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moddi3.S revision 1.1.1.4
      1      1.1  mrg ###################################
      2      1.1  mrg #
      3  1.1.1.4  mrg #  Copyright (C) 2009-2017 Free Software Foundation, Inc.
      4      1.1  mrg #
      5      1.1  mrg #  Contributed by Michael Eager <eager@eagercon.com>.
      6      1.1  mrg #
      7      1.1  mrg #  This file is free software; you can redistribute it and/or modify it
      8      1.1  mrg #  under the terms of the GNU General Public License as published by the
      9      1.1  mrg #  Free Software Foundation; either version 3, or (at your option) any
     10      1.1  mrg #  later version.
     11      1.1  mrg #
     12      1.1  mrg #  GCC is distributed in the hope that it will be useful, but WITHOUT
     13      1.1  mrg #  ANY WARRANTY; without even the implied warranty of MERCHANTABILITY
     14      1.1  mrg #  or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public
     15      1.1  mrg #  License for more details.
     16      1.1  mrg #
     17      1.1  mrg #  Under Section 7 of GPL version 3, you are granted additional
     18      1.1  mrg #  permissions described in the GCC Runtime Library Exception, version
     19      1.1  mrg #  3.1, as published by the Free Software Foundation.
     20      1.1  mrg #
     21      1.1  mrg #  You should have received a copy of the GNU General Public License and
     22      1.1  mrg #  a copy of the GCC Runtime Library Exception along with this program;
     23      1.1  mrg #  see the files COPYING3 and COPYING.RUNTIME respectively.  If not, see
     24      1.1  mrg #  <http://www.gnu.org/licenses/>.
     25      1.1  mrg #
     26      1.1  mrg #  modsi3.S
     27      1.1  mrg #
     28      1.1  mrg #  modulo operation for 64 bit integers.
     29      1.1  mrg #
     30      1.1  mrg #######################################
     31      1.1  mrg 
     32      1.1  mrg 
     33      1.1  mrg 	.globl	__moddi3
     34      1.1  mrg 	.ent	__moddi3
     35      1.1  mrg __moddi3:
     36      1.1  mrg 	.frame	r1,0,r15
     37      1.1  mrg 
     38      1.1  mrg #Change the stack pointer value and Save callee saved regs
     39      1.1  mrg 	addik	r1,r1,-24
     40      1.1  mrg 	swi	r25,r1,0
     41      1.1  mrg 	swi	r26,r1,4
     42      1.1  mrg 	swi	r27,r1,8	# used for sign
     43      1.1  mrg 	swi	r28,r1,12	# used for loop count
     44      1.1  mrg 	swi	r29,r1,16	# Used for div value High
     45      1.1  mrg 	swi	r30,r1,20	# Used for div value Low
     46      1.1  mrg 
     47      1.1  mrg #Check for Zero Value in the divisor/dividend
     48      1.1  mrg 	OR	r9,r5,r6			# Check for the op1 being zero
     49      1.1  mrg 	BEQID	r9,$LaResult_Is_Zero		# Result is zero
     50      1.1  mrg 	OR	r9,r7,r8			# Check for the dividend being zero
     51      1.1  mrg 	BEQI	r9,$LaDiv_By_Zero	        # Div_by_Zero   # Division Error
     52      1.1  mrg 	BGEId	r5,$La1_Pos
     53      1.1  mrg 	XOR	r27,r5,r7			# Get the sign of the result
     54      1.1  mrg 	RSUBI	r6,r6,0				# Make dividend positive
     55      1.1  mrg 	RSUBIC	r5,r5,0				# Make dividend positive
     56      1.1  mrg $La1_Pos:
     57      1.1  mrg 	BGEI	r7,$La2_Pos
     58      1.1  mrg 	RSUBI	r8,r8,0				# Make Divisor Positive
     59      1.1  mrg 	RSUBIC	r9,r9,0				# Make Divisor Positive
     60      1.1  mrg $La2_Pos:
     61      1.1  mrg 	ADDIK	r4,r0,0				# Clear mod low
     62      1.1  mrg 	ADDIK	r3,r0,0                	        # Clear mod high
     63      1.1  mrg 	ADDIK	r29,r0,0			# clear div high
     64      1.1  mrg 	ADDIK	r30,r0,0			# clear div low
     65      1.1  mrg 	ADDIK	r28,r0,64			# Initialize the loop count
     66      1.1  mrg    # First part try to find the first '1' in the r5/r6
     67      1.1  mrg $LaDIV1:
     68      1.1  mrg 	ADD	r6,r6,r6
     69      1.1  mrg 	ADDC	r5,r5,r5			# left shift logical r5
     70      1.1  mrg 	BGEID	r5,$LaDIV1
     71      1.1  mrg 	ADDIK	r28,r28,-1
     72      1.1  mrg $LaDIV2:
     73      1.1  mrg 	ADD	r6,r6,r6
     74      1.1  mrg 	ADDC	r5,r5,r5	# left shift logical r5/r6 get the '1' into the Carry
     75      1.1  mrg 	ADDC	r4,r4,r4	# Move that bit into the Mod register
     76      1.1  mrg 	ADDC	r3,r3,r3	# Move carry into high mod register
     77      1.1  mrg 	rsub	r18,r7,r3	# Compare the High Parts of Mod and Divisor
     78      1.1  mrg 	bnei	r18,$L_High_EQ
     79      1.1  mrg 	rsub	r18,r6,r4	# Compare Low Parts only if Mod[h] == Divisor[h]
     80      1.1  mrg $L_High_EQ:
     81      1.1  mrg 	rSUB	r26,r8,r4	# Subtract divisor[L] from Mod[L]
     82      1.1  mrg 	rsubc	r25,r7,r3	# Subtract divisor[H] from Mod[H]
     83      1.1  mrg 	BLTi	r25,$LaMOD_TOO_SMALL
     84      1.1  mrg 	OR	r3,r0,r25	# move r25 to mod [h]
     85      1.1  mrg 	OR	r4,r0,r26	# move r26 to mod [l]
     86      1.1  mrg 	ADDI	r30,r30,1
     87      1.1  mrg 	ADDC	r29,r29,r0
     88      1.1  mrg $LaMOD_TOO_SMALL:
     89      1.1  mrg 	ADDIK	r28,r28,-1
     90      1.1  mrg 	BEQi	r28,$LaLOOP_END
     91      1.1  mrg 	ADD	r30,r30,r30		# Shift in the '1' into div [low]
     92      1.1  mrg 	ADDC	r29,r29,r29		# Move the carry generated into high
     93      1.1  mrg 	BRI	$LaDIV2   # Div2
     94      1.1  mrg $LaLOOP_END:
     95      1.1  mrg 	BGEI	r27,$LaRETURN_HERE
     96      1.1  mrg 	rsubi	r30,r30,0
     97      1.1  mrg 	rsubc	r29,r29,r0
     98      1.1  mrg 	BRI	$LaRETURN_HERE
     99      1.1  mrg $LaDiv_By_Zero:
    100      1.1  mrg $LaResult_Is_Zero:
    101      1.1  mrg 	or	r29,r0,r0	# set result to 0 [High]
    102      1.1  mrg 	or	r30,r0,r0	# set result to 0 [Low]
    103      1.1  mrg $LaRETURN_HERE:
    104      1.1  mrg # Restore values of CSRs and that of r29 and the divisor and the dividend
    105      1.1  mrg 
    106      1.1  mrg 	lwi	r25,r1,0
    107      1.1  mrg 	lwi	r26,r1,4
    108      1.1  mrg 	lwi	r27,r1,8
    109      1.1  mrg 	lwi	r28,r1,12
    110      1.1  mrg 	lwi	r29,r1,16
    111      1.1  mrg 	lwi	r30,r1,20
    112      1.1  mrg 	rtsd	r15,8
    113      1.1  mrg 	addik r1,r1,24
    114      1.1  mrg         .end __moddi3
    115      1.1  mrg 
    116