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* [glibc] x86_64: Fix svml_s_tanf4_core_sse4.S code formatting
@ 2022-03-08 6:14 Sunil Pandey
0 siblings, 0 replies; only message in thread
From: Sunil Pandey @ 2022-03-08 6:14 UTC (permalink / raw)
To: glibc-cvs
https://sourceware.org/git/gitweb.cgi?p=glibc.git;h=d9f0857d4de731ad322c2f97fce94fdc1241d1b5
commit d9f0857d4de731ad322c2f97fce94fdc1241d1b5
Author: Sunil K Pandey <skpgkp2@gmail.com>
Date: Mon Mar 7 10:47:15 2022 -0800
x86_64: Fix svml_s_tanf4_core_sse4.S code formatting
This commit contains following formatting changes
1. Instructions proceeded by a tab.
2. Instruction less than 8 characters in length have a tab
between it and the first operand.
3. Instruction greater than 7 characters in length have a
space between it and the first operand.
4. Tabs after `#define`d names and their value.
5. 8 space at the beginning of line replaced by tab.
6. Indent comments with code.
7. Remove redundent .text section.
8. 1 space between line content and line comment.
9. Space after all commas.
Reviewed-by: Noah Goldstein <goldstein.w.n@gmail.com>
Diff:
---
.../x86_64/fpu/multiarch/svml_s_tanf4_core_sse4.S | 5019 ++++++++++----------
1 file changed, 2508 insertions(+), 2511 deletions(-)
diff --git a/sysdeps/x86_64/fpu/multiarch/svml_s_tanf4_core_sse4.S b/sysdeps/x86_64/fpu/multiarch/svml_s_tanf4_core_sse4.S
index 9e3e672ecf..3dc82cae68 100644
--- a/sysdeps/x86_64/fpu/multiarch/svml_s_tanf4_core_sse4.S
+++ b/sysdeps/x86_64/fpu/multiarch/svml_s_tanf4_core_sse4.S
@@ -47,2554 +47,2551 @@
/* Offsets for data table __svml_stan_data_internal
*/
-#define _sInvPI_uisa 0
-#define _sPI1_uisa 16
-#define _sPI2_uisa 32
-#define _sPI3_uisa 48
-#define _sPI2_ha_uisa 64
-#define _sPI3_ha_uisa 80
-#define Th_tbl_uisa 96
-#define Tl_tbl_uisa 224
-#define _sPC3_uisa 352
-#define _sPC5_uisa 368
-#define _sRangeReductionVal_uisa 384
-#define _sInvPi 400
-#define _sSignMask 416
-#define _sAbsMask 432
-#define _sRangeVal 448
-#define _sRShifter 464
-#define _sOne 480
-#define _sRangeReductionVal 496
-#define _sPI1 512
-#define _sPI2 528
-#define _sPI3 544
-#define _sPI4 560
-#define _sPI1_FMA 576
-#define _sPI2_FMA 592
-#define _sPI3_FMA 608
-#define _sP0 624
-#define _sP1 640
-#define _sQ0 656
-#define _sQ1 672
-#define _sQ2 688
-#define _sTwo 704
-#define _sCoeffs 720
+#define _sInvPI_uisa 0
+#define _sPI1_uisa 16
+#define _sPI2_uisa 32
+#define _sPI3_uisa 48
+#define _sPI2_ha_uisa 64
+#define _sPI3_ha_uisa 80
+#define Th_tbl_uisa 96
+#define Tl_tbl_uisa 224
+#define _sPC3_uisa 352
+#define _sPC5_uisa 368
+#define _sRangeReductionVal_uisa 384
+#define _sInvPi 400
+#define _sSignMask 416
+#define _sAbsMask 432
+#define _sRangeVal 448
+#define _sRShifter 464
+#define _sOne 480
+#define _sRangeReductionVal 496
+#define _sPI1 512
+#define _sPI2 528
+#define _sPI3 544
+#define _sPI4 560
+#define _sPI1_FMA 576
+#define _sPI2_FMA 592
+#define _sPI3_FMA 608
+#define _sP0 624
+#define _sP1 640
+#define _sQ0 656
+#define _sQ1 672
+#define _sQ2 688
+#define _sTwo 704
+#define _sCoeffs 720
#include <sysdep.h>
- .text
- .section .text.sse4,"ax",@progbits
+ .section .text.sse4, "ax", @progbits
ENTRY(_ZGVbN4v_tanf_sse4)
- subq $232, %rsp
- cfi_def_cfa_offset(240)
- movaps %xmm0, %xmm13
- movups _sAbsMask+__svml_stan_data_internal(%rip), %xmm12
-
-/*
- * Legacy Code
- * Here HW FMA can be unavailable
- */
- xorl %eax, %eax
- movaps %xmm12, %xmm4
- pxor %xmm10, %xmm10
- movups _sInvPi+__svml_stan_data_internal(%rip), %xmm2
- andps %xmm13, %xmm4
- mulps %xmm4, %xmm2
-
-/* Range reduction */
- movaps %xmm4, %xmm1
-
-/*
- *
- * Main path (_LA_ and _EP_)
- *
- * Octant calculation
- */
- movups _sRShifter+__svml_stan_data_internal(%rip), %xmm3
-
-/* Large values check */
- movaps %xmm4, %xmm11
- movups _sPI1+__svml_stan_data_internal(%rip), %xmm5
- andnps %xmm13, %xmm12
- movups _sPI2+__svml_stan_data_internal(%rip), %xmm6
- addps %xmm3, %xmm2
- cmpnleps _sRangeReductionVal+__svml_stan_data_internal(%rip), %xmm11
- movaps %xmm2, %xmm8
- movups _sPI3+__svml_stan_data_internal(%rip), %xmm7
- subps %xmm3, %xmm8
- movmskps %xmm11, %edx
- movups _sPI4+__svml_stan_data_internal(%rip), %xmm9
- mulps %xmm8, %xmm5
- mulps %xmm8, %xmm6
- mulps %xmm8, %xmm7
- subps %xmm5, %xmm1
- mulps %xmm8, %xmm9
- subps %xmm6, %xmm1
- movups _sQ2+__svml_stan_data_internal(%rip), %xmm15
-
-/* Inversion mask and sign calculation */
- movaps %xmm2, %xmm5
-
-/* Rational approximation */
- movups _sP1+__svml_stan_data_internal(%rip), %xmm14
- pslld $30, %xmm2
- cmpneqps %xmm10, %xmm2
- subps %xmm7, %xmm1
-
-/* Exchanged numerator and denominator if necessary */
- movaps %xmm2, %xmm0
- movaps %xmm2, %xmm10
- pslld $31, %xmm5
- subps %xmm9, %xmm1
- movaps %xmm1, %xmm3
- pxor %xmm12, %xmm5
- mulps %xmm1, %xmm3
- mulps %xmm3, %xmm15
- mulps %xmm3, %xmm14
- addps _sQ1+__svml_stan_data_internal(%rip), %xmm15
- addps _sP0+__svml_stan_data_internal(%rip), %xmm14
- mulps %xmm15, %xmm3
- mulps %xmm14, %xmm1
- addps _sQ0+__svml_stan_data_internal(%rip), %xmm3
- andnps %xmm1, %xmm0
- andps %xmm3, %xmm10
- andps %xmm2, %xmm1
- andnps %xmm3, %xmm2
- orps %xmm10, %xmm0
- orps %xmm2, %xmm1
-
-/* Division */
- divps %xmm1, %xmm0
-
-/* Sign setting */
- pxor %xmm5, %xmm0
-
-/*
- *
- * End of main path (_LA_ and _EP_)
- */
-
- testl %edx, %edx
-
-/* Go to auxilary branch */
- jne L(AUX_BRANCH)
- # LOE rbx rbp r12 r13 r14 r15 eax xmm0 xmm4 xmm11 xmm12 xmm13
-
-/* Return from auxilary branch
- * for out of main path inputs
- */
+ subq $232, %rsp
+ cfi_def_cfa_offset(240)
+ movaps %xmm0, %xmm13
+ movups _sAbsMask+__svml_stan_data_internal(%rip), %xmm12
+
+ /*
+ * Legacy Code
+ * Here HW FMA can be unavailable
+ */
+ xorl %eax, %eax
+ movaps %xmm12, %xmm4
+ pxor %xmm10, %xmm10
+ movups _sInvPi+__svml_stan_data_internal(%rip), %xmm2
+ andps %xmm13, %xmm4
+ mulps %xmm4, %xmm2
+
+ /* Range reduction */
+ movaps %xmm4, %xmm1
+
+ /*
+ *
+ * Main path (_LA_ and _EP_)
+ *
+ * Octant calculation
+ */
+ movups _sRShifter+__svml_stan_data_internal(%rip), %xmm3
+
+ /* Large values check */
+ movaps %xmm4, %xmm11
+ movups _sPI1+__svml_stan_data_internal(%rip), %xmm5
+ andnps %xmm13, %xmm12
+ movups _sPI2+__svml_stan_data_internal(%rip), %xmm6
+ addps %xmm3, %xmm2
+ cmpnleps _sRangeReductionVal+__svml_stan_data_internal(%rip), %xmm11
+ movaps %xmm2, %xmm8
+ movups _sPI3+__svml_stan_data_internal(%rip), %xmm7
+ subps %xmm3, %xmm8
+ movmskps %xmm11, %edx
+ movups _sPI4+__svml_stan_data_internal(%rip), %xmm9
+ mulps %xmm8, %xmm5
+ mulps %xmm8, %xmm6
+ mulps %xmm8, %xmm7
+ subps %xmm5, %xmm1
+ mulps %xmm8, %xmm9
+ subps %xmm6, %xmm1
+ movups _sQ2+__svml_stan_data_internal(%rip), %xmm15
+
+ /* Inversion mask and sign calculation */
+ movaps %xmm2, %xmm5
+
+ /* Rational approximation */
+ movups _sP1+__svml_stan_data_internal(%rip), %xmm14
+ pslld $30, %xmm2
+ cmpneqps %xmm10, %xmm2
+ subps %xmm7, %xmm1
+
+ /* Exchanged numerator and denominator if necessary */
+ movaps %xmm2, %xmm0
+ movaps %xmm2, %xmm10
+ pslld $31, %xmm5
+ subps %xmm9, %xmm1
+ movaps %xmm1, %xmm3
+ pxor %xmm12, %xmm5
+ mulps %xmm1, %xmm3
+ mulps %xmm3, %xmm15
+ mulps %xmm3, %xmm14
+ addps _sQ1+__svml_stan_data_internal(%rip), %xmm15
+ addps _sP0+__svml_stan_data_internal(%rip), %xmm14
+ mulps %xmm15, %xmm3
+ mulps %xmm14, %xmm1
+ addps _sQ0+__svml_stan_data_internal(%rip), %xmm3
+ andnps %xmm1, %xmm0
+ andps %xmm3, %xmm10
+ andps %xmm2, %xmm1
+ andnps %xmm3, %xmm2
+ orps %xmm10, %xmm0
+ orps %xmm2, %xmm1
+
+ /* Division */
+ divps %xmm1, %xmm0
+
+ /* Sign setting */
+ pxor %xmm5, %xmm0
+
+ /*
+ *
+ * End of main path (_LA_ and _EP_)
+ */
+
+ testl %edx, %edx
+
+ /* Go to auxilary branch */
+ jne L(AUX_BRANCH)
+ # LOE rbx rbp r12 r13 r14 r15 eax xmm0 xmm4 xmm11 xmm12 xmm13
+
+ /* Return from auxilary branch
+ * for out of main path inputs
+ */
L(AUX_BRANCH_RETURN):
- testl %eax, %eax
+ testl %eax, %eax
-/* Go to special inputs processing branch */
- jne L(SPECIAL_VALUES_BRANCH)
- # LOE rbx rbp r12 r13 r14 r15 eax xmm0 xmm13
+ /* Go to special inputs processing branch */
+ jne L(SPECIAL_VALUES_BRANCH)
+ # LOE rbx rbp r12 r13 r14 r15 eax xmm0 xmm13
-/* Restore registers
- * and exit the function
- */
+ /* Restore registers
+ * and exit the function
+ */
L(EXIT):
- addq $232, %rsp
- cfi_def_cfa_offset(8)
- ret
- cfi_def_cfa_offset(240)
+ addq $232, %rsp
+ cfi_def_cfa_offset(8)
+ ret
+ cfi_def_cfa_offset(240)
-/* Branch to process
- * special inputs
- */
+ /* Branch to process
+ * special inputs
+ */
L(SPECIAL_VALUES_BRANCH):
- movups %xmm13, 32(%rsp)
- movups %xmm0, 48(%rsp)
- # LOE rbx rbp r12 r13 r14 r15 eax xmm0
-
- xorl %edx, %edx
- movq %r12, 16(%rsp)
- cfi_offset(12, -224)
- movl %edx, %r12d
- movq %r13, 8(%rsp)
- cfi_offset(13, -232)
- movl %eax, %r13d
- movq %r14, (%rsp)
- cfi_offset(14, -240)
- # LOE rbx rbp r15 r12d r13d
-
-/* Range mask
- * bits check
- */
+ movups %xmm13, 32(%rsp)
+ movups %xmm0, 48(%rsp)
+ # LOE rbx rbp r12 r13 r14 r15 eax xmm0
+
+ xorl %edx, %edx
+ movq %r12, 16(%rsp)
+ cfi_offset(12, -224)
+ movl %edx, %r12d
+ movq %r13, 8(%rsp)
+ cfi_offset(13, -232)
+ movl %eax, %r13d
+ movq %r14, (%rsp)
+ cfi_offset(14, -240)
+ # LOE rbx rbp r15 r12d r13d
+
+ /* Range mask
+ * bits check
+ */
L(RANGEMASK_CHECK):
- btl %r12d, %r13d
+ btl %r12d, %r13d
-/* Call scalar math function */
- jc L(SCALAR_MATH_CALL)
- # LOE rbx rbp r15 r12d r13d
+ /* Call scalar math function */
+ jc L(SCALAR_MATH_CALL)
+ # LOE rbx rbp r15 r12d r13d
-/* Special inputs
- * processing loop
- */
+ /* Special inputs
+ * processing loop
+ */
L(SPECIAL_VALUES_LOOP):
- incl %r12d
- cmpl $4, %r12d
-
-/* Check bits in range mask */
- jl L(RANGEMASK_CHECK)
- # LOE rbx rbp r15 r12d r13d
-
- movq 16(%rsp), %r12
- cfi_restore(12)
- movq 8(%rsp), %r13
- cfi_restore(13)
- movq (%rsp), %r14
- cfi_restore(14)
- movups 48(%rsp), %xmm0
-
-/* Go to exit */
- jmp L(EXIT)
- cfi_offset(12, -224)
- cfi_offset(13, -232)
- cfi_offset(14, -240)
- # LOE rbx rbp r12 r13 r14 r15 xmm0
-
-/* Scalar math fucntion call
- * to process special input
- */
+ incl %r12d
+ cmpl $4, %r12d
+
+ /* Check bits in range mask */
+ jl L(RANGEMASK_CHECK)
+ # LOE rbx rbp r15 r12d r13d
+
+ movq 16(%rsp), %r12
+ cfi_restore(12)
+ movq 8(%rsp), %r13
+ cfi_restore(13)
+ movq (%rsp), %r14
+ cfi_restore(14)
+ movups 48(%rsp), %xmm0
+
+ /* Go to exit */
+ jmp L(EXIT)
+ cfi_offset(12, -224)
+ cfi_offset(13, -232)
+ cfi_offset(14, -240)
+ # LOE rbx rbp r12 r13 r14 r15 xmm0
+
+ /* Scalar math fucntion call
+ * to process special input
+ */
L(SCALAR_MATH_CALL):
- movl %r12d, %r14d
- movss 32(%rsp,%r14,4), %xmm0
- call tanf@PLT
- # LOE rbx rbp r14 r15 r12d r13d xmm0
-
- movss %xmm0, 48(%rsp,%r14,4)
-
-/* Process special inputs in loop */
- jmp L(SPECIAL_VALUES_LOOP)
- cfi_restore(12)
- cfi_restore(13)
- cfi_restore(14)
- # LOE rbx rbp r15 r12d r13d
-
-/* Auxilary branch
- * for out of main path inputs
- */
+ movl %r12d, %r14d
+ movss 32(%rsp, %r14, 4), %xmm0
+ call tanf@PLT
+ # LOE rbx rbp r14 r15 r12d r13d xmm0
-L(AUX_BRANCH):
- movl $2139095040, %eax
+ movss %xmm0, 48(%rsp, %r14, 4)
-/*
- * Get the (2^a / 2pi) mod 1 values from the table.
- * Because doesn't have I-type gather, we need a trivial cast
- */
- lea __svml_stan_reduction_data_internal(%rip), %r8
- movups %xmm13, 64(%rsp)
+ /* Process special inputs in loop */
+ jmp L(SPECIAL_VALUES_LOOP)
+ cfi_restore(12)
+ cfi_restore(13)
+ cfi_restore(14)
+ # LOE rbx rbp r15 r12d r13d
-/*
- * Also get the significand as an integer
- * NB: adding in the integer bit is wrong for denorms!
- * To make this work for denorms we should do something slightly different
- */
- movl $8388607, %r9d
- movups %xmm12, 80(%rsp)
- movl $8388608, %r10d
- movups %xmm11, 96(%rsp)
+ /* Auxilary branch
+ * for out of main path inputs
+ */
-/*
- * Break the P_xxx and m into 16-bit chunks ready for
- * the long multiplication via 16x16->32 multiplications
- */
- movl $65535, %r11d
- movd %eax, %xmm3
- pshufd $0, %xmm3, %xmm2
- andps %xmm2, %xmm13
- cmpeqps %xmm2, %xmm13
- pand %xmm4, %xmm2
- psrld $23, %xmm2
- movdqa %xmm2, %xmm12
- pslld $1, %xmm12
- paddd %xmm2, %xmm12
- pslld $2, %xmm12
- pshufd $1, %xmm12, %xmm10
- pshufd $2, %xmm12, %xmm11
- pshufd $3, %xmm12, %xmm14
- movd %xmm12, %edx
- movd %xmm10, %ecx
- movd %xmm11, %esi
- movd %r9d, %xmm11
- movd %xmm14, %edi
- movd 4(%rdx,%r8), %xmm6
- movd 4(%rcx,%r8), %xmm7
- movd 4(%rsi,%r8), %xmm3
- movl $872415232, %r9d
- movd 4(%rdi,%r8), %xmm5
- punpckldq %xmm7, %xmm6
- punpckldq %xmm5, %xmm3
- movd 8(%rdi,%r8), %xmm10
- movmskps %xmm13, %eax
- punpcklqdq %xmm3, %xmm6
- movd 8(%rdx,%r8), %xmm3
- movd 8(%rcx,%r8), %xmm2
- movd 8(%rsi,%r8), %xmm13
- punpckldq %xmm2, %xmm3
- punpckldq %xmm10, %xmm13
- punpcklqdq %xmm13, %xmm3
- pshufd $0, %xmm11, %xmm13
- movdqa %xmm3, %xmm2
- movups %xmm4, 48(%rsp)
- pand %xmm4, %xmm13
- movd %r10d, %xmm4
- psrld $16, %xmm2
- movd (%rdx,%r8), %xmm9
-
-/*
- * We want to incorporate the original sign now too.
- * Do it here for convenience in getting the right N value,
- * though we could wait right to the end if we were prepared
- * to modify the sign of N later too.
- * So get the appropriate sign mask now (or sooner).
- */
- movl $-2147483648, %edx
- movd (%rcx,%r8), %xmm8
-
-/*
- * Create floating-point high part, implicitly adding integer bit 1
- * Incorporate overall sign at this stage too.
- */
- movl $1065353216, %ecx
- movd (%rsi,%r8), %xmm15
-
-/*
- * Now round at the 2^-8 bit position for reduction mod pi/2^7
- * instead of the original 2pi (but still with the same 2pi scaling).
- * Use a shifter of 2^15 + 2^14.
- * The N we get is our final version; it has an offset of
- * 2^8 because of the implicit integer bit, and anyway for negative
- * starting value it's a 2s complement thing. But we need to mask
- * off the exponent part anyway so it's fine.
- */
- movl $1195376640, %esi
- movd (%rdi,%r8), %xmm1
- movl $511, %r10d
- movups %xmm0, 112(%rsp)
- movd %r11d, %xmm0
- pshufd $0, %xmm4, %xmm12
- movdqa %xmm2, %xmm4
- punpckldq %xmm8, %xmm9
- paddd %xmm12, %xmm13
- punpckldq %xmm1, %xmm15
- movdqa %xmm13, %xmm12
- pshufd $0, %xmm0, %xmm8
- movdqa %xmm6, %xmm0
- punpcklqdq %xmm15, %xmm9
- pand %xmm8, %xmm13
- movdqa %xmm9, %xmm14
- pand %xmm8, %xmm9
- movdqa %xmm13, %xmm10
- psrld $16, %xmm14
- movdqu %xmm14, 128(%rsp)
-
-/* Now do the big multiplication and carry propagation */
- movdqa %xmm9, %xmm14
- psrlq $32, %xmm10
- psrlq $32, %xmm14
- movdqa %xmm13, %xmm15
- movdqa %xmm10, %xmm7
- pmuludq %xmm9, %xmm15
- psrld $16, %xmm0
- pmuludq %xmm14, %xmm7
- movdqu %xmm9, 144(%rsp)
- psllq $32, %xmm7
- movdqu .FLT_16(%rip), %xmm9
- pand %xmm8, %xmm6
- pand %xmm9, %xmm15
- psrld $16, %xmm12
- movdqa %xmm0, %xmm1
- por %xmm7, %xmm15
- movdqa %xmm13, %xmm7
- pand %xmm8, %xmm3
- movdqu %xmm0, 160(%rsp)
- movdqa %xmm12, %xmm11
- movdqu %xmm15, 208(%rsp)
- psrlq $32, %xmm1
- pmuludq %xmm0, %xmm7
- movdqa %xmm6, %xmm5
- movdqa %xmm10, %xmm15
- movdqa %xmm12, %xmm0
- movdqu %xmm14, 176(%rsp)
- psrlq $32, %xmm11
- movdqu %xmm1, 192(%rsp)
- psrlq $32, %xmm5
- pmuludq %xmm1, %xmm15
- movdqa %xmm13, %xmm1
- pmuludq %xmm3, %xmm0
- pmuludq %xmm6, %xmm1
- pmuludq %xmm12, %xmm6
- movdqa %xmm10, %xmm14
- psrlq $32, %xmm3
- pmuludq %xmm5, %xmm14
- pand %xmm9, %xmm1
- pmuludq %xmm11, %xmm3
- pmuludq %xmm11, %xmm5
- psllq $32, %xmm14
- pand %xmm9, %xmm0
- psllq $32, %xmm3
- psrlq $32, %xmm4
- por %xmm14, %xmm1
- por %xmm3, %xmm0
- movdqa %xmm12, %xmm14
- movdqa %xmm11, %xmm3
- pmuludq %xmm2, %xmm14
- pand %xmm9, %xmm7
- pmuludq %xmm4, %xmm3
- pmuludq %xmm13, %xmm2
- pmuludq %xmm10, %xmm4
- pand %xmm9, %xmm2
- psllq $32, %xmm4
- psllq $32, %xmm15
- pand %xmm9, %xmm14
- psllq $32, %xmm3
- por %xmm4, %xmm2
- por %xmm15, %xmm7
- por %xmm3, %xmm14
- psrld $16, %xmm2
- pand %xmm9, %xmm6
- psllq $32, %xmm5
- movdqa %xmm1, %xmm15
- paddd %xmm2, %xmm14
- movdqa %xmm7, %xmm2
- por %xmm5, %xmm6
- psrld $16, %xmm1
- pand %xmm8, %xmm2
- paddd %xmm1, %xmm6
- movdqu 160(%rsp), %xmm1
- paddd %xmm6, %xmm2
- movdqu 192(%rsp), %xmm6
- psrld $16, %xmm7
- pmuludq %xmm12, %xmm1
- pand %xmm8, %xmm15
- pmuludq %xmm11, %xmm6
- pmuludq 144(%rsp), %xmm12
- pmuludq 176(%rsp), %xmm11
- pand %xmm9, %xmm1
- psllq $32, %xmm6
- por %xmm6, %xmm1
- psrld $16, %xmm0
- paddd %xmm7, %xmm1
- paddd %xmm14, %xmm15
- movdqu 128(%rsp), %xmm7
- paddd %xmm15, %xmm0
- pmuludq %xmm7, %xmm13
- psrlq $32, %xmm7
- pmuludq %xmm7, %xmm10
- movdqa %xmm0, %xmm14
- pand %xmm9, %xmm13
- movdqu 208(%rsp), %xmm5
- psrld $16, %xmm14
- paddd %xmm2, %xmm14
- movdqa %xmm5, %xmm15
- movdqa %xmm14, %xmm3
- pand %xmm8, %xmm15
- psrld $16, %xmm3
- paddd %xmm1, %xmm15
- psllq $32, %xmm10
- pand %xmm9, %xmm12
- psllq $32, %xmm11
- paddd %xmm15, %xmm3
- por %xmm10, %xmm13
- por %xmm11, %xmm12
- psrld $16, %xmm5
- movdqa %xmm3, %xmm4
- pand %xmm8, %xmm13
- paddd %xmm5, %xmm12
- psrld $16, %xmm4
- paddd %xmm12, %xmm13
- paddd %xmm13, %xmm4
- pand %xmm8, %xmm3
- pslld $16, %xmm4
- movd %edx, %xmm9
- movups 48(%rsp), %xmm15
- paddd %xmm3, %xmm4
- pshufd $0, %xmm9, %xmm7
-
-/* Assemble reduced argument from the pieces */
- pand %xmm8, %xmm0
- movd %ecx, %xmm8
- pand %xmm15, %xmm7
- pshufd $0, %xmm8, %xmm1
- movdqa %xmm4, %xmm5
- psrld $9, %xmm5
- pxor %xmm7, %xmm1
- por %xmm1, %xmm5
- movd %esi, %xmm6
- pshufd $0, %xmm6, %xmm3
- movdqa %xmm5, %xmm6
- movl $262143, %r8d
-
-/*
- * Create floating-point low and medium parts, respectively
- * lo_17, ... lo_0, 0, ..., 0
- * hi_8, ... hi_0, lo_31, ..., lo_18
- * then subtract off the implicitly added integer bits,
- * 2^-46 and 2^-23, respectively.
- * Put the original sign into all of them at this stage.
- */
- movl $679477248, %edi
- movd %r10d, %xmm13
- pslld $16, %xmm14
- pshufd $0, %xmm13, %xmm1
- paddd %xmm0, %xmm14
- movd %r9d, %xmm11
- pand %xmm4, %xmm1
- movd %r8d, %xmm9
- movd %edi, %xmm10
- pshufd $0, %xmm9, %xmm8
- pslld $14, %xmm1
- pshufd $0, %xmm10, %xmm0
- pand %xmm14, %xmm8
- pshufd $0, %xmm11, %xmm12
- psrld $18, %xmm14
- pxor %xmm7, %xmm0
- pxor %xmm12, %xmm7
- por %xmm14, %xmm1
- pslld $5, %xmm8
- por %xmm7, %xmm1
-
-/*
- * Now multiply those numbers all by 2 pi, reasonably accurately.
- * The top part uses 2pi = s2pi_lead + s2pi_trail, where
- * s2pi_lead has 12 significant bits.
- */
- movl $1086918619, %r11d
-
-/* Split RHi into 12-bit leading and trailing parts. */
- movl $-4096, %esi
- por %xmm0, %xmm8
- movl $1086918656, %edx
- movl $-1214941318, %ecx
-
-/*
- * If the magnitude of the input is <= 2^-20, then
- * just pass through the input, since no reduction will be needed and
- * the main path will only work accurately if the reduced argument is
- * about >= 2^-40 (which it is for all large pi multiples)
- */
- movl $2147483647, %edi
- addps %xmm3, %xmm6
- subps %xmm7, %xmm1
- subps %xmm0, %xmm8
- movaps %xmm6, %xmm2
- movd %r11d, %xmm14
- movd %esi, %xmm4
- movd %edx, %xmm7
- movl $897581056, %r8d
- subps %xmm3, %xmm2
-
-/* Grab our final N value as an integer, appropriately masked mod 2^8 */
- movl $255, %r9d
- subps %xmm2, %xmm5
-
-/* Now add them up into 2 reasonably aligned pieces */
- movaps %xmm5, %xmm3
-
-/*
- * The output is _VRES_R (high) + _VRES_E (low), and the integer part is _VRES_IND
- * Set sRp2 = _VRES_R^2 and then resume the original code.
- * Argument reduction is now finished: x = n * pi/128 + r
- * where n = iIndex and r = sR (high) + sE (low).
- * But we have n modulo 256, needed for sin/cos with period 2pi
- * but we want it modulo 128 since tan has period pi.
- */
- movl $127, %r10d
- pshufd $0, %xmm14, %xmm2
- addps %xmm1, %xmm3
- pshufd $0, %xmm4, %xmm14
- movd %r8d, %xmm4
- pshufd $0, %xmm4, %xmm9
- subps %xmm3, %xmm5
- movdqa %xmm9, %xmm11
- addps %xmm5, %xmm1
- movd %ecx, %xmm5
- addps %xmm1, %xmm8
- pshufd $0, %xmm7, %xmm1
- movdqa %xmm14, %xmm7
- andps %xmm3, %xmm7
-
-/*
- * Do the multiplication as exact top part and "naive" low part.
- * This still maintains a similar level of offset and doesn't drop
- * the accuracy much below what we already have.
- */
- movdqa %xmm1, %xmm10
- pshufd $0, %xmm5, %xmm5
- subps %xmm7, %xmm3
- mulps %xmm7, %xmm10
- mulps %xmm5, %xmm7
- mulps %xmm3, %xmm1
- mulps %xmm8, %xmm2
- mulps %xmm3, %xmm5
- addps %xmm7, %xmm1
- addps %xmm5, %xmm2
- movd %edi, %xmm8
- addps %xmm2, %xmm1
-
-/*
- * Do another stage of compensated summation to get full offset
- * between the pieces sRedHi + sRedLo.
- * Depending on the later algorithm, we might avoid this stage.
- */
- movaps %xmm1, %xmm0
-
-/* Load constants (not all needed at once) */
- lea _sCoeffs+36+__svml_stan_data_internal(%rip), %rdi
- pshufd $0, %xmm8, %xmm8
- addps %xmm10, %xmm0
- andps %xmm15, %xmm8
- subps %xmm0, %xmm10
- cmpltps %xmm8, %xmm11
- cmpleps %xmm9, %xmm8
- addps %xmm10, %xmm1
- andps %xmm15, %xmm8
- movd %r9d, %xmm15
- andps %xmm11, %xmm0
- andps %xmm1, %xmm11
- pshufd $0, %xmm15, %xmm1
- movd %r10d, %xmm15
- pshufd $0, %xmm15, %xmm7
- pand %xmm1, %xmm6
- pand %xmm7, %xmm6
- orps %xmm0, %xmm8
- movaps %xmm6, %xmm4
-
-/*
- * Simply combine the two parts of the reduced argument
- * since we can afford a few ulps in this case.
- */
- addps %xmm11, %xmm8
- pslld $2, %xmm4
- paddd %xmm6, %xmm4
- pslld $3, %xmm4
- pshufd $1, %xmm4, %xmm6
- pshufd $2, %xmm4, %xmm5
- pshufd $3, %xmm4, %xmm3
- movd %xmm4, %r11d
- movd %xmm6, %edx
- movd %xmm5, %ecx
- movd %xmm3, %esi
- movd -32(%r11,%rdi), %xmm15
- movd -32(%rdx,%rdi), %xmm12
- movd -32(%rcx,%rdi), %xmm7
- movd -32(%rsi,%rdi), %xmm13
- punpckldq %xmm12, %xmm15
- punpckldq %xmm13, %xmm7
- movd -28(%rsi,%rdi), %xmm5
- punpcklqdq %xmm7, %xmm15
- movd -28(%r11,%rdi), %xmm7
- movd -28(%rdx,%rdi), %xmm6
- movd -28(%rcx,%rdi), %xmm4
- movd -36(%rcx,%rdi), %xmm9
- movd -36(%r11,%rdi), %xmm1
- movd -36(%rdx,%rdi), %xmm2
- movd -24(%rdx,%rdi), %xmm3
- movd -36(%rsi,%rdi), %xmm10
- punpckldq %xmm6, %xmm7
- punpckldq %xmm5, %xmm4
- movd -24(%r11,%rdi), %xmm6
- punpckldq %xmm2, %xmm1
- punpckldq %xmm10, %xmm9
- punpcklqdq %xmm4, %xmm7
- movd -16(%r11,%rdi), %xmm4
- punpckldq %xmm3, %xmm6
- movd -24(%rcx,%rdi), %xmm10
- movd -16(%rcx,%rdi), %xmm3
- movd -24(%rsi,%rdi), %xmm2
- movd -16(%rsi,%rdi), %xmm13
- movd -16(%rdx,%rdi), %xmm12
- punpcklqdq %xmm9, %xmm1
- movd -20(%rdx,%rdi), %xmm9
- punpckldq %xmm2, %xmm10
- movd -20(%r11,%rdi), %xmm5
- movd -20(%rcx,%rdi), %xmm11
- movd -20(%rsi,%rdi), %xmm0
- punpckldq %xmm12, %xmm4
- punpckldq %xmm13, %xmm3
- punpcklqdq %xmm10, %xmm6
- movd -12(%rsi,%rdi), %xmm10
- punpckldq %xmm9, %xmm5
- punpckldq %xmm0, %xmm11
- punpcklqdq %xmm3, %xmm4
- movd -12(%r11,%rdi), %xmm3
- movd -12(%rdx,%rdi), %xmm2
- movd -12(%rcx,%rdi), %xmm9
- punpcklqdq %xmm11, %xmm5
- punpckldq %xmm2, %xmm3
- punpckldq %xmm10, %xmm9
- movd -8(%rcx,%rdi), %xmm10
- movd -8(%r11,%rdi), %xmm2
- movd -8(%rdx,%rdi), %xmm0
- movd -8(%rsi,%rdi), %xmm11
- punpckldq %xmm0, %xmm2
- punpckldq %xmm11, %xmm10
- movd -4(%rsi,%rdi), %xmm13
- punpcklqdq %xmm9, %xmm3
- punpcklqdq %xmm10, %xmm2
- movd -4(%r11,%rdi), %xmm10
- movd -4(%rdx,%rdi), %xmm12
- movd -4(%rcx,%rdi), %xmm9
- punpckldq %xmm12, %xmm10
- punpckldq %xmm13, %xmm9
- punpcklqdq %xmm9, %xmm10
-
-/*
- * Compute 2-part reciprocal component
- * Construct a separate reduced argument modulo pi near pi/2 multiples.
- * i.e. (pi/2 - x) mod pi, simply by subtracting the reduced argument
- * from an accurate B_hi + B_lo = (128 - n) pi/128. Force the upper part
- * of this reduced argument to half-length to simplify accurate
- * reciprocation later on.
- */
- movdqa %xmm1, %xmm9
- movd (%r11,%rdi), %xmm13
- subps %xmm8, %xmm9
- movd (%rdx,%rdi), %xmm0
- subps %xmm9, %xmm1
- punpckldq %xmm0, %xmm13
- movdqa %xmm14, %xmm0
- andps %xmm9, %xmm0
- subps %xmm8, %xmm1
- subps %xmm0, %xmm9
- movd (%rcx,%rdi), %xmm12
- addps %xmm9, %xmm15
-
-/*
- * Now compute an approximate reciprocal to mix into the computation
- * To avoid any danger of nonportability, force it to 12 bits,
- * though I suspect it always is anyway on current platforms.
- */
- rcpps %xmm0, %xmm9
- addps %xmm15, %xmm1
- andps %xmm14, %xmm9
- mulps %xmm9, %xmm0
-
-/*
- * Get a better approximation to 1/sR_hi (not far short of an ulp)
- * using a third-order polynomial approximation
- */
- movaps %xmm9, %xmm14
- movd (%rsi,%rdi), %xmm11
-
-/*
- * Now compute the error sEr where sRecip_hi = (1/R_hi) * (1 - sEr)
- * so that we can compensate for it.
- */
- movups _sOne+__svml_stan_data_internal(%rip), %xmm15
- punpckldq %xmm11, %xmm12
- movaps %xmm15, %xmm11
- punpcklqdq %xmm12, %xmm13
- subps %xmm0, %xmm11
- mulps %xmm11, %xmm14
- movups %xmm11, (%rsp)
- addps %xmm9, %xmm14
- mulps %xmm11, %xmm11
- movups %xmm13, 32(%rsp)
- movups %xmm11, 16(%rsp)
- movups 112(%rsp), %xmm0
- movups 96(%rsp), %xmm11
- movups 80(%rsp), %xmm12
- movups 64(%rsp), %xmm13
- # LOE rbx rbp r12 r13 r14 r15 eax xmm0 xmm1 xmm2 xmm3 xmm4 xmm5 xmm6 xmm7 xmm8 xmm9 xmm10 xmm11 xmm12 xmm13 xmm14 xmm15
-
-/*
- * Compensated sum of dominant component(s)
- * Compute C0_hi + C1_hi * Z + Recip_hi + Recip_lo = H4 (hi) + H9 (lo)
- * H1 = C1_hi * Z (exact since C1_hi is 1 bit)
- */
- mulps %xmm8, %xmm4
- addps 16(%rsp), %xmm15
-
-/* Finally, multiplex both parts so they are only used in cotangent path */
- mulps %xmm7, %xmm9
-
-/*
- * Higher polynomial terms
- * Stage 1 (with unlimited parallelism)
- * P3 = C1_lo + C2 * Z
- */
- mulps %xmm8, %xmm2
- mulps %xmm15, %xmm14
- addps %xmm2, %xmm3
-
-/*
- * Multiply by sRecip_ok to make sR_lo relative to sR_hi
- * Since sR_lo is shifted off by about 12 bits, this is accurate enough.
- */
- mulps %xmm14, %xmm1
-
-/*
- * Now create a low reciprocal using
- * (Recip_hi + Er * Recip_ok) * (1 + sR_lo^2 - sR_lo)
- * =~= Recip_hi + Recip_ok * (Er + sR_lo^2 - sR_lo)
- */
- movaps %xmm1, %xmm15
- mulps %xmm1, %xmm1
- subps (%rsp), %xmm15
-
-/* P4 = C3 + C4 * Z */
- movups 32(%rsp), %xmm2
- subps %xmm15, %xmm1
- mulps %xmm8, %xmm2
- mulps %xmm1, %xmm14
- addps %xmm2, %xmm10
- mulps %xmm14, %xmm7
-
-/* H2 = high(C0_hi + C1_hi * Z) */
- movdqa %xmm6, %xmm14
- addps %xmm4, %xmm14
-
-/* H4 = high(H2 + Recip_hi) */
- movaps %xmm14, %xmm1
-
-/* intermediate in compensated sum */
- subps %xmm14, %xmm6
- addps %xmm9, %xmm1
-
-/* H5 = low(C0_hi + C1_hi * Z) */
- addps %xmm6, %xmm4
-
-/* intermediate in compensated sum */
- subps %xmm1, %xmm9
-
-/* H7 = low(C0_hi + C1_hi * Z) + Recip_lo */
- addps %xmm4, %xmm7
-
-/* H8 = low(H2 + Recip_hi) */
- addps %xmm9, %xmm14
-
-/* Z2 = Z^2 */
- movaps %xmm8, %xmm4
-
-/* Now H4 + H9 should be that part */
- addps %xmm14, %xmm7
- mulps %xmm8, %xmm4
-
-/* P9 = trail(dominant part) + C0_lo */
- addps %xmm7, %xmm5
-
-/*
- * Stage 2 (with unlimited parallelism)
- * P6 = C1_lo + C2 * Z + C3 * Z^2 + C4 * Z^3
- */
- mulps %xmm4, %xmm10
- addps %xmm10, %xmm3
-
-/* Final accumulation of low part */
- mulps %xmm3, %xmm8
-
-/* Merge results from main and large paths: */
- movaps %xmm11, %xmm3
- andnps %xmm0, %xmm3
- addps %xmm8, %xmm5
- movaps %xmm3, %xmm0
-
-/* And now the very final summation */
- addps %xmm5, %xmm1
-
-/*
- * The end of implementation (LA with huge args reduction)
- * End of large arguments path (_HA_, _LA_ and _EP_)
- */
-
- pxor %xmm12, %xmm1
- andps %xmm11, %xmm1
- orps %xmm1, %xmm0
-
-/* Return to main vector processing path */
- jmp L(AUX_BRANCH_RETURN)
- # LOE rbx rbp r12 r13 r14 r15 eax xmm0 xmm13
+L(AUX_BRANCH):
+ movl $2139095040, %eax
+
+ /*
+ * Get the (2^a / 2pi) mod 1 values from the table.
+ * Because doesn't have I-type gather, we need a trivial cast
+ */
+ lea __svml_stan_reduction_data_internal(%rip), %r8
+ movups %xmm13, 64(%rsp)
+
+ /*
+ * Also get the significand as an integer
+ * NB: adding in the integer bit is wrong for denorms!
+ * To make this work for denorms we should do something slightly different
+ */
+ movl $8388607, %r9d
+ movups %xmm12, 80(%rsp)
+ movl $8388608, %r10d
+ movups %xmm11, 96(%rsp)
+
+ /*
+ * Break the P_xxx and m into 16-bit chunks ready for
+ * the long multiplication via 16x16->32 multiplications
+ */
+ movl $65535, %r11d
+ movd %eax, %xmm3
+ pshufd $0, %xmm3, %xmm2
+ andps %xmm2, %xmm13
+ cmpeqps %xmm2, %xmm13
+ pand %xmm4, %xmm2
+ psrld $23, %xmm2
+ movdqa %xmm2, %xmm12
+ pslld $1, %xmm12
+ paddd %xmm2, %xmm12
+ pslld $2, %xmm12
+ pshufd $1, %xmm12, %xmm10
+ pshufd $2, %xmm12, %xmm11
+ pshufd $3, %xmm12, %xmm14
+ movd %xmm12, %edx
+ movd %xmm10, %ecx
+ movd %xmm11, %esi
+ movd %r9d, %xmm11
+ movd %xmm14, %edi
+ movd 4(%rdx, %r8), %xmm6
+ movd 4(%rcx, %r8), %xmm7
+ movd 4(%rsi, %r8), %xmm3
+ movl $872415232, %r9d
+ movd 4(%rdi, %r8), %xmm5
+ punpckldq %xmm7, %xmm6
+ punpckldq %xmm5, %xmm3
+ movd 8(%rdi, %r8), %xmm10
+ movmskps %xmm13, %eax
+ punpcklqdq %xmm3, %xmm6
+ movd 8(%rdx, %r8), %xmm3
+ movd 8(%rcx, %r8), %xmm2
+ movd 8(%rsi, %r8), %xmm13
+ punpckldq %xmm2, %xmm3
+ punpckldq %xmm10, %xmm13
+ punpcklqdq %xmm13, %xmm3
+ pshufd $0, %xmm11, %xmm13
+ movdqa %xmm3, %xmm2
+ movups %xmm4, 48(%rsp)
+ pand %xmm4, %xmm13
+ movd %r10d, %xmm4
+ psrld $16, %xmm2
+ movd (%rdx, %r8), %xmm9
+
+ /*
+ * We want to incorporate the original sign now too.
+ * Do it here for convenience in getting the right N value,
+ * though we could wait right to the end if we were prepared
+ * to modify the sign of N later too.
+ * So get the appropriate sign mask now (or sooner).
+ */
+ movl $-2147483648, %edx
+ movd (%rcx, %r8), %xmm8
+
+ /*
+ * Create floating-point high part, implicitly adding integer bit 1
+ * Incorporate overall sign at this stage too.
+ */
+ movl $1065353216, %ecx
+ movd (%rsi, %r8), %xmm15
+
+ /*
+ * Now round at the 2^-8 bit position for reduction mod pi/2^7
+ * instead of the original 2pi (but still with the same 2pi scaling).
+ * Use a shifter of 2^15 + 2^14.
+ * The N we get is our final version; it has an offset of
+ * 2^8 because of the implicit integer bit, and anyway for negative
+ * starting value it's a 2s complement thing. But we need to mask
+ * off the exponent part anyway so it's fine.
+ */
+ movl $1195376640, %esi
+ movd (%rdi, %r8), %xmm1
+ movl $511, %r10d
+ movups %xmm0, 112(%rsp)
+ movd %r11d, %xmm0
+ pshufd $0, %xmm4, %xmm12
+ movdqa %xmm2, %xmm4
+ punpckldq %xmm8, %xmm9
+ paddd %xmm12, %xmm13
+ punpckldq %xmm1, %xmm15
+ movdqa %xmm13, %xmm12
+ pshufd $0, %xmm0, %xmm8
+ movdqa %xmm6, %xmm0
+ punpcklqdq %xmm15, %xmm9
+ pand %xmm8, %xmm13
+ movdqa %xmm9, %xmm14
+ pand %xmm8, %xmm9
+ movdqa %xmm13, %xmm10
+ psrld $16, %xmm14
+ movdqu %xmm14, 128(%rsp)
+
+ /* Now do the big multiplication and carry propagation */
+ movdqa %xmm9, %xmm14
+ psrlq $32, %xmm10
+ psrlq $32, %xmm14
+ movdqa %xmm13, %xmm15
+ movdqa %xmm10, %xmm7
+ pmuludq %xmm9, %xmm15
+ psrld $16, %xmm0
+ pmuludq %xmm14, %xmm7
+ movdqu %xmm9, 144(%rsp)
+ psllq $32, %xmm7
+ movdqu .FLT_16(%rip), %xmm9
+ pand %xmm8, %xmm6
+ pand %xmm9, %xmm15
+ psrld $16, %xmm12
+ movdqa %xmm0, %xmm1
+ por %xmm7, %xmm15
+ movdqa %xmm13, %xmm7
+ pand %xmm8, %xmm3
+ movdqu %xmm0, 160(%rsp)
+ movdqa %xmm12, %xmm11
+ movdqu %xmm15, 208(%rsp)
+ psrlq $32, %xmm1
+ pmuludq %xmm0, %xmm7
+ movdqa %xmm6, %xmm5
+ movdqa %xmm10, %xmm15
+ movdqa %xmm12, %xmm0
+ movdqu %xmm14, 176(%rsp)
+ psrlq $32, %xmm11
+ movdqu %xmm1, 192(%rsp)
+ psrlq $32, %xmm5
+ pmuludq %xmm1, %xmm15
+ movdqa %xmm13, %xmm1
+ pmuludq %xmm3, %xmm0
+ pmuludq %xmm6, %xmm1
+ pmuludq %xmm12, %xmm6
+ movdqa %xmm10, %xmm14
+ psrlq $32, %xmm3
+ pmuludq %xmm5, %xmm14
+ pand %xmm9, %xmm1
+ pmuludq %xmm11, %xmm3
+ pmuludq %xmm11, %xmm5
+ psllq $32, %xmm14
+ pand %xmm9, %xmm0
+ psllq $32, %xmm3
+ psrlq $32, %xmm4
+ por %xmm14, %xmm1
+ por %xmm3, %xmm0
+ movdqa %xmm12, %xmm14
+ movdqa %xmm11, %xmm3
+ pmuludq %xmm2, %xmm14
+ pand %xmm9, %xmm7
+ pmuludq %xmm4, %xmm3
+ pmuludq %xmm13, %xmm2
+ pmuludq %xmm10, %xmm4
+ pand %xmm9, %xmm2
+ psllq $32, %xmm4
+ psllq $32, %xmm15
+ pand %xmm9, %xmm14
+ psllq $32, %xmm3
+ por %xmm4, %xmm2
+ por %xmm15, %xmm7
+ por %xmm3, %xmm14
+ psrld $16, %xmm2
+ pand %xmm9, %xmm6
+ psllq $32, %xmm5
+ movdqa %xmm1, %xmm15
+ paddd %xmm2, %xmm14
+ movdqa %xmm7, %xmm2
+ por %xmm5, %xmm6
+ psrld $16, %xmm1
+ pand %xmm8, %xmm2
+ paddd %xmm1, %xmm6
+ movdqu 160(%rsp), %xmm1
+ paddd %xmm6, %xmm2
+ movdqu 192(%rsp), %xmm6
+ psrld $16, %xmm7
+ pmuludq %xmm12, %xmm1
+ pand %xmm8, %xmm15
+ pmuludq %xmm11, %xmm6
+ pmuludq 144(%rsp), %xmm12
+ pmuludq 176(%rsp), %xmm11
+ pand %xmm9, %xmm1
+ psllq $32, %xmm6
+ por %xmm6, %xmm1
+ psrld $16, %xmm0
+ paddd %xmm7, %xmm1
+ paddd %xmm14, %xmm15
+ movdqu 128(%rsp), %xmm7
+ paddd %xmm15, %xmm0
+ pmuludq %xmm7, %xmm13
+ psrlq $32, %xmm7
+ pmuludq %xmm7, %xmm10
+ movdqa %xmm0, %xmm14
+ pand %xmm9, %xmm13
+ movdqu 208(%rsp), %xmm5
+ psrld $16, %xmm14
+ paddd %xmm2, %xmm14
+ movdqa %xmm5, %xmm15
+ movdqa %xmm14, %xmm3
+ pand %xmm8, %xmm15
+ psrld $16, %xmm3
+ paddd %xmm1, %xmm15
+ psllq $32, %xmm10
+ pand %xmm9, %xmm12
+ psllq $32, %xmm11
+ paddd %xmm15, %xmm3
+ por %xmm10, %xmm13
+ por %xmm11, %xmm12
+ psrld $16, %xmm5
+ movdqa %xmm3, %xmm4
+ pand %xmm8, %xmm13
+ paddd %xmm5, %xmm12
+ psrld $16, %xmm4
+ paddd %xmm12, %xmm13
+ paddd %xmm13, %xmm4
+ pand %xmm8, %xmm3
+ pslld $16, %xmm4
+ movd %edx, %xmm9
+ movups 48(%rsp), %xmm15
+ paddd %xmm3, %xmm4
+ pshufd $0, %xmm9, %xmm7
+
+ /* Assemble reduced argument from the pieces */
+ pand %xmm8, %xmm0
+ movd %ecx, %xmm8
+ pand %xmm15, %xmm7
+ pshufd $0, %xmm8, %xmm1
+ movdqa %xmm4, %xmm5
+ psrld $9, %xmm5
+ pxor %xmm7, %xmm1
+ por %xmm1, %xmm5
+ movd %esi, %xmm6
+ pshufd $0, %xmm6, %xmm3
+ movdqa %xmm5, %xmm6
+ movl $262143, %r8d
+
+ /*
+ * Create floating-point low and medium parts, respectively
+ * lo_17, ... lo_0, 0, ..., 0
+ * hi_8, ... hi_0, lo_31, ..., lo_18
+ * then subtract off the implicitly added integer bits,
+ * 2^-46 and 2^-23, respectively.
+ * Put the original sign into all of them at this stage.
+ */
+ movl $679477248, %edi
+ movd %r10d, %xmm13
+ pslld $16, %xmm14
+ pshufd $0, %xmm13, %xmm1
+ paddd %xmm0, %xmm14
+ movd %r9d, %xmm11
+ pand %xmm4, %xmm1
+ movd %r8d, %xmm9
+ movd %edi, %xmm10
+ pshufd $0, %xmm9, %xmm8
+ pslld $14, %xmm1
+ pshufd $0, %xmm10, %xmm0
+ pand %xmm14, %xmm8
+ pshufd $0, %xmm11, %xmm12
+ psrld $18, %xmm14
+ pxor %xmm7, %xmm0
+ pxor %xmm12, %xmm7
+ por %xmm14, %xmm1
+ pslld $5, %xmm8
+ por %xmm7, %xmm1
+
+ /*
+ * Now multiply those numbers all by 2 pi, reasonably accurately.
+ * The top part uses 2pi = s2pi_lead + s2pi_trail, where
+ * s2pi_lead has 12 significant bits.
+ */
+ movl $1086918619, %r11d
+
+ /* Split RHi into 12-bit leading and trailing parts. */
+ movl $-4096, %esi
+ por %xmm0, %xmm8
+ movl $1086918656, %edx
+ movl $-1214941318, %ecx
+
+ /*
+ * If the magnitude of the input is <= 2^-20, then
+ * just pass through the input, since no reduction will be needed and
+ * the main path will only work accurately if the reduced argument is
+ * about >= 2^-40 (which it is for all large pi multiples)
+ */
+ movl $2147483647, %edi
+ addps %xmm3, %xmm6
+ subps %xmm7, %xmm1
+ subps %xmm0, %xmm8
+ movaps %xmm6, %xmm2
+ movd %r11d, %xmm14
+ movd %esi, %xmm4
+ movd %edx, %xmm7
+ movl $897581056, %r8d
+ subps %xmm3, %xmm2
+
+ /* Grab our final N value as an integer, appropriately masked mod 2^8 */
+ movl $255, %r9d
+ subps %xmm2, %xmm5
+
+ /* Now add them up into 2 reasonably aligned pieces */
+ movaps %xmm5, %xmm3
+
+ /*
+ * The output is _VRES_R (high) + _VRES_E (low), and the integer part is _VRES_IND
+ * Set sRp2 = _VRES_R^2 and then resume the original code.
+ * Argument reduction is now finished: x = n * pi/128 + r
+ * where n = iIndex and r = sR (high) + sE (low).
+ * But we have n modulo 256, needed for sin/cos with period 2pi
+ * but we want it modulo 128 since tan has period pi.
+ */
+ movl $127, %r10d
+ pshufd $0, %xmm14, %xmm2
+ addps %xmm1, %xmm3
+ pshufd $0, %xmm4, %xmm14
+ movd %r8d, %xmm4
+ pshufd $0, %xmm4, %xmm9
+ subps %xmm3, %xmm5
+ movdqa %xmm9, %xmm11
+ addps %xmm5, %xmm1
+ movd %ecx, %xmm5
+ addps %xmm1, %xmm8
+ pshufd $0, %xmm7, %xmm1
+ movdqa %xmm14, %xmm7
+ andps %xmm3, %xmm7
+
+ /*
+ * Do the multiplication as exact top part and "naive" low part.
+ * This still maintains a similar level of offset and doesn't drop
+ * the accuracy much below what we already have.
+ */
+ movdqa %xmm1, %xmm10
+ pshufd $0, %xmm5, %xmm5
+ subps %xmm7, %xmm3
+ mulps %xmm7, %xmm10
+ mulps %xmm5, %xmm7
+ mulps %xmm3, %xmm1
+ mulps %xmm8, %xmm2
+ mulps %xmm3, %xmm5
+ addps %xmm7, %xmm1
+ addps %xmm5, %xmm2
+ movd %edi, %xmm8
+ addps %xmm2, %xmm1
+
+ /*
+ * Do another stage of compensated summation to get full offset
+ * between the pieces sRedHi + sRedLo.
+ * Depending on the later algorithm, we might avoid this stage.
+ */
+ movaps %xmm1, %xmm0
+
+ /* Load constants (not all needed at once) */
+ lea _sCoeffs+36+__svml_stan_data_internal(%rip), %rdi
+ pshufd $0, %xmm8, %xmm8
+ addps %xmm10, %xmm0
+ andps %xmm15, %xmm8
+ subps %xmm0, %xmm10
+ cmpltps %xmm8, %xmm11
+ cmpleps %xmm9, %xmm8
+ addps %xmm10, %xmm1
+ andps %xmm15, %xmm8
+ movd %r9d, %xmm15
+ andps %xmm11, %xmm0
+ andps %xmm1, %xmm11
+ pshufd $0, %xmm15, %xmm1
+ movd %r10d, %xmm15
+ pshufd $0, %xmm15, %xmm7
+ pand %xmm1, %xmm6
+ pand %xmm7, %xmm6
+ orps %xmm0, %xmm8
+ movaps %xmm6, %xmm4
+
+ /*
+ * Simply combine the two parts of the reduced argument
+ * since we can afford a few ulps in this case.
+ */
+ addps %xmm11, %xmm8
+ pslld $2, %xmm4
+ paddd %xmm6, %xmm4
+ pslld $3, %xmm4
+ pshufd $1, %xmm4, %xmm6
+ pshufd $2, %xmm4, %xmm5
+ pshufd $3, %xmm4, %xmm3
+ movd %xmm4, %r11d
+ movd %xmm6, %edx
+ movd %xmm5, %ecx
+ movd %xmm3, %esi
+ movd -32(%r11, %rdi), %xmm15
+ movd -32(%rdx, %rdi), %xmm12
+ movd -32(%rcx, %rdi), %xmm7
+ movd -32(%rsi, %rdi), %xmm13
+ punpckldq %xmm12, %xmm15
+ punpckldq %xmm13, %xmm7
+ movd -28(%rsi, %rdi), %xmm5
+ punpcklqdq %xmm7, %xmm15
+ movd -28(%r11, %rdi), %xmm7
+ movd -28(%rdx, %rdi), %xmm6
+ movd -28(%rcx, %rdi), %xmm4
+ movd -36(%rcx, %rdi), %xmm9
+ movd -36(%r11, %rdi), %xmm1
+ movd -36(%rdx, %rdi), %xmm2
+ movd -24(%rdx, %rdi), %xmm3
+ movd -36(%rsi, %rdi), %xmm10
+ punpckldq %xmm6, %xmm7
+ punpckldq %xmm5, %xmm4
+ movd -24(%r11, %rdi), %xmm6
+ punpckldq %xmm2, %xmm1
+ punpckldq %xmm10, %xmm9
+ punpcklqdq %xmm4, %xmm7
+ movd -16(%r11, %rdi), %xmm4
+ punpckldq %xmm3, %xmm6
+ movd -24(%rcx, %rdi), %xmm10
+ movd -16(%rcx, %rdi), %xmm3
+ movd -24(%rsi, %rdi), %xmm2
+ movd -16(%rsi, %rdi), %xmm13
+ movd -16(%rdx, %rdi), %xmm12
+ punpcklqdq %xmm9, %xmm1
+ movd -20(%rdx, %rdi), %xmm9
+ punpckldq %xmm2, %xmm10
+ movd -20(%r11, %rdi), %xmm5
+ movd -20(%rcx, %rdi), %xmm11
+ movd -20(%rsi, %rdi), %xmm0
+ punpckldq %xmm12, %xmm4
+ punpckldq %xmm13, %xmm3
+ punpcklqdq %xmm10, %xmm6
+ movd -12(%rsi, %rdi), %xmm10
+ punpckldq %xmm9, %xmm5
+ punpckldq %xmm0, %xmm11
+ punpcklqdq %xmm3, %xmm4
+ movd -12(%r11, %rdi), %xmm3
+ movd -12(%rdx, %rdi), %xmm2
+ movd -12(%rcx, %rdi), %xmm9
+ punpcklqdq %xmm11, %xmm5
+ punpckldq %xmm2, %xmm3
+ punpckldq %xmm10, %xmm9
+ movd -8(%rcx, %rdi), %xmm10
+ movd -8(%r11, %rdi), %xmm2
+ movd -8(%rdx, %rdi), %xmm0
+ movd -8(%rsi, %rdi), %xmm11
+ punpckldq %xmm0, %xmm2
+ punpckldq %xmm11, %xmm10
+ movd -4(%rsi, %rdi), %xmm13
+ punpcklqdq %xmm9, %xmm3
+ punpcklqdq %xmm10, %xmm2
+ movd -4(%r11, %rdi), %xmm10
+ movd -4(%rdx, %rdi), %xmm12
+ movd -4(%rcx, %rdi), %xmm9
+ punpckldq %xmm12, %xmm10
+ punpckldq %xmm13, %xmm9
+ punpcklqdq %xmm9, %xmm10
+
+ /*
+ * Compute 2-part reciprocal component
+ * Construct a separate reduced argument modulo pi near pi/2 multiples.
+ * i.e. (pi/2 - x) mod pi, simply by subtracting the reduced argument
+ * from an accurate B_hi + B_lo = (128 - n) pi/128. Force the upper part
+ * of this reduced argument to half-length to simplify accurate
+ * reciprocation later on.
+ */
+ movdqa %xmm1, %xmm9
+ movd (%r11, %rdi), %xmm13
+ subps %xmm8, %xmm9
+ movd (%rdx, %rdi), %xmm0
+ subps %xmm9, %xmm1
+ punpckldq %xmm0, %xmm13
+ movdqa %xmm14, %xmm0
+ andps %xmm9, %xmm0
+ subps %xmm8, %xmm1
+ subps %xmm0, %xmm9
+ movd (%rcx, %rdi), %xmm12
+ addps %xmm9, %xmm15
+
+ /*
+ * Now compute an approximate reciprocal to mix into the computation
+ * To avoid any danger of nonportability, force it to 12 bits,
+ * though I suspect it always is anyway on current platforms.
+ */
+ rcpps %xmm0, %xmm9
+ addps %xmm15, %xmm1
+ andps %xmm14, %xmm9
+ mulps %xmm9, %xmm0
+
+ /*
+ * Get a better approximation to 1/sR_hi (not far short of an ulp)
+ * using a third-order polynomial approximation
+ */
+ movaps %xmm9, %xmm14
+ movd (%rsi, %rdi), %xmm11
+
+ /*
+ * Now compute the error sEr where sRecip_hi = (1/R_hi) * (1 - sEr)
+ * so that we can compensate for it.
+ */
+ movups _sOne+__svml_stan_data_internal(%rip), %xmm15
+ punpckldq %xmm11, %xmm12
+ movaps %xmm15, %xmm11
+ punpcklqdq %xmm12, %xmm13
+ subps %xmm0, %xmm11
+ mulps %xmm11, %xmm14
+ movups %xmm11, (%rsp)
+ addps %xmm9, %xmm14
+ mulps %xmm11, %xmm11
+ movups %xmm13, 32(%rsp)
+ movups %xmm11, 16(%rsp)
+ movups 112(%rsp), %xmm0
+ movups 96(%rsp), %xmm11
+ movups 80(%rsp), %xmm12
+ movups 64(%rsp), %xmm13
+ # LOE rbx rbp r12 r13 r14 r15 eax xmm0 xmm1 xmm2 xmm3 xmm4 xmm5 xmm6 xmm7 xmm8 xmm9 xmm10 xmm11 xmm12 xmm13 xmm14 xmm15
+
+ /*
+ * Compensated sum of dominant component(s)
+ * Compute C0_hi + C1_hi * Z + Recip_hi + Recip_lo = H4 (hi) + H9 (lo)
+ * H1 = C1_hi * Z (exact since C1_hi is 1 bit)
+ */
+ mulps %xmm8, %xmm4
+ addps 16(%rsp), %xmm15
+
+ /* Finally, multiplex both parts so they are only used in cotangent path */
+ mulps %xmm7, %xmm9
+
+ /*
+ * Higher polynomial terms
+ * Stage 1 (with unlimited parallelism)
+ * P3 = C1_lo + C2 * Z
+ */
+ mulps %xmm8, %xmm2
+ mulps %xmm15, %xmm14
+ addps %xmm2, %xmm3
+
+ /*
+ * Multiply by sRecip_ok to make sR_lo relative to sR_hi
+ * Since sR_lo is shifted off by about 12 bits, this is accurate enough.
+ */
+ mulps %xmm14, %xmm1
+
+ /*
+ * Now create a low reciprocal using
+ * (Recip_hi + Er * Recip_ok) * (1 + sR_lo^2 - sR_lo)
+ * =~= Recip_hi + Recip_ok * (Er + sR_lo^2 - sR_lo)
+ */
+ movaps %xmm1, %xmm15
+ mulps %xmm1, %xmm1
+ subps (%rsp), %xmm15
+
+ /* P4 = C3 + C4 * Z */
+ movups 32(%rsp), %xmm2
+ subps %xmm15, %xmm1
+ mulps %xmm8, %xmm2
+ mulps %xmm1, %xmm14
+ addps %xmm2, %xmm10
+ mulps %xmm14, %xmm7
+
+ /* H2 = high(C0_hi + C1_hi * Z) */
+ movdqa %xmm6, %xmm14
+ addps %xmm4, %xmm14
+
+ /* H4 = high(H2 + Recip_hi) */
+ movaps %xmm14, %xmm1
+
+ /* intermediate in compensated sum */
+ subps %xmm14, %xmm6
+ addps %xmm9, %xmm1
+
+ /* H5 = low(C0_hi + C1_hi * Z) */
+ addps %xmm6, %xmm4
+
+ /* intermediate in compensated sum */
+ subps %xmm1, %xmm9
+
+ /* H7 = low(C0_hi + C1_hi * Z) + Recip_lo */
+ addps %xmm4, %xmm7
+
+ /* H8 = low(H2 + Recip_hi) */
+ addps %xmm9, %xmm14
+
+ /* Z2 = Z^2 */
+ movaps %xmm8, %xmm4
+
+ /* Now H4 + H9 should be that part */
+ addps %xmm14, %xmm7
+ mulps %xmm8, %xmm4
+
+ /* P9 = trail(dominant part) + C0_lo */
+ addps %xmm7, %xmm5
+
+ /*
+ * Stage 2 (with unlimited parallelism)
+ * P6 = C1_lo + C2 * Z + C3 * Z^2 + C4 * Z^3
+ */
+ mulps %xmm4, %xmm10
+ addps %xmm10, %xmm3
+
+ /* Final accumulation of low part */
+ mulps %xmm3, %xmm8
+
+ /* Merge results from main and large paths: */
+ movaps %xmm11, %xmm3
+ andnps %xmm0, %xmm3
+ addps %xmm8, %xmm5
+ movaps %xmm3, %xmm0
+
+ /* And now the very final summation */
+ addps %xmm5, %xmm1
+
+ /*
+ * The end of implementation (LA with huge args reduction)
+ * End of large arguments path (_HA_, _LA_ and _EP_)
+ */
+
+ pxor %xmm12, %xmm1
+ andps %xmm11, %xmm1
+ orps %xmm1, %xmm0
+
+ /* Return to main vector processing path */
+ jmp L(AUX_BRANCH_RETURN)
+ # LOE rbx rbp r12 r13 r14 r15 eax xmm0 xmm13
END(_ZGVbN4v_tanf_sse4)
- .section .rodata, "a"
- .align 16
+ .section .rodata, "a"
+ .align 16
#ifdef __svml_stan_data_internal_typedef
typedef unsigned int VUINT32;
- typedef struct
- {
- __declspec(align(16)) VUINT32 _sInvPI_uisa[4][1];
- __declspec(align(16)) VUINT32 _sPI1_uisa[4][1];
- __declspec(align(16)) VUINT32 _sPI2_uisa[4][1];
- __declspec(align(16)) VUINT32 _sPI3_uisa[4][1];
- __declspec(align(16)) VUINT32 _sPI2_ha_uisa[4][1];
- __declspec(align(16)) VUINT32 _sPI3_ha_uisa[4][1];
- __declspec(align(16)) VUINT32 Th_tbl_uisa[32][1];
- __declspec(align(16)) VUINT32 Tl_tbl_uisa[32][1];
- __declspec(align(16)) VUINT32 _sPC3_uisa[4][1];
- __declspec(align(16)) VUINT32 _sPC5_uisa[4][1];
- __declspec(align(16)) VUINT32 _sRangeReductionVal_uisa[4][1];
- __declspec(align(16)) VUINT32 _sInvPi[4][1];
- __declspec(align(16)) VUINT32 _sSignMask[4][1];
- __declspec(align(16)) VUINT32 _sAbsMask[4][1];
- __declspec(align(16)) VUINT32 _sRangeVal[4][1];
- __declspec(align(16)) VUINT32 _sRShifter[4][1];
- __declspec(align(16)) VUINT32 _sOne[4][1];
- __declspec(align(16)) VUINT32 _sRangeReductionVal[4][1];
- __declspec(align(16)) VUINT32 _sPI1[4][1];
- __declspec(align(16)) VUINT32 _sPI2[4][1];
- __declspec(align(16)) VUINT32 _sPI3[4][1];
- __declspec(align(16)) VUINT32 _sPI4[4][1];
- __declspec(align(16)) VUINT32 _sPI1_FMA[4][1];
- __declspec(align(16)) VUINT32 _sPI2_FMA[4][1];
- __declspec(align(16)) VUINT32 _sPI3_FMA[4][1];
- __declspec(align(16)) VUINT32 _sP0[4][1];
- __declspec(align(16)) VUINT32 _sP1[4][1];
- __declspec(align(16)) VUINT32 _sQ0[4][1];
- __declspec(align(16)) VUINT32 _sQ1[4][1];
- __declspec(align(16)) VUINT32 _sQ2[4][1];
- __declspec(align(16)) VUINT32 _sTwo[4][1];
- __declspec(align(16)) VUINT32 _sCoeffs[128][10][1];
- } __svml_stan_data_internal;
+typedef struct {
+ __declspec(align(16)) VUINT32 _sInvPI_uisa[4][1];
+ __declspec(align(16)) VUINT32 _sPI1_uisa[4][1];
+ __declspec(align(16)) VUINT32 _sPI2_uisa[4][1];
+ __declspec(align(16)) VUINT32 _sPI3_uisa[4][1];
+ __declspec(align(16)) VUINT32 _sPI2_ha_uisa[4][1];
+ __declspec(align(16)) VUINT32 _sPI3_ha_uisa[4][1];
+ __declspec(align(16)) VUINT32 Th_tbl_uisa[32][1];
+ __declspec(align(16)) VUINT32 Tl_tbl_uisa[32][1];
+ __declspec(align(16)) VUINT32 _sPC3_uisa[4][1];
+ __declspec(align(16)) VUINT32 _sPC5_uisa[4][1];
+ __declspec(align(16)) VUINT32 _sRangeReductionVal_uisa[4][1];
+ __declspec(align(16)) VUINT32 _sInvPi[4][1];
+ __declspec(align(16)) VUINT32 _sSignMask[4][1];
+ __declspec(align(16)) VUINT32 _sAbsMask[4][1];
+ __declspec(align(16)) VUINT32 _sRangeVal[4][1];
+ __declspec(align(16)) VUINT32 _sRShifter[4][1];
+ __declspec(align(16)) VUINT32 _sOne[4][1];
+ __declspec(align(16)) VUINT32 _sRangeReductionVal[4][1];
+ __declspec(align(16)) VUINT32 _sPI1[4][1];
+ __declspec(align(16)) VUINT32 _sPI2[4][1];
+ __declspec(align(16)) VUINT32 _sPI3[4][1];
+ __declspec(align(16)) VUINT32 _sPI4[4][1];
+ __declspec(align(16)) VUINT32 _sPI1_FMA[4][1];
+ __declspec(align(16)) VUINT32 _sPI2_FMA[4][1];
+ __declspec(align(16)) VUINT32 _sPI3_FMA[4][1];
+ __declspec(align(16)) VUINT32 _sP0[4][1];
+ __declspec(align(16)) VUINT32 _sP1[4][1];
+ __declspec(align(16)) VUINT32 _sQ0[4][1];
+ __declspec(align(16)) VUINT32 _sQ1[4][1];
+ __declspec(align(16)) VUINT32 _sQ2[4][1];
+ __declspec(align(16)) VUINT32 _sTwo[4][1];
+ __declspec(align(16)) VUINT32 _sCoeffs[128][10][1];
+} __svml_stan_data_internal;
#endif
__svml_stan_data_internal:
- /* UISA */
- .long 0x4122f983, 0x4122f983, 0x4122f983, 0x4122f983 /* _sInvPI_uisa */
- .align 16
- .long 0x3dc90fda, 0x3dc90fda, 0x3dc90fda, 0x3dc90fda /* _sPI1_uisa */
- .align 16
- .long 0x31a22168, 0x31a22168, 0x31a22168, 0x31a22168 /* _sPI2_uisa */
- .align 16
- .long 0x25c234c5, 0x25c234c5, 0x25c234c5, 0x25c234c5 /* _sPI3_uisa */
- .align 16
- .long 0x31a22000, 0x31a22000, 0x31a22000, 0x31a22000 /* _sPI2_ha_uisa */
- .align 16
- .long 0x2a34611a, 0x2a34611a, 0x2a34611a, 0x2a34611a /* _sPI3_ha_uisa */
- /* Th_tbl_uisa for i from 0 to 31 do printsingle(tan(i*Pi/32)); */
- .align 16
- .long 0x80000000, 0x3dc9b5dc, 0x3e4bafaf, 0x3e9b5042
- .long 0x3ed413cd, 0x3f08d5b9, 0x3f2b0dc1, 0x3f521801
- .long 0x3f800000, 0x3f9bf7ec, 0x3fbf90c7, 0x3fef789e
- .long 0x401a827a, 0x4052facf, 0x40a0dff7, 0x41227363
- .long 0xff7fffff, 0xc1227363, 0xc0a0dff7, 0xc052facf
- .long 0xc01a827a, 0xbfef789e, 0xbfbf90c7, 0xbf9bf7ec
- .long 0xbf800000, 0xbf521801, 0xbf2b0dc1, 0xbf08d5b9
- .long 0xbed413cd, 0xbe9b5042, 0xbe4bafaf, 0xbdc9b5dc
- /* Tl_tbl_uisa for i from 0 to 31 do printsingle(tan(i*Pi/32)-round(tan(i*Pi/32),SG,RN)); */
- .align 16
- .long 0x80000000, 0x3145b2da, 0x2f2a62b0, 0xb22a39c2
- .long 0xb1c0621a, 0xb25ef963, 0x32ab7f99, 0x32ae4285
- .long 0x00000000, 0x33587608, 0x32169d18, 0xb30c3ec0
- .long 0xb3cc0622, 0x3390600e, 0x331091dc, 0xb454a046
- .long 0xf3800000, 0x3454a046, 0xb31091dc, 0xb390600e
- .long 0x33cc0622, 0x330c3ec0, 0xb2169d18, 0xb3587608
- .long 0x00000000, 0xb2ae4285, 0xb2ab7f99, 0x325ef963
- .long 0x31c0621a, 0x322a39c2, 0xaf2a62b0, 0xb145b2da
- .align 16
- .long 0x3eaaaaa6, 0x3eaaaaa6, 0x3eaaaaa6, 0x3eaaaaa6 /* _sPC3_uisa */
- .align 16
- .long 0x3e08b888, 0x3e08b888, 0x3e08b888, 0x3e08b888 /* _sPC5_uisa */
- .align 16
- .long 0x46010000, 0x46010000, 0x46010000, 0x46010000 /* _sRangeReductionVal_uisa */
- .align 16
- .long 0x3F22F983, 0x3F22F983, 0x3F22F983, 0x3F22F983 /* _sInvPi */
- .align 16
- .long 0x80000000, 0x80000000, 0x80000000, 0x80000000 /* _sSignMask */
- .align 16
- .long 0x7FFFFFFF, 0x7FFFFFFF, 0x7FFFFFFF, 0x7FFFFFFF /* _sAbsMask */
- .align 16
- .long 0x7f800000, 0x7f800000, 0x7f800000, 0x7f800000 /* _sRangeVal */
- .align 16
- .long 0x4B400000, 0x4B400000, 0x4B400000, 0x4B400000 /* _sRShifter */
- .align 16
- .long 0x3f800000, 0x3f800000, 0x3f800000, 0x3f800000 /* _sOne */
- .align 16
- .long 0x46010000, 0x46010000, 0x46010000, 0x46010000 /* _sRangeVal */
- .align 16
- .long 0x3FC90000, 0x3FC90000, 0x3FC90000, 0x3FC90000 /* _sPI1 */
- .align 16
- .long 0x39FDA000, 0x39FDA000, 0x39FDA000, 0x39FDA000 /* _sPI2 */
- .align 16
- .long 0x33A22000, 0x33A22000, 0x33A22000, 0x33A22000 /* _sPI3 */
- .align 16
- .long 0x2C34611A, 0x2C34611A, 0x2C34611A, 0x2C34611A /* _sPI4 */
- // PI1, PI2, and PI3 when FMA is available
- .align 16
- .long 0x3FC90FDB, 0x3FC90FDB, 0x3FC90FDB, 0x3FC90FDB /* _sPI1_FMA */
- .align 16
- .long 0xB33BBD2E, 0xB33BBD2E, 0xB33BBD2E, 0xB33BBD2E /* _sPI2_FMA */
- .align 16
- .long 0xA6F72CED, 0xA6F72CED, 0xA6F72CED, 0xA6F72CED /* _sPI3_FMA */
- .align 16
- .long 0x3F7FFFFC, 0x3F7FFFFC, 0x3F7FFFFC, 0x3F7FFFFC /* _sP0 */
- .align 16
- .long 0xBDC433B4, 0xBDC433B4, 0xBDC433B4, 0xBDC433B4 /* _sP1 */
- .align 16
- .long 0x3F7FFFFC, 0x3F7FFFFC, 0x3F7FFFFC, 0x3F7FFFFC /* _sQ0 */
- .align 16
- .long 0xBEDBB7AB, 0xBEDBB7AB, 0xBEDBB7AB, 0xBEDBB7AB /* _sQ1 */
- .align 16
- .long 0x3C1F336B, 0x3C1F336B, 0x3C1F336B, 0x3C1F336B /* _sQ2 */
- .align 16
- .long 0x40000000, 0x40000000, 0x40000000, 0x40000000 /* _sTwo */
- // _sCoeffs Breakpoint B = 0 * pi/128, function tan(B + x)
- .align 16
- .long 0x3FC90FDB // B' = pi/2 - B (high single)
- .long 0xB33BBD2E // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x00000000 // c0 (high single)
- .long 0x00000000 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x00000000 // c1 (low single)
- .long 0x00000000 // c2
- .long 0x3EAAACDD // c3
- .long 0x00000000 // c4
- .long 0x3FC5EB9B // B' = pi/2 - B (high single)
- .long 0x32DE638C // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3CC91A31 // c0 (high single)
- .long 0x2F8E8D1A // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3A1DFA00 // c1 (low single)
- .long 0x3CC9392D // c2
- .long 0x3EAB1889 // c3
- .long 0x3C885D3B // c4
- .long 0x3FC2C75C // B' = pi/2 - B (high single)
- .long 0xB2CBBE8A // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3D49393C // c0 (high single)
- .long 0x30A39F5B // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3B1E2B00 // c1 (low single)
- .long 0x3D49B5D4 // c2
- .long 0x3EAC4F10 // c3
- .long 0x3CFD9425 // c4
- .long 0x3FBFA31C // B' = pi/2 - B (high single)
- .long 0x33450FB0 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3D9711CE // c0 (high single)
- .long 0x314FEB28 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3BB24C00 // c1 (low single)
- .long 0x3D97E43A // c2
- .long 0x3EAE6A89 // c3
- .long 0x3D4D07E0 // c4
- .long 0x3FBC7EDD // B' = pi/2 - B (high single)
- .long 0xB1800ADD // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3DC9B5DC // c0 (high single)
- .long 0x3145AD86 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3C1EEF20 // c1 (low single)
- .long 0x3DCBAAEA // c2
- .long 0x3EB14E5E // c3
- .long 0x3D858BB2 // c4
- .long 0x3FB95A9E // B' = pi/2 - B (high single)
- .long 0xB3651267 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3DFC98C2 // c0 (high single)
- .long 0xB0AE525C // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3C793D20 // c1 (low single)
- .long 0x3E003845 // c2
- .long 0x3EB5271F // c3
- .long 0x3DAC669E // c4
- .long 0x3FB6365E // B' = pi/2 - B (high single)
- .long 0x328BB91C // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3E17E564 // c0 (high single)
- .long 0xB1C5A2E4 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3CB440D0 // c1 (low single)
- .long 0x3E1B3D00 // c2
- .long 0x3EB9F664 // c3
- .long 0x3DD647C0 // c4
- .long 0x3FB3121F // B' = pi/2 - B (high single)
- .long 0xB30F347D // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3E31AE4D // c0 (high single)
- .long 0xB1F32251 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3CF6A500 // c1 (low single)
- .long 0x3E3707DA // c2
- .long 0x3EBFA489 // c3
- .long 0x3DFBD9C7 // c4
- .long 0x3FAFEDDF // B' = pi/2 - B (high single)
- .long 0x331BBA77 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3E4BAFAF // c0 (high single)
- .long 0x2F2A29E0 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3D221018 // c1 (low single)
- .long 0x3E53BED0 // c2
- .long 0x3EC67E26 // c3
- .long 0x3E1568E2 // c4
- .long 0x3FACC9A0 // B' = pi/2 - B (high single)
- .long 0xB2655A50 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3E65F267 // c0 (high single)
- .long 0x31B4B1DF // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3D4E8B90 // c1 (low single)
- .long 0x3E718ACA // c2
- .long 0x3ECE7164 // c3
- .long 0x3E2DC161 // c4
- .long 0x3FA9A560 // B' = pi/2 - B (high single)
- .long 0x33719861 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3E803FD4 // c0 (high single)
- .long 0xB2279E66 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3D807FC8 // c1 (low single)
- .long 0x3E884BD4 // c2
- .long 0x3ED7812D // c3
- .long 0x3E4636EB // c4
- .long 0x3FA68121 // B' = pi/2 - B (high single)
- .long 0x31E43AAC // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3E8DB082 // c0 (high single)
- .long 0xB132A234 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3D9CD7D0 // c1 (low single)
- .long 0x3E988A60 // c2
- .long 0x3EE203E3 // c3
- .long 0x3E63582C // c4
- .long 0x3FA35CE2 // B' = pi/2 - B (high single)
- .long 0xB33889B6 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3E9B5042 // c0 (high single)
- .long 0xB22A3AEE // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3DBC7490 // c1 (low single)
- .long 0x3EA99AF5 // c2
- .long 0x3EEDE107 // c3
- .long 0x3E80E9AA // c4
- .long 0x3FA038A2 // B' = pi/2 - B (high single)
- .long 0x32E4CA7E // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3EA92457 // c0 (high single)
- .long 0x30B80830 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3DDF8200 // c1 (low single)
- .long 0x3EBB99E9 // c2
- .long 0x3EFB4AA8 // c3
- .long 0x3E9182BE // c4
- .long 0x3F9D1463 // B' = pi/2 - B (high single)
- .long 0xB2C55799 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3EB73250 // c0 (high single)
- .long 0xB2028823 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E0318F8 // c1 (low single)
- .long 0x3ECEA678 // c2
- .long 0x3F053C67 // c3
- .long 0x3EA41E53 // c4
- .long 0x3F99F023 // B' = pi/2 - B (high single)
- .long 0x33484328 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3EC5800D // c0 (high single)
- .long 0xB214C3C1 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E185E54 // c1 (low single)
- .long 0x3EE2E342 // c2
- .long 0x3F0DCA73 // c3
- .long 0x3EB8CC21 // c4
- .long 0x3F96CBE4 // B' = pi/2 - B (high single)
- .long 0xB14CDE2E // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3ED413CD // c0 (high single)
- .long 0xB1C06152 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E2FB0CC // c1 (low single)
- .long 0x3EF876CB // c2
- .long 0x3F177807 // c3
- .long 0x3ED08437 // c4
- .long 0x3F93A7A5 // B' = pi/2 - B (high single)
- .long 0xB361DEEE // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3EE2F439 // c0 (high single)
- .long 0xB1F4399E // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E49341C // c1 (low single)
- .long 0x3F07C61A // c2
- .long 0x3F22560F // c3
- .long 0x3EEAA81E // c4
- .long 0x3F908365 // B' = pi/2 - B (high single)
- .long 0x3292200D // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3EF22870 // c0 (high single)
- .long 0x325271F4 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E65107A // c1 (low single)
- .long 0x3F1429F0 // c2
- .long 0x3F2E8AFC // c3
- .long 0x3F040498 // c4
- .long 0x3F8D5F26 // B' = pi/2 - B (high single)
- .long 0xB30C0105 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F00DC0D // c0 (high single)
- .long 0xB214AF72 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E81B994 // c1 (low single)
- .long 0x3F218233 // c2
- .long 0x3F3C4531 // c3
- .long 0x3F149688 // c4
- .long 0x3F8A3AE6 // B' = pi/2 - B (high single)
- .long 0x331EEDF0 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F08D5B9 // c0 (high single)
- .long 0xB25EF98E // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E92478D // c1 (low single)
- .long 0x3F2FEDC9 // c2
- .long 0x3F4BCD58 // c3
- .long 0x3F27AE9E // c4
- .long 0x3F8716A7 // B' = pi/2 - B (high single)
- .long 0xB2588C6D // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F1105AF // c0 (high single)
- .long 0x32F045B0 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3EA44EE2 // c1 (low single)
- .long 0x3F3F8FDB // c2
- .long 0x3F5D3FD0 // c3
- .long 0x3F3D0A23 // c4
- .long 0x3F83F267 // B' = pi/2 - B (high single)
- .long 0x3374CBD9 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F1970C4 // c0 (high single)
- .long 0x32904848 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3EB7EFF8 // c1 (low single)
- .long 0x3F50907C // c2
- .long 0x3F710FEA // c3
- .long 0x3F561FED // c4
- .long 0x3F80CE28 // B' = pi/2 - B (high single)
- .long 0x31FDD672 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F221C37 // c0 (high single)
- .long 0xB20C61DC // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3ECD4F71 // c1 (low single)
- .long 0x3F631DAA // c2
- .long 0x3F83B471 // c3
- .long 0x3F7281EA // c4
- .long 0x3F7B53D1 // B' = pi/2 - B (high single)
- .long 0x32955386 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F2B0DC1 // c0 (high single)
- .long 0x32AB7EBA // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3EE496C2 // c1 (low single)
- .long 0x3F776C40 // c2
- .long 0x3F9065C1 // c3
- .long 0x3F89AFB6 // c4
- .long 0x3F750B52 // B' = pi/2 - B (high single)
- .long 0x32EB316F // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F344BA9 // c0 (high single)
- .long 0xB2B8B0EA // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3EFDF4F7 // c1 (low single)
- .long 0x3F86DCA8 // c2
- .long 0x3F9ED53B // c3
- .long 0x3F9CBEDE // c4
- .long 0x3F6EC2D4 // B' = pi/2 - B (high single)
- .long 0xB2BEF0A7 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F3DDCCF // c0 (high single)
- .long 0x32D29606 // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBEE6606F // c1 (low single)
- .long 0x3F9325D6 // c2
- .long 0x3FAF4E69 // c3
- .long 0x3FB3080C // c4
- .long 0x3F687A55 // B' = pi/2 - B (high single)
- .long 0xB252257B // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F47C8CC // c0 (high single)
- .long 0xB200F51A // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBEC82C6C // c1 (low single)
- .long 0x3FA0BAE9 // c2
- .long 0x3FC2252F // c3
- .long 0x3FCD24C7 // c4
- .long 0x3F6231D6 // B' = pi/2 - B (high single)
- .long 0xB119A6A2 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F521801 // c0 (high single)
- .long 0x32AE4178 // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBEA72938 // c1 (low single)
- .long 0x3FAFCC22 // c2
- .long 0x3FD7BD4A // c3
- .long 0x3FEBB01B // c4
- .long 0x3F5BE957 // B' = pi/2 - B (high single)
- .long 0x3205522A // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F5CD3BE // c0 (high single)
- .long 0x31460308 // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBE8306C5 // c1 (low single)
- .long 0x3FC09232 // c2
- .long 0x3FF09632 // c3
- .long 0x4007DB00 // c4
- .long 0x3F55A0D8 // B' = pi/2 - B (high single)
- .long 0x329886FF // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F68065E // c0 (high single)
- .long 0x32670D1A // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBE36D1D6 // c1 (low single)
- .long 0x3FD35007 // c2
- .long 0x4006A861 // c3
- .long 0x401D4BDA // c4
- .long 0x3F4F5859 // B' = pi/2 - B (high single)
- .long 0x32EE64E8 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0x3F73BB75 // c0 (high single)
- .long 0x32FC908D // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBDBF94B0 // c1 (low single)
- .long 0x3FE8550F // c2
- .long 0x40174F67 // c3
- .long 0x4036C608 // c4
- .long 0x3F490FDB // B' = pi/2 - B (high single)
- .long 0xB2BBBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE8BE60E // c0 (high single)
- .long 0x320D8D84 // c0 (low single)
- .long 0x3F000000 // c1 (high 1 bit)
- .long 0xBDF817B1 // c1 (low single)
- .long 0xBD8345EB // c2
- .long 0x3D1DFDAC // c3
- .long 0xBC52CF6F // c4
- .long 0x3F42C75C // B' = pi/2 - B (high single)
- .long 0xB24BBE8A // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE87283F // c0 (high single)
- .long 0xB268B966 // c0 (low single)
- .long 0x3F000000 // c1 (high 1 bit)
- .long 0xBDFE6529 // c1 (low single)
- .long 0xBD7B1953 // c2
- .long 0x3D18E109 // c3
- .long 0xBC4570B0 // c4
- .long 0x3F3C7EDD // B' = pi/2 - B (high single)
- .long 0xB1000ADD // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE827420 // c0 (high single)
- .long 0x320B8B4D // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DFB9428 // c1 (low single)
- .long 0xBD7002B4 // c2
- .long 0x3D142A6C // c3
- .long 0xBC3A47FF // c4
- .long 0x3F36365E // B' = pi/2 - B (high single)
- .long 0x320BB91C // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE7B9282 // c0 (high single)
- .long 0xB13383D2 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DF5D211 // c1 (low single)
- .long 0xBD6542B3 // c2
- .long 0x3D0FE5E5 // c3
- .long 0xBC31FB14 // c4
- .long 0x3F2FEDDF // B' = pi/2 - B (high single)
- .long 0x329BBA77 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE724E73 // c0 (high single)
- .long 0x3120C3E2 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DF05283 // c1 (low single)
- .long 0xBD5AD45E // c2
- .long 0x3D0BAFBF // c3
- .long 0xBC27B8BB // c4
- .long 0x3F29A560 // B' = pi/2 - B (high single)
- .long 0x32F19861 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE691B44 // c0 (high single)
- .long 0x31F18936 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DEB138B // c1 (low single)
- .long 0xBD50B2F7 // c2
- .long 0x3D07BE3A // c3
- .long 0xBC1E46A7 // c4
- .long 0x3F235CE2 // B' = pi/2 - B (high single)
- .long 0xB2B889B6 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE5FF82C // c0 (high single)
- .long 0xB170723A // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DE61354 // c1 (low single)
- .long 0xBD46DA06 // c2
- .long 0x3D0401F8 // c3
- .long 0xBC14E013 // c4
- .long 0x3F1D1463 // B' = pi/2 - B (high single)
- .long 0xB2455799 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE56E46B // c0 (high single)
- .long 0x31E3F001 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DE15025 // c1 (low single)
- .long 0xBD3D4550 // c2
- .long 0x3D00462D // c3
- .long 0xBC092C98 // c4
- .long 0x3F16CBE4 // B' = pi/2 - B (high single)
- .long 0xB0CCDE2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE4DDF41 // c0 (high single)
- .long 0xB1AEA094 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DDCC85C // c1 (low single)
- .long 0xBD33F0BE // c2
- .long 0x3CFA23B0 // c3
- .long 0xBC01FCF7 // c4
- .long 0x3F108365 // B' = pi/2 - B (high single)
- .long 0x3212200D // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE44E7F8 // c0 (high single)
- .long 0xB1CAA3CB // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DD87A74 // c1 (low single)
- .long 0xBD2AD885 // c2
- .long 0x3CF3C785 // c3
- .long 0xBBF1E348 // c4
- .long 0x3F0A3AE6 // B' = pi/2 - B (high single)
- .long 0x329EEDF0 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE3BFDDC // c0 (high single)
- .long 0xB132521A // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DD464FC // c1 (low single)
- .long 0xBD21F8F1 // c2
- .long 0x3CEE3076 // c3
- .long 0xBBE6D263 // c4
- .long 0x3F03F267 // B' = pi/2 - B (high single)
- .long 0x32F4CBD9 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE33203E // c0 (high single)
- .long 0x31FEF5BE // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DD0869C // c1 (low single)
- .long 0xBD194E8C // c2
- .long 0x3CE8DCA9 // c3
- .long 0xBBDADA55 // c4
- .long 0x3EFB53D1 // B' = pi/2 - B (high single)
- .long 0x32155386 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE2A4E71 // c0 (high single)
- .long 0xB19CFCEC // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DCCDE11 // c1 (low single)
- .long 0xBD10D605 // c2
- .long 0x3CE382A7 // c3
- .long 0xBBC8BD97 // c4
- .long 0x3EEEC2D4 // B' = pi/2 - B (high single)
- .long 0xB23EF0A7 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE2187D0 // c0 (high single)
- .long 0xB1B7C7F7 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DC96A2B // c1 (low single)
- .long 0xBD088C22 // c2
- .long 0x3CDE950E // c3
- .long 0xBBB89AD1 // c4
- .long 0x3EE231D6 // B' = pi/2 - B (high single)
- .long 0xB099A6A2 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE18CBB7 // c0 (high single)
- .long 0xAFE28430 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DC629CE // c1 (low single)
- .long 0xBD006DCD // c2
- .long 0x3CDA5A2C // c3
- .long 0xBBB0B3D2 // c4
- .long 0x3ED5A0D8 // B' = pi/2 - B (high single)
- .long 0x321886FF // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE101985 // c0 (high single)
- .long 0xB02FB2B8 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DC31BF3 // c1 (low single)
- .long 0xBCF0F04D // c2
- .long 0x3CD60BC7 // c3
- .long 0xBBA138BA // c4
- .long 0x3EC90FDB // B' = pi/2 - B (high single)
- .long 0xB23BBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBE07709D // c0 (high single)
- .long 0xB18A2A83 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DC03FA2 // c1 (low single)
- .long 0xBCE15096 // c2
- .long 0x3CD26472 // c3
- .long 0xBB9A1270 // c4
- .long 0x3EBC7EDD // B' = pi/2 - B (high single)
- .long 0xB0800ADD // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBDFDA0CB // c0 (high single)
- .long 0x2F14FCA0 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DBD93F7 // c1 (low single)
- .long 0xBCD1F71B // c2
- .long 0x3CCEDD2B // c3
- .long 0xBB905946 // c4
- .long 0x3EAFEDDF // B' = pi/2 - B (high single)
- .long 0x321BBA77 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBDEC708C // c0 (high single)
- .long 0xB14895C4 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DBB181E // c1 (low single)
- .long 0xBCC2DEA6 // c2
- .long 0x3CCB5027 // c3
- .long 0xBB7F3969 // c4
- .long 0x3EA35CE2 // B' = pi/2 - B (high single)
- .long 0xB23889B6 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBDDB4F55 // c0 (high single)
- .long 0x30F6437E // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB8CB52 // c1 (low single)
- .long 0xBCB40210 // c2
- .long 0x3CC82D45 // c3
- .long 0xBB643075 // c4
- .long 0x3E96CBE4 // B' = pi/2 - B (high single)
- .long 0xB04CDE2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBDCA3BFF // c0 (high single)
- .long 0x311C95EA // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB6ACDE // c1 (low single)
- .long 0xBCA55C5B // c2
- .long 0x3CC5BC04 // c3
- .long 0xBB63A969 // c4
- .long 0x3E8A3AE6 // B' = pi/2 - B (high single)
- .long 0x321EEDF0 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBDB93569 // c0 (high single)
- .long 0xAFB9ED00 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB4BC1F // c1 (low single)
- .long 0xBC96E905 // c2
- .long 0x3CC2E6F5 // c3
- .long 0xBB3E10A6 // c4
- .long 0x3E7B53D1 // B' = pi/2 - B (high single)
- .long 0x31955386 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBDA83A77 // c0 (high single)
- .long 0x316D967A // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB2F87C // c1 (low single)
- .long 0xBC88A31F // c2
- .long 0x3CC0E763 // c3
- .long 0xBB3F1666 // c4
- .long 0x3E6231D6 // B' = pi/2 - B (high single)
- .long 0xB019A6A2 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBD974A0D // c0 (high single)
- .long 0xB14F365B // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB1616F // c1 (low single)
- .long 0xBC750CD8 // c2
- .long 0x3CBEB595 // c3
- .long 0xBB22B883 // c4
- .long 0x3E490FDB // B' = pi/2 - B (high single)
- .long 0xB1BBBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBD866317 // c0 (high single)
- .long 0xAFF02140 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAFF67D // c1 (low single)
- .long 0xBC591CD0 // c2
- .long 0x3CBCBEAD // c3
- .long 0xBB04BBEC // c4
- .long 0x3E2FEDDF // B' = pi/2 - B (high single)
- .long 0x319BBA77 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBD6B08FF // c0 (high single)
- .long 0xB0EED236 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAEB739 // c1 (low single)
- .long 0xBC3D6D51 // c2
- .long 0x3CBB485D // c3
- .long 0xBAFFF5BA // c4
- .long 0x3E16CBE4 // B' = pi/2 - B (high single)
- .long 0xAFCCDE2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBD495A6C // c0 (high single)
- .long 0xB0A427BD // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DADA345 // c1 (low single)
- .long 0xBC21F648 // c2
- .long 0x3CB9D1B4 // c3
- .long 0xBACB5567 // c4
- .long 0x3DFB53D1 // B' = pi/2 - B (high single)
- .long 0x31155386 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBD27B856 // c0 (high single)
- .long 0xB0F7EE91 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DACBA4E // c1 (low single)
- .long 0xBC06AEE3 // c2
- .long 0x3CB8E5DC // c3
- .long 0xBAEC00EE // c4
- .long 0x3DC90FDB // B' = pi/2 - B (high single)
- .long 0xB13BBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBD0620A3 // c0 (high single)
- .long 0xB0ECAB40 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DABFC11 // c1 (low single)
- .long 0xBBD7200F // c2
- .long 0x3CB79475 // c3
- .long 0xBA2B0ADC // c4
- .long 0x3D96CBE4 // B' = pi/2 - B (high single)
- .long 0xAF4CDE2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBCC92278 // c0 (high single)
- .long 0x302F2E68 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAB6854 // c1 (low single)
- .long 0xBBA1214F // c2
- .long 0x3CB6C1E9 // c3
- .long 0x3843C2F3 // c4
- .long 0x3D490FDB // B' = pi/2 - B (high single)
- .long 0xB0BBBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBC861015 // c0 (high single)
- .long 0xAFD68E2E // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAAFEEB // c1 (low single)
- .long 0xBB569F3F // c2
- .long 0x3CB6A84E // c3
- .long 0xBAC64194 // c4
- .long 0x3CC90FDB // B' = pi/2 - B (high single)
- .long 0xB03BBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0xBC060BF3 // c0 (high single)
- .long 0x2FE251AE // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAABFB9 // c1 (low single)
- .long 0xBAD67C60 // c2
- .long 0x3CB64CA5 // c3
- .long 0xBACDE881 // c4
- .long 0x00000000 // B' = pi/2 - B (high single)
- .long 0x00000000 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x00000000 // c0 (high single)
- .long 0x00000000 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAAAAAB // c1 (low single)
- .long 0x00000000 // c2
- .long 0x3CB5E28B // c3
- .long 0x00000000 // c4
- .long 0xBCC90FDB // B' = pi/2 - B (high single)
- .long 0x303BBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3C060BF3 // c0 (high single)
- .long 0xAFE251AE // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAABFB9 // c1 (low single)
- .long 0x3AD67C60 // c2
- .long 0x3CB64CA5 // c3
- .long 0x3ACDE881 // c4
- .long 0xBD490FDB // B' = pi/2 - B (high single)
- .long 0x30BBBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3C861015 // c0 (high single)
- .long 0x2FD68E2E // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAAFEEB // c1 (low single)
- .long 0x3B569F3F // c2
- .long 0x3CB6A84E // c3
- .long 0x3AC64194 // c4
- .long 0xBD96CBE4 // B' = pi/2 - B (high single)
- .long 0x2F4CDE2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3CC92278 // c0 (high single)
- .long 0xB02F2E68 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAB6854 // c1 (low single)
- .long 0x3BA1214F // c2
- .long 0x3CB6C1E9 // c3
- .long 0xB843C2F2 // c4
- .long 0xBDC90FDB // B' = pi/2 - B (high single)
- .long 0x313BBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3D0620A3 // c0 (high single)
- .long 0x30ECAB40 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DABFC11 // c1 (low single)
- .long 0x3BD7200F // c2
- .long 0x3CB79475 // c3
- .long 0x3A2B0ADC // c4
- .long 0xBDFB53D1 // B' = pi/2 - B (high single)
- .long 0xB1155386 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3D27B856 // c0 (high single)
- .long 0x30F7EE91 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DACBA4E // c1 (low single)
- .long 0x3C06AEE3 // c2
- .long 0x3CB8E5DC // c3
- .long 0x3AEC00EE // c4
- .long 0xBE16CBE4 // B' = pi/2 - B (high single)
- .long 0x2FCCDE2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3D495A6C // c0 (high single)
- .long 0x30A427BD // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DADA345 // c1 (low single)
- .long 0x3C21F648 // c2
- .long 0x3CB9D1B4 // c3
- .long 0x3ACB5567 // c4
- .long 0xBE2FEDDF // B' = pi/2 - B (high single)
- .long 0xB19BBA77 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3D6B08FF // c0 (high single)
- .long 0x30EED236 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAEB739 // c1 (low single)
- .long 0x3C3D6D51 // c2
- .long 0x3CBB485D // c3
- .long 0x3AFFF5BA // c4
- .long 0xBE490FDB // B' = pi/2 - B (high single)
- .long 0x31BBBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3D866317 // c0 (high single)
- .long 0x2FF02140 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DAFF67D // c1 (low single)
- .long 0x3C591CD0 // c2
- .long 0x3CBCBEAD // c3
- .long 0x3B04BBEC // c4
- .long 0xBE6231D6 // B' = pi/2 - B (high single)
- .long 0x3019A6A2 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3D974A0D // c0 (high single)
- .long 0x314F365B // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB1616F // c1 (low single)
- .long 0x3C750CD8 // c2
- .long 0x3CBEB595 // c3
- .long 0x3B22B883 // c4
- .long 0xBE7B53D1 // B' = pi/2 - B (high single)
- .long 0xB1955386 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3DA83A77 // c0 (high single)
- .long 0xB16D967A // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB2F87C // c1 (low single)
- .long 0x3C88A31F // c2
- .long 0x3CC0E763 // c3
- .long 0x3B3F1666 // c4
- .long 0xBE8A3AE6 // B' = pi/2 - B (high single)
- .long 0xB21EEDF0 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3DB93569 // c0 (high single)
- .long 0x2FB9ED00 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB4BC1F // c1 (low single)
- .long 0x3C96E905 // c2
- .long 0x3CC2E6F5 // c3
- .long 0x3B3E10A6 // c4
- .long 0xBE96CBE4 // B' = pi/2 - B (high single)
- .long 0x304CDE2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3DCA3BFF // c0 (high single)
- .long 0xB11C95EA // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB6ACDE // c1 (low single)
- .long 0x3CA55C5B // c2
- .long 0x3CC5BC04 // c3
- .long 0x3B63A969 // c4
- .long 0xBEA35CE2 // B' = pi/2 - B (high single)
- .long 0x323889B6 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3DDB4F55 // c0 (high single)
- .long 0xB0F6437E // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DB8CB52 // c1 (low single)
- .long 0x3CB40210 // c2
- .long 0x3CC82D45 // c3
- .long 0x3B643075 // c4
- .long 0xBEAFEDDF // B' = pi/2 - B (high single)
- .long 0xB21BBA77 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3DEC708C // c0 (high single)
- .long 0x314895C4 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DBB181E // c1 (low single)
- .long 0x3CC2DEA6 // c2
- .long 0x3CCB5027 // c3
- .long 0x3B7F3969 // c4
- .long 0xBEBC7EDD // B' = pi/2 - B (high single)
- .long 0x30800ADD // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3DFDA0CB // c0 (high single)
- .long 0xAF14FCA0 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DBD93F7 // c1 (low single)
- .long 0x3CD1F71B // c2
- .long 0x3CCEDD2B // c3
- .long 0x3B905946 // c4
- .long 0xBEC90FDB // B' = pi/2 - B (high single)
- .long 0x323BBD2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E07709D // c0 (high single)
- .long 0x318A2A83 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DC03FA2 // c1 (low single)
- .long 0x3CE15096 // c2
- .long 0x3CD26472 // c3
- .long 0x3B9A1270 // c4
- .long 0xBED5A0D8 // B' = pi/2 - B (high single)
- .long 0xB21886FF // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E101985 // c0 (high single)
- .long 0x302FB2B8 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DC31BF3 // c1 (low single)
- .long 0x3CF0F04D // c2
- .long 0x3CD60BC7 // c3
- .long 0x3BA138BA // c4
- .long 0xBEE231D6 // B' = pi/2 - B (high single)
- .long 0x3099A6A2 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E18CBB7 // c0 (high single)
- .long 0x2FE28430 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DC629CE // c1 (low single)
- .long 0x3D006DCD // c2
- .long 0x3CDA5A2C // c3
- .long 0x3BB0B3D2 // c4
- .long 0xBEEEC2D4 // B' = pi/2 - B (high single)
- .long 0x323EF0A7 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E2187D0 // c0 (high single)
- .long 0x31B7C7F7 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DC96A2B // c1 (low single)
- .long 0x3D088C22 // c2
- .long 0x3CDE950E // c3
- .long 0x3BB89AD1 // c4
- .long 0xBEFB53D1 // B' = pi/2 - B (high single)
- .long 0xB2155386 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E2A4E71 // c0 (high single)
- .long 0x319CFCEC // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DCCDE11 // c1 (low single)
- .long 0x3D10D605 // c2
- .long 0x3CE382A7 // c3
- .long 0x3BC8BD97 // c4
- .long 0xBF03F267 // B' = pi/2 - B (high single)
- .long 0xB2F4CBD9 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E33203E // c0 (high single)
- .long 0xB1FEF5BE // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DD0869C // c1 (low single)
- .long 0x3D194E8C // c2
- .long 0x3CE8DCA9 // c3
- .long 0x3BDADA55 // c4
- .long 0xBF0A3AE6 // B' = pi/2 - B (high single)
- .long 0xB29EEDF0 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E3BFDDC // c0 (high single)
- .long 0x3132521A // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DD464FC // c1 (low single)
- .long 0x3D21F8F1 // c2
- .long 0x3CEE3076 // c3
- .long 0x3BE6D263 // c4
- .long 0xBF108365 // B' = pi/2 - B (high single)
- .long 0xB212200D // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E44E7F8 // c0 (high single)
- .long 0x31CAA3CB // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DD87A74 // c1 (low single)
- .long 0x3D2AD885 // c2
- .long 0x3CF3C785 // c3
- .long 0x3BF1E348 // c4
- .long 0xBF16CBE4 // B' = pi/2 - B (high single)
- .long 0x30CCDE2E // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E4DDF41 // c0 (high single)
- .long 0x31AEA094 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DDCC85C // c1 (low single)
- .long 0x3D33F0BE // c2
- .long 0x3CFA23B0 // c3
- .long 0x3C01FCF7 // c4
- .long 0xBF1D1463 // B' = pi/2 - B (high single)
- .long 0x32455799 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E56E46B // c0 (high single)
- .long 0xB1E3F001 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DE15025 // c1 (low single)
- .long 0x3D3D4550 // c2
- .long 0x3D00462D // c3
- .long 0x3C092C98 // c4
- .long 0xBF235CE2 // B' = pi/2 - B (high single)
- .long 0x32B889B6 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E5FF82C // c0 (high single)
- .long 0x3170723A // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DE61354 // c1 (low single)
- .long 0x3D46DA06 // c2
- .long 0x3D0401F8 // c3
- .long 0x3C14E013 // c4
- .long 0xBF29A560 // B' = pi/2 - B (high single)
- .long 0xB2F19861 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E691B44 // c0 (high single)
- .long 0xB1F18936 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DEB138B // c1 (low single)
- .long 0x3D50B2F7 // c2
- .long 0x3D07BE3A // c3
- .long 0x3C1E46A7 // c4
- .long 0xBF2FEDDF // B' = pi/2 - B (high single)
- .long 0xB29BBA77 // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E724E73 // c0 (high single)
- .long 0xB120C3E2 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DF05283 // c1 (low single)
- .long 0x3D5AD45E // c2
- .long 0x3D0BAFBF // c3
- .long 0x3C27B8BB // c4
- .long 0xBF36365E // B' = pi/2 - B (high single)
- .long 0xB20BB91C // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E7B9282 // c0 (high single)
- .long 0x313383D2 // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DF5D211 // c1 (low single)
- .long 0x3D6542B3 // c2
- .long 0x3D0FE5E5 // c3
- .long 0x3C31FB14 // c4
- .long 0xBF3C7EDD // B' = pi/2 - B (high single)
- .long 0x31000ADD // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E827420 // c0 (high single)
- .long 0xB20B8B4D // c0 (low single)
- .long 0x3E800000 // c1 (high 1 bit)
- .long 0x3DFB9428 // c1 (low single)
- .long 0x3D7002B4 // c2
- .long 0x3D142A6C // c3
- .long 0x3C3A47FF // c4
- .long 0xBF42C75C // B' = pi/2 - B (high single)
- .long 0x324BBE8A // B' = pi/2 - B (low single)
- .long 0x3F800000 // tau (1 for cot path)
- .long 0x3E87283F // c0 (high single)
- .long 0x3268B966 // c0 (low single)
- .long 0x3F000000 // c1 (high 1 bit)
- .long 0xBDFE6529 // c1 (low single)
- .long 0x3D7B1953 // c2
- .long 0x3D18E109 // c3
- .long 0x3C4570B0 // c4
- .long 0xBF490FDB // B' = pi/2 - B (high single)
- .long 0x32BBBD2E // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF800000 // c0 (high single)
- .long 0x2B410000 // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xB3000000 // c1 (low single)
- .long 0xC0000000 // c2
- .long 0x402AB7C8 // c3
- .long 0xC05561DB // c4
- .long 0xBF4F5859 // B' = pi/2 - B (high single)
- .long 0xB2EE64E8 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF73BB75 // c0 (high single)
- .long 0xB2FC908D // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBDBF94B0 // c1 (low single)
- .long 0xBFE8550F // c2
- .long 0x40174F67 // c3
- .long 0xC036C608 // c4
- .long 0xBF55A0D8 // B' = pi/2 - B (high single)
- .long 0xB29886FF // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF68065E // c0 (high single)
- .long 0xB2670D1A // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBE36D1D6 // c1 (low single)
- .long 0xBFD35007 // c2
- .long 0x4006A861 // c3
- .long 0xC01D4BDA // c4
- .long 0xBF5BE957 // B' = pi/2 - B (high single)
- .long 0xB205522A // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF5CD3BE // c0 (high single)
- .long 0xB1460308 // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBE8306C5 // c1 (low single)
- .long 0xBFC09232 // c2
- .long 0x3FF09632 // c3
- .long 0xC007DB00 // c4
- .long 0xBF6231D6 // B' = pi/2 - B (high single)
- .long 0x3119A6A2 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF521801 // c0 (high single)
- .long 0xB2AE4178 // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBEA72938 // c1 (low single)
- .long 0xBFAFCC22 // c2
- .long 0x3FD7BD4A // c3
- .long 0xBFEBB01B // c4
- .long 0xBF687A55 // B' = pi/2 - B (high single)
- .long 0x3252257B // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF47C8CC // c0 (high single)
- .long 0x3200F51A // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBEC82C6C // c1 (low single)
- .long 0xBFA0BAE9 // c2
- .long 0x3FC2252F // c3
- .long 0xBFCD24C7 // c4
- .long 0xBF6EC2D4 // B' = pi/2 - B (high single)
- .long 0x32BEF0A7 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF3DDCCF // c0 (high single)
- .long 0xB2D29606 // c0 (low single)
- .long 0x40000000 // c1 (high 1 bit)
- .long 0xBEE6606F // c1 (low single)
- .long 0xBF9325D6 // c2
- .long 0x3FAF4E69 // c3
- .long 0xBFB3080C // c4
- .long 0xBF750B52 // B' = pi/2 - B (high single)
- .long 0xB2EB316F // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF344BA9 // c0 (high single)
- .long 0x32B8B0EA // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3EFDF4F7 // c1 (low single)
- .long 0xBF86DCA8 // c2
- .long 0x3F9ED53B // c3
- .long 0xBF9CBEDE // c4
- .long 0xBF7B53D1 // B' = pi/2 - B (high single)
- .long 0xB2955386 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF2B0DC1 // c0 (high single)
- .long 0xB2AB7EBA // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3EE496C2 // c1 (low single)
- .long 0xBF776C40 // c2
- .long 0x3F9065C1 // c3
- .long 0xBF89AFB6 // c4
- .long 0xBF80CE28 // B' = pi/2 - B (high single)
- .long 0xB1FDD672 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF221C37 // c0 (high single)
- .long 0x320C61DC // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3ECD4F71 // c1 (low single)
- .long 0xBF631DAA // c2
- .long 0x3F83B471 // c3
- .long 0xBF7281EA // c4
- .long 0xBF83F267 // B' = pi/2 - B (high single)
- .long 0xB374CBD9 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF1970C4 // c0 (high single)
- .long 0xB2904848 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3EB7EFF8 // c1 (low single)
- .long 0xBF50907C // c2
- .long 0x3F710FEA // c3
- .long 0xBF561FED // c4
- .long 0xBF8716A7 // B' = pi/2 - B (high single)
- .long 0x32588C6D // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF1105AF // c0 (high single)
- .long 0xB2F045B0 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3EA44EE2 // c1 (low single)
- .long 0xBF3F8FDB // c2
- .long 0x3F5D3FD0 // c3
- .long 0xBF3D0A23 // c4
- .long 0xBF8A3AE6 // B' = pi/2 - B (high single)
- .long 0xB31EEDF0 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF08D5B9 // c0 (high single)
- .long 0x325EF98E // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E92478D // c1 (low single)
- .long 0xBF2FEDC9 // c2
- .long 0x3F4BCD58 // c3
- .long 0xBF27AE9E // c4
- .long 0xBF8D5F26 // B' = pi/2 - B (high single)
- .long 0x330C0105 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBF00DC0D // c0 (high single)
- .long 0x3214AF72 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E81B994 // c1 (low single)
- .long 0xBF218233 // c2
- .long 0x3F3C4531 // c3
- .long 0xBF149688 // c4
- .long 0xBF908365 // B' = pi/2 - B (high single)
- .long 0xB292200D // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBEF22870 // c0 (high single)
- .long 0xB25271F4 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E65107A // c1 (low single)
- .long 0xBF1429F0 // c2
- .long 0x3F2E8AFC // c3
- .long 0xBF040498 // c4
- .long 0xBF93A7A5 // B' = pi/2 - B (high single)
- .long 0x3361DEEE // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBEE2F439 // c0 (high single)
- .long 0x31F4399E // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E49341C // c1 (low single)
- .long 0xBF07C61A // c2
- .long 0x3F22560F // c3
- .long 0xBEEAA81E // c4
- .long 0xBF96CBE4 // B' = pi/2 - B (high single)
- .long 0x314CDE2E // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBED413CD // c0 (high single)
- .long 0x31C06152 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E2FB0CC // c1 (low single)
- .long 0xBEF876CB // c2
- .long 0x3F177807 // c3
- .long 0xBED08437 // c4
- .long 0xBF99F023 // B' = pi/2 - B (high single)
- .long 0xB3484328 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBEC5800D // c0 (high single)
- .long 0x3214C3C1 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E185E54 // c1 (low single)
- .long 0xBEE2E342 // c2
- .long 0x3F0DCA73 // c3
- .long 0xBEB8CC21 // c4
- .long 0xBF9D1463 // B' = pi/2 - B (high single)
- .long 0x32C55799 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBEB73250 // c0 (high single)
- .long 0x32028823 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3E0318F8 // c1 (low single)
- .long 0xBECEA678 // c2
- .long 0x3F053C67 // c3
- .long 0xBEA41E53 // c4
- .long 0xBFA038A2 // B' = pi/2 - B (high single)
- .long 0xB2E4CA7E // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBEA92457 // c0 (high single)
- .long 0xB0B80830 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3DDF8200 // c1 (low single)
- .long 0xBEBB99E9 // c2
- .long 0x3EFB4AA8 // c3
- .long 0xBE9182BE // c4
- .long 0xBFA35CE2 // B' = pi/2 - B (high single)
- .long 0x333889B6 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBE9B5042 // c0 (high single)
- .long 0x322A3AEE // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3DBC7490 // c1 (low single)
- .long 0xBEA99AF5 // c2
- .long 0x3EEDE107 // c3
- .long 0xBE80E9AA // c4
- .long 0xBFA68121 // B' = pi/2 - B (high single)
- .long 0xB1E43AAC // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBE8DB082 // c0 (high single)
- .long 0x3132A234 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3D9CD7D0 // c1 (low single)
- .long 0xBE988A60 // c2
- .long 0x3EE203E3 // c3
- .long 0xBE63582C // c4
- .long 0xBFA9A560 // B' = pi/2 - B (high single)
- .long 0xB3719861 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBE803FD4 // c0 (high single)
- .long 0x32279E66 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3D807FC8 // c1 (low single)
- .long 0xBE884BD4 // c2
- .long 0x3ED7812D // c3
- .long 0xBE4636EB // c4
- .long 0xBFACC9A0 // B' = pi/2 - B (high single)
- .long 0x32655A50 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBE65F267 // c0 (high single)
- .long 0xB1B4B1DF // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3D4E8B90 // c1 (low single)
- .long 0xBE718ACA // c2
- .long 0x3ECE7164 // c3
- .long 0xBE2DC161 // c4
- .long 0xBFAFEDDF // B' = pi/2 - B (high single)
- .long 0xB31BBA77 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBE4BAFAF // c0 (high single)
- .long 0xAF2A29E0 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3D221018 // c1 (low single)
- .long 0xBE53BED0 // c2
- .long 0x3EC67E26 // c3
- .long 0xBE1568E2 // c4
- .long 0xBFB3121F // B' = pi/2 - B (high single)
- .long 0x330F347D // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBE31AE4D // c0 (high single)
- .long 0x31F32251 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3CF6A500 // c1 (low single)
- .long 0xBE3707DA // c2
- .long 0x3EBFA489 // c3
- .long 0xBDFBD9C7 // c4
- .long 0xBFB6365E // B' = pi/2 - B (high single)
- .long 0xB28BB91C // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBE17E564 // c0 (high single)
- .long 0x31C5A2E4 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3CB440D0 // c1 (low single)
- .long 0xBE1B3D00 // c2
- .long 0x3EB9F664 // c3
- .long 0xBDD647C0 // c4
- .long 0xBFB95A9E // B' = pi/2 - B (high single)
- .long 0x33651267 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBDFC98C2 // c0 (high single)
- .long 0x30AE525C // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3C793D20 // c1 (low single)
- .long 0xBE003845 // c2
- .long 0x3EB5271F // c3
- .long 0xBDAC669E // c4
- .long 0xBFBC7EDD // B' = pi/2 - B (high single)
- .long 0x31800ADD // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBDC9B5DC // c0 (high single)
- .long 0xB145AD86 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3C1EEF20 // c1 (low single)
- .long 0xBDCBAAEA // c2
- .long 0x3EB14E5E // c3
- .long 0xBD858BB2 // c4
- .long 0xBFBFA31C // B' = pi/2 - B (high single)
- .long 0xB3450FB0 // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBD9711CE // c0 (high single)
- .long 0xB14FEB28 // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3BB24C00 // c1 (low single)
- .long 0xBD97E43A // c2
- .long 0x3EAE6A89 // c3
- .long 0xBD4D07E0 // c4
- .long 0xBFC2C75C // B' = pi/2 - B (high single)
- .long 0x32CBBE8A // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBD49393C // c0 (high single)
- .long 0xB0A39F5B // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3B1E2B00 // c1 (low single)
- .long 0xBD49B5D4 // c2
- .long 0x3EAC4F10 // c3
- .long 0xBCFD9425 // c4
- .long 0xBFC5EB9B // B' = pi/2 - B (high single)
- .long 0xB2DE638C // B' = pi/2 - B (low single)
- .long 0x00000000 // tau (1 for cot path)
- .long 0xBCC91A31 // c0 (high single)
- .long 0xAF8E8D1A // c0 (low single)
- .long 0x3F800000 // c1 (high 1 bit)
- .long 0x3A1DFA00 // c1 (low single)
- .long 0xBCC9392D // c2
- .long 0x3EAB1889 // c3
- .long 0xBC885D3B // c4
- .align 16
- .type __svml_stan_data_internal,@object
- .size __svml_stan_data_internal,.-__svml_stan_data_internal
- .space 16, 0x00
- .align 16
+ /* UISA */
+ .long 0x4122f983, 0x4122f983, 0x4122f983, 0x4122f983 /* _sInvPI_uisa */
+ .align 16
+ .long 0x3dc90fda, 0x3dc90fda, 0x3dc90fda, 0x3dc90fda /* _sPI1_uisa */
+ .align 16
+ .long 0x31a22168, 0x31a22168, 0x31a22168, 0x31a22168 /* _sPI2_uisa */
+ .align 16
+ .long 0x25c234c5, 0x25c234c5, 0x25c234c5, 0x25c234c5 /* _sPI3_uisa */
+ .align 16
+ .long 0x31a22000, 0x31a22000, 0x31a22000, 0x31a22000 /* _sPI2_ha_uisa */
+ .align 16
+ .long 0x2a34611a, 0x2a34611a, 0x2a34611a, 0x2a34611a /* _sPI3_ha_uisa */
+ /* Th_tbl_uisa for i from 0 to 31 do printsingle(tan(i*Pi/32)); */
+ .align 16
+ .long 0x80000000, 0x3dc9b5dc, 0x3e4bafaf, 0x3e9b5042
+ .long 0x3ed413cd, 0x3f08d5b9, 0x3f2b0dc1, 0x3f521801
+ .long 0x3f800000, 0x3f9bf7ec, 0x3fbf90c7, 0x3fef789e
+ .long 0x401a827a, 0x4052facf, 0x40a0dff7, 0x41227363
+ .long 0xff7fffff, 0xc1227363, 0xc0a0dff7, 0xc052facf
+ .long 0xc01a827a, 0xbfef789e, 0xbfbf90c7, 0xbf9bf7ec
+ .long 0xbf800000, 0xbf521801, 0xbf2b0dc1, 0xbf08d5b9
+ .long 0xbed413cd, 0xbe9b5042, 0xbe4bafaf, 0xbdc9b5dc
+ /* Tl_tbl_uisa for i from 0 to 31 do printsingle(tan(i*Pi/32)-round(tan(i*Pi/32), SG, RN)); */
+ .align 16
+ .long 0x80000000, 0x3145b2da, 0x2f2a62b0, 0xb22a39c2
+ .long 0xb1c0621a, 0xb25ef963, 0x32ab7f99, 0x32ae4285
+ .long 0x00000000, 0x33587608, 0x32169d18, 0xb30c3ec0
+ .long 0xb3cc0622, 0x3390600e, 0x331091dc, 0xb454a046
+ .long 0xf3800000, 0x3454a046, 0xb31091dc, 0xb390600e
+ .long 0x33cc0622, 0x330c3ec0, 0xb2169d18, 0xb3587608
+ .long 0x00000000, 0xb2ae4285, 0xb2ab7f99, 0x325ef963
+ .long 0x31c0621a, 0x322a39c2, 0xaf2a62b0, 0xb145b2da
+ .align 16
+ .long 0x3eaaaaa6, 0x3eaaaaa6, 0x3eaaaaa6, 0x3eaaaaa6 /* _sPC3_uisa */
+ .align 16
+ .long 0x3e08b888, 0x3e08b888, 0x3e08b888, 0x3e08b888 /* _sPC5_uisa */
+ .align 16
+ .long 0x46010000, 0x46010000, 0x46010000, 0x46010000 /* _sRangeReductionVal_uisa */
+ .align 16
+ .long 0x3F22F983, 0x3F22F983, 0x3F22F983, 0x3F22F983 /* _sInvPi */
+ .align 16
+ .long 0x80000000, 0x80000000, 0x80000000, 0x80000000 /* _sSignMask */
+ .align 16
+ .long 0x7FFFFFFF, 0x7FFFFFFF, 0x7FFFFFFF, 0x7FFFFFFF /* _sAbsMask */
+ .align 16
+ .long 0x7f800000, 0x7f800000, 0x7f800000, 0x7f800000 /* _sRangeVal */
+ .align 16
+ .long 0x4B400000, 0x4B400000, 0x4B400000, 0x4B400000 /* _sRShifter */
+ .align 16
+ .long 0x3f800000, 0x3f800000, 0x3f800000, 0x3f800000 /* _sOne */
+ .align 16
+ .long 0x46010000, 0x46010000, 0x46010000, 0x46010000 /* _sRangeVal */
+ .align 16
+ .long 0x3FC90000, 0x3FC90000, 0x3FC90000, 0x3FC90000 /* _sPI1 */
+ .align 16
+ .long 0x39FDA000, 0x39FDA000, 0x39FDA000, 0x39FDA000 /* _sPI2 */
+ .align 16
+ .long 0x33A22000, 0x33A22000, 0x33A22000, 0x33A22000 /* _sPI3 */
+ .align 16
+ .long 0x2C34611A, 0x2C34611A, 0x2C34611A, 0x2C34611A /* _sPI4 */
+ // PI1, PI2, and PI3 when FMA is available
+ .align 16
+ .long 0x3FC90FDB, 0x3FC90FDB, 0x3FC90FDB, 0x3FC90FDB /* _sPI1_FMA */
+ .align 16
+ .long 0xB33BBD2E, 0xB33BBD2E, 0xB33BBD2E, 0xB33BBD2E /* _sPI2_FMA */
+ .align 16
+ .long 0xA6F72CED, 0xA6F72CED, 0xA6F72CED, 0xA6F72CED /* _sPI3_FMA */
+ .align 16
+ .long 0x3F7FFFFC, 0x3F7FFFFC, 0x3F7FFFFC, 0x3F7FFFFC /* _sP0 */
+ .align 16
+ .long 0xBDC433B4, 0xBDC433B4, 0xBDC433B4, 0xBDC433B4 /* _sP1 */
+ .align 16
+ .long 0x3F7FFFFC, 0x3F7FFFFC, 0x3F7FFFFC, 0x3F7FFFFC /* _sQ0 */
+ .align 16
+ .long 0xBEDBB7AB, 0xBEDBB7AB, 0xBEDBB7AB, 0xBEDBB7AB /* _sQ1 */
+ .align 16
+ .long 0x3C1F336B, 0x3C1F336B, 0x3C1F336B, 0x3C1F336B /* _sQ2 */
+ .align 16
+ .long 0x40000000, 0x40000000, 0x40000000, 0x40000000 /* _sTwo */
+ // _sCoeffs Breakpoint B = 0 * pi/128, function tan(B + x)
+ .align 16
+ .long 0x3FC90FDB // B' = pi/2 - B (high single)
+ .long 0xB33BBD2E // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x00000000 // c0 (high single)
+ .long 0x00000000 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x00000000 // c1 (low single)
+ .long 0x00000000 // c2
+ .long 0x3EAAACDD // c3
+ .long 0x00000000 // c4
+ .long 0x3FC5EB9B // B' = pi/2 - B (high single)
+ .long 0x32DE638C // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3CC91A31 // c0 (high single)
+ .long 0x2F8E8D1A // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3A1DFA00 // c1 (low single)
+ .long 0x3CC9392D // c2
+ .long 0x3EAB1889 // c3
+ .long 0x3C885D3B // c4
+ .long 0x3FC2C75C // B' = pi/2 - B (high single)
+ .long 0xB2CBBE8A // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3D49393C // c0 (high single)
+ .long 0x30A39F5B // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3B1E2B00 // c1 (low single)
+ .long 0x3D49B5D4 // c2
+ .long 0x3EAC4F10 // c3
+ .long 0x3CFD9425 // c4
+ .long 0x3FBFA31C // B' = pi/2 - B (high single)
+ .long 0x33450FB0 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3D9711CE // c0 (high single)
+ .long 0x314FEB28 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3BB24C00 // c1 (low single)
+ .long 0x3D97E43A // c2
+ .long 0x3EAE6A89 // c3
+ .long 0x3D4D07E0 // c4
+ .long 0x3FBC7EDD // B' = pi/2 - B (high single)
+ .long 0xB1800ADD // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3DC9B5DC // c0 (high single)
+ .long 0x3145AD86 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3C1EEF20 // c1 (low single)
+ .long 0x3DCBAAEA // c2
+ .long 0x3EB14E5E // c3
+ .long 0x3D858BB2 // c4
+ .long 0x3FB95A9E // B' = pi/2 - B (high single)
+ .long 0xB3651267 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3DFC98C2 // c0 (high single)
+ .long 0xB0AE525C // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3C793D20 // c1 (low single)
+ .long 0x3E003845 // c2
+ .long 0x3EB5271F // c3
+ .long 0x3DAC669E // c4
+ .long 0x3FB6365E // B' = pi/2 - B (high single)
+ .long 0x328BB91C // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3E17E564 // c0 (high single)
+ .long 0xB1C5A2E4 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3CB440D0 // c1 (low single)
+ .long 0x3E1B3D00 // c2
+ .long 0x3EB9F664 // c3
+ .long 0x3DD647C0 // c4
+ .long 0x3FB3121F // B' = pi/2 - B (high single)
+ .long 0xB30F347D // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3E31AE4D // c0 (high single)
+ .long 0xB1F32251 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3CF6A500 // c1 (low single)
+ .long 0x3E3707DA // c2
+ .long 0x3EBFA489 // c3
+ .long 0x3DFBD9C7 // c4
+ .long 0x3FAFEDDF // B' = pi/2 - B (high single)
+ .long 0x331BBA77 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3E4BAFAF // c0 (high single)
+ .long 0x2F2A29E0 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3D221018 // c1 (low single)
+ .long 0x3E53BED0 // c2
+ .long 0x3EC67E26 // c3
+ .long 0x3E1568E2 // c4
+ .long 0x3FACC9A0 // B' = pi/2 - B (high single)
+ .long 0xB2655A50 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3E65F267 // c0 (high single)
+ .long 0x31B4B1DF // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3D4E8B90 // c1 (low single)
+ .long 0x3E718ACA // c2
+ .long 0x3ECE7164 // c3
+ .long 0x3E2DC161 // c4
+ .long 0x3FA9A560 // B' = pi/2 - B (high single)
+ .long 0x33719861 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3E803FD4 // c0 (high single)
+ .long 0xB2279E66 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3D807FC8 // c1 (low single)
+ .long 0x3E884BD4 // c2
+ .long 0x3ED7812D // c3
+ .long 0x3E4636EB // c4
+ .long 0x3FA68121 // B' = pi/2 - B (high single)
+ .long 0x31E43AAC // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3E8DB082 // c0 (high single)
+ .long 0xB132A234 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3D9CD7D0 // c1 (low single)
+ .long 0x3E988A60 // c2
+ .long 0x3EE203E3 // c3
+ .long 0x3E63582C // c4
+ .long 0x3FA35CE2 // B' = pi/2 - B (high single)
+ .long 0xB33889B6 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3E9B5042 // c0 (high single)
+ .long 0xB22A3AEE // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3DBC7490 // c1 (low single)
+ .long 0x3EA99AF5 // c2
+ .long 0x3EEDE107 // c3
+ .long 0x3E80E9AA // c4
+ .long 0x3FA038A2 // B' = pi/2 - B (high single)
+ .long 0x32E4CA7E // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3EA92457 // c0 (high single)
+ .long 0x30B80830 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3DDF8200 // c1 (low single)
+ .long 0x3EBB99E9 // c2
+ .long 0x3EFB4AA8 // c3
+ .long 0x3E9182BE // c4
+ .long 0x3F9D1463 // B' = pi/2 - B (high single)
+ .long 0xB2C55799 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3EB73250 // c0 (high single)
+ .long 0xB2028823 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E0318F8 // c1 (low single)
+ .long 0x3ECEA678 // c2
+ .long 0x3F053C67 // c3
+ .long 0x3EA41E53 // c4
+ .long 0x3F99F023 // B' = pi/2 - B (high single)
+ .long 0x33484328 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3EC5800D // c0 (high single)
+ .long 0xB214C3C1 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E185E54 // c1 (low single)
+ .long 0x3EE2E342 // c2
+ .long 0x3F0DCA73 // c3
+ .long 0x3EB8CC21 // c4
+ .long 0x3F96CBE4 // B' = pi/2 - B (high single)
+ .long 0xB14CDE2E // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3ED413CD // c0 (high single)
+ .long 0xB1C06152 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E2FB0CC // c1 (low single)
+ .long 0x3EF876CB // c2
+ .long 0x3F177807 // c3
+ .long 0x3ED08437 // c4
+ .long 0x3F93A7A5 // B' = pi/2 - B (high single)
+ .long 0xB361DEEE // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3EE2F439 // c0 (high single)
+ .long 0xB1F4399E // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E49341C // c1 (low single)
+ .long 0x3F07C61A // c2
+ .long 0x3F22560F // c3
+ .long 0x3EEAA81E // c4
+ .long 0x3F908365 // B' = pi/2 - B (high single)
+ .long 0x3292200D // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3EF22870 // c0 (high single)
+ .long 0x325271F4 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E65107A // c1 (low single)
+ .long 0x3F1429F0 // c2
+ .long 0x3F2E8AFC // c3
+ .long 0x3F040498 // c4
+ .long 0x3F8D5F26 // B' = pi/2 - B (high single)
+ .long 0xB30C0105 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F00DC0D // c0 (high single)
+ .long 0xB214AF72 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E81B994 // c1 (low single)
+ .long 0x3F218233 // c2
+ .long 0x3F3C4531 // c3
+ .long 0x3F149688 // c4
+ .long 0x3F8A3AE6 // B' = pi/2 - B (high single)
+ .long 0x331EEDF0 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F08D5B9 // c0 (high single)
+ .long 0xB25EF98E // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E92478D // c1 (low single)
+ .long 0x3F2FEDC9 // c2
+ .long 0x3F4BCD58 // c3
+ .long 0x3F27AE9E // c4
+ .long 0x3F8716A7 // B' = pi/2 - B (high single)
+ .long 0xB2588C6D // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F1105AF // c0 (high single)
+ .long 0x32F045B0 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3EA44EE2 // c1 (low single)
+ .long 0x3F3F8FDB // c2
+ .long 0x3F5D3FD0 // c3
+ .long 0x3F3D0A23 // c4
+ .long 0x3F83F267 // B' = pi/2 - B (high single)
+ .long 0x3374CBD9 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F1970C4 // c0 (high single)
+ .long 0x32904848 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3EB7EFF8 // c1 (low single)
+ .long 0x3F50907C // c2
+ .long 0x3F710FEA // c3
+ .long 0x3F561FED // c4
+ .long 0x3F80CE28 // B' = pi/2 - B (high single)
+ .long 0x31FDD672 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F221C37 // c0 (high single)
+ .long 0xB20C61DC // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3ECD4F71 // c1 (low single)
+ .long 0x3F631DAA // c2
+ .long 0x3F83B471 // c3
+ .long 0x3F7281EA // c4
+ .long 0x3F7B53D1 // B' = pi/2 - B (high single)
+ .long 0x32955386 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F2B0DC1 // c0 (high single)
+ .long 0x32AB7EBA // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3EE496C2 // c1 (low single)
+ .long 0x3F776C40 // c2
+ .long 0x3F9065C1 // c3
+ .long 0x3F89AFB6 // c4
+ .long 0x3F750B52 // B' = pi/2 - B (high single)
+ .long 0x32EB316F // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F344BA9 // c0 (high single)
+ .long 0xB2B8B0EA // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3EFDF4F7 // c1 (low single)
+ .long 0x3F86DCA8 // c2
+ .long 0x3F9ED53B // c3
+ .long 0x3F9CBEDE // c4
+ .long 0x3F6EC2D4 // B' = pi/2 - B (high single)
+ .long 0xB2BEF0A7 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F3DDCCF // c0 (high single)
+ .long 0x32D29606 // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBEE6606F // c1 (low single)
+ .long 0x3F9325D6 // c2
+ .long 0x3FAF4E69 // c3
+ .long 0x3FB3080C // c4
+ .long 0x3F687A55 // B' = pi/2 - B (high single)
+ .long 0xB252257B // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F47C8CC // c0 (high single)
+ .long 0xB200F51A // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBEC82C6C // c1 (low single)
+ .long 0x3FA0BAE9 // c2
+ .long 0x3FC2252F // c3
+ .long 0x3FCD24C7 // c4
+ .long 0x3F6231D6 // B' = pi/2 - B (high single)
+ .long 0xB119A6A2 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F521801 // c0 (high single)
+ .long 0x32AE4178 // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBEA72938 // c1 (low single)
+ .long 0x3FAFCC22 // c2
+ .long 0x3FD7BD4A // c3
+ .long 0x3FEBB01B // c4
+ .long 0x3F5BE957 // B' = pi/2 - B (high single)
+ .long 0x3205522A // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F5CD3BE // c0 (high single)
+ .long 0x31460308 // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBE8306C5 // c1 (low single)
+ .long 0x3FC09232 // c2
+ .long 0x3FF09632 // c3
+ .long 0x4007DB00 // c4
+ .long 0x3F55A0D8 // B' = pi/2 - B (high single)
+ .long 0x329886FF // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F68065E // c0 (high single)
+ .long 0x32670D1A // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBE36D1D6 // c1 (low single)
+ .long 0x3FD35007 // c2
+ .long 0x4006A861 // c3
+ .long 0x401D4BDA // c4
+ .long 0x3F4F5859 // B' = pi/2 - B (high single)
+ .long 0x32EE64E8 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0x3F73BB75 // c0 (high single)
+ .long 0x32FC908D // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBDBF94B0 // c1 (low single)
+ .long 0x3FE8550F // c2
+ .long 0x40174F67 // c3
+ .long 0x4036C608 // c4
+ .long 0x3F490FDB // B' = pi/2 - B (high single)
+ .long 0xB2BBBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE8BE60E // c0 (high single)
+ .long 0x320D8D84 // c0 (low single)
+ .long 0x3F000000 // c1 (high 1 bit)
+ .long 0xBDF817B1 // c1 (low single)
+ .long 0xBD8345EB // c2
+ .long 0x3D1DFDAC // c3
+ .long 0xBC52CF6F // c4
+ .long 0x3F42C75C // B' = pi/2 - B (high single)
+ .long 0xB24BBE8A // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE87283F // c0 (high single)
+ .long 0xB268B966 // c0 (low single)
+ .long 0x3F000000 // c1 (high 1 bit)
+ .long 0xBDFE6529 // c1 (low single)
+ .long 0xBD7B1953 // c2
+ .long 0x3D18E109 // c3
+ .long 0xBC4570B0 // c4
+ .long 0x3F3C7EDD // B' = pi/2 - B (high single)
+ .long 0xB1000ADD // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE827420 // c0 (high single)
+ .long 0x320B8B4D // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DFB9428 // c1 (low single)
+ .long 0xBD7002B4 // c2
+ .long 0x3D142A6C // c3
+ .long 0xBC3A47FF // c4
+ .long 0x3F36365E // B' = pi/2 - B (high single)
+ .long 0x320BB91C // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE7B9282 // c0 (high single)
+ .long 0xB13383D2 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DF5D211 // c1 (low single)
+ .long 0xBD6542B3 // c2
+ .long 0x3D0FE5E5 // c3
+ .long 0xBC31FB14 // c4
+ .long 0x3F2FEDDF // B' = pi/2 - B (high single)
+ .long 0x329BBA77 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE724E73 // c0 (high single)
+ .long 0x3120C3E2 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DF05283 // c1 (low single)
+ .long 0xBD5AD45E // c2
+ .long 0x3D0BAFBF // c3
+ .long 0xBC27B8BB // c4
+ .long 0x3F29A560 // B' = pi/2 - B (high single)
+ .long 0x32F19861 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE691B44 // c0 (high single)
+ .long 0x31F18936 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DEB138B // c1 (low single)
+ .long 0xBD50B2F7 // c2
+ .long 0x3D07BE3A // c3
+ .long 0xBC1E46A7 // c4
+ .long 0x3F235CE2 // B' = pi/2 - B (high single)
+ .long 0xB2B889B6 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE5FF82C // c0 (high single)
+ .long 0xB170723A // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DE61354 // c1 (low single)
+ .long 0xBD46DA06 // c2
+ .long 0x3D0401F8 // c3
+ .long 0xBC14E013 // c4
+ .long 0x3F1D1463 // B' = pi/2 - B (high single)
+ .long 0xB2455799 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE56E46B // c0 (high single)
+ .long 0x31E3F001 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DE15025 // c1 (low single)
+ .long 0xBD3D4550 // c2
+ .long 0x3D00462D // c3
+ .long 0xBC092C98 // c4
+ .long 0x3F16CBE4 // B' = pi/2 - B (high single)
+ .long 0xB0CCDE2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE4DDF41 // c0 (high single)
+ .long 0xB1AEA094 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DDCC85C // c1 (low single)
+ .long 0xBD33F0BE // c2
+ .long 0x3CFA23B0 // c3
+ .long 0xBC01FCF7 // c4
+ .long 0x3F108365 // B' = pi/2 - B (high single)
+ .long 0x3212200D // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE44E7F8 // c0 (high single)
+ .long 0xB1CAA3CB // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DD87A74 // c1 (low single)
+ .long 0xBD2AD885 // c2
+ .long 0x3CF3C785 // c3
+ .long 0xBBF1E348 // c4
+ .long 0x3F0A3AE6 // B' = pi/2 - B (high single)
+ .long 0x329EEDF0 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE3BFDDC // c0 (high single)
+ .long 0xB132521A // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DD464FC // c1 (low single)
+ .long 0xBD21F8F1 // c2
+ .long 0x3CEE3076 // c3
+ .long 0xBBE6D263 // c4
+ .long 0x3F03F267 // B' = pi/2 - B (high single)
+ .long 0x32F4CBD9 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE33203E // c0 (high single)
+ .long 0x31FEF5BE // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DD0869C // c1 (low single)
+ .long 0xBD194E8C // c2
+ .long 0x3CE8DCA9 // c3
+ .long 0xBBDADA55 // c4
+ .long 0x3EFB53D1 // B' = pi/2 - B (high single)
+ .long 0x32155386 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE2A4E71 // c0 (high single)
+ .long 0xB19CFCEC // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DCCDE11 // c1 (low single)
+ .long 0xBD10D605 // c2
+ .long 0x3CE382A7 // c3
+ .long 0xBBC8BD97 // c4
+ .long 0x3EEEC2D4 // B' = pi/2 - B (high single)
+ .long 0xB23EF0A7 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE2187D0 // c0 (high single)
+ .long 0xB1B7C7F7 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DC96A2B // c1 (low single)
+ .long 0xBD088C22 // c2
+ .long 0x3CDE950E // c3
+ .long 0xBBB89AD1 // c4
+ .long 0x3EE231D6 // B' = pi/2 - B (high single)
+ .long 0xB099A6A2 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE18CBB7 // c0 (high single)
+ .long 0xAFE28430 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DC629CE // c1 (low single)
+ .long 0xBD006DCD // c2
+ .long 0x3CDA5A2C // c3
+ .long 0xBBB0B3D2 // c4
+ .long 0x3ED5A0D8 // B' = pi/2 - B (high single)
+ .long 0x321886FF // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE101985 // c0 (high single)
+ .long 0xB02FB2B8 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DC31BF3 // c1 (low single)
+ .long 0xBCF0F04D // c2
+ .long 0x3CD60BC7 // c3
+ .long 0xBBA138BA // c4
+ .long 0x3EC90FDB // B' = pi/2 - B (high single)
+ .long 0xB23BBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBE07709D // c0 (high single)
+ .long 0xB18A2A83 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DC03FA2 // c1 (low single)
+ .long 0xBCE15096 // c2
+ .long 0x3CD26472 // c3
+ .long 0xBB9A1270 // c4
+ .long 0x3EBC7EDD // B' = pi/2 - B (high single)
+ .long 0xB0800ADD // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBDFDA0CB // c0 (high single)
+ .long 0x2F14FCA0 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DBD93F7 // c1 (low single)
+ .long 0xBCD1F71B // c2
+ .long 0x3CCEDD2B // c3
+ .long 0xBB905946 // c4
+ .long 0x3EAFEDDF // B' = pi/2 - B (high single)
+ .long 0x321BBA77 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBDEC708C // c0 (high single)
+ .long 0xB14895C4 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DBB181E // c1 (low single)
+ .long 0xBCC2DEA6 // c2
+ .long 0x3CCB5027 // c3
+ .long 0xBB7F3969 // c4
+ .long 0x3EA35CE2 // B' = pi/2 - B (high single)
+ .long 0xB23889B6 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBDDB4F55 // c0 (high single)
+ .long 0x30F6437E // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB8CB52 // c1 (low single)
+ .long 0xBCB40210 // c2
+ .long 0x3CC82D45 // c3
+ .long 0xBB643075 // c4
+ .long 0x3E96CBE4 // B' = pi/2 - B (high single)
+ .long 0xB04CDE2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBDCA3BFF // c0 (high single)
+ .long 0x311C95EA // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB6ACDE // c1 (low single)
+ .long 0xBCA55C5B // c2
+ .long 0x3CC5BC04 // c3
+ .long 0xBB63A969 // c4
+ .long 0x3E8A3AE6 // B' = pi/2 - B (high single)
+ .long 0x321EEDF0 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBDB93569 // c0 (high single)
+ .long 0xAFB9ED00 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB4BC1F // c1 (low single)
+ .long 0xBC96E905 // c2
+ .long 0x3CC2E6F5 // c3
+ .long 0xBB3E10A6 // c4
+ .long 0x3E7B53D1 // B' = pi/2 - B (high single)
+ .long 0x31955386 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBDA83A77 // c0 (high single)
+ .long 0x316D967A // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB2F87C // c1 (low single)
+ .long 0xBC88A31F // c2
+ .long 0x3CC0E763 // c3
+ .long 0xBB3F1666 // c4
+ .long 0x3E6231D6 // B' = pi/2 - B (high single)
+ .long 0xB019A6A2 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBD974A0D // c0 (high single)
+ .long 0xB14F365B // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB1616F // c1 (low single)
+ .long 0xBC750CD8 // c2
+ .long 0x3CBEB595 // c3
+ .long 0xBB22B883 // c4
+ .long 0x3E490FDB // B' = pi/2 - B (high single)
+ .long 0xB1BBBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBD866317 // c0 (high single)
+ .long 0xAFF02140 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAFF67D // c1 (low single)
+ .long 0xBC591CD0 // c2
+ .long 0x3CBCBEAD // c3
+ .long 0xBB04BBEC // c4
+ .long 0x3E2FEDDF // B' = pi/2 - B (high single)
+ .long 0x319BBA77 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBD6B08FF // c0 (high single)
+ .long 0xB0EED236 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAEB739 // c1 (low single)
+ .long 0xBC3D6D51 // c2
+ .long 0x3CBB485D // c3
+ .long 0xBAFFF5BA // c4
+ .long 0x3E16CBE4 // B' = pi/2 - B (high single)
+ .long 0xAFCCDE2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBD495A6C // c0 (high single)
+ .long 0xB0A427BD // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DADA345 // c1 (low single)
+ .long 0xBC21F648 // c2
+ .long 0x3CB9D1B4 // c3
+ .long 0xBACB5567 // c4
+ .long 0x3DFB53D1 // B' = pi/2 - B (high single)
+ .long 0x31155386 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBD27B856 // c0 (high single)
+ .long 0xB0F7EE91 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DACBA4E // c1 (low single)
+ .long 0xBC06AEE3 // c2
+ .long 0x3CB8E5DC // c3
+ .long 0xBAEC00EE // c4
+ .long 0x3DC90FDB // B' = pi/2 - B (high single)
+ .long 0xB13BBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBD0620A3 // c0 (high single)
+ .long 0xB0ECAB40 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DABFC11 // c1 (low single)
+ .long 0xBBD7200F // c2
+ .long 0x3CB79475 // c3
+ .long 0xBA2B0ADC // c4
+ .long 0x3D96CBE4 // B' = pi/2 - B (high single)
+ .long 0xAF4CDE2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBCC92278 // c0 (high single)
+ .long 0x302F2E68 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAB6854 // c1 (low single)
+ .long 0xBBA1214F // c2
+ .long 0x3CB6C1E9 // c3
+ .long 0x3843C2F3 // c4
+ .long 0x3D490FDB // B' = pi/2 - B (high single)
+ .long 0xB0BBBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBC861015 // c0 (high single)
+ .long 0xAFD68E2E // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAAFEEB // c1 (low single)
+ .long 0xBB569F3F // c2
+ .long 0x3CB6A84E // c3
+ .long 0xBAC64194 // c4
+ .long 0x3CC90FDB // B' = pi/2 - B (high single)
+ .long 0xB03BBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0xBC060BF3 // c0 (high single)
+ .long 0x2FE251AE // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAABFB9 // c1 (low single)
+ .long 0xBAD67C60 // c2
+ .long 0x3CB64CA5 // c3
+ .long 0xBACDE881 // c4
+ .long 0x00000000 // B' = pi/2 - B (high single)
+ .long 0x00000000 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x00000000 // c0 (high single)
+ .long 0x00000000 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAAAAAB // c1 (low single)
+ .long 0x00000000 // c2
+ .long 0x3CB5E28B // c3
+ .long 0x00000000 // c4
+ .long 0xBCC90FDB // B' = pi/2 - B (high single)
+ .long 0x303BBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3C060BF3 // c0 (high single)
+ .long 0xAFE251AE // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAABFB9 // c1 (low single)
+ .long 0x3AD67C60 // c2
+ .long 0x3CB64CA5 // c3
+ .long 0x3ACDE881 // c4
+ .long 0xBD490FDB // B' = pi/2 - B (high single)
+ .long 0x30BBBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3C861015 // c0 (high single)
+ .long 0x2FD68E2E // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAAFEEB // c1 (low single)
+ .long 0x3B569F3F // c2
+ .long 0x3CB6A84E // c3
+ .long 0x3AC64194 // c4
+ .long 0xBD96CBE4 // B' = pi/2 - B (high single)
+ .long 0x2F4CDE2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3CC92278 // c0 (high single)
+ .long 0xB02F2E68 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAB6854 // c1 (low single)
+ .long 0x3BA1214F // c2
+ .long 0x3CB6C1E9 // c3
+ .long 0xB843C2F2 // c4
+ .long 0xBDC90FDB // B' = pi/2 - B (high single)
+ .long 0x313BBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3D0620A3 // c0 (high single)
+ .long 0x30ECAB40 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DABFC11 // c1 (low single)
+ .long 0x3BD7200F // c2
+ .long 0x3CB79475 // c3
+ .long 0x3A2B0ADC // c4
+ .long 0xBDFB53D1 // B' = pi/2 - B (high single)
+ .long 0xB1155386 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3D27B856 // c0 (high single)
+ .long 0x30F7EE91 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DACBA4E // c1 (low single)
+ .long 0x3C06AEE3 // c2
+ .long 0x3CB8E5DC // c3
+ .long 0x3AEC00EE // c4
+ .long 0xBE16CBE4 // B' = pi/2 - B (high single)
+ .long 0x2FCCDE2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3D495A6C // c0 (high single)
+ .long 0x30A427BD // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DADA345 // c1 (low single)
+ .long 0x3C21F648 // c2
+ .long 0x3CB9D1B4 // c3
+ .long 0x3ACB5567 // c4
+ .long 0xBE2FEDDF // B' = pi/2 - B (high single)
+ .long 0xB19BBA77 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3D6B08FF // c0 (high single)
+ .long 0x30EED236 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAEB739 // c1 (low single)
+ .long 0x3C3D6D51 // c2
+ .long 0x3CBB485D // c3
+ .long 0x3AFFF5BA // c4
+ .long 0xBE490FDB // B' = pi/2 - B (high single)
+ .long 0x31BBBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3D866317 // c0 (high single)
+ .long 0x2FF02140 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DAFF67D // c1 (low single)
+ .long 0x3C591CD0 // c2
+ .long 0x3CBCBEAD // c3
+ .long 0x3B04BBEC // c4
+ .long 0xBE6231D6 // B' = pi/2 - B (high single)
+ .long 0x3019A6A2 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3D974A0D // c0 (high single)
+ .long 0x314F365B // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB1616F // c1 (low single)
+ .long 0x3C750CD8 // c2
+ .long 0x3CBEB595 // c3
+ .long 0x3B22B883 // c4
+ .long 0xBE7B53D1 // B' = pi/2 - B (high single)
+ .long 0xB1955386 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3DA83A77 // c0 (high single)
+ .long 0xB16D967A // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB2F87C // c1 (low single)
+ .long 0x3C88A31F // c2
+ .long 0x3CC0E763 // c3
+ .long 0x3B3F1666 // c4
+ .long 0xBE8A3AE6 // B' = pi/2 - B (high single)
+ .long 0xB21EEDF0 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3DB93569 // c0 (high single)
+ .long 0x2FB9ED00 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB4BC1F // c1 (low single)
+ .long 0x3C96E905 // c2
+ .long 0x3CC2E6F5 // c3
+ .long 0x3B3E10A6 // c4
+ .long 0xBE96CBE4 // B' = pi/2 - B (high single)
+ .long 0x304CDE2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3DCA3BFF // c0 (high single)
+ .long 0xB11C95EA // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB6ACDE // c1 (low single)
+ .long 0x3CA55C5B // c2
+ .long 0x3CC5BC04 // c3
+ .long 0x3B63A969 // c4
+ .long 0xBEA35CE2 // B' = pi/2 - B (high single)
+ .long 0x323889B6 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3DDB4F55 // c0 (high single)
+ .long 0xB0F6437E // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DB8CB52 // c1 (low single)
+ .long 0x3CB40210 // c2
+ .long 0x3CC82D45 // c3
+ .long 0x3B643075 // c4
+ .long 0xBEAFEDDF // B' = pi/2 - B (high single)
+ .long 0xB21BBA77 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3DEC708C // c0 (high single)
+ .long 0x314895C4 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DBB181E // c1 (low single)
+ .long 0x3CC2DEA6 // c2
+ .long 0x3CCB5027 // c3
+ .long 0x3B7F3969 // c4
+ .long 0xBEBC7EDD // B' = pi/2 - B (high single)
+ .long 0x30800ADD // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3DFDA0CB // c0 (high single)
+ .long 0xAF14FCA0 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DBD93F7 // c1 (low single)
+ .long 0x3CD1F71B // c2
+ .long 0x3CCEDD2B // c3
+ .long 0x3B905946 // c4
+ .long 0xBEC90FDB // B' = pi/2 - B (high single)
+ .long 0x323BBD2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E07709D // c0 (high single)
+ .long 0x318A2A83 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DC03FA2 // c1 (low single)
+ .long 0x3CE15096 // c2
+ .long 0x3CD26472 // c3
+ .long 0x3B9A1270 // c4
+ .long 0xBED5A0D8 // B' = pi/2 - B (high single)
+ .long 0xB21886FF // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E101985 // c0 (high single)
+ .long 0x302FB2B8 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DC31BF3 // c1 (low single)
+ .long 0x3CF0F04D // c2
+ .long 0x3CD60BC7 // c3
+ .long 0x3BA138BA // c4
+ .long 0xBEE231D6 // B' = pi/2 - B (high single)
+ .long 0x3099A6A2 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E18CBB7 // c0 (high single)
+ .long 0x2FE28430 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DC629CE // c1 (low single)
+ .long 0x3D006DCD // c2
+ .long 0x3CDA5A2C // c3
+ .long 0x3BB0B3D2 // c4
+ .long 0xBEEEC2D4 // B' = pi/2 - B (high single)
+ .long 0x323EF0A7 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E2187D0 // c0 (high single)
+ .long 0x31B7C7F7 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DC96A2B // c1 (low single)
+ .long 0x3D088C22 // c2
+ .long 0x3CDE950E // c3
+ .long 0x3BB89AD1 // c4
+ .long 0xBEFB53D1 // B' = pi/2 - B (high single)
+ .long 0xB2155386 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E2A4E71 // c0 (high single)
+ .long 0x319CFCEC // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DCCDE11 // c1 (low single)
+ .long 0x3D10D605 // c2
+ .long 0x3CE382A7 // c3
+ .long 0x3BC8BD97 // c4
+ .long 0xBF03F267 // B' = pi/2 - B (high single)
+ .long 0xB2F4CBD9 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E33203E // c0 (high single)
+ .long 0xB1FEF5BE // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DD0869C // c1 (low single)
+ .long 0x3D194E8C // c2
+ .long 0x3CE8DCA9 // c3
+ .long 0x3BDADA55 // c4
+ .long 0xBF0A3AE6 // B' = pi/2 - B (high single)
+ .long 0xB29EEDF0 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E3BFDDC // c0 (high single)
+ .long 0x3132521A // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DD464FC // c1 (low single)
+ .long 0x3D21F8F1 // c2
+ .long 0x3CEE3076 // c3
+ .long 0x3BE6D263 // c4
+ .long 0xBF108365 // B' = pi/2 - B (high single)
+ .long 0xB212200D // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E44E7F8 // c0 (high single)
+ .long 0x31CAA3CB // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DD87A74 // c1 (low single)
+ .long 0x3D2AD885 // c2
+ .long 0x3CF3C785 // c3
+ .long 0x3BF1E348 // c4
+ .long 0xBF16CBE4 // B' = pi/2 - B (high single)
+ .long 0x30CCDE2E // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E4DDF41 // c0 (high single)
+ .long 0x31AEA094 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DDCC85C // c1 (low single)
+ .long 0x3D33F0BE // c2
+ .long 0x3CFA23B0 // c3
+ .long 0x3C01FCF7 // c4
+ .long 0xBF1D1463 // B' = pi/2 - B (high single)
+ .long 0x32455799 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E56E46B // c0 (high single)
+ .long 0xB1E3F001 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DE15025 // c1 (low single)
+ .long 0x3D3D4550 // c2
+ .long 0x3D00462D // c3
+ .long 0x3C092C98 // c4
+ .long 0xBF235CE2 // B' = pi/2 - B (high single)
+ .long 0x32B889B6 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E5FF82C // c0 (high single)
+ .long 0x3170723A // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DE61354 // c1 (low single)
+ .long 0x3D46DA06 // c2
+ .long 0x3D0401F8 // c3
+ .long 0x3C14E013 // c4
+ .long 0xBF29A560 // B' = pi/2 - B (high single)
+ .long 0xB2F19861 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E691B44 // c0 (high single)
+ .long 0xB1F18936 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DEB138B // c1 (low single)
+ .long 0x3D50B2F7 // c2
+ .long 0x3D07BE3A // c3
+ .long 0x3C1E46A7 // c4
+ .long 0xBF2FEDDF // B' = pi/2 - B (high single)
+ .long 0xB29BBA77 // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E724E73 // c0 (high single)
+ .long 0xB120C3E2 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DF05283 // c1 (low single)
+ .long 0x3D5AD45E // c2
+ .long 0x3D0BAFBF // c3
+ .long 0x3C27B8BB // c4
+ .long 0xBF36365E // B' = pi/2 - B (high single)
+ .long 0xB20BB91C // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E7B9282 // c0 (high single)
+ .long 0x313383D2 // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DF5D211 // c1 (low single)
+ .long 0x3D6542B3 // c2
+ .long 0x3D0FE5E5 // c3
+ .long 0x3C31FB14 // c4
+ .long 0xBF3C7EDD // B' = pi/2 - B (high single)
+ .long 0x31000ADD // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E827420 // c0 (high single)
+ .long 0xB20B8B4D // c0 (low single)
+ .long 0x3E800000 // c1 (high 1 bit)
+ .long 0x3DFB9428 // c1 (low single)
+ .long 0x3D7002B4 // c2
+ .long 0x3D142A6C // c3
+ .long 0x3C3A47FF // c4
+ .long 0xBF42C75C // B' = pi/2 - B (high single)
+ .long 0x324BBE8A // B' = pi/2 - B (low single)
+ .long 0x3F800000 // tau (1 for cot path)
+ .long 0x3E87283F // c0 (high single)
+ .long 0x3268B966 // c0 (low single)
+ .long 0x3F000000 // c1 (high 1 bit)
+ .long 0xBDFE6529 // c1 (low single)
+ .long 0x3D7B1953 // c2
+ .long 0x3D18E109 // c3
+ .long 0x3C4570B0 // c4
+ .long 0xBF490FDB // B' = pi/2 - B (high single)
+ .long 0x32BBBD2E // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF800000 // c0 (high single)
+ .long 0x2B410000 // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xB3000000 // c1 (low single)
+ .long 0xC0000000 // c2
+ .long 0x402AB7C8 // c3
+ .long 0xC05561DB // c4
+ .long 0xBF4F5859 // B' = pi/2 - B (high single)
+ .long 0xB2EE64E8 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF73BB75 // c0 (high single)
+ .long 0xB2FC908D // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBDBF94B0 // c1 (low single)
+ .long 0xBFE8550F // c2
+ .long 0x40174F67 // c3
+ .long 0xC036C608 // c4
+ .long 0xBF55A0D8 // B' = pi/2 - B (high single)
+ .long 0xB29886FF // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF68065E // c0 (high single)
+ .long 0xB2670D1A // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBE36D1D6 // c1 (low single)
+ .long 0xBFD35007 // c2
+ .long 0x4006A861 // c3
+ .long 0xC01D4BDA // c4
+ .long 0xBF5BE957 // B' = pi/2 - B (high single)
+ .long 0xB205522A // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF5CD3BE // c0 (high single)
+ .long 0xB1460308 // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBE8306C5 // c1 (low single)
+ .long 0xBFC09232 // c2
+ .long 0x3FF09632 // c3
+ .long 0xC007DB00 // c4
+ .long 0xBF6231D6 // B' = pi/2 - B (high single)
+ .long 0x3119A6A2 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF521801 // c0 (high single)
+ .long 0xB2AE4178 // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBEA72938 // c1 (low single)
+ .long 0xBFAFCC22 // c2
+ .long 0x3FD7BD4A // c3
+ .long 0xBFEBB01B // c4
+ .long 0xBF687A55 // B' = pi/2 - B (high single)
+ .long 0x3252257B // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF47C8CC // c0 (high single)
+ .long 0x3200F51A // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBEC82C6C // c1 (low single)
+ .long 0xBFA0BAE9 // c2
+ .long 0x3FC2252F // c3
+ .long 0xBFCD24C7 // c4
+ .long 0xBF6EC2D4 // B' = pi/2 - B (high single)
+ .long 0x32BEF0A7 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF3DDCCF // c0 (high single)
+ .long 0xB2D29606 // c0 (low single)
+ .long 0x40000000 // c1 (high 1 bit)
+ .long 0xBEE6606F // c1 (low single)
+ .long 0xBF9325D6 // c2
+ .long 0x3FAF4E69 // c3
+ .long 0xBFB3080C // c4
+ .long 0xBF750B52 // B' = pi/2 - B (high single)
+ .long 0xB2EB316F // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF344BA9 // c0 (high single)
+ .long 0x32B8B0EA // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3EFDF4F7 // c1 (low single)
+ .long 0xBF86DCA8 // c2
+ .long 0x3F9ED53B // c3
+ .long 0xBF9CBEDE // c4
+ .long 0xBF7B53D1 // B' = pi/2 - B (high single)
+ .long 0xB2955386 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF2B0DC1 // c0 (high single)
+ .long 0xB2AB7EBA // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3EE496C2 // c1 (low single)
+ .long 0xBF776C40 // c2
+ .long 0x3F9065C1 // c3
+ .long 0xBF89AFB6 // c4
+ .long 0xBF80CE28 // B' = pi/2 - B (high single)
+ .long 0xB1FDD672 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF221C37 // c0 (high single)
+ .long 0x320C61DC // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3ECD4F71 // c1 (low single)
+ .long 0xBF631DAA // c2
+ .long 0x3F83B471 // c3
+ .long 0xBF7281EA // c4
+ .long 0xBF83F267 // B' = pi/2 - B (high single)
+ .long 0xB374CBD9 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF1970C4 // c0 (high single)
+ .long 0xB2904848 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3EB7EFF8 // c1 (low single)
+ .long 0xBF50907C // c2
+ .long 0x3F710FEA // c3
+ .long 0xBF561FED // c4
+ .long 0xBF8716A7 // B' = pi/2 - B (high single)
+ .long 0x32588C6D // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF1105AF // c0 (high single)
+ .long 0xB2F045B0 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3EA44EE2 // c1 (low single)
+ .long 0xBF3F8FDB // c2
+ .long 0x3F5D3FD0 // c3
+ .long 0xBF3D0A23 // c4
+ .long 0xBF8A3AE6 // B' = pi/2 - B (high single)
+ .long 0xB31EEDF0 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF08D5B9 // c0 (high single)
+ .long 0x325EF98E // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E92478D // c1 (low single)
+ .long 0xBF2FEDC9 // c2
+ .long 0x3F4BCD58 // c3
+ .long 0xBF27AE9E // c4
+ .long 0xBF8D5F26 // B' = pi/2 - B (high single)
+ .long 0x330C0105 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBF00DC0D // c0 (high single)
+ .long 0x3214AF72 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E81B994 // c1 (low single)
+ .long 0xBF218233 // c2
+ .long 0x3F3C4531 // c3
+ .long 0xBF149688 // c4
+ .long 0xBF908365 // B' = pi/2 - B (high single)
+ .long 0xB292200D // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBEF22870 // c0 (high single)
+ .long 0xB25271F4 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E65107A // c1 (low single)
+ .long 0xBF1429F0 // c2
+ .long 0x3F2E8AFC // c3
+ .long 0xBF040498 // c4
+ .long 0xBF93A7A5 // B' = pi/2 - B (high single)
+ .long 0x3361DEEE // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBEE2F439 // c0 (high single)
+ .long 0x31F4399E // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E49341C // c1 (low single)
+ .long 0xBF07C61A // c2
+ .long 0x3F22560F // c3
+ .long 0xBEEAA81E // c4
+ .long 0xBF96CBE4 // B' = pi/2 - B (high single)
+ .long 0x314CDE2E // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBED413CD // c0 (high single)
+ .long 0x31C06152 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E2FB0CC // c1 (low single)
+ .long 0xBEF876CB // c2
+ .long 0x3F177807 // c3
+ .long 0xBED08437 // c4
+ .long 0xBF99F023 // B' = pi/2 - B (high single)
+ .long 0xB3484328 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBEC5800D // c0 (high single)
+ .long 0x3214C3C1 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E185E54 // c1 (low single)
+ .long 0xBEE2E342 // c2
+ .long 0x3F0DCA73 // c3
+ .long 0xBEB8CC21 // c4
+ .long 0xBF9D1463 // B' = pi/2 - B (high single)
+ .long 0x32C55799 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBEB73250 // c0 (high single)
+ .long 0x32028823 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3E0318F8 // c1 (low single)
+ .long 0xBECEA678 // c2
+ .long 0x3F053C67 // c3
+ .long 0xBEA41E53 // c4
+ .long 0xBFA038A2 // B' = pi/2 - B (high single)
+ .long 0xB2E4CA7E // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBEA92457 // c0 (high single)
+ .long 0xB0B80830 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3DDF8200 // c1 (low single)
+ .long 0xBEBB99E9 // c2
+ .long 0x3EFB4AA8 // c3
+ .long 0xBE9182BE // c4
+ .long 0xBFA35CE2 // B' = pi/2 - B (high single)
+ .long 0x333889B6 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBE9B5042 // c0 (high single)
+ .long 0x322A3AEE // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3DBC7490 // c1 (low single)
+ .long 0xBEA99AF5 // c2
+ .long 0x3EEDE107 // c3
+ .long 0xBE80E9AA // c4
+ .long 0xBFA68121 // B' = pi/2 - B (high single)
+ .long 0xB1E43AAC // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBE8DB082 // c0 (high single)
+ .long 0x3132A234 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3D9CD7D0 // c1 (low single)
+ .long 0xBE988A60 // c2
+ .long 0x3EE203E3 // c3
+ .long 0xBE63582C // c4
+ .long 0xBFA9A560 // B' = pi/2 - B (high single)
+ .long 0xB3719861 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBE803FD4 // c0 (high single)
+ .long 0x32279E66 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3D807FC8 // c1 (low single)
+ .long 0xBE884BD4 // c2
+ .long 0x3ED7812D // c3
+ .long 0xBE4636EB // c4
+ .long 0xBFACC9A0 // B' = pi/2 - B (high single)
+ .long 0x32655A50 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBE65F267 // c0 (high single)
+ .long 0xB1B4B1DF // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3D4E8B90 // c1 (low single)
+ .long 0xBE718ACA // c2
+ .long 0x3ECE7164 // c3
+ .long 0xBE2DC161 // c4
+ .long 0xBFAFEDDF // B' = pi/2 - B (high single)
+ .long 0xB31BBA77 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBE4BAFAF // c0 (high single)
+ .long 0xAF2A29E0 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3D221018 // c1 (low single)
+ .long 0xBE53BED0 // c2
+ .long 0x3EC67E26 // c3
+ .long 0xBE1568E2 // c4
+ .long 0xBFB3121F // B' = pi/2 - B (high single)
+ .long 0x330F347D // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBE31AE4D // c0 (high single)
+ .long 0x31F32251 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3CF6A500 // c1 (low single)
+ .long 0xBE3707DA // c2
+ .long 0x3EBFA489 // c3
+ .long 0xBDFBD9C7 // c4
+ .long 0xBFB6365E // B' = pi/2 - B (high single)
+ .long 0xB28BB91C // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBE17E564 // c0 (high single)
+ .long 0x31C5A2E4 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3CB440D0 // c1 (low single)
+ .long 0xBE1B3D00 // c2
+ .long 0x3EB9F664 // c3
+ .long 0xBDD647C0 // c4
+ .long 0xBFB95A9E // B' = pi/2 - B (high single)
+ .long 0x33651267 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBDFC98C2 // c0 (high single)
+ .long 0x30AE525C // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3C793D20 // c1 (low single)
+ .long 0xBE003845 // c2
+ .long 0x3EB5271F // c3
+ .long 0xBDAC669E // c4
+ .long 0xBFBC7EDD // B' = pi/2 - B (high single)
+ .long 0x31800ADD // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBDC9B5DC // c0 (high single)
+ .long 0xB145AD86 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3C1EEF20 // c1 (low single)
+ .long 0xBDCBAAEA // c2
+ .long 0x3EB14E5E // c3
+ .long 0xBD858BB2 // c4
+ .long 0xBFBFA31C // B' = pi/2 - B (high single)
+ .long 0xB3450FB0 // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBD9711CE // c0 (high single)
+ .long 0xB14FEB28 // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3BB24C00 // c1 (low single)
+ .long 0xBD97E43A // c2
+ .long 0x3EAE6A89 // c3
+ .long 0xBD4D07E0 // c4
+ .long 0xBFC2C75C // B' = pi/2 - B (high single)
+ .long 0x32CBBE8A // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBD49393C // c0 (high single)
+ .long 0xB0A39F5B // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3B1E2B00 // c1 (low single)
+ .long 0xBD49B5D4 // c2
+ .long 0x3EAC4F10 // c3
+ .long 0xBCFD9425 // c4
+ .long 0xBFC5EB9B // B' = pi/2 - B (high single)
+ .long 0xB2DE638C // B' = pi/2 - B (low single)
+ .long 0x00000000 // tau (1 for cot path)
+ .long 0xBCC91A31 // c0 (high single)
+ .long 0xAF8E8D1A // c0 (low single)
+ .long 0x3F800000 // c1 (high 1 bit)
+ .long 0x3A1DFA00 // c1 (low single)
+ .long 0xBCC9392D // c2
+ .long 0x3EAB1889 // c3
+ .long 0xBC885D3B // c4
+ .align 16
+ .type __svml_stan_data_internal, @object
+ .size __svml_stan_data_internal, .-__svml_stan_data_internal
+ .space 16, 0x00
+ .align 16
#ifdef __svml_stan_reduction_data_internal_typedef
typedef unsigned int VUINT32;
-typedef struct
-{
- __declspec(align(16)) VUINT32 _sPtable[256][3][1];
+typedef struct {
+ __declspec(align(16)) VUINT32 _sPtable[256][3][1];
} __svml_stan_reduction_data_internal;
#endif
__svml_stan_reduction_data_internal:
- /* P_hi P_med P_lo */
- .long 0x00000000, 0x00000000, 0x00000000 /* 0 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 1 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 2 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 3 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 4 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 5 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 6 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 7 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 8 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 9 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 10 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 11 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 12 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 13 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 14 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 15 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 16 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 17 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 18 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 19 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 20 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 21 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 22 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 23 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 24 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 25 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 26 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 27 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 28 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 29 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 30 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 31 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 32 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 33 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 34 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 35 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 36 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 37 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 38 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 39 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 40 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 41 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 42 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 43 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 44 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 45 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 46 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 47 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 48 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 49 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 50 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 51 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 52 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 53 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 54 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 55 */
- .long 0x00000000, 0x00000000, 0x00000000 /* 56 */
- .long 0x00000000, 0x00000000, 0x00000001 /* 57 */
- .long 0x00000000, 0x00000000, 0x00000002 /* 58 */
- .long 0x00000000, 0x00000000, 0x00000005 /* 59 */
- .long 0x00000000, 0x00000000, 0x0000000A /* 60 */
- .long 0x00000000, 0x00000000, 0x00000014 /* 61 */
- .long 0x00000000, 0x00000000, 0x00000028 /* 62 */
- .long 0x00000000, 0x00000000, 0x00000051 /* 63 */
- .long 0x00000000, 0x00000000, 0x000000A2 /* 64 */
- .long 0x00000000, 0x00000000, 0x00000145 /* 65 */
- .long 0x00000000, 0x00000000, 0x0000028B /* 66 */
- .long 0x00000000, 0x00000000, 0x00000517 /* 67 */
- .long 0x00000000, 0x00000000, 0x00000A2F /* 68 */
- .long 0x00000000, 0x00000000, 0x0000145F /* 69 */
- .long 0x00000000, 0x00000000, 0x000028BE /* 70 */
- .long 0x00000000, 0x00000000, 0x0000517C /* 71 */
- .long 0x00000000, 0x00000000, 0x0000A2F9 /* 72 */
- .long 0x00000000, 0x00000000, 0x000145F3 /* 73 */
- .long 0x00000000, 0x00000000, 0x00028BE6 /* 74 */
- .long 0x00000000, 0x00000000, 0x000517CC /* 75 */
- .long 0x00000000, 0x00000000, 0x000A2F98 /* 76 */
- .long 0x00000000, 0x00000000, 0x00145F30 /* 77 */
- .long 0x00000000, 0x00000000, 0x0028BE60 /* 78 */
- .long 0x00000000, 0x00000000, 0x00517CC1 /* 79 */
- .long 0x00000000, 0x00000000, 0x00A2F983 /* 80 */
- .long 0x00000000, 0x00000000, 0x0145F306 /* 81 */
- .long 0x00000000, 0x00000000, 0x028BE60D /* 82 */
- .long 0x00000000, 0x00000000, 0x0517CC1B /* 83 */
- .long 0x00000000, 0x00000000, 0x0A2F9836 /* 84 */
- .long 0x00000000, 0x00000000, 0x145F306D /* 85 */
- .long 0x00000000, 0x00000000, 0x28BE60DB /* 86 */
- .long 0x00000000, 0x00000000, 0x517CC1B7 /* 87 */
- .long 0x00000000, 0x00000000, 0xA2F9836E /* 88 */
- .long 0x00000000, 0x00000001, 0x45F306DC /* 89 */
- .long 0x00000000, 0x00000002, 0x8BE60DB9 /* 90 */
- .long 0x00000000, 0x00000005, 0x17CC1B72 /* 91 */
- .long 0x00000000, 0x0000000A, 0x2F9836E4 /* 92 */
- .long 0x00000000, 0x00000014, 0x5F306DC9 /* 93 */
- .long 0x00000000, 0x00000028, 0xBE60DB93 /* 94 */
- .long 0x00000000, 0x00000051, 0x7CC1B727 /* 95 */
- .long 0x00000000, 0x000000A2, 0xF9836E4E /* 96 */
- .long 0x00000000, 0x00000145, 0xF306DC9C /* 97 */
- .long 0x00000000, 0x0000028B, 0xE60DB939 /* 98 */
- .long 0x00000000, 0x00000517, 0xCC1B7272 /* 99 */
- .long 0x00000000, 0x00000A2F, 0x9836E4E4 /* 100 */
- .long 0x00000000, 0x0000145F, 0x306DC9C8 /* 101 */
- .long 0x00000000, 0x000028BE, 0x60DB9391 /* 102 */
- .long 0x00000000, 0x0000517C, 0xC1B72722 /* 103 */
- .long 0x00000000, 0x0000A2F9, 0x836E4E44 /* 104 */
- .long 0x00000000, 0x000145F3, 0x06DC9C88 /* 105 */
- .long 0x00000000, 0x00028BE6, 0x0DB93910 /* 106 */
- .long 0x00000000, 0x000517CC, 0x1B727220 /* 107 */
- .long 0x00000000, 0x000A2F98, 0x36E4E441 /* 108 */
- .long 0x00000000, 0x00145F30, 0x6DC9C882 /* 109 */
- .long 0x00000000, 0x0028BE60, 0xDB939105 /* 110 */
- .long 0x00000000, 0x00517CC1, 0xB727220A /* 111 */
- .long 0x00000000, 0x00A2F983, 0x6E4E4415 /* 112 */
- .long 0x00000000, 0x0145F306, 0xDC9C882A /* 113 */
- .long 0x00000000, 0x028BE60D, 0xB9391054 /* 114 */
- .long 0x00000000, 0x0517CC1B, 0x727220A9 /* 115 */
- .long 0x00000000, 0x0A2F9836, 0xE4E44152 /* 116 */
- .long 0x00000000, 0x145F306D, 0xC9C882A5 /* 117 */
- .long 0x00000000, 0x28BE60DB, 0x9391054A /* 118 */
- .long 0x00000000, 0x517CC1B7, 0x27220A94 /* 119 */
- .long 0x00000000, 0xA2F9836E, 0x4E441529 /* 120 */
- .long 0x00000001, 0x45F306DC, 0x9C882A53 /* 121 */
- .long 0x00000002, 0x8BE60DB9, 0x391054A7 /* 122 */
- .long 0x00000005, 0x17CC1B72, 0x7220A94F /* 123 */
- .long 0x0000000A, 0x2F9836E4, 0xE441529F /* 124 */
- .long 0x00000014, 0x5F306DC9, 0xC882A53F /* 125 */
- .long 0x00000028, 0xBE60DB93, 0x91054A7F /* 126 */
- .long 0x00000051, 0x7CC1B727, 0x220A94FE /* 127 */
- .long 0x000000A2, 0xF9836E4E, 0x441529FC /* 128 */
- .long 0x00000145, 0xF306DC9C, 0x882A53F8 /* 129 */
- .long 0x0000028B, 0xE60DB939, 0x1054A7F0 /* 130 */
- .long 0x00000517, 0xCC1B7272, 0x20A94FE1 /* 131 */
- .long 0x00000A2F, 0x9836E4E4, 0x41529FC2 /* 132 */
- .long 0x0000145F, 0x306DC9C8, 0x82A53F84 /* 133 */
- .long 0x000028BE, 0x60DB9391, 0x054A7F09 /* 134 */
- .long 0x0000517C, 0xC1B72722, 0x0A94FE13 /* 135 */
- .long 0x0000A2F9, 0x836E4E44, 0x1529FC27 /* 136 */
- .long 0x000145F3, 0x06DC9C88, 0x2A53F84E /* 137 */
- .long 0x00028BE6, 0x0DB93910, 0x54A7F09D /* 138 */
- .long 0x000517CC, 0x1B727220, 0xA94FE13A /* 139 */
- .long 0x000A2F98, 0x36E4E441, 0x529FC275 /* 140 */
- .long 0x00145F30, 0x6DC9C882, 0xA53F84EA /* 141 */
- .long 0x0028BE60, 0xDB939105, 0x4A7F09D5 /* 142 */
- .long 0x00517CC1, 0xB727220A, 0x94FE13AB /* 143 */
- .long 0x00A2F983, 0x6E4E4415, 0x29FC2757 /* 144 */
- .long 0x0145F306, 0xDC9C882A, 0x53F84EAF /* 145 */
- .long 0x028BE60D, 0xB9391054, 0xA7F09D5F /* 146 */
- .long 0x0517CC1B, 0x727220A9, 0x4FE13ABE /* 147 */
- .long 0x0A2F9836, 0xE4E44152, 0x9FC2757D /* 148 */
- .long 0x145F306D, 0xC9C882A5, 0x3F84EAFA /* 149 */
- .long 0x28BE60DB, 0x9391054A, 0x7F09D5F4 /* 150 */
- .long 0x517CC1B7, 0x27220A94, 0xFE13ABE8 /* 151 */
- .long 0xA2F9836E, 0x4E441529, 0xFC2757D1 /* 152 */
- .long 0x45F306DC, 0x9C882A53, 0xF84EAFA3 /* 153 */
- .long 0x8BE60DB9, 0x391054A7, 0xF09D5F47 /* 154 */
- .long 0x17CC1B72, 0x7220A94F, 0xE13ABE8F /* 155 */
- .long 0x2F9836E4, 0xE441529F, 0xC2757D1F /* 156 */
- .long 0x5F306DC9, 0xC882A53F, 0x84EAFA3E /* 157 */
- .long 0xBE60DB93, 0x91054A7F, 0x09D5F47D /* 158 */
- .long 0x7CC1B727, 0x220A94FE, 0x13ABE8FA /* 159 */
- .long 0xF9836E4E, 0x441529FC, 0x2757D1F5 /* 160 */
- .long 0xF306DC9C, 0x882A53F8, 0x4EAFA3EA /* 161 */
- .long 0xE60DB939, 0x1054A7F0, 0x9D5F47D4 /* 162 */
- .long 0xCC1B7272, 0x20A94FE1, 0x3ABE8FA9 /* 163 */
- .long 0x9836E4E4, 0x41529FC2, 0x757D1F53 /* 164 */
- .long 0x306DC9C8, 0x82A53F84, 0xEAFA3EA6 /* 165 */
- .long 0x60DB9391, 0x054A7F09, 0xD5F47D4D /* 166 */
- .long 0xC1B72722, 0x0A94FE13, 0xABE8FA9A /* 167 */
- .long 0x836E4E44, 0x1529FC27, 0x57D1F534 /* 168 */
- .long 0x06DC9C88, 0x2A53F84E, 0xAFA3EA69 /* 169 */
- .long 0x0DB93910, 0x54A7F09D, 0x5F47D4D3 /* 170 */
- .long 0x1B727220, 0xA94FE13A, 0xBE8FA9A6 /* 171 */
- .long 0x36E4E441, 0x529FC275, 0x7D1F534D /* 172 */
- .long 0x6DC9C882, 0xA53F84EA, 0xFA3EA69B /* 173 */
- .long 0xDB939105, 0x4A7F09D5, 0xF47D4D37 /* 174 */
- .long 0xB727220A, 0x94FE13AB, 0xE8FA9A6E /* 175 */
- .long 0x6E4E4415, 0x29FC2757, 0xD1F534DD /* 176 */
- .long 0xDC9C882A, 0x53F84EAF, 0xA3EA69BB /* 177 */
- .long 0xB9391054, 0xA7F09D5F, 0x47D4D377 /* 178 */
- .long 0x727220A9, 0x4FE13ABE, 0x8FA9A6EE /* 179 */
- .long 0xE4E44152, 0x9FC2757D, 0x1F534DDC /* 180 */
- .long 0xC9C882A5, 0x3F84EAFA, 0x3EA69BB8 /* 181 */
- .long 0x9391054A, 0x7F09D5F4, 0x7D4D3770 /* 182 */
- .long 0x27220A94, 0xFE13ABE8, 0xFA9A6EE0 /* 183 */
- .long 0x4E441529, 0xFC2757D1, 0xF534DDC0 /* 184 */
- .long 0x9C882A53, 0xF84EAFA3, 0xEA69BB81 /* 185 */
- .long 0x391054A7, 0xF09D5F47, 0xD4D37703 /* 186 */
- .long 0x7220A94F, 0xE13ABE8F, 0xA9A6EE06 /* 187 */
- .long 0xE441529F, 0xC2757D1F, 0x534DDC0D /* 188 */
- .long 0xC882A53F, 0x84EAFA3E, 0xA69BB81B /* 189 */
- .long 0x91054A7F, 0x09D5F47D, 0x4D377036 /* 190 */
- .long 0x220A94FE, 0x13ABE8FA, 0x9A6EE06D /* 191 */
- .long 0x441529FC, 0x2757D1F5, 0x34DDC0DB /* 192 */
- .long 0x882A53F8, 0x4EAFA3EA, 0x69BB81B6 /* 193 */
- .long 0x1054A7F0, 0x9D5F47D4, 0xD377036D /* 194 */
- .long 0x20A94FE1, 0x3ABE8FA9, 0xA6EE06DB /* 195 */
- .long 0x41529FC2, 0x757D1F53, 0x4DDC0DB6 /* 196 */
- .long 0x82A53F84, 0xEAFA3EA6, 0x9BB81B6C /* 197 */
- .long 0x054A7F09, 0xD5F47D4D, 0x377036D8 /* 198 */
- .long 0x0A94FE13, 0xABE8FA9A, 0x6EE06DB1 /* 199 */
- .long 0x1529FC27, 0x57D1F534, 0xDDC0DB62 /* 200 */
- .long 0x2A53F84E, 0xAFA3EA69, 0xBB81B6C5 /* 201 */
- .long 0x54A7F09D, 0x5F47D4D3, 0x77036D8A /* 202 */
- .long 0xA94FE13A, 0xBE8FA9A6, 0xEE06DB14 /* 203 */
- .long 0x529FC275, 0x7D1F534D, 0xDC0DB629 /* 204 */
- .long 0xA53F84EA, 0xFA3EA69B, 0xB81B6C52 /* 205 */
- .long 0x4A7F09D5, 0xF47D4D37, 0x7036D8A5 /* 206 */
- .long 0x94FE13AB, 0xE8FA9A6E, 0xE06DB14A /* 207 */
- .long 0x29FC2757, 0xD1F534DD, 0xC0DB6295 /* 208 */
- .long 0x53F84EAF, 0xA3EA69BB, 0x81B6C52B /* 209 */
- .long 0xA7F09D5F, 0x47D4D377, 0x036D8A56 /* 210 */
- .long 0x4FE13ABE, 0x8FA9A6EE, 0x06DB14AC /* 211 */
- .long 0x9FC2757D, 0x1F534DDC, 0x0DB62959 /* 212 */
- .long 0x3F84EAFA, 0x3EA69BB8, 0x1B6C52B3 /* 213 */
- .long 0x7F09D5F4, 0x7D4D3770, 0x36D8A566 /* 214 */
- .long 0xFE13ABE8, 0xFA9A6EE0, 0x6DB14ACC /* 215 */
- .long 0xFC2757D1, 0xF534DDC0, 0xDB629599 /* 216 */
- .long 0xF84EAFA3, 0xEA69BB81, 0xB6C52B32 /* 217 */
- .long 0xF09D5F47, 0xD4D37703, 0x6D8A5664 /* 218 */
- .long 0xE13ABE8F, 0xA9A6EE06, 0xDB14ACC9 /* 219 */
- .long 0xC2757D1F, 0x534DDC0D, 0xB6295993 /* 220 */
- .long 0x84EAFA3E, 0xA69BB81B, 0x6C52B327 /* 221 */
- .long 0x09D5F47D, 0x4D377036, 0xD8A5664F /* 222 */
- .long 0x13ABE8FA, 0x9A6EE06D, 0xB14ACC9E /* 223 */
- .long 0x2757D1F5, 0x34DDC0DB, 0x6295993C /* 224 */
- .long 0x4EAFA3EA, 0x69BB81B6, 0xC52B3278 /* 225 */
- .long 0x9D5F47D4, 0xD377036D, 0x8A5664F1 /* 226 */
- .long 0x3ABE8FA9, 0xA6EE06DB, 0x14ACC9E2 /* 227 */
- .long 0x757D1F53, 0x4DDC0DB6, 0x295993C4 /* 228 */
- .long 0xEAFA3EA6, 0x9BB81B6C, 0x52B32788 /* 229 */
- .long 0xD5F47D4D, 0x377036D8, 0xA5664F10 /* 230 */
- .long 0xABE8FA9A, 0x6EE06DB1, 0x4ACC9E21 /* 231 */
- .long 0x57D1F534, 0xDDC0DB62, 0x95993C43 /* 232 */
- .long 0xAFA3EA69, 0xBB81B6C5, 0x2B327887 /* 233 */
- .long 0x5F47D4D3, 0x77036D8A, 0x5664F10E /* 234 */
- .long 0xBE8FA9A6, 0xEE06DB14, 0xACC9E21C /* 235 */
- .long 0x7D1F534D, 0xDC0DB629, 0x5993C439 /* 236 */
- .long 0xFA3EA69B, 0xB81B6C52, 0xB3278872 /* 237 */
- .long 0xF47D4D37, 0x7036D8A5, 0x664F10E4 /* 238 */
- .long 0xE8FA9A6E, 0xE06DB14A, 0xCC9E21C8 /* 239 */
- .long 0xD1F534DD, 0xC0DB6295, 0x993C4390 /* 240 */
- .long 0xA3EA69BB, 0x81B6C52B, 0x32788720 /* 241 */
- .long 0x47D4D377, 0x036D8A56, 0x64F10E41 /* 242 */
- .long 0x8FA9A6EE, 0x06DB14AC, 0xC9E21C82 /* 243 */
- .long 0x1F534DDC, 0x0DB62959, 0x93C43904 /* 244 */
- .long 0x3EA69BB8, 0x1B6C52B3, 0x27887208 /* 245 */
- .long 0x7D4D3770, 0x36D8A566, 0x4F10E410 /* 246 */
- .long 0xFA9A6EE0, 0x6DB14ACC, 0x9E21C820 /* 247 */
- .long 0xF534DDC0, 0xDB629599, 0x3C439041 /* 248 */
- .long 0xEA69BB81, 0xB6C52B32, 0x78872083 /* 249 */
- .long 0xD4D37703, 0x6D8A5664, 0xF10E4107 /* 250 */
- .long 0xA9A6EE06, 0xDB14ACC9, 0xE21C820F /* 251 */
- .long 0x534DDC0D, 0xB6295993, 0xC439041F /* 252 */
- .long 0xA69BB81B, 0x6C52B327, 0x8872083F /* 253 */
- .long 0x4D377036, 0xD8A5664F, 0x10E4107F /* 254 */
- .long 0x9A6EE06D, 0xB14ACC9E, 0x21C820FF /* 255 */
- .align 16
- .type __svml_stan_reduction_data_internal,@object
- .size __svml_stan_reduction_data_internal,.-__svml_stan_reduction_data_internal
- .align 16
+ /* P_hi P_med P_lo */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 0 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 1 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 2 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 3 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 4 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 5 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 6 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 7 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 8 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 9 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 10 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 11 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 12 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 13 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 14 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 15 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 16 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 17 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 18 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 19 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 20 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 21 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 22 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 23 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 24 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 25 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 26 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 27 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 28 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 29 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 30 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 31 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 32 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 33 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 34 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 35 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 36 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 37 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 38 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 39 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 40 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 41 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 42 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 43 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 44 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 45 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 46 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 47 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 48 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 49 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 50 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 51 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 52 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 53 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 54 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 55 */
+ .long 0x00000000, 0x00000000, 0x00000000 /* 56 */
+ .long 0x00000000, 0x00000000, 0x00000001 /* 57 */
+ .long 0x00000000, 0x00000000, 0x00000002 /* 58 */
+ .long 0x00000000, 0x00000000, 0x00000005 /* 59 */
+ .long 0x00000000, 0x00000000, 0x0000000A /* 60 */
+ .long 0x00000000, 0x00000000, 0x00000014 /* 61 */
+ .long 0x00000000, 0x00000000, 0x00000028 /* 62 */
+ .long 0x00000000, 0x00000000, 0x00000051 /* 63 */
+ .long 0x00000000, 0x00000000, 0x000000A2 /* 64 */
+ .long 0x00000000, 0x00000000, 0x00000145 /* 65 */
+ .long 0x00000000, 0x00000000, 0x0000028B /* 66 */
+ .long 0x00000000, 0x00000000, 0x00000517 /* 67 */
+ .long 0x00000000, 0x00000000, 0x00000A2F /* 68 */
+ .long 0x00000000, 0x00000000, 0x0000145F /* 69 */
+ .long 0x00000000, 0x00000000, 0x000028BE /* 70 */
+ .long 0x00000000, 0x00000000, 0x0000517C /* 71 */
+ .long 0x00000000, 0x00000000, 0x0000A2F9 /* 72 */
+ .long 0x00000000, 0x00000000, 0x000145F3 /* 73 */
+ .long 0x00000000, 0x00000000, 0x00028BE6 /* 74 */
+ .long 0x00000000, 0x00000000, 0x000517CC /* 75 */
+ .long 0x00000000, 0x00000000, 0x000A2F98 /* 76 */
+ .long 0x00000000, 0x00000000, 0x00145F30 /* 77 */
+ .long 0x00000000, 0x00000000, 0x0028BE60 /* 78 */
+ .long 0x00000000, 0x00000000, 0x00517CC1 /* 79 */
+ .long 0x00000000, 0x00000000, 0x00A2F983 /* 80 */
+ .long 0x00000000, 0x00000000, 0x0145F306 /* 81 */
+ .long 0x00000000, 0x00000000, 0x028BE60D /* 82 */
+ .long 0x00000000, 0x00000000, 0x0517CC1B /* 83 */
+ .long 0x00000000, 0x00000000, 0x0A2F9836 /* 84 */
+ .long 0x00000000, 0x00000000, 0x145F306D /* 85 */
+ .long 0x00000000, 0x00000000, 0x28BE60DB /* 86 */
+ .long 0x00000000, 0x00000000, 0x517CC1B7 /* 87 */
+ .long 0x00000000, 0x00000000, 0xA2F9836E /* 88 */
+ .long 0x00000000, 0x00000001, 0x45F306DC /* 89 */
+ .long 0x00000000, 0x00000002, 0x8BE60DB9 /* 90 */
+ .long 0x00000000, 0x00000005, 0x17CC1B72 /* 91 */
+ .long 0x00000000, 0x0000000A, 0x2F9836E4 /* 92 */
+ .long 0x00000000, 0x00000014, 0x5F306DC9 /* 93 */
+ .long 0x00000000, 0x00000028, 0xBE60DB93 /* 94 */
+ .long 0x00000000, 0x00000051, 0x7CC1B727 /* 95 */
+ .long 0x00000000, 0x000000A2, 0xF9836E4E /* 96 */
+ .long 0x00000000, 0x00000145, 0xF306DC9C /* 97 */
+ .long 0x00000000, 0x0000028B, 0xE60DB939 /* 98 */
+ .long 0x00000000, 0x00000517, 0xCC1B7272 /* 99 */
+ .long 0x00000000, 0x00000A2F, 0x9836E4E4 /* 100 */
+ .long 0x00000000, 0x0000145F, 0x306DC9C8 /* 101 */
+ .long 0x00000000, 0x000028BE, 0x60DB9391 /* 102 */
+ .long 0x00000000, 0x0000517C, 0xC1B72722 /* 103 */
+ .long 0x00000000, 0x0000A2F9, 0x836E4E44 /* 104 */
+ .long 0x00000000, 0x000145F3, 0x06DC9C88 /* 105 */
+ .long 0x00000000, 0x00028BE6, 0x0DB93910 /* 106 */
+ .long 0x00000000, 0x000517CC, 0x1B727220 /* 107 */
+ .long 0x00000000, 0x000A2F98, 0x36E4E441 /* 108 */
+ .long 0x00000000, 0x00145F30, 0x6DC9C882 /* 109 */
+ .long 0x00000000, 0x0028BE60, 0xDB939105 /* 110 */
+ .long 0x00000000, 0x00517CC1, 0xB727220A /* 111 */
+ .long 0x00000000, 0x00A2F983, 0x6E4E4415 /* 112 */
+ .long 0x00000000, 0x0145F306, 0xDC9C882A /* 113 */
+ .long 0x00000000, 0x028BE60D, 0xB9391054 /* 114 */
+ .long 0x00000000, 0x0517CC1B, 0x727220A9 /* 115 */
+ .long 0x00000000, 0x0A2F9836, 0xE4E44152 /* 116 */
+ .long 0x00000000, 0x145F306D, 0xC9C882A5 /* 117 */
+ .long 0x00000000, 0x28BE60DB, 0x9391054A /* 118 */
+ .long 0x00000000, 0x517CC1B7, 0x27220A94 /* 119 */
+ .long 0x00000000, 0xA2F9836E, 0x4E441529 /* 120 */
+ .long 0x00000001, 0x45F306DC, 0x9C882A53 /* 121 */
+ .long 0x00000002, 0x8BE60DB9, 0x391054A7 /* 122 */
+ .long 0x00000005, 0x17CC1B72, 0x7220A94F /* 123 */
+ .long 0x0000000A, 0x2F9836E4, 0xE441529F /* 124 */
+ .long 0x00000014, 0x5F306DC9, 0xC882A53F /* 125 */
+ .long 0x00000028, 0xBE60DB93, 0x91054A7F /* 126 */
+ .long 0x00000051, 0x7CC1B727, 0x220A94FE /* 127 */
+ .long 0x000000A2, 0xF9836E4E, 0x441529FC /* 128 */
+ .long 0x00000145, 0xF306DC9C, 0x882A53F8 /* 129 */
+ .long 0x0000028B, 0xE60DB939, 0x1054A7F0 /* 130 */
+ .long 0x00000517, 0xCC1B7272, 0x20A94FE1 /* 131 */
+ .long 0x00000A2F, 0x9836E4E4, 0x41529FC2 /* 132 */
+ .long 0x0000145F, 0x306DC9C8, 0x82A53F84 /* 133 */
+ .long 0x000028BE, 0x60DB9391, 0x054A7F09 /* 134 */
+ .long 0x0000517C, 0xC1B72722, 0x0A94FE13 /* 135 */
+ .long 0x0000A2F9, 0x836E4E44, 0x1529FC27 /* 136 */
+ .long 0x000145F3, 0x06DC9C88, 0x2A53F84E /* 137 */
+ .long 0x00028BE6, 0x0DB93910, 0x54A7F09D /* 138 */
+ .long 0x000517CC, 0x1B727220, 0xA94FE13A /* 139 */
+ .long 0x000A2F98, 0x36E4E441, 0x529FC275 /* 140 */
+ .long 0x00145F30, 0x6DC9C882, 0xA53F84EA /* 141 */
+ .long 0x0028BE60, 0xDB939105, 0x4A7F09D5 /* 142 */
+ .long 0x00517CC1, 0xB727220A, 0x94FE13AB /* 143 */
+ .long 0x00A2F983, 0x6E4E4415, 0x29FC2757 /* 144 */
+ .long 0x0145F306, 0xDC9C882A, 0x53F84EAF /* 145 */
+ .long 0x028BE60D, 0xB9391054, 0xA7F09D5F /* 146 */
+ .long 0x0517CC1B, 0x727220A9, 0x4FE13ABE /* 147 */
+ .long 0x0A2F9836, 0xE4E44152, 0x9FC2757D /* 148 */
+ .long 0x145F306D, 0xC9C882A5, 0x3F84EAFA /* 149 */
+ .long 0x28BE60DB, 0x9391054A, 0x7F09D5F4 /* 150 */
+ .long 0x517CC1B7, 0x27220A94, 0xFE13ABE8 /* 151 */
+ .long 0xA2F9836E, 0x4E441529, 0xFC2757D1 /* 152 */
+ .long 0x45F306DC, 0x9C882A53, 0xF84EAFA3 /* 153 */
+ .long 0x8BE60DB9, 0x391054A7, 0xF09D5F47 /* 154 */
+ .long 0x17CC1B72, 0x7220A94F, 0xE13ABE8F /* 155 */
+ .long 0x2F9836E4, 0xE441529F, 0xC2757D1F /* 156 */
+ .long 0x5F306DC9, 0xC882A53F, 0x84EAFA3E /* 157 */
+ .long 0xBE60DB93, 0x91054A7F, 0x09D5F47D /* 158 */
+ .long 0x7CC1B727, 0x220A94FE, 0x13ABE8FA /* 159 */
+ .long 0xF9836E4E, 0x441529FC, 0x2757D1F5 /* 160 */
+ .long 0xF306DC9C, 0x882A53F8, 0x4EAFA3EA /* 161 */
+ .long 0xE60DB939, 0x1054A7F0, 0x9D5F47D4 /* 162 */
+ .long 0xCC1B7272, 0x20A94FE1, 0x3ABE8FA9 /* 163 */
+ .long 0x9836E4E4, 0x41529FC2, 0x757D1F53 /* 164 */
+ .long 0x306DC9C8, 0x82A53F84, 0xEAFA3EA6 /* 165 */
+ .long 0x60DB9391, 0x054A7F09, 0xD5F47D4D /* 166 */
+ .long 0xC1B72722, 0x0A94FE13, 0xABE8FA9A /* 167 */
+ .long 0x836E4E44, 0x1529FC27, 0x57D1F534 /* 168 */
+ .long 0x06DC9C88, 0x2A53F84E, 0xAFA3EA69 /* 169 */
+ .long 0x0DB93910, 0x54A7F09D, 0x5F47D4D3 /* 170 */
+ .long 0x1B727220, 0xA94FE13A, 0xBE8FA9A6 /* 171 */
+ .long 0x36E4E441, 0x529FC275, 0x7D1F534D /* 172 */
+ .long 0x6DC9C882, 0xA53F84EA, 0xFA3EA69B /* 173 */
+ .long 0xDB939105, 0x4A7F09D5, 0xF47D4D37 /* 174 */
+ .long 0xB727220A, 0x94FE13AB, 0xE8FA9A6E /* 175 */
+ .long 0x6E4E4415, 0x29FC2757, 0xD1F534DD /* 176 */
+ .long 0xDC9C882A, 0x53F84EAF, 0xA3EA69BB /* 177 */
+ .long 0xB9391054, 0xA7F09D5F, 0x47D4D377 /* 178 */
+ .long 0x727220A9, 0x4FE13ABE, 0x8FA9A6EE /* 179 */
+ .long 0xE4E44152, 0x9FC2757D, 0x1F534DDC /* 180 */
+ .long 0xC9C882A5, 0x3F84EAFA, 0x3EA69BB8 /* 181 */
+ .long 0x9391054A, 0x7F09D5F4, 0x7D4D3770 /* 182 */
+ .long 0x27220A94, 0xFE13ABE8, 0xFA9A6EE0 /* 183 */
+ .long 0x4E441529, 0xFC2757D1, 0xF534DDC0 /* 184 */
+ .long 0x9C882A53, 0xF84EAFA3, 0xEA69BB81 /* 185 */
+ .long 0x391054A7, 0xF09D5F47, 0xD4D37703 /* 186 */
+ .long 0x7220A94F, 0xE13ABE8F, 0xA9A6EE06 /* 187 */
+ .long 0xE441529F, 0xC2757D1F, 0x534DDC0D /* 188 */
+ .long 0xC882A53F, 0x84EAFA3E, 0xA69BB81B /* 189 */
+ .long 0x91054A7F, 0x09D5F47D, 0x4D377036 /* 190 */
+ .long 0x220A94FE, 0x13ABE8FA, 0x9A6EE06D /* 191 */
+ .long 0x441529FC, 0x2757D1F5, 0x34DDC0DB /* 192 */
+ .long 0x882A53F8, 0x4EAFA3EA, 0x69BB81B6 /* 193 */
+ .long 0x1054A7F0, 0x9D5F47D4, 0xD377036D /* 194 */
+ .long 0x20A94FE1, 0x3ABE8FA9, 0xA6EE06DB /* 195 */
+ .long 0x41529FC2, 0x757D1F53, 0x4DDC0DB6 /* 196 */
+ .long 0x82A53F84, 0xEAFA3EA6, 0x9BB81B6C /* 197 */
+ .long 0x054A7F09, 0xD5F47D4D, 0x377036D8 /* 198 */
+ .long 0x0A94FE13, 0xABE8FA9A, 0x6EE06DB1 /* 199 */
+ .long 0x1529FC27, 0x57D1F534, 0xDDC0DB62 /* 200 */
+ .long 0x2A53F84E, 0xAFA3EA69, 0xBB81B6C5 /* 201 */
+ .long 0x54A7F09D, 0x5F47D4D3, 0x77036D8A /* 202 */
+ .long 0xA94FE13A, 0xBE8FA9A6, 0xEE06DB14 /* 203 */
+ .long 0x529FC275, 0x7D1F534D, 0xDC0DB629 /* 204 */
+ .long 0xA53F84EA, 0xFA3EA69B, 0xB81B6C52 /* 205 */
+ .long 0x4A7F09D5, 0xF47D4D37, 0x7036D8A5 /* 206 */
+ .long 0x94FE13AB, 0xE8FA9A6E, 0xE06DB14A /* 207 */
+ .long 0x29FC2757, 0xD1F534DD, 0xC0DB6295 /* 208 */
+ .long 0x53F84EAF, 0xA3EA69BB, 0x81B6C52B /* 209 */
+ .long 0xA7F09D5F, 0x47D4D377, 0x036D8A56 /* 210 */
+ .long 0x4FE13ABE, 0x8FA9A6EE, 0x06DB14AC /* 211 */
+ .long 0x9FC2757D, 0x1F534DDC, 0x0DB62959 /* 212 */
+ .long 0x3F84EAFA, 0x3EA69BB8, 0x1B6C52B3 /* 213 */
+ .long 0x7F09D5F4, 0x7D4D3770, 0x36D8A566 /* 214 */
+ .long 0xFE13ABE8, 0xFA9A6EE0, 0x6DB14ACC /* 215 */
+ .long 0xFC2757D1, 0xF534DDC0, 0xDB629599 /* 216 */
+ .long 0xF84EAFA3, 0xEA69BB81, 0xB6C52B32 /* 217 */
+ .long 0xF09D5F47, 0xD4D37703, 0x6D8A5664 /* 218 */
+ .long 0xE13ABE8F, 0xA9A6EE06, 0xDB14ACC9 /* 219 */
+ .long 0xC2757D1F, 0x534DDC0D, 0xB6295993 /* 220 */
+ .long 0x84EAFA3E, 0xA69BB81B, 0x6C52B327 /* 221 */
+ .long 0x09D5F47D, 0x4D377036, 0xD8A5664F /* 222 */
+ .long 0x13ABE8FA, 0x9A6EE06D, 0xB14ACC9E /* 223 */
+ .long 0x2757D1F5, 0x34DDC0DB, 0x6295993C /* 224 */
+ .long 0x4EAFA3EA, 0x69BB81B6, 0xC52B3278 /* 225 */
+ .long 0x9D5F47D4, 0xD377036D, 0x8A5664F1 /* 226 */
+ .long 0x3ABE8FA9, 0xA6EE06DB, 0x14ACC9E2 /* 227 */
+ .long 0x757D1F53, 0x4DDC0DB6, 0x295993C4 /* 228 */
+ .long 0xEAFA3EA6, 0x9BB81B6C, 0x52B32788 /* 229 */
+ .long 0xD5F47D4D, 0x377036D8, 0xA5664F10 /* 230 */
+ .long 0xABE8FA9A, 0x6EE06DB1, 0x4ACC9E21 /* 231 */
+ .long 0x57D1F534, 0xDDC0DB62, 0x95993C43 /* 232 */
+ .long 0xAFA3EA69, 0xBB81B6C5, 0x2B327887 /* 233 */
+ .long 0x5F47D4D3, 0x77036D8A, 0x5664F10E /* 234 */
+ .long 0xBE8FA9A6, 0xEE06DB14, 0xACC9E21C /* 235 */
+ .long 0x7D1F534D, 0xDC0DB629, 0x5993C439 /* 236 */
+ .long 0xFA3EA69B, 0xB81B6C52, 0xB3278872 /* 237 */
+ .long 0xF47D4D37, 0x7036D8A5, 0x664F10E4 /* 238 */
+ .long 0xE8FA9A6E, 0xE06DB14A, 0xCC9E21C8 /* 239 */
+ .long 0xD1F534DD, 0xC0DB6295, 0x993C4390 /* 240 */
+ .long 0xA3EA69BB, 0x81B6C52B, 0x32788720 /* 241 */
+ .long 0x47D4D377, 0x036D8A56, 0x64F10E41 /* 242 */
+ .long 0x8FA9A6EE, 0x06DB14AC, 0xC9E21C82 /* 243 */
+ .long 0x1F534DDC, 0x0DB62959, 0x93C43904 /* 244 */
+ .long 0x3EA69BB8, 0x1B6C52B3, 0x27887208 /* 245 */
+ .long 0x7D4D3770, 0x36D8A566, 0x4F10E410 /* 246 */
+ .long 0xFA9A6EE0, 0x6DB14ACC, 0x9E21C820 /* 247 */
+ .long 0xF534DDC0, 0xDB629599, 0x3C439041 /* 248 */
+ .long 0xEA69BB81, 0xB6C52B32, 0x78872083 /* 249 */
+ .long 0xD4D37703, 0x6D8A5664, 0xF10E4107 /* 250 */
+ .long 0xA9A6EE06, 0xDB14ACC9, 0xE21C820F /* 251 */
+ .long 0x534DDC0D, 0xB6295993, 0xC439041F /* 252 */
+ .long 0xA69BB81B, 0x6C52B327, 0x8872083F /* 253 */
+ .long 0x4D377036, 0xD8A5664F, 0x10E4107F /* 254 */
+ .long 0x9A6EE06D, 0xB14ACC9E, 0x21C820FF /* 255 */
+ .align 16
+ .type __svml_stan_reduction_data_internal, @object
+ .size __svml_stan_reduction_data_internal, .-__svml_stan_reduction_data_internal
+ .align 16
.FLT_16:
- .long 0xffffffff,0x00000000,0xffffffff,0x00000000
- .type .FLT_16,@object
- .size .FLT_16,16
+ .long 0xffffffff, 0x00000000, 0xffffffff, 0x00000000
+ .type .FLT_16, @object
+ .size .FLT_16, 16
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2022-03-08 6:14 [glibc] x86_64: Fix svml_s_tanf4_core_sse4.S code formatting Sunil Pandey
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