📄 s_atan.s
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{ .mfi ldfe atan2_P5 = [EXP_AD_P1],16(p7) fma.s1 atan2_wp_X = atan2_z1_X, atan2_z1_X, f0 nop.i 999}{ .mfi ldfe atan2_P15 = [EXP_AD_P2],16(p7) fma.s1 atan2_B1sq_X = atan2_B1X, atan2_B1X, f0 nop.i 999;;}{ .mfi ldfe atan2_P4 = [EXP_AD_P1],16(p6) fma.s1 atan2_z = atan2_u1_Y, atan2_B1Y, f0 nop.i 999}{ .mfi ldfe atan2_P14 = [EXP_AD_P2],16(p7) fma.s1 atan2_E = atan2_z2_X, atan2_B1X, atan2_X nop.i 999;;}{ .mfi ldfe atan2_P3 = [EXP_AD_P1],16 fcmp.eq.s0 p14,p15=atan2_X,atan2_Y // Dummy for denorm and invalid nop.i 999}{ .mmf ldfe atan2_P13 = [EXP_AD_P2],16 nop.m 999(p7) fma.s1 atan2_z = atan2_z1_X, atan2_B1X, f0;;}{ .mfi ldfe atan2_P2 = [EXP_AD_P1],16(p6) fma.s1 atan2_w = atan2_wp_Y, atan2_B1sq_Y,f0 nop.i 999}{ .mlx ldfe atan2_P12 = [EXP_AD_P2],16 movl rsig_near_one = 0x8000000000000001 // signif near 1.0;;}{ .mfi ldfe atan2_P1 = [EXP_AD_P1],16 fclass.m p9,p0 = atan2_Y, 0x23 // test if y inf nop.i 999}{ .mfi ldfe atan2_P22 = [EXP_AD_P2],16(p7) fma.s1 atan2_w = atan2_wp_X, atan2_B1sq_X,f0 nop.i 999;;}{ .mfi ldfe atan2_P0 = [EXP_AD_P1],16 frcpa.s1 atan2_F,p0 = f1, atan2_E nop.i 999}{ .mfi ldfe atan2_pi_by_2 = [EXP_AD_P2],16(p6) fnma.s1 atan2_gV = atan2_Y, atan2_z, atan2_X nop.i 999;;}{ .mfi setf.sig atan2_sig_near_one = rsig_near_one(p7) fnma.s1 atan2_gV = atan2_X, atan2_z, atan2_Y nop.i 999}{ .mfb nop.m 999(p9) fma.d.s0 f8 = atan2_sgnY, atan2_pi_by_2, f0 // +-pi/2 if y inf(p9) br.ret.spnt b0 // exit if y inf, result is +-pi/2;;}{ .mfi nop.m 999 fma.s1 atan2_V13 = atan2_w, atan2_P11, atan2_P10 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W11 = atan2_w, atan2_P21, atan2_P20 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V11 = atan2_w, atan2_P9, atan2_P8 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_V12 = atan2_w, atan2_w, f0 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V8 = atan2_w, atan2_P7 , atan2_P6 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W8 = atan2_w, atan2_P19, atan2_P18 nop.i 999;;}{ .mfi nop.m 999 fnma.s1 atan2_alpha = atan2_E, atan2_F, f1 nop.i 999}{ .mfi nop.m 999 fnma.s1 atan2_alpha_1 = atan2_E, atan2_F, atan2_two nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V7 = atan2_w, atan2_P5 , atan2_P4 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W7 = atan2_w, atan2_P17, atan2_P16 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V4 = atan2_w, atan2_P3 , atan2_P2 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W4 = atan2_w, atan2_P15, atan2_P14 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V3 = atan2_w, atan2_P1 , atan2_P0 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W3 = atan2_w, atan2_P13, atan2_P12 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V10 = atan2_V12, atan2_V13, atan2_V11 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_gVF = atan2_gV, atan2_F, f0 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_alpha_sq = atan2_alpha, atan2_alpha, f0 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_Cp = atan2_alpha, atan2_alpha_1, f1 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V9 = atan2_V12, atan2_V12, f0 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W10 = atan2_V12, atan2_P22 , atan2_W11 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V6 = atan2_V12, atan2_V8 , atan2_V7 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W6 = atan2_V12, atan2_W8 , atan2_W7 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V2 = atan2_V12, atan2_V4 , atan2_V3 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W2 = atan2_V12, atan2_W4 , atan2_W3 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_alpha_cub = atan2_alpha, atan2_alpha_sq, f0 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_C = atan2_gVF, atan2_Cp, f0 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_W12 = atan2_V9, atan2_V9, f0 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_V5 = atan2_V9, atan2_V10, atan2_V6 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W5 = atan2_V9, atan2_W10, atan2_W6 nop.i 999;;}{ .mfi nop.m 999 fclass.m p8,p0 = atan2_Y, 0x07 // Test for y=0 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_d = atan2_alpha_cub, atan2_C, atan2_C nop.i 999};;{ .mfi nop.m 999 fma.s1 atan2_W12 = atan2_V9, atan2_W12, f0 nop.i 999};;{ .mfi nop.m 999 fma.s1 atan2_V1 = atan2_V9, atan2_V5, atan2_V2 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_W1 = atan2_V9, atan2_W5, atan2_W2 nop.i 999;;}{ .mfi nop.m 999(p8) fmerge.s f8 = atan2_sgnY, f0 // +-0 if y=0 nop.i 999}{ .mfb nop.m 999 fma.s1 atan2_zcub = atan2_z, atan2_w, f0(p8) br.ret.spnt b0 // Exit if y=0;;}{ .mfi nop.m 999 fma.s1 atan2_pd = atan2_P0, atan2_d, f0 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_dsq = atan2_d, atan2_d, f0 nop.i 999;;}{ .mfi nop.m 999 fmerge.se atan2_near_one = f1, atan2_sig_near_one // Const ~1.0 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_Pp = atan2_W12, atan2_W1, atan2_V1 nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_sgn_pi_by_2 = atan2_pi_by_2, atan2_sgnY, f0 nop.i 999}{ .mfi nop.m 999 fma.s1 atan2_A_lo = atan2_pd, atan2_dsq, atan2_d nop.i 999;;}{ .mfi nop.m 999 fma.s1 atan2_A_hi = atan2_zcub, atan2_Pp, atan2_z nop.i 999;;}{ .mfi nop.m 999(p6) fma.s1 atan2_A = atan2_A_hi, f1, atan2_A_lo nop.i 999}// For |Y| <= |X| and X > 0, result is A_hi + A_lo{ .mfi nop.m 999(p7) fma.d.s0 f8 = atan2_A_hi, f1, atan2_A_lo nop.i 999;;}// For |Y| > |X|, result is +- pi/2 - (A_hi + A_lo)// We perturb A by multiplying by 1.0+1ulp as we produce the result// in order to get symmetrically rounded results in directed rounding modes.// If we don't do this, there are a few cases where the trailing 11 bits of// the significand of the result, before converting to double, are zero. These// cases do not round symmetrically in round to +infinity or round to -infinity.{ .mfb nop.m 999(p6) fnma.d.s0 f8 = atan2_A, atan2_near_one, atan2_sgn_pi_by_2 br.ret.sptk b0;;}GLOBAL_LIBM_END(atan)
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