NetBSD Problem Report #50112

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Message-Id: <20150801150909.68501A6558@mollari.NetBSD.org>
Date: Sat,  1 Aug 2015 15:09:09 +0000 (UTC)
From: nullnilaki@gmail.com
Reply-To: nullnilaki@gmail.com
To: gnats-bugs@NetBSD.org
Subject: GCC is broken on NetBSD/Alpha Current,7-0-RC2,7-0-RC1
X-Send-Pr-Version: www-1.0

>Number:         50112
>Category:       toolchain
>Synopsis:       GCC is broken on NetBSD/Alpha Current,7-0-RC2,7-0-RC1
>Confidential:   no
>Severity:       critical
>Priority:       high
>Responsible:    toolchain-manager
>State:          closed
>Class:          sw-bug
>Submitter-Id:   net
>Arrival-Date:   Sat Aug 01 15:10:00 +0000 2015
>Closed-Date:    Sat Aug 01 22:15:43 +0000 2015
>Last-Modified:  Sun Aug 02 00:15:01 +0000 2015
>Originator:     nullnilaki
>Release:        NetBSD/Alpha Current,7-0-RC2,7-0-RC1
>Organization:
japan
>Environment:
NetBSD  7.99.20 NetBSD 7.99.20 (GENERIC-$Revision: 1.364 $) #1: Sat Aug  1 12:15:01 UTC 2015  naruaki@:/usr/obj.alpha/sys/arch/alpha/compile/GENERIC alpha
#
>Description:
I compile this code.
(See Himeno benchmark http://accc.riken.jp/2444.htm)

>----------------------------------------------------<
/********************************************************************

 This benchmark test program is measuring a cpu performance
 of floating point operation by a Poisson equation solver.

 If you have any question, please ask me via email.
 written by Ryutaro HIMENO, November 26, 2001.
 Version 3.0
 ----------------------------------------------
 Ryutaro Himeno, Dr. of Eng.
 Head of Computer Information Division,
 RIKEN (The Institute of Pysical and Chemical Research)
 Email : himeno@postman.riken.go.jp
 ---------------------------------------------------------------
 You can adjust the size of this benchmark code to fit your target
 computer. In that case, please chose following sets of
 (mimax,mjmax,mkmax):
 small : 33,33,65
 small : 65,65,129
 midium: 129,129,257
 large : 257,257,513
 ext.large: 513,513,1025
 This program is to measure a computer performance in MFLOPS
 by using a kernel which appears in a linear solver of pressure
 Poisson eq. which appears in an incompressible Navier-Stokes solver.
 A point-Jacobi method is employed in this solver as this method can 
 be easyly vectrized and be parallelized.
 ------------------
 Finite-difference method, curvilinear coodinate system
 Vectorizable and parallelizable on each grid point
 No. of grid points : imax x jmax x kmax including boundaries
 ------------------
 A,B,C:coefficient matrix, wrk1: source term of Poisson equation
 wrk2 : working area, OMEGA : relaxation parameter
 BND:control variable for boundaries and objects ( = 0 or 1)
 P: pressure
********************************************************************/

#include <stdio.h>

#define MIMAX            65
#define MJMAX            65
#define MKMAX            129

double second();
float jacobi();
void initmt();
double fflop(int,int,int);
double mflops(int,double,double);

static float  p[MIMAX][MJMAX][MKMAX];
static float  a[4][MIMAX][MJMAX][MKMAX],
              b[3][MIMAX][MJMAX][MKMAX],
              c[3][MIMAX][MJMAX][MKMAX];
static float  bnd[MIMAX][MJMAX][MKMAX];
static float  wrk1[MIMAX][MJMAX][MKMAX],
              wrk2[MIMAX][MJMAX][MKMAX];

static int imax, jmax, kmax;
static float omega;

int
main()
{
  int    i,j,k,nn;
  float  gosa;
  double cpu,cpu0,cpu1,flop,target;

  target= 60.0;
  omega= 0.8;
  imax = MIMAX-1;
  jmax = MJMAX-1;
  kmax = MKMAX-1;

  /*
   *    Initializing matrixes
   */
  initmt();
  printf("mimax = %d mjmax = %d mkmax = %d\n",MIMAX, MJMAX, MKMAX);
  printf("imax = %d jmax = %d kmax =%d\n",imax,jmax,kmax);

  nn= 3;
  printf(" Start rehearsal measurement process.\n");
  printf(" Measure the performance in %d times.\n\n",nn);

  cpu0= second();
  gosa= jacobi(nn);
  cpu1= second();
  cpu= cpu1 - cpu0;

  flop= fflop(imax,jmax,kmax);

  printf(" MFLOPS: %f time(s): %f %e\n\n",
         mflops(nn,cpu,flop),cpu,gosa);

  nn= (int)(target/(cpu/3.0));

  printf(" Now, start the actual measurement process.\n");
  printf(" The loop will be excuted in %d times\n",nn);
  printf(" This will take about one minute.\n");
  printf(" Wait for a while\n\n");

  /*
   *    Start measuring
   */
  cpu0 = second();
  gosa = jacobi(nn);
  cpu1 = second();

  cpu= cpu1 - cpu0;

  printf(" Loop executed for %d times\n",nn);
  printf(" Gosa : %e \n",gosa);
  printf(" MFLOPS measured : %f\tcpu : %f\n",mflops(nn,cpu,flop),cpu);
  printf(" Score based on Pentium III 600MHz : %f\n",
         mflops(nn,cpu,flop)/82,84);

  return (0);
}

void
initmt()
{
	int i,j,k;

  for(i=0 ; i<MIMAX ; i++)
    for(j=0 ; j<MJMAX ; j++)
      for(k=0 ; k<MKMAX ; k++){
        a[0][i][j][k]=0.0;
        a[1][i][j][k]=0.0;
        a[2][i][j][k]=0.0;
        a[3][i][j][k]=0.0;
        b[0][i][j][k]=0.0;
        b[1][i][j][k]=0.0;
        b[2][i][j][k]=0.0;
        c[0][i][j][k]=0.0;
        c[1][i][j][k]=0.0;
        c[2][i][j][k]=0.0;
        p[i][j][k]=0.0;
        wrk1[i][j][k]=0.0;
        bnd[i][j][k]=0.0;
      }

  for(i=0 ; i<imax ; i++)
    for(j=0 ; j<jmax ; j++)
      for(k=0 ; k<kmax ; k++){
        a[0][i][j][k]=1.0;
        a[1][i][j][k]=1.0;
        a[2][i][j][k]=1.0;
        a[3][i][j][k]=1.0/6.0;
        b[0][i][j][k]=0.0;
        b[1][i][j][k]=0.0;
        b[2][i][j][k]=0.0;
        c[0][i][j][k]=1.0;
        c[1][i][j][k]=1.0;
        c[2][i][j][k]=1.0;
        p[i][j][k]=(float)(i*i)/(float)((imax-1)*(imax-1));
        wrk1[i][j][k]=0.0;
        bnd[i][j][k]=1.0;
      }
}

float
jacobi(int nn)
{
  int i,j,k,n;
  float gosa, s0, ss;

  for(n=0 ; n<nn ; ++n){
    gosa = 0.0;

    for(i=1 ; i<imax-1 ; i++)
      for(j=1 ; j<jmax-1 ; j++)
        for(k=1 ; k<kmax-1 ; k++){
          s0 = a[0][i][j][k] * p[i+1][j  ][k  ]
             + a[1][i][j][k] * p[i  ][j+1][k  ]
             + a[2][i][j][k] * p[i  ][j  ][k+1]
             + b[0][i][j][k] * ( p[i+1][j+1][k  ] - p[i+1][j-1][k  ]
                              - p[i-1][j+1][k  ] + p[i-1][j-1][k  ] )
             + b[1][i][j][k] * ( p[i  ][j+1][k+1] - p[i  ][j-1][k+1]
                               - p[i  ][j+1][k-1] + p[i  ][j-1][k-1] )
             + b[2][i][j][k] * ( p[i+1][j  ][k+1] - p[i-1][j  ][k+1]
                               - p[i+1][j  ][k-1] + p[i-1][j  ][k-1] )
             + c[0][i][j][k] * p[i-1][j  ][k  ]
             + c[1][i][j][k] * p[i  ][j-1][k  ]
             + c[2][i][j][k] * p[i  ][j  ][k-1]
             + wrk1[i][j][k];

          ss = ( s0 * a[3][i][j][k] - p[i][j][k] ) * bnd[i][j][k];

          gosa+= ss*ss;
          /* gosa= (gosa > ss*ss) ? a : b; */

          wrk2[i][j][k] = p[i][j][k] + omega * ss;
        }

    for(i=1 ; i<imax-1 ; ++i)
      for(j=1 ; j<jmax-1 ; ++j)
        for(k=1 ; k<kmax-1 ; ++k)
          p[i][j][k] = wrk2[i][j][k];

  } /* end n loop */

  return(gosa);
}

double
fflop(int mx,int my, int mz)
{
  return((double)(mz-2)*(double)(my-2)*(double)(mx-2)*34.0);
}

double
mflops(int nn,double cpu,double flop)
{
  return(flop/cpu*1.e-6*(double)nn);
}

#include <sys/time.h>

double
second()
{
  struct timeval tm;
  double t ;

  static int base_sec = 0,base_usec = 0;

  gettimeofday(&tm, NULL);

  if(base_sec == 0 && base_usec == 0)
    {
      base_sec = tm.tv_sec;
      base_usec = tm.tv_usec;
      t = 0.0;
  } else {
    t = (double) (tm.tv_sec-base_sec) + 
      ((double) (tm.tv_usec-base_usec))/1.0e6 ;
  }

  return t ;
}
>----------------------------------------------------<

This is the result on NetBSD/Alpha Current,7-0-RC2,7-0-RC1.
MFLOPS measured : 0.000000 is wrong.

>----------------------------------------------------<
# uname -a
NetBSD  7.99.20 NetBSD 7.99.20 (GENERIC-$Revision: 1.364 $) #1: Sat Aug  1 12:15:01 UTC 2015  naruaki@:/usr/obj.alpha/sys/arch/alpha/compile/GENERIC alpha

# gcc -v
Using built-in specs.
COLLECT_GCC=gcc
COLLECT_LTO_WRAPPER=/usr/libexec/lto-wrapper
Target: alpha--netbsd
Configured with: /usr/src/tools/gcc/../../external/gpl3/gcc/dist/configure --target=alpha--netbsd --enable-long-long --enable-threads --with-bugurl=http://www.NetBSD.org/Misc/send-pr.html --with-pkgversion='NetBSD nb2 20150115' --with-system-zlib --enable-__cxa_atexit --enable-libstdcxx-threads --enable-libstdcxx-time=rt --enable-lto --with-mpc-lib=/var/obj/mknative/alpha/usr/src/external/lgpl3/mpc/lib/libmpc --with-mpfr-lib=/var/obj/mknative/alpha/usr/src/external/lgpl3/mpfr/lib/libmpfr --with-gmp-lib=/var/obj/mknative/alpha/usr/src/external/lgpl3/gmp/lib/libgmp --with-mpc-include=/usr/src/external/lgpl3/mpc/dist/src --with-mpfr-include=/usr/src/external/lgpl3/mpfr/dist/src --with-gmp-include=/usr/src/external/lgpl3/gmp/lib/libgmp/arch/alpha --enable-tls --disable-multilib --disable-symvers --disable-libstdcxx-pch --build=x86_64-unknown-netbsd6.0. --host=alpha--netbsd --with-sysroot=/var/obj/mknative/alpha/usr/src/destdir.alpha
Thread model: posix
gcc version 4.8.5 (nb2 20150115) 

# gcc benchmark.c -o benchmark 

# ./benchmark
mimax = 65 mjmax = 65 mkmax = 129
imax = 64 jmax = 64 kmax =128
 Start rehearsal measurement process.
 Measure the performance in 3 times.

 MFLOPS: 0.000000 time(s): 4294967296.822944 3.288628e-03

 Now, start the actual measurement process.
 The loop will be excuted in 0 times
 This will take about one minute.
 Wait for a while

 Loop executed for 0 times
 Gosa : 1.396971e-309 
 MFLOPS measured : 0.000000	cpu : 0.000002
 Score based on Pentium III 600MHz : 0.000000
>----------------------------------------------------<

This is the result on Tru64 UNIX.
MFLOPS measured : 60.943671 is good.

>----------------------------------------------------<
s15> uname -a
OSF1 ds15 V5.1 2650 alpha

ds15> /usr/users/naruaki/gcc/local/gcc4/bin/gcc -v
Using built-in specs.
Target: alpha-dec-osf5.1b
Configured with: ../gcc-4.2.3/configure --prefix=/usr/local/gcc4 --enable-languages=c,c++ --enable-threads=posix --disable-nls --host=alpha-dec-osf5.1b --without-gnu-ld --with-ld=/usr/ccs/bin/ld --without-gnu-as --with-as=/usr/bin/as --disable-libssp
Thread model: posix
gcc version 4.2.3

ds15> /usr/users/naruaki/gcc/local/gcc4/bin/gcc benchmark.c -o benchmark 

ds15> ./benchmark
mimax = 65 mjmax = 65 mkmax = 129
imax = 64 jmax = 64 kmax =128
 Start rehearsal measurement process.
 Measure the performance in 3 times.

 MFLOPS: 60.657997 time(s): 0.814453 3.288628e-03

 Now, start the actual measurement process.
 The loop will be excuted in 221 times
 This will take about one minute.
 Wait for a while

 Loop executed for 221 times
 Gosa : 1.604803e-03 
 MFLOPS measured : 60.943671	cpu : 59.716797
 Score based on Pentium III 600MHz : 0.743215
>----------------------------------------------------<

I compile(gcc -S) the code on Tru64 UNIX.

>----------------------------------------------------<
ds15> uname -a
OSF1 ds15 V5.1 2650 alpha

ds15> /usr/users/naruaki/gcc/local/gcc4/bin/gcc -S benchmark.c

ds15> more benchmark.s
	.file	1 "benchmark.c"
	.verstamp 3 11
	.set noreorder
	.set volatile
	.set noat
	.arch ev4
	.rdata
$LC2:
	.ascii "mimax = %d mjmax = %d mkmax = %d\12\0"
$LC3:
	.ascii "imax = %d jmax = %d kmax =%d\12\0"
$LC4:
	.ascii " Start rehearsal measurement process.\0"
$LC5:
	.ascii " Measure the performance in %d times.\12\12\0"
$LC6:
	.ascii " MFLOPS: %f time(s): %f %e\12\12\0"
$LC8:
	.ascii " Now, start the actual measurement process.\0"
$LC9:
	.ascii " The loop will be excuted in %d times\12\0"
$LC10:
	.ascii " This will take about one minute.\0"
$LC11:
	.ascii " Wait for a while\12\0"
$LC12:
	.ascii " Loop executed for %d times\12\0"
$LC13:
	.ascii " Gosa : %e \12\0"
$LC14:
	.ascii " MFLOPS measured : %f\11cpu : %f\12\0"
$LC16:
	.ascii " Score based on Pentium III 600MHz : %f\12\0"
	.align 3
$LC0:
	.long	0
	.long	1078853632
	.align 2
$LC1:
	.long	1061997773
	.align 3
$LC7:
	.long	0
	.long	1074266112
	.align 3
$LC15:
	.long	0
	.long	1079279616
	.text
	.align 2
	.globl main
	.ent main
main:
	.frame $15,96,$26,0
	.mask 0x4008000,-96
	ldgp $29,0($27)
$main..ng:
	lda $30,-96($30)
	stq $26,0($30)
	stq $15,8($30)
	bis $31,$30,$15
	.prologue 1
	lda $1,$LC0
	ldt $f10,0($1)
	stt $f10,16($15)
	lda $2,omega
	lda $1,$LC1
	lds $f10,0($1)
	sts $f10,0($2)
	lda $2,imax
	lda $1,64($31)
	stl $1,0($2)
	lda $2,jmax
	lda $1,64($31)
	stl $1,0($2)
	lda $2,kmax
	lda $1,128($31)
	stl $1,0($2)
	jsr $26,initmt
	ldgp $29,0($26)
	lda $16,$LC2
	lda $17,65($31)
	lda $18,65($31)
	lda $19,129($31)
	jsr $26,printf
	ldgp $29,0($26)
	lda $1,imax
	ldl $3,0($1)
	lda $1,jmax
	ldl $2,0($1)
	lda $1,kmax
	ldl $1,0($1)
	lda $16,$LC3
	bis $31,$3,$17
	bis $31,$2,$18
	bis $31,$1,$19
	jsr $26,printf
	ldgp $29,0($26)
	lda $1,3($31)
	stl $1,60($15)
	lda $16,$LC4
	jsr $26,puts
	ldgp $29,0($26)
	ldl $1,60($15)
	lda $16,$LC5
	bis $31,$1,$17
	jsr $26,printf
	ldgp $29,0($26)
	jsr $26,second
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	stt $f10,40($15)
	ldl $1,60($15)
	bis $31,$1,$16
	jsr $26,jacobi
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	sts $f10,56($15)
	jsr $26,second
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	stt $f10,32($15)
	ldt $f11,32($15)
	ldt $f10,40($15)
	subt $f11,$f10,$f10
	stt $f10,48($15)
	lda $1,imax
	ldl $2,0($1)
	lda $1,jmax
	ldl $3,0($1)
	lda $1,kmax
	ldl $1,0($1)
	bis $31,$2,$16
	bis $31,$3,$17
	bis $31,$1,$18
	jsr $26,fflop
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	stt $f10,24($15)
	ldl $1,60($15)
	bis $31,$1,$16
	ldt $f17,48($15)
	ldt $f18,24($15)
	jsr $26,mflops
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	lds $f11,56($15)
	lda $16,$LC6
	cpys $f10,$f10,$f17
	ldt $f18,48($15)
	cpys $f11,$f11,$f19
	jsr $26,printf
	ldgp $29,0($26)
	ldt $f11,48($15)
	lda $1,$LC7
	ldt $f10,0($1)
	divt $f11,$f10,$f11
	ldt $f10,16($15)
	divt $f10,$f11,$f10
	cvttqc $f10,$f10
	stt $f10,80($15)
	ldq $1,80($15)
	stl $1,60($15)
	lda $16,$LC8
	jsr $26,puts
	ldgp $29,0($26)
	ldl $1,60($15)
	lda $16,$LC9
	bis $31,$1,$17
	jsr $26,printf
	ldgp $29,0($26)
	lda $16,$LC10
	jsr $26,puts
	ldgp $29,0($26)
	lda $16,$LC11
	jsr $26,puts
	ldgp $29,0($26)
	jsr $26,second
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	stt $f10,40($15)
	ldl $1,60($15)
	bis $31,$1,$16
	jsr $26,jacobi
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	sts $f10,56($15)
	jsr $26,second
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	stt $f10,32($15)
	ldt $f11,32($15)
	ldt $f10,40($15)
	subt $f11,$f10,$f10
	stt $f10,48($15)
	ldl $1,60($15)
	lda $16,$LC12
	bis $31,$1,$17
	jsr $26,printf
	ldgp $29,0($26)
	lds $f10,56($15)
	lda $16,$LC13
	cpys $f10,$f10,$f17
	jsr $26,printf
	ldgp $29,0($26)
	ldl $1,60($15)
	bis $31,$1,$16
	ldt $f17,48($15)
	ldt $f18,24($15)
	jsr $26,mflops
	ldgp $29,0($26)
	cpys $f0,$f0,$f10
	lda $16,$LC14
	cpys $f10,$f10,$f17
	ldt $f18,48($15)
	jsr $26,printf
	ldgp $29,0($26)
	ldl $1,60($15)
	bis $31,$1,$16
	ldt $f17,48($15)
	ldt $f18,24($15)
	jsr $26,mflops
	ldgp $29,0($26)
	cpys $f0,$f0,$f11
	lda $1,$LC15
	ldt $f10,0($1)
	divt $f11,$f10,$f10
	lda $16,$LC16
	cpys $f10,$f10,$f17
	lda $18,84($31)
	jsr $26,printf
	ldgp $29,0($26)
	bis $31,$31,$1
	bis $31,$1,$0
	bis $31,$15,$30
	ldq $26,0($30)
	ldq $15,8($30)
	lda $30,96($30)
	ret $31,($26),1
	.end main
	.rdata
	.align 2
$LC17:
	.long	1065353216
	.align 2
$LC18:
	.long	1042983595
	.text
	.align 2
	.globl initmt
	.ent initmt
initmt:
	.frame $15,48,$26,0
	.mask 0x4008000,-48
	ldgp $29,0($27)
$initmt..ng:
	lda $30,-48($30)
	stq $26,0($30)
	stq $15,8($30)
	bis $31,$30,$15
	.prologue 1
	stl $31,24($15)
	br $31,$L4
$L5:
	stl $31,20($15)
	br $31,$L6
$L7:
	stl $31,16($15)
	br $31,$L8
$L9:
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,100($31)
	lda $1,-13300($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,wrk1
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,bnd
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f31,0($1)
	ldl $1,16($15)
	addl $1,1,$1
	stl $1,16($15)
$L8:
	ldl $1,16($15)
	cmple $1,128,$1
	bne $1,$L9
	ldl $1,20($15)
	addl $1,1,$1
	stl $1,20($15)
$L6:
	ldl $1,20($15)
	cmple $1,64,$1
	bne $1,$L7
	ldl $1,24($15)
	addl $1,1,$1
	stl $1,24($15)
$L4:
	ldl $1,24($15)
	cmple $1,64,$1
	bne $1,$L5
	stl $31,24($15)
	br $31,$L13
$L14:
	stl $31,20($15)
	br $31,$L15
$L16:
	stl $31,16($15)
	br $31,$L17
$L18:
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	lda $1,$LC17
	lds $f10,0($1)
	sts $f10,0($2)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$2
	lda $1,$LC17
	lds $f10,0($1)
	sts $f10,0($2)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$2
	lda $1,$LC17
	lds $f10,0($1)
	sts $f10,0($2)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,100($31)
	lda $1,-13300($1)
	addq $2,$1,$2
	lda $1,$LC18
	lds $f10,0($1)
	sts $f10,0($2)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	lda $1,$LC17
	lds $f10,0($1)
	sts $f10,0($2)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$2
	lda $1,$LC17
	lds $f10,0($1)
	sts $f10,0($2)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$2
	lda $1,$LC17
	lds $f10,0($1)
	sts $f10,0($2)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	ldl $2,24($15)
	ldl $1,24($15)
	mull $2,$1,$1
	addl $31,$1,$1
	bis $31,$1,$2
	stq $2,32($15)
	ldt $f10,32($15)
	cvtqs $f10,$f11
	lda $1,imax
	ldl $1,0($1)
	subl $1,1,$1
	addl $31,$1,$2
	lda $1,imax
	ldl $1,0($1)
	subl $1,1,$1
	addl $31,$1,$1
	mull $2,$1,$1
	addl $31,$1,$1
	bis $31,$1,$2
	stq $2,32($15)
	ldt $f12,32($15)
	cvtqs $f12,$f10
	divs $f11,$f10,$f10
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f10,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,wrk1
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	sts $f31,0($1)
	ldl $3,24($15)
	ldl $4,20($15)
	ldl $5,16($15)
	lda $6,bnd
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	lda $1,$LC17
	lds $f10,0($1)
	sts $f10,0($2)
	ldl $1,16($15)
	addl $1,1,$1
	stl $1,16($15)
$L17:
	lda $1,kmax
		ldl $2,0($1)
	ldl $1,16($15)
	cmplt $1,$2,$1
	bne $1,$L18
	ldl $1,20($15)
	addl $1,1,$1
	stl $1,20($15)
$L15:
	lda $1,jmax
	ldl $2,0($1)
	ldl $1,20($15)
	cmplt $1,$2,$1
	bne $1,$L16
	ldl $1,24($15)
	addl $1,1,$1
	stl $1,24($15)
$L13:
	lda $1,imax
	ldl $2,0($1)
	ldl $1,24($15)
	cmplt $1,$2,$1
	bne $1,$L14
	bis $31,$15,$30
	ldq $26,0($30)
	ldq $15,8($30)
	lda $30,48($30)
	ret $31,($26),1
	.end initmt
	.align 2
	.globl jacobi
	.ent jacobi
jacobi:
	.frame $15,64,$26,0
	.mask 0x4008000,-64
	ldgp $29,0($27)
$jacobi..ng:
	lda $30,-64($30)
	stq $26,0($30)
	stq $15,8($30)
	bis $31,$30,$15
	.prologue 1
	bis $31,$16,$1
	stl $1,48($15)
	stl $31,28($15)
	br $31,$L24
$L25:
	sts $f31,24($15)
	lda $1,1($31)
	stl $1,40($15)
	br $31,$L26
$L27:
	lda $1,1($31)
	stl $1,36($15)
	br $31,$L28
$L29:
	lda $1,1($31)
	stl $1,32($15)
	br $31,$L30
$L31:
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f11,0($1)
	ldl $1,40($15)
	addl $1,1,$1
	addl $31,$1,$3
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	muls $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$1
	lds $f12,0($1)
	ldl $3,40($15)
	ldl $1,36($15)
	addl $1,1,$1
	addl $31,$1,$4
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	muls $f12,$f10,$f10
	adds $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$1
	lds $f12,0($1)
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $1,32($15)
	addl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	muls $f12,$f10,$f10
	adds $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f12,0($1)
	ldl $1,40($15)
	addl $1,1,$1
	addl $31,$1,$3
	ldl $1,36($15)
	addl $1,1,$1
	addl $31,$1,$4
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f13,0($1)
	ldl $1,40($15)
	addl $1,1,$1
	addl $31,$1,$3
	ldl $1,36($15)
	subl $1,1,$1
	addl $31,$1,$4
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	subs $f13,$f10,$f13
	ldl $1,40($15)
	subl $1,1,$1
	addl $31,$1,$3
	ldl $1,36($15)
	addl $1,1,$1
	addl $31,$1,$4
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	subs $f13,$f10,$f13
	ldl $1,40($15)
	subl $1,1,$1
	addl $31,$1,$3
	ldl $1,36($15)
	subl $1,1,$1
	addl $31,$1,$4
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	adds $f13,$f10,$f10
	muls $f12,$f10,$f10
	adds $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$1
	lds $f12,0($1)
	ldl $3,40($15)
	ldl $1,36($15)
	addl $1,1,$1
	addl $31,$1,$4
	ldl $1,32($15)
	addl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f13,0($1)
	ldl $3,40($15)
	ldl $1,36($15)
	subl $1,1,$1
	addl $31,$1,$4
	ldl $1,32($15)
	addl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	subs $f13,$f10,$f13
	ldl $3,40($15)
	ldl $1,36($15)
	addl $1,1,$1
	addl $31,$1,$4
	ldl $1,32($15)
	subl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	subs $f13,$f10,$f13
	ldl $3,40($15)
	ldl $1,36($15)
	subl $1,1,$1
	addl $31,$1,$4
	ldl $1,32($15)
	subl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	adds $f13,$f10,$f10
	muls $f12,$f10,$f10
	adds $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,b
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$1
	lds $f12,0($1)
	ldl $1,40($15)
	addl $1,1,$1
	addl $31,$1,$3
	ldl $4,36($15)
	ldl $1,32($15)
	addl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f13,0($1)
	ldl $1,40($15)
	subl $1,1,$1
	addl $31,$1,$3
	ldl $4,36($15)
	ldl $1,32($15)
	addl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	subs $f13,$f10,$f13
	ldl $1,40($15)
	addl $1,1,$1
	addl $31,$1,$3
	ldl $4,36($15)
	ldl $1,32($15)
	subl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	subs $f13,$f10,$f13
	ldl $1,40($15)
	subl $1,1,$1
	addl $31,$1,$3
	ldl $4,36($15)
	ldl $1,32($15)
	subl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	adds $f13,$f10,$f10
	muls $f12,$f10,$f10
	adds $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f12,0($1)
	ldl $1,40($15)
	subl $1,1,$1
	addl $31,$1,$3
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	muls $f12,$f10,$f10
	adds $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,33($31)
	lda $1,17412($1)
	addq $2,$1,$1
	lds $f12,0($1)
	ldl $3,40($15)
	ldl $1,36($15)
	subl $1,1,$1
	addl $31,$1,$4
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	muls $f12,$f10,$f10
	adds $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,c
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,67($31)
	lda $1,-30712($1)
	addq $2,$1,$1
	lds $f12,0($1)
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $1,32($15)
	subl $1,1,$1
	addl $31,$1,$5
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	muls $f12,$f10,$f10
	adds $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,wrk1
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	adds $f11,$f10,$f10
	sts $f10,20($15)
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,a
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$2
	ldah $1,100($31)
	lda $1,-13300($1)
	addq $2,$1,$1
	lds $f11,0($1)
	lds $f10,20($15)
	muls $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	subs $f11,$f10,$f11
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $5,32($15)
	lda $6,bnd
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$5,$1
	s4addq $1,0,$1
	addq $1,$6,$1
	lds $f10,0($1)
	muls $f11,$f10,$f10
	sts $f10,16($15)
	lds $f11,16($15)
	lds $f10,16($15)
	muls $f11,$f10,$f11
	lds $f10,24($15)
	adds $f10,$f11,$f10
	sts $f10,24($15)
	ldl $5,40($15)
	ldl $6,36($15)
	ldl $7,32($15)
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $8,32($15)
	lda $22,p
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$8,$1
	s4addq $1,0,$1
	addq $1,$22,$1
	lds $f12,0($1)
	lda $1,omega
	lds $f11,0($1)
	lds $f10,16($15)
	muls $f11,$f10,$f10
	adds $f12,$f10,$f10
	lda $3,wrk2
	bis $31,$5,$1
	sll $1,6,$2
	addq $2,$5,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$6,$1
	sll $1,7,$1
	addq $1,$6,$1
	addq $2,$1,$1
	addq $1,$7,$1
	s4addq $1,0,$1
	addq $1,$3,$1
	sts $f10,0($1)
	ldl $1,32($15)
	addl $1,1,$1
	stl $1,32($15)
$L30:
	lda $1,kmax
	ldl $1,0($1)
	subl $1,1,$1
	addl $31,$1,$2
	ldl $1,32($15)
	cmplt $1,$2,$1
	bne $1,$L31
	ldl $1,36($15)
	addl $1,1,$1
	stl $1,36($15)
$L28:
	lda $1,jmax
	ldl $1,0($1)
	subl $1,1,$1
	addl $31,$1,$2
	ldl $1,36($15)
	cmplt $1,$2,$1
	bne $1,$L29
	ldl $1,40($15)
	addl $1,1,$1
	stl $1,40($15)
$L26:
	lda $1,imax
	ldl $1,0($1)
	subl $1,1,$1
	addl $31,$1,$2
	ldl $1,40($15)
	cmplt $1,$2,$1
	bne $1,$L27
	lda $1,1($31)
	stl $1,40($15)
	br $31,$L35
$L36:
	lda $1,1($31)
	stl $1,36($15)
	br $31,$L37
$L38:
	lda $1,1($31)
	stl $1,32($15)
	br $31,$L39
$L40:
	ldl $5,40($15)
	ldl $6,36($15)
	ldl $7,32($15)
	ldl $3,40($15)
	ldl $4,36($15)
	ldl $8,32($15)
	lda $22,wrk2
	bis $31,$3,$1
	sll $1,6,$2
	addq $2,$3,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$4,$1
	sll $1,7,$1
	addq $1,$4,$1
	addq $2,$1,$1
	addq $1,$8,$1
	s4addq $1,0,$1
	addq $1,$22,$1
	lds $f10,0($1)
	lda $3,p
	bis $31,$5,$1
	sll $1,6,$2
	addq $2,$5,$2
	sll $2,7,$1
	addq $2,$1,$2
	bis $31,$6,$1
	sll $1,7,$1
	addq $1,$6,$1
	addq $2,$1,$1
	addq $1,$7,$1
	s4addq $1,0,$1
	addq $1,$3,$1
	sts $f10,0($1)
	ldl $1,32($15)
	addl $1,1,$1
	stl $1,32($15)
$L39:
	lda $1,kmax
	ldl $1,0($1)
	subl $1,1,$1
	addl $31,$1,$2
	ldl $1,32($15)
	cmplt $1,$2,$1
	bne $1,$L40
	ldl $1,36($15)
	addl $1,1,$1
	stl $1,36($15)
$L37:
	lda $1,jmax
	ldl $1,0($1)
	subl $1,1,$1
	addl $31,$1,$2
	ldl $1,36($15)
	cmplt $1,$2,$1
	bne $1,$L38
	ldl $1,40($15)
	addl $1,1,$1
	stl $1,40($15)
$L35:
	lda $1,imax
	ldl $1,0($1)
	subl $1,1,$1
	addl $31,$1,$2
	ldl $1,40($15)
	cmplt $1,$2,$1
	bne $1,$L36
	ldl $1,28($15)
	addl $1,1,$1
	stl $1,28($15)
$L24:
	ldl $1,28($15)
	ldl $2,48($15)
	cmplt $1,$2,$1
	bne $1,$L25
	lds $f10,24($15)
	cpys $f10,$f10,$f0
	bis $31,$15,$30
	ldq $26,0($30)
	ldq $15,8($30)
	lda $30,64($30)
	ret $31,($26),1
	.end jacobi
	.rdata
	.align 3
$LC19:
	.long	0
	.long	1078001664
	.text
	.align 2
	.globl fflop
	.ent fflop
fflop:
	.frame $15,48,$26,0
	.mask 0x4008000,-48
	ldgp $29,0($27)
$fflop..ng:
	lda $30,-48($30)
	stq $26,0($30)
	stq $15,8($30)
	bis $31,$30,$15
	.prologue 1
	bis $31,$16,$1
	bis $31,$17,$2
	bis $31,$18,$3
	stl $1,16($15)
	stl $2,20($15)
	stl $3,24($15)
	ldl $1,24($15)
	subl $1,2,$1
	addl $31,$1,$1
	bis $31,$1,$2
	stq $2,32($15)
	ldt $f10,32($15)
	cvtqt $f10,$f11
	ldl $1,20($15)
	subl $1,2,$1
	addl $31,$1,$1
	bis $31,$1,$2
	stq $2,32($15)
	ldt $f12,32($15)
	cvtqt $f12,$f10
	mult $f11,$f10,$f11
	ldl $1,16($15)
	subl $1,2,$1
	addl $31,$1,$1
	bis $31,$1,$2
	stq $2,32($15)
	ldt $f12,32($15)
	cvtqt $f12,$f10
	mult $f11,$f10,$f11
	lda $1,$LC19
	ldt $f10,0($1)
	mult $f11,$f10,$f10
	cpys $f10,$f10,$f0
	bis $31,$15,$30
	ldq $26,0($30)
	ldq $15,8($30)
	lda $30,48($30)
	ret $31,($26),1
	.end fflop
	.rdata
	.align 3
$LC20:
	.long	2696277389
	.long	1051772663
	.text
	.align 2
	.globl mflops
	.ent mflops
mflops:
	.frame $15,64,$26,0
	.mask 0x4008000,-64
	ldgp $29,0($27)
$mflops..ng:
	lda $30,-64($30)
	stq $26,0($30)
	stq $15,8($30)
	bis $31,$30,$15
	.prologue 1
	bis $31,$16,$1
	stt $f17,24($15)
	stt $f18,32($15)
	stl $1,16($15)
	ldt $f11,32($15)
	ldt $f10,24($15)
	divt $f11,$f10,$f11
	lda $1,$LC20
	ldt $f10,0($1)
	mult $f11,$f10,$f11
	ldl $1,16($15)
	bis $31,$1,$2
	stq $2,48($15)
	ldt $f12,48($15)
	cvtqt $f12,$f10
	mult $f11,$f10,$f10
	cpys $f10,$f10,$f0
	bis $31,$15,$30
	ldq $26,0($30)
	ldq $15,8($30)
	lda $30,64($30)
	ret $31,($26),1
	.end mflops
	.lcomm base_usec.2681,4
	.lcomm base_sec.2680,4
	.rdata
	.align 3
$LC21:
	.long	0
	.long	1093567616
	.text
	.align 2
	.globl second
	.ent second
second:
	.frame $15,48,$26,0
	.mask 0x4008000,-48
	ldgp $29,0($27)
$second..ng:
	lda $30,-48($30)
	stq $26,0($30)
	stq $15,8($30)
	bis $31,$30,$15
	.prologue 1
	lda $1,24($15)
	bis $31,$1,$16
	bis $31,$31,$17
	jsr $26,gettimeofday
	ldgp $29,0($26)
	lda $1,base_sec.2680
	ldl $1,0($1)
	bne $1,$L51
	lda $1,base_usec.2681
	ldl $1,0($1)
	bne $1,$L51
	ldl $2,24($15)
	lda $1,base_sec.2680
	stl $2,0($1)
	ldl $2,28($15)
	lda $1,base_usec.2681
	stl $2,0($1)
	stt $f31,16($15)
	br $31,$L54
$L51:
	ldl $2,24($15)
	lda $1,base_sec.2680
	ldl $1,0($1)
	subl $2,$1,$1
	addl $31,$1,$1
	bis $31,$1,$2
	stq $2,32($15)
	ldt $f10,32($15)
	cvtqt $f10,$f12
	ldl $2,28($15)
	lda $1,base_usec.2681
	ldl $1,0($1)
	subl $2,$1,$1
	addl $31,$1,$1
	bis $31,$1,$2
	stq $2,32($15)
	ldt $f10,32($15)
	cvtqt $f10,$f11
	lda $1,$LC21
	ldt $f10,0($1)
	divt $f11,$f10,$f10
	addt $f12,$f10,$f10
	stt $f10,16($15)
$L54:
	ldt $f10,16($15)
	cpys $f10,$f10,$f0
	bis $31,$15,$30
	ldq $26,0($30)
	ldq $15,8($30)
	lda $30,48($30)
	ret $31,($26),1
	.end second
	.lcomm p,2180100
	.lcomm a,8720400
	.lcomm b,6540300
	.lcomm c,6540300
	.lcomm bnd,2180100
	.lcomm wrk1,2180100
	.lcomm wrk2,2180100
	.lcomm imax,4
	.lcomm jmax,4
	.lcomm kmax,4
	.lcomm omega,4
ds15> 
>----------------------------------------------------<

I compile benchmark.s on NetBSD/Alpha.

>----------------------------------------------------<
# uname -a
NetBSD  7.99.20 NetBSD 7.99.20 (GENERIC-$Revision: 1.364 $) #1: Sat Aug  1 12:15:01 UTC 2015  naruaki@:/usr/obj.alpha/sys/arch/alpha/compile/GENERIC alpha

# gcc -v
Using built-in specs.
COLLECT_GCC=gcc
COLLECT_LTO_WRAPPER=/usr/libexec/lto-wrapper
Target: alpha--netbsd
Configured with: /usr/src/tools/gcc/../../external/gpl3/gcc/dist/configure --target=alpha--netbsd --enable-long-long --enable-threads --with-bugurl=http://www.NetBSD.org/Misc/send-pr.html --with-pkgversion='NetBSD nb2 20150115' --with-system-zlib --enable-__cxa_atexit --enable-libstdcxx-threads --enable-libstdcxx-time=rt --enable-lto --with-mpc-lib=/var/obj/mknative/alpha/usr/src/external/lgpl3/mpc/lib/libmpc --with-mpfr-lib=/var/obj/mknative/alpha/usr/src/external/lgpl3/mpfr/lib/libmpfr --with-gmp-lib=/var/obj/mknative/alpha/usr/src/external/lgpl3/gmp/lib/libgmp --with-mpc-include=/usr/src/external/lgpl3/mpc/dist/src --with-mpfr-include=/usr/src/external/lgpl3/mpfr/dist/src --with-gmp-include=/usr/src/external/lgpl3/gmp/lib/libgmp/arch/alpha --enable-tls --disable-multilib --disable-symvers --disable-libstdcxx-pch --build=x86_64-unknown-netbsd6.0. --host=alpha--netbsd --with-sysroot=/var/obj/mknative/alpha/usr/src/destdir.alpha
Thread model: posix
gcc version 4.8.5 (nb2 20150115) 

# ls -l benchmark.s 
-rw-r--r--  1 root  wheel  28656 Aug  1  2015 benchmark.s

# gcc benchmark.s -o benchmark
benchmark.s: Assembler messages:
benchmark.s:2: Error: unknown pseudo-op: `.verstamp'
benchmark.s:7: Error: unknown pseudo-op: `.rdata'
benchmark.s:241: Error: unknown pseudo-op: `.rdata'
benchmark.s:1702: Error: unknown pseudo-op: `.rdata'
benchmark.s:1760: Error: unknown pseudo-op: `.rdata'
benchmark.s:1804: Error: unknown pseudo-op: `.rdata'

# vi benchmark.s
(delete line 2, line 7, line 241, line 1702, line 1760, line 1804)

# gcc benchmark.s -o benchmark

# ./benchmark
mimax = 65 mjmax = 65 mkmax = 129
imax = 64 jmax = 64 kmax =128
 Start rehearsal measurement process.
 Measure the performance in 3 times.

 MFLOPS: 49.403088 time(s): 1.000000 3.288628e-03

 Now, start the actual measurement process.
 The loop will be excuted in 180 times
 This will take about one minute.
 Wait for a while

 Loop executed for 180 times
 Gosa : 1.752524e-03 
 MFLOPS measured : 61.753860	cpu : 48.000000
 Score based on Pentium III 600MHz : 0.753096
>----------------------------------------------------<

Hmm...
It appears to be correct...

I don't carry out test on old NetBSD version.

>How-To-Repeat:

>Fix:
Sorry

>Release-Note:

>Audit-Trail:
From: "Naruaki.Etomi" <nullnilaki@gmail.com>
To: gnats-bugs@netbsd.org
Cc: 
Subject: Re: toolchain/50112: GCC is broken on NetBSD/Alpha Current,7-0-RC2,7-0-RC1
Date: Sun, 2 Aug 2015 06:12:39 +0900

 I'm sorry it was my misunderstanding.
 Please revert this PR.

 The cause of this problem is my computer set time is wrong.

 >---------------------------------------------------<
 # date 6208270237
 Aug 27 02:37:00  date: date set by root
 Sun Aug 27 02:37:00 UTC 2062

 # date
 Sun Aug 27 02:37:03 UTC 2062

 # ./benchmark
 mimax = 65 mjmax = 65 mkmax = 129
 imax = 64 jmax = 64 kmax =128
  Start rehearsal measurement process.
  Measure the performance in 3 times.

  MFLOPS: 0.000000 time(s): 4294967296.819821 3.288628e-03

  Now, start the actual measurement process.
  The loop will be excuted in 0 times
  This will take about one minute.
  Wait for a while

  Loop executed for 0 times
  Gosa : 7.796213e-310
  MFLOPS measured : 0.000000    cpu : 0.000001
  Score based on Pentium III 600MHz : 0.000000

 # ntpdate clock.nc.fukuoka-u.ac.jp
  1 Aug 21:08:38 ntpdate[1695]: step time server 133.100.8.2 offset
 -1485408634.746759 sec

 # date
 Sat Aug  1 21:08:53 UTC 2015

 # ./benchmark
 mimax = 65 mjmax = 65 mkmax = 129
 imax = 64 jmax = 64 kmax =128
  Start rehearsal measurement process.
  Measure the performance in 3 times.

  MFLOPS: 59.941019 time(s): 0.824195 3.288628e-03

  Now, start the actual measurement process.
  The loop will be excuted in 218 times
  This will take about one minute.
  Wait for a while

  Loop executed for 218 times
  Gosa : 1.615207e-03
  MFLOPS measured : 60.347832    cpu : 59.487766
  Score based on Pentium III 600MHz : 0.735949
 >---------------------------------------------------<

State-Changed-From-To: open->closed
State-Changed-By: jnemeth@NetBSD.org
State-Changed-When: Sat, 01 Aug 2015 22:15:43 +0000
State-Changed-Why:
Submitter request.


From: Robert Elz <kre@munnari.OZ.AU>
To: gnats-bugs@NetBSD.org
Cc: 
Subject: Re: toolchain/50112: GCC is broken on NetBSD/Alpha Current,7-0-RC2,7-0-RC1
Date: Sun, 02 Aug 2015 06:44:37 +0700

     Date:        Sat,  1 Aug 2015 21:15:00 +0000 (UTC)
     From:        "Naruaki.Etomi" <nullnilaki@gmail.com>
     Message-ID:  <20150801211500.E9F67A6555@mollari.NetBSD.org>

   |  The cause of this problem is my computer set time is wrong.

 That should not really cause a benchmark to give incorrect results,
 as the time it was set to will be correct, in the future, and the
 benchmark should work then as well as now.

 I suspect your problem is ...

 double
 second()
 {
   struct timeval tm;
   double t ;

   static int base_sec = 0,base_usec = 0;

 base_sec should be a time_t, not int, or things start to get weird from
 2038 (base_sec will appear negative, so the calculation

     t = (double) (tm.tv_sec-base_sec) + 
       ((double) (tm.tv_usec-base_usec))/1.0e6 ;

 will make a very large value in t (something of the order of 200 years
 I suspect, though I did not calculate it) which, being intended to be
 elapsed time, makes the system seem very very slow indeed.

 kre

From: "Naruaki.Etomi" <nullnilaki@gmail.com>
To: gnats-bugs@netbsd.org
Cc: 
Subject: Re: toolchain/50112: GCC is broken on NetBSD/Alpha Current,7-0-RC2,7-0-RC1
Date: Sun, 2 Aug 2015 09:12:28 +0900

 Dear Robert Elz

 > That should not really cause a benchmark to give incorrect results,
 > as the time it was set to will be correct, in the future, and the
 > benchmark should work then as well as now.

 Thank you very much kindly.

 I learned a lot from your advice.

 Sincerely,
 Naruaki.Etomi
 --
 nullnilaki@gmail.com

>Unformatted:

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