Add Chromium-only Blender WebEngine parity work
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332
blender-5.2.0/extern/gmp-source/mpn/alpha/ev5/diveby3.asm
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332
blender-5.2.0/extern/gmp-source/mpn/alpha/ev5/diveby3.asm
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dnl Alpha mpn_divexact_by3c -- mpn division by 3, expecting no remainder.
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dnl Copyright 2004, 2005, 2009 Free Software Foundation, Inc.
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dnl This file is part of the GNU MP Library.
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dnl
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dnl The GNU MP Library is free software; you can redistribute it and/or modify
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dnl it under the terms of either:
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dnl
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dnl * the GNU Lesser General Public License as published by the Free
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dnl Software Foundation; either version 3 of the License, or (at your
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dnl option) any later version.
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dnl
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dnl or
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dnl
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dnl * the GNU General Public License as published by the Free Software
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dnl Foundation; either version 2 of the License, or (at your option) any
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dnl later version.
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dnl
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dnl or both in parallel, as here.
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dnl
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dnl The GNU MP Library is distributed in the hope that it will be useful, but
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dnl WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
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||||
dnl or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License
|
||||
dnl for more details.
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dnl
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dnl You should have received copies of the GNU General Public License and the
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dnl GNU Lesser General Public License along with the GNU MP Library. If not,
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dnl see https://www.gnu.org/licenses/.
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include(`../config.m4')
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C cycles/limb
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C EV4: 22
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C EV5: 11.5
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C EV6: 6.3 Note that mpn_bdiv_dbm1c is faster
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C TODO
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C * Remove the unops, they benefit just ev6, which no longer uses this file.
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C * Try prefetch for destination, using lds.
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C * Improve feed-in code, by moving initial mulq earlier; make initial load
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C to u0/u0 to save some copying.
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C * Combine u0 and u2, u1 and u3.
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C INPUT PARAMETERS
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define(`rp', `r16')
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define(`up', `r17')
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define(`n', `r18')
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define(`cy', `r19')
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ASM_START()
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DATASTART(L(LC),8)
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.quad 0xAAAAAAAAAAAAAAAB
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.quad 0x5555555555555555
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.quad 0xAAAAAAAAAAAAAAAA
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DATAEND()
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define(`xAAAAAAAAAAAAAAAB', `r20')
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define(`x5555555555555555', `r21')
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define(`xAAAAAAAAAAAAAAAA', `r22')
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define(`u0', `r0') define(`u1', `r1')
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define(`u2', `r2') define(`u3', `r3')
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define(`l0', `r25') define(`x', `r8')
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define(`q0', `r4') define(`q1', `r5')
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define(`p6', `r6') define(`p7', `r7')
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define(`t0', `r23') define(`t1', `r24')
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define(`cymask',`r28')
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PROLOGUE(mpn_divexact_by3c,gp)
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ldq r28, 0(up) C load first limb early
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C Put magic constants in registers
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lda r0, L(LC)
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ldq xAAAAAAAAAAAAAAAB, 0(r0)
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ldq x5555555555555555, 8(r0)
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ldq xAAAAAAAAAAAAAAAA, 16(r0)
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C Compute initial l0 value
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cmpeq cy, 1, p6
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cmpeq cy, 2, p7
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negq p6, p6
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and p6, x5555555555555555, l0
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cmovne p7, xAAAAAAAAAAAAAAAA, l0
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C Feed-in depending on (n mod 4)
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and n, 3, r8
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lda n, -3(n)
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cmpeq r8, 1, r4
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cmpeq r8, 2, r5
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bne r4, $Lb01
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bne r5, $Lb10
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beq r8, $Lb00
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$Lb11: ldq u3, 8(up)
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lda up, -24(up)
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lda rp, -24(rp)
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mulq r28, xAAAAAAAAAAAAAAAB, q0
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mov r28, u2
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br r31, $L11
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$Lb00: ldq u2, 8(up)
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lda up, -16(up)
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lda rp, -16(rp)
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mulq r28, xAAAAAAAAAAAAAAAB, q1
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mov r28, u1
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br r31, $L00
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$Lb01: lda rp, -8(rp)
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mulq r28, xAAAAAAAAAAAAAAAB, q0
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mov r28, u0
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blt n, $Lcj1
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ldq u1, 8(up)
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lda up, -8(up)
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br r31, $L01
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$Lb10: ldq u0, 8(up)
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mulq r28, xAAAAAAAAAAAAAAAB, q1
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mov r28, u3
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blt n, $Lend
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ALIGN(16)
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$Ltop:
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C 0
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cmpult u3, cy, cy C L0
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mulq u0, xAAAAAAAAAAAAAAAB, q0 C U1
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ldq u1, 16(up) C L1
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addq q1, l0, x C U0
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C 1
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negq cy, cymask C L0
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unop C U1
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unop C L1
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cmpult x5555555555555555, x, p6 C U0
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C 2
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cmpult xAAAAAAAAAAAAAAAA, x, p7 C U1
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unop
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unop
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negq p6, t0 C L0
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C 3
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negq p7, t1 C L0
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and cymask, x5555555555555555, l0 C U1
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addq p6, cy, cy
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and t0, x5555555555555555, t0
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C 4
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and t1, x5555555555555555, t1
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addq p7, cy, cy
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unop
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addq t0, l0, l0
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C 5
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addq t1, l0, l0
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unop
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stq x, 0(rp) C L1
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unop
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$L01:
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C 0
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cmpult u0, cy, cy C L0
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mulq u1, xAAAAAAAAAAAAAAAB, q1 C U1
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ldq u2, 24(up) C L1
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addq q0, l0, x C U0
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C 1
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negq cy, cymask C L0
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unop C U1
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unop C L1
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cmpult x5555555555555555, x, p6 C U0
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C 2
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cmpult xAAAAAAAAAAAAAAAA, x, p7 C U1
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unop
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unop
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negq p6, t0 C L0
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C 3
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negq p7, t1 C L0
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and cymask, x5555555555555555, l0 C U1
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addq p6, cy, cy
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and t0, x5555555555555555, t0
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C 4
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and t1, x5555555555555555, t1
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addq p7, cy, cy
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unop
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addq t0, l0, l0
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C 5
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addq t1, l0, l0
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unop
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stq x, 8(rp) C L1
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unop
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$L00:
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C 0
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cmpult u1, cy, cy C L0
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mulq u2, xAAAAAAAAAAAAAAAB, q0 C U1
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ldq u3, 32(up) C L1
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addq q1, l0, x C U0
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C 1
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negq cy, cymask C L0
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unop C U1
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unop C L1
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cmpult x5555555555555555, x, p6 C U0
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C 2
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cmpult xAAAAAAAAAAAAAAAA, x, p7 C U1
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unop
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unop
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negq p6, t0 C L0
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C 3
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negq p7, t1 C L0
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and cymask, x5555555555555555, l0 C U1
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addq p6, cy, cy
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and t0, x5555555555555555, t0
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C 4
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and t1, x5555555555555555, t1
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addq p7, cy, cy
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unop
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addq t0, l0, l0
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C 5
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addq t1, l0, l0
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unop
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stq x, 16(rp) C L1
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unop
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$L11:
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C 0
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cmpult u2, cy, cy C L0
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mulq u3, xAAAAAAAAAAAAAAAB, q1 C U1
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ldq u0, 40(up) C L1
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addq q0, l0, x C U0
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C 1
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negq cy, cymask C L0
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unop C U1
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unop C L1
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cmpult x5555555555555555, x, p6 C U0
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C 2
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cmpult xAAAAAAAAAAAAAAAA, x, p7 C U1
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lda n, -4(n) C L1 bookkeeping
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unop
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negq p6, t0 C L0
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C 3
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negq p7, t1 C L0
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and cymask, x5555555555555555, l0 C U1
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addq p6, cy, cy
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and t0, x5555555555555555, t0
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C 4
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and t1, x5555555555555555, t1
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addq p7, cy, cy
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unop
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addq t0, l0, l0
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C 5
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addq t1, l0, l0
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unop
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stq x, 24(rp) C L1
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lda up, 32(up)
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C
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ldl r31, 256(up) C prefetch
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unop
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lda rp, 32(rp)
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bge n, $Ltop C U1
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C *** MAIN LOOP END ***
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$Lend:
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cmpult u3, cy, cy C L0
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mulq u0, xAAAAAAAAAAAAAAAB, q0 C U1
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unop
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addq q1, l0, x C U0
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C 1
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negq cy, cymask C L0
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unop C U1
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unop C L1
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cmpult x5555555555555555, x, p6 C U0
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C 2
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cmpult xAAAAAAAAAAAAAAAA, x, p7 C U1
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unop
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unop
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negq p6, t0 C L0
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C 3
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negq p7, t1 C L0
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and cymask, x5555555555555555, l0 C U1
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addq p6, cy, cy
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and t0, x5555555555555555, t0
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C 4
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and t1, x5555555555555555, t1
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addq p7, cy, cy
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unop
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addq t0, l0, l0
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C 5
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addq t1, l0, l0
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unop
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stq x, 0(rp) C L1
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unop
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$Lcj1:
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cmpult u0, cy, cy C L0
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addq q0, l0, x C U0
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cmpult x5555555555555555, x, p6 C U0
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cmpult xAAAAAAAAAAAAAAAA, x, p7 C U1
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addq p6, cy, cy
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addq p7, cy, r0
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stq x, 8(rp) C L1
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ret r31,(r26),1
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EPILOGUE()
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ASM_END()
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C This is useful for playing with various schedules.
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C Expand as: one(0)one(1)one(2)one(3)
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define(`one',`
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C 0
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cmpult `$'eval(($1+3)%4), cy, cy C L0
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mulq `$'$1, xAAAAAAAAAAAAAAAB, `$'eval(4+$1%2) C U1
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ldq `$'eval(($1+1)%4), eval($1*8+16)(up) C L1
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addq `$'eval(4+($1+1)%2), l0, x C U0
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C 1
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negq cy, cymask C L0
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unop C U1
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unop C L1
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cmpult x5555555555555555, x, p6 C U0
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C 2
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cmpult xAAAAAAAAAAAAAAAA, x, p7 C U1
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unop
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unop
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negq p6, t0 C L0
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C 3
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negq p7, t1 C L0
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and cymask, x5555555555555555, l0 C U1
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addq p6, cy, cy
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and t0, x5555555555555555, t0
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C 4
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and t1, x5555555555555555, t1
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addq p7, cy, cy
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unop
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addq t0, l0, l0
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C 5
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addq t1, l0, l0
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unop
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stq x, eval($1*8)(rp) C L1
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unop
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')
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191
blender-5.2.0/extern/gmp-source/mpn/alpha/ev5/gmp-mparam.h
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191
blender-5.2.0/extern/gmp-source/mpn/alpha/ev5/gmp-mparam.h
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@@ -0,0 +1,191 @@
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/* Alpha EV5 gmp-mparam.h -- Compiler/machine parameter header file.
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Copyright 1991-2017 Free Software Foundation, Inc.
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||||
|
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This file is part of the GNU MP Library.
|
||||
|
||||
The GNU MP Library is free software; you can redistribute it and/or modify
|
||||
it under the terms of either:
|
||||
|
||||
* the GNU Lesser General Public License as published by the Free
|
||||
Software Foundation; either version 3 of the License, or (at your
|
||||
option) any later version.
|
||||
|
||||
or
|
||||
|
||||
* the GNU General Public License as published by the Free Software
|
||||
Foundation; either version 2 of the License, or (at your option) any
|
||||
later version.
|
||||
|
||||
or both in parallel, as here.
|
||||
|
||||
The GNU MP Library is distributed in the hope that it will be useful, but
|
||||
WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
|
||||
or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License
|
||||
for more details.
|
||||
|
||||
You should have received copies of the GNU General Public License and the
|
||||
GNU Lesser General Public License along with the GNU MP Library. If not,
|
||||
see https://www.gnu.org/licenses/. */
|
||||
|
||||
#define GMP_LIMB_BITS 64
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#define GMP_LIMB_BYTES 8
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/* 600 MHz 21164A */
|
||||
/* FFT tuning limit = 5000000 */
|
||||
/* Generated by tuneup.c, 2017-02-02, gcc 4.9 */
|
||||
|
||||
#define DIVREM_1_NORM_THRESHOLD 0 /* preinv always */
|
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#define DIVREM_1_UNNORM_THRESHOLD 0 /* always */
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#define MOD_1_1P_METHOD 2
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#define MOD_1_NORM_THRESHOLD 0 /* always */
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#define MOD_1_UNNORM_THRESHOLD 0 /* always */
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||||
#define MOD_1N_TO_MOD_1_1_THRESHOLD 10
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||||
#define MOD_1U_TO_MOD_1_1_THRESHOLD 7
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||||
#define MOD_1_1_TO_MOD_1_2_THRESHOLD 22
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||||
#define MOD_1_2_TO_MOD_1_4_THRESHOLD 0 /* never mpn_mod_1s_2p */
|
||||
#define PREINV_MOD_1_TO_MOD_1_THRESHOLD 20
|
||||
#define USE_PREINV_DIVREM_1 1 /* preinv always */
|
||||
#define DIV_QR_1N_PI1_METHOD 1
|
||||
#define DIV_QR_1_NORM_THRESHOLD MP_SIZE_T_MAX /* never */
|
||||
#define DIV_QR_1_UNNORM_THRESHOLD MP_SIZE_T_MAX /* never */
|
||||
#define DIV_QR_2_PI2_THRESHOLD MP_SIZE_T_MAX /* never */
|
||||
#define DIVEXACT_1_THRESHOLD 0 /* always */
|
||||
#define BMOD_1_TO_MOD_1_THRESHOLD 69
|
||||
|
||||
#define DIV_1_VS_MUL_1_PERCENT 181
|
||||
|
||||
#define MUL_TOOM22_THRESHOLD 16
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||||
#define MUL_TOOM33_THRESHOLD 50
|
||||
#define MUL_TOOM44_THRESHOLD 118
|
||||
#define MUL_TOOM6H_THRESHOLD 173
|
||||
#define MUL_TOOM8H_THRESHOLD 236
|
||||
|
||||
#define MUL_TOOM32_TO_TOOM43_THRESHOLD 49
|
||||
#define MUL_TOOM32_TO_TOOM53_THRESHOLD 84
|
||||
#define MUL_TOOM42_TO_TOOM53_THRESHOLD 81
|
||||
#define MUL_TOOM42_TO_TOOM63_THRESHOLD 53
|
||||
#define MUL_TOOM43_TO_TOOM54_THRESHOLD 70
|
||||
|
||||
#define SQR_BASECASE_THRESHOLD 0 /* always */
|
||||
#define SQR_TOOM2_THRESHOLD 22
|
||||
#define SQR_TOOM3_THRESHOLD 69
|
||||
#define SQR_TOOM4_THRESHOLD 178
|
||||
#define SQR_TOOM6_THRESHOLD 189
|
||||
#define SQR_TOOM8_THRESHOLD 357
|
||||
|
||||
#define MULMID_TOOM42_THRESHOLD 18
|
||||
|
||||
#define MULMOD_BNM1_THRESHOLD 9
|
||||
#define SQRMOD_BNM1_THRESHOLD 12
|
||||
|
||||
#define MUL_FFT_MODF_THRESHOLD 284 /* k = 5 */
|
||||
#define MUL_FFT_TABLE3 \
|
||||
{ { 284, 5}, { 11, 6}, { 6, 5}, { 13, 6}, \
|
||||
{ 7, 5}, { 15, 6}, { 13, 7}, { 7, 6}, \
|
||||
{ 15, 7}, { 8, 6}, { 17, 7}, { 13, 8}, \
|
||||
{ 7, 7}, { 17, 8}, { 9, 7}, { 20, 8}, \
|
||||
{ 11, 7}, { 23, 8}, { 13, 9}, { 7, 8}, \
|
||||
{ 19, 9}, { 11, 8}, { 25,10}, { 7, 9}, \
|
||||
{ 15, 8}, { 33, 9}, { 19, 8}, { 39, 9}, \
|
||||
{ 23, 8}, { 47,10}, { 15, 9}, { 39,10}, \
|
||||
{ 23, 9}, { 47,11}, { 15,10}, { 31, 9}, \
|
||||
{ 67,10}, { 39, 9}, { 79,10}, { 47, 9}, \
|
||||
{ 95,10}, { 55,11}, { 31,10}, { 63, 8}, \
|
||||
{ 255, 7}, { 511,10}, { 71, 9}, { 143, 8}, \
|
||||
{ 287, 7}, { 575, 9}, { 159, 8}, { 319,11}, \
|
||||
{ 47,12}, { 31,11}, { 63, 9}, { 255, 8}, \
|
||||
{ 511,10}, { 143, 9}, { 287,11}, { 79,10}, \
|
||||
{ 159, 9}, { 319,10}, { 175, 9}, { 351, 8}, \
|
||||
{ 703,10}, { 191, 9}, { 383,10}, { 207, 9}, \
|
||||
{ 415,12}, { 63,10}, { 255,11}, { 143,10}, \
|
||||
{ 287, 9}, { 575,11}, { 159,10}, { 319, 9}, \
|
||||
{ 639,11}, { 175,12}, { 95,11}, { 191,10}, \
|
||||
{ 383,11}, { 207,10}, { 415,11}, { 223,13}, \
|
||||
{ 63,11}, { 287,10}, { 575,12}, { 159,11}, \
|
||||
{ 319,10}, { 639,11}, { 351,12}, { 191,11}, \
|
||||
{ 415,12}, { 223,11}, { 447,10}, { 895,11}, \
|
||||
{ 479,12}, { 287,11}, { 575,12}, { 351,13}, \
|
||||
{ 191,12}, { 479,13}, { 255,12}, { 575,13}, \
|
||||
{ 319,12}, { 703,13}, { 383,12}, { 831,13}, \
|
||||
{ 447,14}, { 255,13}, { 8192,14}, { 16384,15}, \
|
||||
{ 32768,16}, { 65536,17}, { 131072,18}, { 262144,19}, \
|
||||
{ 524288,20}, {1048576,21}, {2097152,22}, {4194304,23}, \
|
||||
{8388608,24} }
|
||||
#define MUL_FFT_TABLE3_SIZE 121
|
||||
#define MUL_FFT_THRESHOLD 4224
|
||||
|
||||
#define SQR_FFT_MODF_THRESHOLD 240 /* k = 5 */
|
||||
#define SQR_FFT_TABLE3 \
|
||||
{ { 240, 5}, { 13, 6}, { 7, 5}, { 15, 6}, \
|
||||
{ 14, 5}, { 29, 7}, { 9, 6}, { 19, 7}, \
|
||||
{ 13, 6}, { 27, 8}, { 7, 7}, { 21, 8}, \
|
||||
{ 11, 7}, { 29, 8}, { 19, 9}, { 11, 8}, \
|
||||
{ 27,10}, { 7, 9}, { 15, 8}, { 33, 9}, \
|
||||
{ 19, 8}, { 39, 9}, { 23, 8}, { 47,10}, \
|
||||
{ 15, 9}, { 39,10}, { 23, 9}, { 47,11}, \
|
||||
{ 15,10}, { 31, 9}, { 67,10}, { 39, 9}, \
|
||||
{ 79,10}, { 47,11}, { 31,10}, { 63, 9}, \
|
||||
{ 127, 8}, { 255,10}, { 71, 9}, { 143, 8}, \
|
||||
{ 287,10}, { 79,11}, { 47,12}, { 31,11}, \
|
||||
{ 63,10}, { 127, 9}, { 255,10}, { 143, 9}, \
|
||||
{ 287,11}, { 79,10}, { 159, 9}, { 319,10}, \
|
||||
{ 175,11}, { 95,10}, { 191, 9}, { 383,10}, \
|
||||
{ 207, 9}, { 415,11}, { 111,10}, { 223,12}, \
|
||||
{ 63,11}, { 175,12}, { 95,11}, { 207,13}, \
|
||||
{ 63,12}, { 127,11}, { 287,12}, { 159,11}, \
|
||||
{ 351,12}, { 191,11}, { 415,12}, { 223,11}, \
|
||||
{ 447,13}, { 127,12}, { 351,13}, { 191,12}, \
|
||||
{ 383,11}, { 767,12}, { 415,11}, { 831,12}, \
|
||||
{ 447,14}, { 127,13}, { 255,12}, { 511,11}, \
|
||||
{ 1087,12}, { 575,13}, { 319,12}, { 703,13}, \
|
||||
{ 383,12}, { 831,13}, { 447,14}, { 255,13}, \
|
||||
{ 511,12}, { 1023,13}, { 8192,14}, { 16384,15}, \
|
||||
{ 32768,16}, { 65536,17}, { 131072,18}, { 262144,19}, \
|
||||
{ 524288,20}, {1048576,21}, {2097152,22}, {4194304,23}, \
|
||||
{8388608,24} }
|
||||
#define SQR_FFT_TABLE3_SIZE 105
|
||||
#define SQR_FFT_THRESHOLD 3968
|
||||
|
||||
#define MULLO_BASECASE_THRESHOLD 0 /* always */
|
||||
#define MULLO_DC_THRESHOLD 50
|
||||
#define MULLO_MUL_N_THRESHOLD 5558
|
||||
#define SQRLO_BASECASE_THRESHOLD 0 /* always */
|
||||
#define SQRLO_DC_THRESHOLD 78
|
||||
#define SQRLO_SQR_THRESHOLD 3597
|
||||
|
||||
#define DC_DIV_QR_THRESHOLD 47
|
||||
#define DC_DIVAPPR_Q_THRESHOLD 167
|
||||
#define DC_BDIV_QR_THRESHOLD 47
|
||||
#define DC_BDIV_Q_THRESHOLD 110
|
||||
|
||||
#define INV_MULMOD_BNM1_THRESHOLD 30
|
||||
#define INV_NEWTON_THRESHOLD 181
|
||||
#define INV_APPR_THRESHOLD 173
|
||||
|
||||
#define BINV_NEWTON_THRESHOLD 182
|
||||
#define REDC_1_TO_REDC_N_THRESHOLD 47
|
||||
|
||||
#define MU_DIV_QR_THRESHOLD 979
|
||||
#define MU_DIVAPPR_Q_THRESHOLD 1142
|
||||
#define MUPI_DIV_QR_THRESHOLD 90
|
||||
#define MU_BDIV_QR_THRESHOLD 748
|
||||
#define MU_BDIV_Q_THRESHOLD 979
|
||||
|
||||
#define POWM_SEC_TABLE 1,16,90,386,2177
|
||||
|
||||
#define GET_STR_DC_THRESHOLD 14
|
||||
#define GET_STR_PRECOMPUTE_THRESHOLD 26
|
||||
#define SET_STR_DC_THRESHOLD 363
|
||||
#define SET_STR_PRECOMPUTE_THRESHOLD 1201
|
||||
|
||||
#define FAC_DSC_THRESHOLD 342
|
||||
#define FAC_ODD_THRESHOLD 0 /* always */
|
||||
|
||||
#define MATRIX22_STRASSEN_THRESHOLD 13
|
||||
#define HGCD_THRESHOLD 105
|
||||
#define HGCD_APPR_THRESHOLD 108
|
||||
#define HGCD_REDUCE_THRESHOLD 1679
|
||||
#define GCD_DC_THRESHOLD 238
|
||||
#define GCDEXT_DC_THRESHOLD 199
|
||||
#define JACOBI_BASE_METHOD 2
|
||||
Reference in New Issue
Block a user