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|
c
c Sample analysis for leptonic final states
c
C----------------------------------------------------------------------
SUBROUTINE RCLOS()
C DUMMY IF HBOOK IS USED
C----------------------------------------------------------------------
END
C----------------------------------------------------------------------
SUBROUTINE HWABEG
C USER''S ROUTINE FOR INITIALIZATION
C----------------------------------------------------------------------
INCLUDE 'HEPMC.INC'
include 'reweight0.inc'
integer nwgt,max_weight,nwgt_analysis
common/cnwgt/nwgt
common/c_analysis/nwgt_analysis
parameter (max_weight=maxscales*maxscales+maxpdfs+1)
character*15 weights_info(max_weight)
common/cwgtsinfo/weights_info
integer nsingle,ncorr,nlepton,nplots,ncuts
common/cplots/nsingle,ncorr,nlepton,nplots,ncuts
integer MAXELM,MAXELP,MAXMUM,MAXMUP
common/cmaxlep/MAXELM,MAXELP,MAXMUM,MAXMUP
character*60 tmpstr1,tmpstr2,tmpstr3
integer maxcuts
parameter (maxcuts=2)
character*5 cc(maxcuts)
data cc/' ',' cuts'/
real*8 pi
PARAMETER (PI=3.14159265358979312D0)
real*8 sbin(100),smin(100),smax(100)
real*8 cbin(100),cmin(100),cmax(100)
integer i,kk,l,icuts
integer l0,ilep1,ilep2,io,ipair
c
call inihist
ccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc
c To be changed !!
nwgt=1
weights_info(nwgt)="central value "
ccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc
nwgt_analysis=nwgt
c The analysis will consider:
c MAXELM e-
c MAXELP e+
c MAXMUM mu-
c MAXMUP mu+
c Set these variables here and only here
MAXELM=0
MAXELP=0
MAXMUM=1
MAXMUP=1
nlepton=MAXELM+MAXELP+MAXMUM+MAXMUP
c For each weight and cut configuration, there will be:
c nsingle single-inclusive plots (e.g., pt and y)
c ncorr correlation plots (e.g., invM, ptpair, dphi, Deltay)
c to be repeated for each of the nlepton leptons and
c nlepton*(nlepton-1)/2 lepton pairs respectively
ncuts=1
if(ncuts.gt.maxcuts)then
WRITE(*,*)ncuts,maxcuts
CALL HWWARN('HWABEG',500)
endif
nsingle=2
ncorr=4
nplots=nlepton * nsingle +
# nlepton*(nlepton-1)/2 * ncorr
do i=1,100
sbin(i)=0.d0
smin(i)=0.d0
smax(i)=0.d0
cbin(i)=0.d0
cmin(i)=0.d0
cmax(i)=0.d0
enddo
c pt
sbin(1)=2.d0
smin(1)=0.d0
smax(1)=200.d0
c y
sbin(2)=0.1d0
smin(2)=-5.d0
smax(2)=5.d0
c inv M
cbin(1)=5.d0
cmin(1)=0.d0
cmax(1)=500.d0
c ptpair
cbin(2)=2.d0
cmin(2)=0.d0
cmax(2)=200.d0
c dphi
cbin(3)=pi/40.d0
cmin(3)=0.d0
cmax(3)=pi
c Delta y
cbin(4)=0.1d0
cmin(4)=-5.d0
cmax(4)=5.d0
c
do kk=1,nwgt_analysis
do icuts=1,ncuts
l0=(kk-1)*ncuts*nplots+(icuts-1)*nplots
do ilep1=1,nlepton
do io=1,nsingle
l=l0+nsingle*(ilep1-1)+io
write(tmpstr1,'(i3)')ilep1
write(tmpstr3,'(i3)')io
call mbook(l,'sing '//tmpstr1(1:3)//
& ' '//tmpstr3(1:3)//' '
& //weights_info(kk)//cc(icuts),sbin(io),smin(io),smax(io))
enddo
enddo
ipair=0
do ilep1=1,nlepton-1
do ilep2=ilep1+1,nlepton
ipair=ipair+1
do io=1,ncorr
l=l0+nlepton*nsingle+ncorr*(ipair-1)+io
write(tmpstr1,'(i3)')ilep1
write(tmpstr2,'(i3)')ilep2
write(tmpstr3,'(i3)')io
call mbook(l,'corr '//tmpstr1(1:3)//' '//
& tmpstr2(1:3)//' '//tmpstr3(1:3)//
& ' '//weights_info(kk)//cc(icuts),cbin(io),cmin(io),cmax(io))
enddo
enddo
enddo
enddo
enddo
999 END
C----------------------------------------------------------------------
SUBROUTINE HWAEND
C USER''S ROUTINE FOR TERMINAL CALCULATIONS, HISTOGRAM OUTPUT, ETC
C----------------------------------------------------------------------
INCLUDE 'HEPMC.INC'
REAL*8 XNORM
integer nsingle,ncorr,nlepton,nplots,ncuts
common/cplots/nsingle,ncorr,nlepton,nplots,ncuts
INTEGER I,J,kk,l,nwgt_analysis
integer l0,ilep1,ilep2,io,ipair,icuts
integer NPL
parameter(NPL=15000)
common/c_analysis/nwgt_analysis
OPEN(UNIT=99,FILE='HERWIG.top',STATUS='UNKNOWN')
C XNORM IS SUCH THAT THE CROSS SECTION PER BIN IS IN PB, SINCE THE HERWIG
C WEIGHT IS IN NB, AND CORRESPONDS TO THE AVERAGE CROSS SECTION
XNORM=1.D3/DFLOAT(NEVHEP)
DO I=1,NPL
CALL MFINAL3(I)
CALL MCOPY(I,I+NPL)
CALL MOPERA(I+NPL,'F',I+NPL,I+NPL,(XNORM),0.D0)
CALL MFINAL3(I+NPL)
ENDDO
C
do kk=1,nwgt_analysis
do icuts=1,ncuts
l0=(kk-1)*ncuts*nplots+(icuts-1)*nplots
do ilep1=1,nlepton
do io=1,nsingle
l=l0+nsingle*(ilep1-1)+io
call multitop(NPL+l,NPL-1,3,2,'sing ',' ','LOG')
enddo
enddo
ipair=0
do ilep1=1,nlepton-1
do ilep2=ilep1+1,nlepton
ipair=ipair+1
do io=1,ncorr
l=l0+nlepton*nsingle+ncorr*(ipair-1)+io
call multitop(NPL+l,NPL-1,3,2,'corr ',' ','LOG')
enddo
enddo
enddo
enddo
enddo
CLOSE(99)
END
C----------------------------------------------------------------------
SUBROUTINE HWANAL
C USER''S ROUTINE TO ANALYSE DATA FROM EVENT
C----------------------------------------------------------------------
INCLUDE 'HEPMC.INC'
include 'reweight0.inc'
DOUBLE PRECISION HWVDOT,PSUM(4)
INTEGER ICHSUM,ICHINI,IHEP,IST,ID
LOGICAL DIDSOF
integer nwgt_analysis,max_weight
common/c_analysis/nwgt_analysis
parameter (max_weight=maxscales*maxscales+maxpdfs+1)
double precision ww(max_weight),www(max_weight)
common/cww/ww
c
integer nsingle,ncorr,nlepton,nplots,ncuts
common/cplots/nsingle,ncorr,nlepton,nplots,ncuts
integer MAXELM,MAXELP,MAXMUM,MAXMUP
common/cmaxlep/MAXELM,MAXELP,MAXMUM,MAXMUP
c
integer i,j,ilep,ilep1,ilep2,io,NELP,NELM,NMUP,NMUM,
# IPAIR,kk,L,L0,ICUTS
real*8 GETPTV4,GETRAPIDITYV4,GETINVMV4,GETDELPHIV4,PPAIR(4),
# PELM(4,25),PELP(4,25),PMUM(4,25),PMUP(4,25),PLEP(4,25),
# obs(100)
c
ccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc
c To be changed !!
ww(1)=1d0
ccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc
IF(MOD(NEVHEP,10000).EQ.0)RETURN
IF (WW(1).EQ.0D0) THEN
WRITE(*,*)'WW(1) = 0. Stopping'
STOP
ENDIF
C INCOMING PARTONS MAY TRAVEL IN THE SAME DIRECTION: IT''S A POWER-SUPPRESSED
C EFFECT, SO THROW THE EVENT AWAY
IF(SIGN(1.D0,PHEP(3,1)).EQ.SIGN(1.D0,PHEP(3,2)))THEN
CALL HWWARN('HWANAL',111)
GOTO 999
ENDIF
DO I=1,nwgt_analysis
WWW(I)=EVWGT*ww(i)/ww(1)
ENDDO
ICHSUM=0
NELP=0
NELM=0
NMUP=0
NMUM=0
DO 100 IHEP=1,NHEP
IST=ISTHEP(IHEP)
ID=IDHEP(IHEP)
c Find electrons
IF(ID.EQ.11.AND.IST.EQ.1) THEN
NELM=NELM+1
DO I=1,4
PELM(I,NELM)=PHEP(I,IHEP)
ENDDO
c Find positrons
ELSEIF(ID.EQ.-11.AND.IST.EQ.1) THEN
NELP=NELP+1
DO I=1,4
PELP(I,NELP)=PHEP(I,IHEP)
ENDDO
c Find mu-
ELSEIF(ID.EQ.13.AND.IST.EQ.1) THEN
NMUM=NMUM+1
DO I=1,4
PMUM(I,NMUM)=PHEP(I,IHEP)
ENDDO
c Find mu+
ELSEIF(ID.EQ.-13.AND.IST.EQ.1) THEN
NMUP=NMUP+1
DO I=1,4
PMUP(I,NMUP)=PHEP(I,IHEP)
ENDDO
ENDIF
100 CONTINUE
IF( NELM.LT.MAXELM .OR. NELP.LT.MAXELP .OR.
# NMUM.LT.MAXMUM .OR. NMUP.LT.MAXMUP )THEN
CALL HWUEPR
WRITE(*,*)NELM,NELP,NMUM,NMUP
WRITE(*,*)MAXELM,MAXELP,MAXMUM,MAXMUP
CALL HWWARN('HWANAL',500)
ENDIF
c Keep the first MAX** leptons of the species **
ILEP=0
DO J=1,MAXELM
ILEP=ILEP+1
DO I=1,4
PLEP(I,ILEP)=PELM(I,J)
ENDDO
ENDDO
DO J=1,MAXELP
ILEP=ILEP+1
DO I=1,4
PLEP(I,ILEP)=PELP(I,J)
ENDDO
ENDDO
DO J=1,MAXMUM
ILEP=ILEP+1
DO I=1,4
PLEP(I,ILEP)=PMUM(I,J)
ENDDO
ENDDO
DO J=1,MAXMUP
ILEP=ILEP+1
DO I=1,4
PLEP(I,ILEP)=PMUP(I,J)
ENDDO
ENDDO
IF( ILEP.NE.nlepton )THEN
CALL HWUEPR
WRITE(*,*)ILEP,nlepton
CALL HWWARN('HWANAL',501)
ENDIF
c
DO ILEP1=1,NLEPTON
OBS(1)=GETPTV4(PLEP(1,ILEP1))
OBS(2)=GETRAPIDITYV4(PLEP(1,ILEP1))
DO KK=1,NWGT_ANALYSIS
DO ICUTS=1,NCUTS
L0=(KK-1)*NCUTS*NPLOTS+(ICUTS-1)*NPLOTS
DO IO=1,NSINGLE
L=L0+NSINGLE*(ILEP1-1)+IO
CALL MFILL(L,OBS(IO),WWW(KK))
ENDDO
ENDDO
ENDDO
ENDDO
c
IPAIR=0
DO ILEP1=1,NLEPTON-1
DO ILEP2=ILEP1+1,NLEPTON
IPAIR=IPAIR+1
DO I=1,4
PPAIR(I)=PLEP(I,ILEP1)+PLEP(I,ILEP2)
ENDDO
OBS(1)=GETINVMV4(PPAIR)
OBS(2)=GETPTV4(PPAIR)
OBS(3)=GETDELPHIV4(PLEP(1,ILEP1),PLEP(1,ILEP2))
OBS(4)=GETRAPIDITYV4(PLEP(1,ILEP1))-
# GETRAPIDITYV4(PLEP(1,ILEP2))
DO KK=1,NWGT_ANALYSIS
DO ICUTS=1,NCUTS
L0=(KK-1)*NCUTS*NPLOTS+(ICUTS-1)*NPLOTS
DO IO=1,NCORR
L=L0+NLEPTON*NSINGLE+NCORR*(IPAIR-1)+IO
CALL MFILL(L,OBS(IO),WWW(KK))
ENDDO
ENDDO
ENDDO
ENDDO
ENDDO
999 END
FUNCTION RANDA(SEED)
* -----------------
* Ref.: K. Park and K.W. Miller, Comm. of the ACM 31 (1988) p.1192
* Use seed = 1 as first value.
*
IMPLICIT INTEGER(A-Z)
DOUBLE PRECISION MINV,RANDA
SAVE
PARAMETER(M=2147483647,A=16807,Q=127773,R=2836)
PARAMETER(MINV=0.46566128752458d-09)
HI = SEED/Q
LO = MOD(SEED,Q)
SEED = A*LO - R*HI
IF(SEED.LE.0) SEED = SEED + M
RANDA = SEED*MINV
END
function getrapidity(en,pl)
implicit none
real*8 getrapidity,en,pl,tiny,xplus,xminus,y
parameter (tiny=1.d-8)
c
xplus=en+pl
xminus=en-pl
if(xplus.gt.tiny.and.xminus.gt.tiny)then
if( (xplus/xminus).gt.tiny.and.(xminus/xplus).gt.tiny )then
y=0.5d0*log( xplus/xminus )
else
y=sign(1.d0,pl)*1.d8
endif
else
y=sign(1.d0,pl)*1.d8
endif
getrapidity=y
return
end
function getpseudorap(en,ptx,pty,pl)
implicit none
real*8 getpseudorap,en,ptx,pty,pl,tiny,pt,eta,th
parameter (tiny=1.d-5)
c
pt=sqrt(ptx**2+pty**2)
if(pt.lt.tiny.and.abs(pl).lt.tiny)then
eta=sign(1.d0,pl)*1.d8
else
th=atan2(pt,pl)
eta=-log(tan(th/2.d0))
endif
getpseudorap=eta
return
end
function getinvm(en,ptx,pty,pl)
implicit none
real*8 getinvm,en,ptx,pty,pl,tiny,tmp
parameter (tiny=1.d-5)
c
tmp=en**2-ptx**2-pty**2-pl**2
if(tmp.gt.0.d0)then
tmp=sqrt(tmp)
elseif(tmp.gt.-tiny)then
tmp=0.d0
else
write(*,*)'Attempt to compute a negative mass'
stop
endif
getinvm=tmp
return
end
function getdelphi(ptx1,pty1,ptx2,pty2)
implicit none
real*8 getdelphi,ptx1,pty1,ptx2,pty2,tiny,pt1,pt2,tmp
parameter (tiny=1.d-5)
c
pt1=sqrt(ptx1**2+pty1**2)
pt2=sqrt(ptx2**2+pty2**2)
if(pt1.ne.0.d0.and.pt2.ne.0.d0)then
tmp=ptx1*ptx2+pty1*pty2
tmp=tmp/(pt1*pt2)
if(abs(tmp).gt.1.d0+tiny)then
write(*,*)'Cosine larger than 1'
stop
elseif(abs(tmp).ge.1.d0)then
tmp=sign(1.d0,tmp)
endif
tmp=acos(tmp)
else
tmp=1.d8
endif
getdelphi=tmp
return
end
function getdr(en1,ptx1,pty1,pl1,en2,ptx2,pty2,pl2)
implicit none
real*8 getdr,en1,ptx1,pty1,pl1,en2,ptx2,pty2,pl2,deta,dphi,
# getpseudorap,getdelphi
c
deta=getpseudorap(en1,ptx1,pty1,pl1)-
# getpseudorap(en2,ptx2,pty2,pl2)
dphi=getdelphi(ptx1,pty1,ptx2,pty2)
getdr=sqrt(dphi**2+deta**2)
return
end
function getdry(en1,ptx1,pty1,pl1,en2,ptx2,pty2,pl2)
implicit none
real*8 getdry,en1,ptx1,pty1,pl1,en2,ptx2,pty2,pl2,deta,dphi,
# getrapidity,getdelphi
c
deta=getrapidity(en1,pl1)-
# getrapidity(en2,pl2)
dphi=getdelphi(ptx1,pty1,ptx2,pty2)
getdry=sqrt(dphi**2+deta**2)
return
end
function getptv(p)
implicit none
real*8 getptv,p(5)
c
getptv=sqrt(p(1)**2+p(2)**2)
return
end
function getpseudorapv(p)
implicit none
real*8 getpseudorapv,p(5)
real*8 getpseudorap
c
getpseudorapv=getpseudorap(p(4),p(1),p(2),p(3))
return
end
function getrapidityv(p)
implicit none
real*8 getrapidityv,p(5)
real*8 getrapidity
c
getrapidityv=getrapidity(p(4),p(3))
return
end
function getdrv(p1,p2)
implicit none
real*8 getdrv,p1(5),p2(5)
real*8 getdr
c
getdrv=getdr(p1(4),p1(1),p1(2),p1(3),
# p2(4),p2(1),p2(2),p2(3))
return
end
function getinvmv(p)
implicit none
real*8 getinvmv,p(5)
real*8 getinvm
c
getinvmv=getinvm(p(4),p(1),p(2),p(3))
return
end
function getdelphiv(p1,p2)
implicit none
real*8 getdelphiv,p1(5),p2(5)
real*8 getdelphi
c
getdelphiv=getdelphi(p1(1),p1(2),
# p2(1),p2(2))
return
end
function getptv4(p)
implicit none
real*8 getptv4,p(4)
c
getptv4=sqrt(p(1)**2+p(2)**2)
return
end
function getpseudorapv4(p)
implicit none
real*8 getpseudorapv4,p(4)
real*8 getpseudorap
c
getpseudorapv4=getpseudorap(p(4),p(1),p(2),p(3))
return
end
function getrapidityv4(p)
implicit none
real*8 getrapidityv4,p(4)
real*8 getrapidity
c
getrapidityv4=getrapidity(p(4),p(3))
return
end
function getdrv4(p1,p2)
implicit none
real*8 getdrv4,p1(4),p2(4)
real*8 getdr
c
getdrv4=getdr(p1(4),p1(1),p1(2),p1(3),
# p2(4),p2(1),p2(2),p2(3))
return
end
function getinvmv4(p)
implicit none
real*8 getinvmv4,p(4)
real*8 getinvm
c
getinvmv4=getinvm(p(4),p(1),p(2),p(3))
return
end
function getdelphiv4(p1,p2)
implicit none
real*8 getdelphiv4,p1(4),p2(4)
real*8 getdelphi
c
getdelphiv4=getdelphi(p1(1),p1(2),
# p2(1),p2(2))
return
end
function getcosv4(q1,q2)
implicit none
real*8 getcosv4,q1(4),q2(4)
real*8 xnorm1,xnorm2,tmp
c
if(q1(4).lt.0.d0.or.q2(4).lt.0.d0)then
getcosv4=-1.d10
return
endif
xnorm1=sqrt(q1(1)**2+q1(2)**2+q1(3)**2)
xnorm2=sqrt(q2(1)**2+q2(2)**2+q2(3)**2)
if(xnorm1.lt.1.d-6.or.xnorm2.lt.1.d-6)then
tmp=-1.d10
else
tmp=q1(1)*q2(1)+q1(2)*q2(2)+q1(3)*q2(3)
tmp=tmp/(xnorm1*xnorm2)
if(abs(tmp).gt.1.d0.and.abs(tmp).le.1.001d0)then
tmp=sign(1.d0,tmp)
elseif(abs(tmp).gt.1.001d0)then
write(*,*)'Error in getcosv4',tmp
stop
endif
endif
getcosv4=tmp
return
end
function getmod(p)
implicit none
double precision p(4),getmod
getmod=sqrt(p(1)**2+p(2)**2+p(3)**2)
return
end
subroutine getperpenv4(q1,q2,qperp)
c Normal to the plane defined by \vec{q1},\vec{q2}
implicit none
real*8 q1(4),q2(4),qperp(4)
real*8 xnorm1,xnorm2
integer i
c
xnorm1=sqrt(q1(1)**2+q1(2)**2+q1(3)**2)
xnorm2=sqrt(q2(1)**2+q2(2)**2+q2(3)**2)
if(xnorm1.lt.1.d-6.or.xnorm2.lt.1.d-6)then
do i=1,4
qperp(i)=-1.d10
enddo
else
qperp(1)=q1(2)*q2(3)-q1(3)*q2(2)
qperp(2)=q1(3)*q2(1)-q1(1)*q2(3)
qperp(3)=q1(1)*q2(2)-q1(2)*q2(1)
do i=1,3
qperp(i)=qperp(i)/(xnorm1*xnorm2)
enddo
qperp(4)=1.d0
endif
return
end
subroutine boostwdir2(chybst,shybst,chybstmo,xd,xin,xout)
c chybstmo = chybst-1; if it can be computed analytically it improves
c the numerical accuracy
implicit none
real*8 chybst,shybst,chybstmo,xd(1:3),xin(0:3),xout(0:3)
real*8 tmp,en,pz
integer i
c
if(abs(xd(1)**2+xd(2)**2+xd(3)**2-1).gt.1.d-6)then
write(*,*)'Error #1 in boostwdir2',xd
stop
endif
c
en=xin(0)
pz=xin(1)*xd(1)+xin(2)*xd(2)+xin(3)*xd(3)
xout(0)=en*chybst-pz*shybst
do i=1,3
xout(i)=xin(i)+xd(i)*(pz*chybstmo-en*shybst)
enddo
c
return
end
subroutine boostwdir3(chybst,shybst,chybstmo,xd,xxin,xxout)
implicit none
real*8 chybst,shybst,chybstmo,xd(1:3),xxin(4),xxout(4)
real*8 xin(0:3),xout(0:3)
integer i
c
do i=1,4
xin(mod(i,4))=xxin(i)
enddo
call boostwdir2(chybst,shybst,chybstmo,xd,xin,xout)
do i=1,4
xxout(i)=xout(mod(i,4))
enddo
c
return
end
subroutine getwedge(p1,p2,pout)
implicit none
real*8 p1(4),p2(4),pout(4)
pout(1)=p1(2)*p2(3)-p1(3)*p2(2)
pout(2)=p1(3)*p2(1)-p1(1)*p2(3)
pout(3)=p1(1)*p2(2)-p1(2)*p2(1)
pout(4)=0d0
return
end
C-----------------------------------------------------------------------
SUBROUTINE HWWARN(SUBRTN,ICODE)
C-----------------------------------------------------------------------
C DEALS WITH ERRORS DURING EXECUTION
C SUBRTN = NAME OF CALLING SUBROUTINE
C ICODE = ERROR CODE: - -1 NONFATAL, KILL EVENT & PRINT NOTHING
C 0- 49 NONFATAL, PRINT WARNING & CONTINUE
C 50- 99 NONFATAL, PRINT WARNING & JUMP
C 100-199 NONFATAL, DUMP & KILL EVENT
C 200-299 FATAL, TERMINATE RUN
C 300-399 FATAL, DUMP EVENT & TERMINATE RUN
C 400-499 FATAL, DUMP EVENT & STOP DEAD
C 500- FATAL, STOP DEAD WITH NO DUMP
C-----------------------------------------------------------------------
INCLUDE 'HEPMC.INC'
INTEGER ICODE,NRN,IERROR
CHARACTER*6 SUBRTN
IF (ICODE.GE.0) WRITE (6,10) SUBRTN,ICODE
10 FORMAT(/' HWWARN CALLED FROM SUBPROGRAM ',A6,': CODE =',I4)
IF (ICODE.LT.0) THEN
IERROR=ICODE
RETURN
ELSEIF (ICODE.LT.100) THEN
WRITE (6,20) NEVHEP,NRN,EVWGT
20 FORMAT(' EVENT',I8,': SEEDS =',I11,' &',I11,
&' WEIGHT =',E11.4/' EVENT SURVIVES. EXECUTION CONTINUES')
IF (ICODE.GT.49) RETURN
ELSEIF (ICODE.LT.200) THEN
WRITE (6,30) NEVHEP,NRN,EVWGT
30 FORMAT(' EVENT',I8,': SEEDS =',I11,' &',I11,
&' WEIGHT =',E11.4/' EVENT KILLED. EXECUTION CONTINUES')
IERROR=ICODE
RETURN
ELSEIF (ICODE.LT.300) THEN
WRITE (6,40)
40 FORMAT(' EVENT SURVIVES. RUN ENDS GRACEFULLY')
c$$$ CALL HWEFIN
c$$$ CALL HWAEND
STOP
ELSEIF (ICODE.LT.400) THEN
WRITE (6,50)
50 FORMAT(' EVENT KILLED: DUMP FOLLOWS. RUN ENDS GRACEFULLY')
IERROR=ICODE
c$$$ CALL HWUEPR
c$$$ CALL HWUBPR
c$$$ CALL HWEFIN
c$$$ CALL HWAEND
STOP
ELSEIF (ICODE.LT.500) THEN
WRITE (6,60)
60 FORMAT(' EVENT KILLED: DUMP FOLLOWS. RUN STOPS DEAD')
IERROR=ICODE
c$$$ CALL HWUEPR
c$$$ CALL HWUBPR
STOP
ELSE
WRITE (6,70)
70 FORMAT(' RUN CANNOT CONTINUE')
STOP
ENDIF
END
subroutine HWUEPR
INCLUDE 'HEPMC.INC'
integer ip,i
PRINT *,' EVENT ',NEVHEP
DO IP=1,NHEP
PRINT '(I4,I8,I4,4I4,1P,5D11.3)',IP,IDHEP(IP),ISTHEP(IP),
& JMOHEP(1,IP),JMOHEP(2,IP),JDAHEP(1,IP),JDAHEP(2,IP),
& (PHEP(I,IP),I=1,5)
ENDDO
return
end
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