +0.8333333333333347095e-2);  in expk2()
1678   u = mla(u, s.x, +0.4166666666666669905e-1);  in expk2()
1792   t = mla(t, x2.x, 0.666666666666664853302393);  in logk2()
1859   x = mla(x, d, 2.96155103020039511818595);  in xcbrt()
1860   x = mla(x, d, -5.73353060922947843636166);  in xcbrt()
1861   x = mla(x, d, 6.03990368989458747961407);  in xcbrt()
1862   x = mla(x, d, -3.85841935510444988821632);  in xcbrt()
1863   x = mla(x, d, 2.2307275302496609725722);  in xcbrt()
1887   x = mla(x, d, 2.96155103020039511818595);  in xcbrt_u1()
1888   x = mla(x, d, -5.73353060922947843636166);  in xcbrt_u1()
1889   x = mla(x, d, 6.03990368989458747961407);  in xcbrt_u1()
1890   x = mla(x, d, -3.85841935510444988821632);  in xcbrt_u1()
1891   x = mla(x, d, 2.2307275302496609725722);  in xcbrt_u1()
1933   u = mla(u, s, +0.6931471805599452862e+0);  in xexp2()
1952   u = mla(u, s, +0.7073164598085707425e-8);  in xexp2_u35()
1953   u = mla(u, s, +0.1017819260921760451e-6);  in xexp2_u35()
1954   u = mla(u, s, +0.1321543872511327615e-5);  in xexp2_u35()
1955   u = mla(u, s, +0.1525273353517584730e-4);  in xexp2_u35()
1956   u = mla(u, s, +0.1540353045101147808e-3);  in xexp2_u35()
1957   u = mla(u, s, +0.1333355814670499073e-2);  in xexp2_u35()
1958   u = mla(u, s, +0.9618129107597600536e-2);  in xexp2_u35()
1959   u = mla(u, s, +0.5550410866482046596e-1);  in xexp2_u35()
1960   u = mla(u, s, +0.2402265069591012214e+0);  in xexp2_u35()
1961   u = mla(u, s, +0.6931471805599452862e+0);  in xexp2_u35()
1962   u = mla(u, s, +0.1000000000000000000e+1);  in xexp2_u35()
1976   s = mla(q, -L10U, d);  in xexp10()
1977   s = mla(q, -L10L, s);  in xexp10()
1980   u = mla(u, s, +0.1157488415217187375e-2);  in xexp10()
1981   u = mla(u, s, +0.5013975546789733659e-2);  in xexp10()
1982   u = mla(u, s, +0.1959762320720533080e-1);  in xexp10()
1983   u = mla(u, s, +0.6808936399446784138e-1);  in xexp10()
1984   u = mla(u, s, +0.2069958494722676234e+0);  in xexp10()
1985   u = mla(u, s, +0.5393829292058536229e+0);  in xexp10()
1986   u = mla(u, s, +0.1171255148908541655e+1);  in xexp10()
1987   u = mla(u, s, +0.2034678592293432953e+1);  in xexp10()
1988   u = mla(u, s, +0.2650949055239205876e+1);  in xexp10()
1989   u = mla(u, s, +0.2302585092994045901e+1);  in xexp10()
2005   s = mla(q, -L10U, d);  in xexp10_u35()
2006   s = mla(q, -L10L, s);  in xexp10_u35()
2009   u = mla(u, s, +0.1157488415217187375e-2);  in xexp10_u35()
2010   u = mla(u, s, +0.5013975546789733659e-2);  in xexp10_u35()
2011   u = mla(u, s, +0.1959762320720533080e-1);  in xexp10_u35()
2012   u = mla(u, s, +0.6808936399446784138e-1);  in xexp10_u35()
2013   u = mla(u, s, +0.2069958494722676234e+0);  in xexp10_u35()
2014   u = mla(u, s, +0.5393829292058536229e+0);  in xexp10_u35()
2015   u = mla(u, s, +0.1171255148908541655e+1);  in xexp10_u35()
2016   u = mla(u, s, +0.2034678592293432953e+1);  in xexp10_u35()
2017   u = mla(u, s, +0.2650949055239205876e+1);  in xexp10_u35()
2018   u = mla(u, s, +0.2302585092994045901e+1);  in xexp10_u35()
2019   u = mla(u, s, +0.1000000000000000000e+1);  in xexp10_u35()
2131   t = mla(t, x2, +0.2200768693152277689e+0);  in xlog2_u35()
2132   t = mla(t, x2, +0.2623708057488514656e+0);  in xlog2_u35()
2133   t = mla(t, x2, +0.3205977477944495502e+0);  in xlog2_u35()
2134   t = mla(t, x2, +0.4121985945485324709e+0);  in xlog2_u35()
2135   t = mla(t, x2, +0.5770780162997058982e+0);  in xlog2_u35()
2136   t = mla(t, x2, +0.96179669392608091449  );  in xlog2_u35()
2139   double r = mla(t, x * x2, s.x + s.y);  in xlog2_u35()
2161   m = mla(d, t, t - 1);  in xlog1p()
2403   double fr = mla(-(double)(1LL << 31), (int32_t)(x * (1.0 / (1LL << 31))), x);  in ptrunc()
2494 …u = mla(u, t, o2 ? +1.120804464289911606838558160000 : (o0 ? +0.1281459691827820109e+3 : +0.400924…  in gammak()
2495 …u = mla(u, t, o2 ? +13.39798545514258921833306020000 : (o0 ? +0.2617544025784515043e+3 : +0.104011…  in gammak()
2496 …u = mla(u, t, o2 ? -0.116546276599463200848033357000 : (o0 ? +0.3287022855685790432e+3 : +0.150834…  in gammak()
2497 …u = mla(u, t, o2 ? -1.391801093265337481495562410000 : (o0 ? +0.2818145867730348186e+3 : +0.128814…  in gammak()
2498 …u = mla(u, t, o2 ? +0.015056113040026424412918973400 : (o0 ? +0.1728670414673559605e+3 : +0.474416…  in gammak()
2499 …u = mla(u, t, o2 ? +0.179540117061234856098844714000 : (o0 ? +0.7748735764030416817e+2 : -0.655481…  in gammak()
2500 …u = mla(u, t, o2 ? -0.002481743600264997730942489280 : (o0 ? +0.2512856643080930752e+2 : -0.318925…  in gammak()
2501 …u = mla(u, t, o2 ? -0.029527880945699120504851034100 : (o0 ? +0.5766792106140076868e+1 : +0.135888…  in gammak()
2502 …u = mla(u, t, o2 ? +0.000540164767892604515196325186 : (o0 ? +0.7270275473996180571e+0 : -0.434393…  in gammak()
2503 …u = mla(u, t, o2 ? +0.006403362833808069794787256200 : (o0 ? +0.8396709124579147809e-1 : +0.972478…  in gammak()
2504 …u = mla(u, t, o2 ? -0.000162516262783915816896611252 : (o0 ? -0.8211558669746804595e-1 : -0.203688…  in gammak()
2505 …u = mla(u, t, o2 ? -0.001914438498565477526465972390 : (o0 ? +0.6828831828341884458e-1 : +0.437336…  in gammak()
2506 …u = mla(u, t, o2 ? +7.20489541602001055898311517e-05 : (o0 ? -0.7712481339961671511e-1 : -0.943995…  in gammak()
2507 …u = mla(u, t, o2 ? +0.000839498720672087279971000786 : (o0 ? +0.8337492023017314957e-1 : +0.205072…  in gammak()
2508 …u = mla(u, t, o2 ? -5.17179090826059219329394422e-05 : (o0 ? -0.9094964931456242518e-1 : -0.449262…  in gammak()
2509 …u = mla(u, t, o2 ? -0.000592166437353693882857342347 : (o0 ? +0.1000996313575929358e+0 : +0.994575…  in gammak()
2510 …u = mla(u, t, o2 ? +6.97281375836585777403743539e-05 : (o0 ? -0.1113342861544207724e+0 : -0.223154…  in gammak()
2511 …u = mla(u, t, o2 ? +0.000784039221720066627493314301 : (o0 ? +0.1255096673213020875e+0 : +0.509669…  in gammak()
2512 …u = mla(u, t, o2 ? -0.000229472093621399176949318732 : (o0 ? -0.1440498967843054368e+0 : -0.119275…  in gammak()
2513 …u = mla(u, t, o2 ? -0.002681327160493827160473958490 : (o0 ? +0.1695571770041949811e+0 : +0.289051…  in gammak()
2514 …u = mla(u, t, o2 ? +0.003472222222222222222175164840 : (o0 ? -0.2073855510284092762e+0 : -0.738555…  in gammak()
2515 …u = mla(u, t, o2 ? +0.083333333333333333335592087900 : (o0 ? +0.2705808084277815939e+0 : +0.205808…  in gammak()
2571 …t = mla(t, u, o0 ? -0.2161766247570056391e-18 : o1 ? -0.1509491946179481940e-11 : +0.6076691048812…  in xerf_u1()
2572 …t = mla(t, u, o0 ? +0.4695919173301598752e-17 : o1 ? +0.3827857177807173152e-10 : -0.3007518609604…  in xerf_u1()
2573 …t = mla(t, u, o0 ? -0.9049140419888010819e-16 : o1 ? -0.6139733921558987241e-09 : +0.9427906260824…  in xerf_u1()
2574 …t = mla(t, u, o0 ? +0.1634018903557411517e-14 : o1 ? +0.6985387934608038824e-08 : -0.2100110908269…  in xerf_u1()
2575 …t = mla(t, u, o0 ? -0.2783485786333455216e-13 : o1 ? -0.5988224513034371474e-07 : +0.3534639523461…  in xerf_u1()
2576 …t = mla(t, u, o0 ? +0.4463221276786412722e-12 : o1 ? +0.4005716952355346640e-06 : -0.4664967728285…  in xerf_u1()
2577 …t = mla(t, u, o0 ? -0.6711366622850138987e-11 : o1 ? -0.2132190104575784400e-05 : +0.4943823283769…  in xerf_u1()
2578 …t = mla(t, u, o0 ? +0.9422759050232658346e-10 : o1 ? +0.9092461304042630325e-05 : -0.4271203394761…  in xerf_u1()
2579 …t = mla(t, u, o0 ? -0.1229055530100228477e-08 : o1 ? -0.3079188080966205457e-04 : +0.3034067677404…  in xerf_u1()
2580 …t = mla(t, u, o0 ? +0.1480719281585085023e-07 : o1 ? +0.7971413443082370762e-04 : -0.1776295289066…  in xerf_u1()
2581 …t = mla(t, u, o0 ? -0.1636584469123402714e-06 : o1 ? -0.1387853215225442864e-03 : +0.8524547630559…  in xerf_u1()
2582 …t = mla(t, u, o0 ? +0.1646211436588923363e-05 : o1 ? +0.6469678026257590965e-04 : -0.3290582944961…  in xerf_u1()
2583 …t = mla(t, u, o0 ? -0.1492565035840624866e-04 : o1 ? +0.4996645280372945860e-03 : +0.9696966068789…  in xerf_u1()
2584 …t = mla(t, u, o0 ? +0.1205533298178966496e-03 : o1 ? -0.1622802482842520535e-02 : -0.1812527628046…  in xerf_u1()
2585 …t = mla(t, u, o0 ? -0.8548327023450851166e-03 : o1 ? +0.1615320557049377171e-03 : -0.4725409828123…  in xerf_u1()
2586 …t = mla(t, u, o0 ? +0.5223977625442188799e-02 : o1 ? +0.1915262325574875607e-01 : +0.2090315427924…  in xerf_u1()
2587 …t = mla(t, u, o0 ? -0.2686617064513125569e-01 : o1 ? -0.1027818298486033455e+00 : -0.1052041921842…  in xerf_u1()
2588 …t = mla(t, u, o0 ? +0.1128379167095512753e+00 : o1 ? -0.6366172819842503827e+00 : -0.6345351808766…  in xerf_u1()
2589 …t = mla(t, u, o0 ? -0.3761263890318375380e+00 : o1 ? -0.1128379590648910469e+01 : -0.1129442929103…  in xerf_u1()
2608 …t = mla(t, u.x, o0 ? -0.2161766247570055669e-18 : o1 ? -0.1237021188160598264e-10 : o2 ? +0.466928…  in xerfc_u15()
2609 …t = mla(t, u.x, o0 ? +0.4695919173301595670e-17 : o1 ? +0.2117985839877627852e-09 : o2 ? -0.179632…  in xerfc_u15()
2610 …t = mla(t, u.x, o0 ? -0.9049140419888007122e-16 : o1 ? -0.2290560929177369506e-08 : o2 ? +0.435589…  in xerfc_u15()
2611 …t = mla(t, u.x, o0 ? +0.1634018903557410728e-14 : o1 ? +0.1748931621698149538e-07 : o2 ? -0.745625…  in xerfc_u15()
2612 …t = mla(t, u.x, o0 ? -0.2783485786333451745e-13 : o1 ? -0.9956602606623249195e-07 : o2 ? +0.955397…  in xerfc_u15()
2613 …t = mla(t, u.x, o0 ? +0.4463221276786415752e-12 : o1 ? +0.4330010240640327080e-06 : o2 ? -0.947001…  in xerfc_u15()
2614 …t = mla(t, u.x, o0 ? -0.6711366622850136563e-11 : o1 ? -0.1435050600991763331e-05 : o2 ? +0.738734…  in xerfc_u15()
2615 …t = mla(t, u.x, o0 ? +0.9422759050232662223e-10 : o1 ? +0.3460139479650695662e-05 : o2 ? -0.455771…  in xerfc_u15()
2616 …t = mla(t, u.x, o0 ? -0.1229055530100229098e-08 : o1 ? -0.4988908180632898173e-05 : o2 ? +0.220786…  in xerfc_u15()
2617 …t = mla(t, u.x, o0 ? +0.1480719281585086512e-07 : o1 ? -0.1308775976326352012e-05 : o2 ? -0.821797…  in xerfc_u15()
2618 …t = mla(t, u.x, o0 ? -0.1636584469123399803e-06 : o1 ? +0.2825086540850310103e-04 : o2 ? +0.226865…  in xerfc_u15()
2619 …t = mla(t, u.x, o0 ? +0.1646211436588923575e-05 : o1 ? -0.6393913713069986071e-04 : o2 ? -0.463336…  in xerfc_u15()
2620 …t = mla(t, u.x, o0 ? -0.1492565035840623511e-04 : o1 ? -0.2566436514695078926e-04 : o2 ? +0.955738…  in xerfc_u15()
2621 …t = mla(t, u.x, o0 ? +0.1205533298178967851e-03 : o1 ? +0.5895792375659440364e-03 : o2 ? -0.295842…  in xerfc_u15()
2622 …t = mla(t, u.x, o0 ? -0.8548327023450850081e-03 : o1 ? -0.1695715579163588598e-02 : o2 ? +0.167032…  in xerfc_u15()
2623 …t = mla(t, u.x, o0 ? +0.5223977625442187932e-02 : o1 ? +0.2089116434918055149e-03 : o2 ? +0.609661…  in xerfc_u15()
2624 …t = mla(t, u.x, o0 ? -0.2686617064513125222e-01 : o1 ? +0.1912855949584917753e-01 : o2 ? +0.105921…  in xerfc_u15()