d4d016caa4
We already had the implementation for __udiv_qrnnd (unsigned divide for multi-precision arithmetic) as part of the alpha math emulation code. But you can disable the math emulation code - even if you shouldn't - and then the MPI code that actually wants this functionality (and is needed by various crypto functions) will fail to build. So move the extended-precision divide code to be a regular library function, just like all the regular division code is. That way ie is available regardless of math-emulation. Signed-off-by: Linus Torvalds <torvalds@linux-foundation.org>
166 lines
3.3 KiB
ArmAsm
166 lines
3.3 KiB
ArmAsm
# Alpha 21064 __udiv_qrnnd
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# Copyright (C) 1992, 1994, 1995, 2000 Free Software Foundation, Inc.
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# This file is part of GCC.
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# The GNU MP Library is free software; you can redistribute it and/or modify
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# it under the terms of the GNU General Public License as published by
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# the Free Software Foundation; either version 2 of the License, or (at your
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# option) any later version.
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# In addition to the permissions in the GNU General Public License, the
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# Free Software Foundation gives you unlimited permission to link the
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# compiled version of this file with other programs, and to distribute
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# those programs without any restriction coming from the use of this
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# file. (The General Public License restrictions do apply in other
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# respects; for example, they cover modification of the file, and
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# distribution when not linked into another program.)
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# This file is distributed in the hope that it will be useful, but
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# WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
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# or FITNESS FOR A PARTICULAR PURPOSE. See the GNU Library General Public
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# License for more details.
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# You should have received a copy of the GNU General Public License
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# along with GCC; see the file COPYING. If not, write to the
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# Free Software Foundation, Inc., 59 Temple Place - Suite 330, Boston,
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# MA 02111-1307, USA.
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#include <asm/export.h>
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.set noreorder
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.set noat
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.text
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.globl __udiv_qrnnd
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.ent __udiv_qrnnd
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__udiv_qrnnd:
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.frame $30,0,$26,0
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.prologue 0
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#define cnt $2
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#define tmp $3
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#define rem_ptr $16
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#define n1 $17
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#define n0 $18
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#define d $19
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#define qb $20
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#define AT $at
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ldiq cnt,16
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blt d,$largedivisor
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$loop1: cmplt n0,0,tmp
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addq n1,n1,n1
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bis n1,tmp,n1
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addq n0,n0,n0
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cmpule d,n1,qb
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subq n1,d,tmp
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cmovne qb,tmp,n1
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bis n0,qb,n0
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cmplt n0,0,tmp
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addq n1,n1,n1
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bis n1,tmp,n1
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addq n0,n0,n0
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cmpule d,n1,qb
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subq n1,d,tmp
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cmovne qb,tmp,n1
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bis n0,qb,n0
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cmplt n0,0,tmp
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addq n1,n1,n1
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bis n1,tmp,n1
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addq n0,n0,n0
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cmpule d,n1,qb
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subq n1,d,tmp
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cmovne qb,tmp,n1
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bis n0,qb,n0
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cmplt n0,0,tmp
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addq n1,n1,n1
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bis n1,tmp,n1
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addq n0,n0,n0
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cmpule d,n1,qb
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subq n1,d,tmp
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cmovne qb,tmp,n1
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bis n0,qb,n0
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subq cnt,1,cnt
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bgt cnt,$loop1
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stq n1,0(rem_ptr)
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bis $31,n0,$0
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ret $31,($26),1
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$largedivisor:
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and n0,1,$4
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srl n0,1,n0
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sll n1,63,tmp
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or tmp,n0,n0
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srl n1,1,n1
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and d,1,$6
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srl d,1,$5
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addq $5,$6,$5
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$loop2: cmplt n0,0,tmp
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addq n1,n1,n1
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bis n1,tmp,n1
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addq n0,n0,n0
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cmpule $5,n1,qb
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subq n1,$5,tmp
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cmovne qb,tmp,n1
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bis n0,qb,n0
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cmplt n0,0,tmp
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addq n1,n1,n1
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bis n1,tmp,n1
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addq n0,n0,n0
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cmpule $5,n1,qb
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subq n1,$5,tmp
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cmovne qb,tmp,n1
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bis n0,qb,n0
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cmplt n0,0,tmp
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addq n1,n1,n1
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bis n1,tmp,n1
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addq n0,n0,n0
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cmpule $5,n1,qb
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subq n1,$5,tmp
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cmovne qb,tmp,n1
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bis n0,qb,n0
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cmplt n0,0,tmp
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addq n1,n1,n1
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bis n1,tmp,n1
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addq n0,n0,n0
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cmpule $5,n1,qb
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subq n1,$5,tmp
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cmovne qb,tmp,n1
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bis n0,qb,n0
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subq cnt,1,cnt
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bgt cnt,$loop2
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addq n1,n1,n1
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addq $4,n1,n1
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bne $6,$Odd
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stq n1,0(rem_ptr)
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bis $31,n0,$0
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ret $31,($26),1
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$Odd:
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/* q' in n0. r' in n1 */
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addq n1,n0,n1
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cmpult n1,n0,tmp # tmp := carry from addq
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subq n1,d,AT
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addq n0,tmp,n0
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cmovne tmp,AT,n1
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cmpult n1,d,tmp
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addq n0,1,AT
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cmoveq tmp,AT,n0
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subq n1,d,AT
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cmoveq tmp,AT,n1
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stq n1,0(rem_ptr)
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bis $31,n0,$0
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ret $31,($26),1
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.end __udiv_qrnnd
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EXPORT_SYMBOL(__udiv_qrnnd)
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