#define _LINUX_ .true. #define _ONLYSHIFT_ .false. c----------------------------------------------------------------- c c ********************************** c ********************************** c *** *** c *** *** c *** xym2bar *** c *** *** c *** *** c ********************************** c ********************************** c c This particular routine (xym2bar) will take a list of peaks c found in several individual images (ideally generated from c img2xym) and transformations (MAT.nnn) that relate each c xym list to a common frame, and will: c c (1) tally up where the peaks from the many images land c in the ref frame and generate a master list of peaks c that are found in at least NIMMIN images c (2) finally, it will output files a file MAT.KEY that links c up all the stars c c c The input file (IN.xym2bar) has a very similar form to that c for xym2mat. There are some slight difference, though. This c routine allows you to specify a zeropoint for each image, by c the "z+0.115" command. If you specify "z99" it will derive c a zeropoint from the MAT.nnn files. c c Both xym2mat and xym2bar perform the wfc_zpa/hrc_zpa correction c at the same time as they perform the distortion correction. c c This program needs to be modified frequently so that its runtime c parameters are appropriate. Below, I'll highlight some of the c things that can be modified. c c The routine can also run on an input-list of positions. To c do this, specify a negative number on the command line, and it c will take its input list from the 0th image. c c Again, I haven't had a chance to document this as well as I'd c like, but if you have any questions, don't hesitate to ask. c c c Jay c jay@eeyore.rice.edu c Monday Aug 16th, 2004 c c----------------------------------------------------------------- c----------------------------------------------------------------- c c The philosophy behind this program: c c This is essentially a COLLATING program. It collates photometry c and astrometry from several star lists and creates one star c list from them. c c This program could be impossible. Sometimes we want to find c all the coincident peaks in tens or even hundreds of image. If c we scrape the bottom of the barrel, then we can find up to c a million peaks in each image. If we have tens of images, this c would imply tens of millions of possible sources. It is prohibitive c to have arrays that are (10,000,000 x 100) (NSOURCES x NIMAGES), c but that is what is required if we are to match things up in the c brute force way! c c This routine does something sneaky. It reads in each image individually. c Logs where the peaks are in a hash table. Then reads the next image in c and does the same. This way, only one image is in memory at a time. c c Once all the images have been read in and all the peaks have been logged, c figures out where the coincident peaks are and makes a list of them. c Typically these lists are 10,000 or so long. They can be up to 100,000 c long, but they are generally MUCH shorter than the number of peaks in c any random image. c c The goal now is to find an average flux and position for each peak. c I read in each image again, and find out which of the image's stars c correspond to each peak. I record that in a table. Then read in the other c images. c c I now have for each PEAK, several estimates of its flux and its c position in the reference frame. I do some statistics to find the c average and the standard deviation. I report these in MATCHUP.XY. c c I can also provide some detailed info on the collation as well. c c MATCHUP.XY has the form x,y,m,ex,ey,em; the positions and flux, c and the 1-sigma errors therein. This file is a very compact c summary of the common peaks. c c----------------------------------------------------------------- c----------------------------------------------------------------- c c max number of stars in a given input file; this can safely be a lot c larger than _NPKMAX_, since it's only used for one image at a time c #define _NSTMAX_ 300000 c----------------------------------------------------------------- c c max number of stars in each MAT.nnn file; this can safely be pretty c large, as it's only used for one image at a time c #define _NMATMX_ 200000 c----------------------------------------------------------------- c c max number of common stars that can be found in the set of images c important not to make this too big, as several arrays of size c _NPKMAX_ * _NIMMAX_ have to be declared ahead of time_ c c #define _NPKMAX_ 999999 c----------------------------------------------------------------- c c max number of images that can be co-related; if this is too big, c you'll get memory problems c #define _NIMMAX_ 225 c----------------------------------------------------------------- c c this allows you to use (say) images #50-#75 and only declare for c 25 images in _NIMAX_... ; the default for this is zero c #define _NIMOFF_ 00000 c----------------------------------------------------------------- c c the following parameters are good for wfc images; the _PIXDIM_ c is pretty large, but it allows stars to be found in a grid from c (-500:4500,-500:4500), which is big enough to cover most mosaics. c c It is supersampled by a factor of two (_F_=2) with respect to the c image pixels, since stars are generally measured to better then 0.5 c pixels, and it helps a lot to spread out the signal of the sky and c not that of the stars. c c If it gives you memory problems you can do two things: c (1) you could make the pk_map() and pk_mbp() arrays bytes (which c would preclude writing them out of images with my software) c (2) you could reduce them from 10000 to 5000 and set _F_ = 1 c the drawback is that you'll get more junk in the starlists c c #define _PIXDIM_ 5000 #define _F_ 1 #define _XADJ_ 0 #define _YADJ_ 0 c-------------------------------------------------------------------- c c This seems to work decently for wfc data. It divides the 4096x4096 c wfc image into a 1000x1000 grid where it throws the stars. There c is actually an overflow grid in case two stars land in the same box c (_HASHDEP_ = 2). This just means that you can't really have 2 stars c within the same 4x4 pixel box. This may be a bit strict and you c may want to increase HASHDEP to 3 or more. In each box, it stores c the (_HASHDEP_) brightest stars assigned to that bin. c #define _HASHDIM_ 2000 #define _HASHDEP_ 3 c------------------------------------- c c begin the program here c program xym2bar implicit none real*8 x1c(_NMATMX_), y1c(_NMATMX_) real*8 x2c(_NMATMX_), y2c(_NMATMX_) real m1c(_NMATMX_), m2c(_NMATMX_) real*8 dmc(_NMATMX_) integer NMAT, NMATs integer i, j real*8 ti, tj, tt integer txmax, txmin integer tymax, tymin real*8 xoutp, youtp real moutt, moutc, moutr real*8 xraw(_NSTMAX_), yraw(_NSTMAX_) real*8 xloc(_NSTMAX_), yloc(_NSTMAX_) real*8 xmap(_NSTMAX_), ymap(_NSTMAX_) real*8 zraw(_NSTMAX_) real*8 zloc(_NSTMAX_) real qloc(_NSTMAX_) character*129 sraw(_NSTMAX_) integer strend real*8 xind, yind real*8 xinr, yinr, zinr real*8 xine, yine real*8 xin, yin, zin, qin real*8 xr, yr, qr, rr, ar, br real*8 xrmap, yrmap integer n logical dop real*8 dx, dy, dd real qval real aval real bval real rval real*8 xmin, ymin real*8 xmax, ymax integer ii, jj integer ix, iy real*8 mr real*8 mc character*200 FILE_STDGDC real*8 xa, ya, ma real*8 xb, yb, mb real*8 minarr, maxarr integer NIM, NIMs, NIMi character*200 FILE character*80 FILEDIR,FILEPRE character*07 FILESUFF character*200 INSTRING character*200 INSTRINGG character*80 MATFILE character*80 MATDIR integer imd character*80 FILEOUT logical XYFIX logical DOMATSTEM logical DOLNKSTEM logical LNULL character*80 LNKFILE character*80 FITSFILE integer iargc, NARG, NARGs integer NSTAR, NSTARs integer NTRY integer NIMMIN integer NIMMINu integer NPK, NPKs, NPKi, NPKx, NPKr integer pk_mcpe integer pk_mcpu integer pk_mcpp ! number possible! (NEW!!) real pk_mapr real*8 pkx(_NPKMAX_), pkxr(_NPKMAX_), pkmr(_NPKMAX_) real*8 pky(_NPKMAX_), pkyr(_NPKMAX_) integer pki(_NPKMAX_) integer pkj(_NPKMAX_) integer pkn(_NPKMAX_) integer pkp(_NPKMAX_) integer pku(_NPKMAX_) integer pkf(_NPKMAX_) integer nimp integer NFND real*8 xlux, ylux real*8 xlur, ylur, dclip real*8 xlu, ylu real*8 dmin, duse integer NSTARu integer CHIPNO integer IFILT real rNIMMIN real PCTMIN real*8 AGN(_NIMMAX_) real*8 BGN(_NIMMAX_) real*8 CGN(_NIMMAX_) real*8 DGN(_NIMMAX_) real*8 XoN(_NIMMAX_) real*8 YoN(_NIMMAX_) real*8 WoN(_NIMMAX_) real*8 ZoN(_NIMMAX_) real*8 DELTA real*8 AG,BG,CG,DG real*8 Xo,Yo,Wo,Zo real RDATE real*8 RDATE_N(_NIMMAX_) integer is real*8 XLO, XHI, OFFX real*8 YLO, YHI, OFFY real*8 MLO, MHI real*8 QLO, QHI real*8 RLO, RHI real*8 ALO, AHI real*8 BLO, BHI character*200 S(8) character*200 GCFILE real hrc_zpa real wfc_zpa real wfc3uv_zpa real wfc3ir_zpa real fits4096_zp real*8 ZPU real*8 ZPN(_NIMMAX_) real*8 xbar, xsig, xl(_NIMMAX_) real*8 ybar, ysig, yl(_NIMMAX_) real*8 mbar, msig, ml(_NIMMAX_) real*8 qbar, qsig, ql(_NIMMAX_) real*8 ebar, esig, el(_NIMMAX_) integer wl(_NIMMAX_) real*8 asig, bsig integer NIMf, NIMg, NIMm integer hash(_HASHDIM_,_HASHDIM_,_HASHDEP_) integer*2 nash(_HASHDIM_,_HASHDIM_) integer hhist(100) integer ihx, ihy integer ihxc, ihyc, nhh integer XCOL integer YCOL integer MCOL integer QCOL integer RCOL integer ACOL integer BCOL character*80 ccol(19) integer NNN3or4 real EREF, etime c------------------------------------------------- c c These can be uncommented if you need to store c more information about the peaks being matched up. c In general I leave most of the commented out here c (and where they occur below) since these arrays c can hog a lot of memory, and most of these are c only really used for output purposes. c real xsingl real ysingl logical DOPEAKMAP logical DOLNKFILE logical INPUTLIST integer N1U integer N2U character*200 INPLINE(999) character*200 INP_ARG character*200 INP_FILE integer breaka1, breaka2 integer breakb1, breakb2 integer breakc1, breakc2 integer INPLINEs, INPLINEu real*8 xcl(5), ycl(5) real*8 xgl(5), ygl(5), xg, yg real DMATCH real XSIGMAX, YSIGMAX, DSIGMAX, MSIGMAX real TESTMAG logical NG_CLIP integer (kind=4), dimension(:,:), allocatable :: MATCHUP real (kind=8), dimension(:,:), allocatable :: MATCHXT real (kind=8), dimension(:,:), allocatable :: MATCHYT real (kind=4), dimension(:,:), allocatable :: MATCHMT real (kind=4), dimension(:,:), allocatable :: MATCHQT real (kind=8), dimension(:,:), allocatable :: MATCHXR real (kind=8), dimension(:,:), allocatable :: MATCHYR real (kind=8), dimension(:,:), allocatable :: MATCHDX real (kind=8), dimension(:,:), allocatable :: MATCHDY integer (kind=2), dimension(:,:), allocatable :: pk_map integer (kind=2), dimension(:,:), allocatable :: pk_mcp integer (kind=2), dimension(:,:), allocatable :: pk_cvg byte , dimension(:,:), allocatable :: pk_cvu integer REJCOV integer K, K1, K2 integer NCTEs real CTE_MAG(99) real CTE_FIX(99) real*8 DKEEP integer NLINE1s ! lines of all kinds integer NLINE2s ! non commented out lines integer NLINE3s ! lines that made it through restrictions integer WHY_i(15), WHYT_i(15) integer VERBOSE VERBOSE = 0 EREF = -99 NCTEs = 0 NNN3or4 = 3 CHIPNO = 0 NARGs = iargc() if (NARGs.lt.1) then print*,'THIS ROUTINE NOW TAKES AT LEAST ONE ARGUMENT' print*,' ' print*,'USAGE: ' print*,' ' print*,'xym2bar rNIMMIN [P] [L] [I] [V+] [V-] [others]' print*,' ' print*,'WHERE:' print*,' ' print*,' rNIMMIN: is the number of images where an ' print*,' object must be detected to make ' print*,' the list. If it is detected in fewer ' print*,' images, then we will not include it in ' print*,' the final list. The integer part is ' print*,' an absolute limit ; the fractional part' print*,' says that must also be relative to the ' print*,' number possible. ' print*,' ' print*,' If arg 2 or more is present, then if it is:' print*,' "V"... verbose (+ more, - less)' print*,' "L"... it will output the linkfiles' print*,' "I"... it will use the info from image#0' print*,' as the source list rather than' print*,' find the co-incident peaks' print*,' "P"... it will output the peak map' print*,' "DMATCH=1.25" matching radius' print*,' "DKEEP=0.03" 2-d resid never reject' print*,' "XSIGMAX=0.05" throw out high x-sigma' print*,' "YSIGMAX=0.05" throw out high y-sigma' print*,' "DSIGMAX=0.08" throw out high d-sigma' print*,' "MSIGMAX=0.10" throw out high m-sigma' print*,' "TESTMAG=-13.5" only throw out fainter' print*,' "NG_CLIP+" throw out with too few?' print*,' "FILEO=MATCHUP.XYMEEE" (def output file)' print*,' "FILEI=IN.xym2bar" (def output file)' print*,' ' print*,' LNUM ---> lnkfile = LNK.001 (default) ' print*,' MNUM ---> matfile = MAT.001 (default) ' print*,' LSTEM ---> lnkfile = stem.lnk ' print*,' MSTEM ---> matfile = stem.mat ' print*,' (can also put ins IN.xym2bar)' print*,' XYFIX+ --> output input xy as output xy ' print*,' (change only photometry) ' print*,' LNULL- --> suppress no-match lnk lines' print*,' COMPILED PARAMETERS: ' print*,' ' print*,' _NIMMAX_: ',_NIMMAX_ print*,' _NSTMAX_: ',_NSTMAX_ print*,' _NMATMX_: ',_NMATMX_ print*,' _NPKMAX_: ',_NPKMAX_ print*,' _PIXDIM_: ',_PIXDIM_ print*,' _F_: ',_F_ print*,' _XADJ_: ',_XADJ_ print*,' _YADJ_: ',_YADJ_ print*,' ' stop endif IFILT = 1 IMD = 0 RDATE = 0 NIMs = 0 NPKs = 0 NPKx = 0 NPKr = 0 NPKi = 0 do NIM = 1, _NIMMAX_ ZPN(NIM) = 99.0 enddo allocate (pk_map(_PIXDIM_,_PIXDIM_)) allocate (pk_mcp(_PIXDIM_,_PIXDIM_)) allocate (pk_cvg(_PIXDIM_,_PIXDIM_)) allocate (pk_cvu(_PIXDIM_,_PIXDIM_)) allocate (MATCHUP(_NPKMAX_,_NIMMAX_)) allocate (MATCHXT(_NPKMAX_,_NIMMAX_)) allocate (MATCHYT(_NPKMAX_,_NIMMAX_)) allocate (MATCHMT(_NPKMAX_,_NIMMAX_)) allocate (MATCHQT(_NPKMAX_,_NIMMAX_)) allocate (MATCHXR(_NPKMAX_,_NIMMAX_)) allocate (MATCHYR(_NPKMAX_,_NIMMAX_)) allocate (MATCHDX(_NPKMAX_,_NIMMAX_)) allocate (MATCHDY(_NPKMAX_,_NIMMAX_)) do NSTAR = 1, _NPKMAX_ do NIM = 1, _NIMMAX_ MATCHUP(NSTAR,NIM) = 0 MATCHXT(NSTAR,NIM) = 0 MATCHYT(NSTAR,NIM) = 0 MATCHMT(NSTAR,NIM) = 0 MATCHQT(NSTAR,NIM) = 0 MATCHXR(NSTAR,NIM) = 0 MATCHYR(NSTAR,NIM) = 0 MATCHDX(NSTAR,NIM) = 9.99 MATCHDY(NSTAR,NIM) = 9.99 enddo enddo write(*,*) write(*,*) 'INPUT ARGUMENTS: ' write(*,*) call getarg(1,INSTRING) read(INSTRING,*) rNIMMIN NIMMIN = abs(rNIMMIN) PCTMIN = rNIMMIN-NIMMIN if (VERBOSE.ge.1) then print*,' ' print*,'NIMMIN: ',NIMMIN print*,'PCTMIN: ',PCTMIN endif N1U = -99 N2U = 999 DKEEP = 0.03 DMATCH = 2.25 XSIGMAX = 999 YSIGMAX = 999 DSIGMAX = 999 MSIGMAX = 999 TESTMAG = 99.99 NG_CLIP = .false. INPLINEs = 0 FILEOUT = 'MATCHUP.XYMEEE' XYFIX = .false. LNULL = .true. DOLNKFILE = .false. DOMATSTEM = .false. DOLNKSTEM = .false. DOPEAKMAP = .false. INPUTLIST = .false. do NARG = 2, NARGs call getarg(NARG,INSTRING) if (INSTRING(1:6).eq.'XYFIX+') then XYFIX = .true. goto 347 endif if (INSTRING(1:5).eq.'MSTEM') then DOMATSTEM = .true. goto 347 endif if (INSTRING(1:4).eq.'MNUM') then DOMATSTEM = .false. goto 347 endif if (INSTRING(1:1).eq.'L' ) then DOLNKFILE = .true. goto 347 endif if (INSTRING(1:5).eq.'LSTEM') then DOLNKSTEM = .true. goto 347 endif if (INSTRING(1:6).eq.'LNULL+') then LNULL = .true. goto 347 endif if (INSTRING(1:6).eq.'LNULL-') then LNULL = .false. goto 347 endif if (INSTRING(1:4).eq.'LNUM') then DOLNKSTEM = .false. goto 347 endif if (INSTRING(1:1).eq.'P' ) then DOPEAKMAP = .true. goto 347 endif if (INSTRING(1:2).eq.'V+' ) then VERBOSE = 1 goto 347 endif if (INSTRING(1:2).eq.'V-' ) then VERBOSE = -1 goto 347 endif if (INSTRING(1:1).eq.'I' ) then INPUTLIST = .true. goto 347 endif if (INSTRING(1:3).eq.'N1=') then read(INSTRING(4:6),*) N1U goto 347 endif if (INSTRING(1:3).eq.'N2=') then read(INSTRING(4:6),*) N2U goto 347 endif if (INSTRING(1:7).eq.'DMATCH=') then read(INSTRING(8:20),*) DMATCH goto 347 endif if (INSTRING(1:6).eq.'DKEEP=') then read(INSTRING(7:20),*) DKEEP goto 347 endif if (INSTRING(1:8).eq.'XSIGMAX=') then read(INSTRING(9:20),*) XSIGMAX goto 347 endif if (INSTRING(1:8).eq.'YSIGMAX=') then read(INSTRING(9:20),*) YSIGMAX goto 347 endif if (INSTRING(1:8).eq.'DSIGMAX=') then read(INSTRING(9:20),*) DSIGMAX goto 347 endif if (INSTRING(1:8).eq.'MSIGMAX=') then read(INSTRING(9:20),*) MSIGMAX goto 347 endif if (INSTRING(1:8).eq.'TESTMAG=') then read(INSTRING(9:20),*) TESTMAG goto 347 endif if (INSTRING(1:8).eq.'NG_CLIP+') then NG_CLIP = .true. goto 347 endif if (INSTRING(1:8).eq.'NG_CLIP-') then NG_CLIP = .false. goto 347 endif if (INSTRING(1:6).eq.'FILEO=') then FILEOUT = INSTRING(7:87) goto 347 endif if (INSTRING(1:6).eq.'FILEI=') then INP_ARG = INSTRING(7:200) if (VERBOSE.ge.1) print*,'INP_ARG: ',INP_ARG breaka1 = 0 breaka2 = 0 breakb1 = 1 breakb2 = 200 breakc1 = 0 breakc2 = 200 do i = 1, 199 if (INP_ARG(i:i+1).eq.'//') then breaka1 = 1 breaka2 = i-1 breakb1 = i+2 endif if (INP_ARG(i:i).eq.'$') then breakb2 = i-1 breakc1 = i+1 endif enddo INPLINEs = 0 if (VERBOSE.ge.1) then print*,'INP_ARG ',INP_ARG(1:60) print*,'INP_ARGA',INP_ARG(breaka1:breaka2) print*,'INP_ARGB',INP_ARG(breakb1:breakb2) print*,'INP_ARGC',INP_ARG(breakb1:breakb2) print*,'breaka: ',breaka1,breaka2 print*,'breakb: ',breakb1,breakb2 print*,'breakc: ',breakc1,breakc2 endif if (breaka1.ne.0) then INPLINEs = INPLINEs+1 INPLINE(INPLINEs) = INP_ARG(breaka1:breaka2) endif read(INP_ARG(breakb1:breakb2),*) INP_FILE open(10,file=INP_FILE,status='old') 2012 read(10,'(a200)',end=2013) INPLINE(INPLINEs+1) INPLINEs = INPLINEs + 1 if (breakc1.ne.0) then ii = 0 do i = 001, 200 if (INPLINE(INPLINEs)(i:i).ne.' ') ii = i enddo INPLINE(INPLINEs) = INPLINE(INPLINEs)(1:ii) . // INP_ARG(breakc1:200) endif goto 2012 2013 continue close(10) if (VERBOSE.ge.1) print*,'INPLINEs: ',INPLINEs goto 347 endif print*,'NO WAY FOUND TO ACT ON: ',INSTRING(1:40) stop 347 continue enddo!NARGs if (INPLINEs.eq.0) then open(10,file='IN.xym2bar',status='old') INPLINEs = 0 1012 read(10,'(a200)',end=1013) INPLINE(INPLINEs+1) INPLINEs = INPLINEs + 1 goto 1012 1013 continue endif print*,'INPLINEs: ',INPLINEs do INPLINEu = 1, INPLINEs write(*,'(5x,i5.5,1x,a80)') INPLINEu, . INPLINE(INPLINEu)(1:80) enddo write(*,*) write(*,'(2x,'' NIMMIN: '',i8)') NIMMIN write(*,'(2x,'' PCTMIN: '',i8)') int(PCTMIN*100) write(*,'(2x,''DOLNKFILE: '',l8)') DOLNKFILE write(*,'(2x,''DOPEAKMAP: '',l8)') DOPEAKMAP write(*,'(2x,''INPUTLIST: '',l8)') INPUTLIST write(*,'(2x,'' N1U: '',i8)') N1U write(*,'(2x,'' N2U: '',i8)') N2U write(*,'(2x,'' FILEOUT: '',6x,a60)') FILEOUT(1:60) do is = 1, 8 S(is) = ' ' enddo write(*,*) QCOL = 0 RCOL = 0 ACOL = 0 BCOL = 0 if (INPUTLIST) then NLINE1s = 0 NLINE2s = 0 NLINE3s = 0 do i = 1, 15 WHYT_i(i) = 0 enddo XLO = -999999 XHI = 9999999 YLO = -999999 YHI = 9999999 MLO = -999999 MHI = 9999999 QLO = -999999 QHI = 9999999 RLO = -999999 RHI = 9999999 ALO = -999999 AHI = 9999999 BLO = -999999 BHI = 9999999 K = 1 494 continue write(*,'(''INPLINE: '',i3,1x,a60)') K, INPLINE(K) if (INPLINE(K)(1:4).eq.'EREF') then if (VERBOSE.ge.1) . print*,'INPLINE(K)(5:8): ',INPLINE(K)(5:8) read(INPLINE(K)(5:8),*) EREF if (VERBOSE.ge.1) print*,'INPLINE(K)(5:8): ',EREF K = K + 1 goto 494 endif if (INPLINE(K)(1:4).eq.'QCOL') then read(INPLINE(K)(5:8),*) QCOL if (VERBOSE.ge.1) print*,'---> SET QCOL: ',QCOL K = K + 1 goto 494 endif if (INPLINE(K)(1:4).eq.'RCOL') then read(INPLINE(K)(5:8),*) RCOL if (VERBOSE.ge.1) print*,'---> SET RCOL: ',RCOL K = K + 1 goto 494 endif if (INPLINE(K)(1:4).eq.'ACOL') then write(*,'(''INPLINE: '',i3,1x,a60)') K, INPLINE(K) read(INPLINE(K)(5:8),*) ACOL if (VERBOSE.ge.1) print*,'---> SET ACOL: ',ACOL K = K + 1 goto 494 endif if (INPLINE(K)(1:4).eq.'BCOL') then read(INPLINE(K)(5:8),*) BCOL if (VERBOSE.ge.1) print*,'---> SET BCOL: ',BCOL K = K + 1 goto 494 endif if (INPLINE(K)(1:1).ne.'0') then K = K + 1 if (K.gt.INPLINEs) stop 'K.gt.INPLINEs' goto 494 endif read(INPLINE(K),*) NIM,INSTRING if (VERBOSE.ge.1) then print*,'---> INPLINE(K): NIM: ',NIM print*,'---> INPLINE(K): NIM: ',INSTRING endif read(INPLINE(K),*,end=434) NIMi,FILE, . S(1),S(2),S(3),S(4), . S(5),S(6),S(7),S(8) 434 continue if (VERBOSE.ge.1) then print*,'---> INPLINE(K): FILE: ',FILE(1:50) print*,'QCOL: ',QCOL print*,'RCOL: ',RCOL endif do is = 1, 8 if (S(is)(1:1).eq.'x') then read(S(is)(2:20),*) XLO, XHI if (VERBOSE.ge.1) print*,'SX: ',S(is),XLO,XHI endif if (S(is)(1:1).eq.'y') then read(S(is)(2:20),*) YLO,YHI if (VERBOSE.ge.1) print*,'SY: ',S(is),YLO,YHI endif if (S(is)(1:1).eq.'m') then read(S(is)(2:20),*) MLO,MHI if (VERBOSE.ge.1) print*,'SM: ',S(is),MLO,MHI endif if (S(is)(1:1).eq.'c') then if (S(is)(1:2).ne.'c0') stop 'no distortion in NIM=0' endif if (S(is)(1:1).eq.'f') then if (S(is)(1:2).ne.'f0') stop 'no distortion in NIM=0' if (S(is)(1:2).ne.'f0') stop 'no distortion in NIM=0' endif if (S(is)(1:1).eq.'q') then read(S(is)(2:20),*) QLO,QHI if (VERBOSE.ge.1) print*,'SQ: ',S(is),QLO,QHI endif if (S(is)(1:1).eq.'r') then read(S(is)(2:20),*) RLO,RHI if (VERBOSE.ge.1) print*,'SQ: ',S(is),RLO,RHI endif if (S(is)(1:1).eq.'a') then read(S(is)(2:20),*) ALO,AHI if (VERBOSE.ge.1) print*,'SQ: ',S(is),ALO,AHI endif if (S(is)(1:1).eq.'b') then read(S(is)(2:20),*) BLO,BHI if (VERBOSE.ge.1) print*,'SQ: ',S(is),BLO,BHI endif enddo if (NIM.ne.0) goto 989 if (VERBOSE.ge.1) then print*,'QCOL: ',QCOL,QLO,QHI print*,'RCOL: ',RCOL,RLO,RHI endif open(10,file=INSTRING,status='old') if (VERBOSE.ge.1) . print*,'READ IN INPUT LIST FROM :',INSTRING(1:20) 3 continue do i = 1, 15 WHY_i(i) = 0 enddo read(10,'(a200)',end=4) INSTRING NLINE1s = NLINE1s + 1 if (INSTRING(1:1).eq.'#') goto 3 NLINE2s = NLINE2s + 1 read(INSTRING,*) pkxr(NPKs+1),pkyr(NPKs+1), pkmr(NPKs+1) xin = pkxr(NPKs+1) yin = pkyr(NPKs+1) if (xin.lt.XLO) WHY_i(01) = 1 if (xin.gt.XHI) WHY_i(02) = 1 if (yin.lt.YLO) WHY_i(03) = 1 if (yin.gt.YHI) WHY_i(04) = 1 if ( mr.lt.MLO) WHY_i(05) = 1 if ( mr.gt.MHI) WHY_i(06) = 1 if ( qr.lt.QLO) WHY_i(07) = 1 if ( qr.gt.QHI) WHY_i(08) = 1 if ( rr.lt.RLO) WHY_i(09) = 1 if ( rr.gt.RHI) WHY_i(10) = 1 if ( ar.lt.ALO) WHY_i(11) = 1 if ( ar.gt.AHI) WHY_i(12) = 1 if ( br.lt.BLO) WHY_i(13) = 1 if ( br.gt.BHI) WHY_i(14) = 1 do i = 1, 14 if (WHY_i(i).eq.1) WHY_i(15) = 1 enddo do i = 1, 15 WHYT_i(i) = WHYT_i(i) + WHY_i(i) enddo if (WHY_i(15).eq.1) goto 193 NLINE3s = NLINE3s + 1 NPKs = NPKs+1 if (NPKs.gt._NPKMAX_) then print*,' ' print*,'TOO MANY STARS IN INPUT LIST: ' print*,' ' print*,' _NPKMAX_: ',_NPKMAX_ print*,' ' print*,'Run again with a larger value for _NPKMAX_' print*,' ' print*,'Type wc on the NIM=0 filename to get the #' print*,' ' stop endif pkxr(NPKs) = pkxr(NPKs) + _XADJ_ pkyr(NPKs) = pkyr(NPKs) + _YADJ_ pki(NPKs) = pkxr(NPKs) + 0.5 pkj(NPKs) = pkyr(NPKs) + 0.5 pkx(NPKs) = pkxr(NPKs) pky(NPKs) = pkyr(NPKs) pku(NPKs) = 1 pkp(NPKs) = 1 pkn(NPKs) = 1 pkf(NPKs) = 1 goto 3 4 continue close(10) NPKi = NPKs write(*,*) write(*,443) NIMi,NLINE3s,NLINE2s,NLINE1s,FILE(1:80) write(*,*) write(*,'(26x,''REJECTION STATS --- '')') write(*,*) write(*,401) 'X: ',WHY_i(01),WHY_i(02),XLO,XHI, . minarr(pkx,NPKs), . maxarr(pkx,NPKs) write(*,401) 'Y: ',WHY_i(03),WHY_i(04),YLO,YHI, . minarr(pky,NPKs), . maxarr(pky,NPKs) write(*,401) 'M: ',WHY_i(05),WHY_i(06),MLO,MHI write(*,401) 'Q: ',WHY_i(07),WHY_i(08),QLO,QHI if (WHY_i(09).gt.0.or. . WHY_i(10).gt.0) write(*,401) 'R: ',WHY_i(09), . WHY_i(10),RLO,RHI if (WHY_i(11).gt.0.or. . WHY_i(12).gt.0) write(*,401) 'A: ',WHY_i(11), . WHY_i(12),ALO,AHI if (WHY_i(13).gt.0.or. . WHY_i(14).gt.0) write(*,401) 'B: ',WHY_i(13), . WHY_i(14),BLO,BHI write(*,402) 'T: ',WHY_i(15) if (DOLNKFILE) then open(50,file='LNK.000',status='unknown') do NPK = 1, NPKs write(50,150) pkxr(NPK) - _XADJ_, . pkyr(NPK) - _YADJ_, . pkmr(NPK), . 0.,0.,0.,0.,0.,0.,0., . 0.,0.,0.,0.,NPK enddo close(50) endif endif 36 format(25x,' N: ',i7,1x,i8,' /',i8,' --- ',a80) 37 format(25x,a6,f9.1,1x,f9.1,1x,i3,1x,f8.2,1x,f11.2,4x,a20) print*,' ' print*,' DONE READING IN REFERENCE STARS ' print*,' ' if (VERBOSE.ge.1) print*,'ZERO OUT pk_maps...' do iy = 1, _PIXDIM_ do ix = 1, _PIXDIM_ pk_map(ix,iy) = 0 pk_mcp(ix,iy) = 0 pk_cvg(ix,iy) = 0 enddo enddo c------------------------------------------------------- c c LIST OF REFS HAS BEEN READ IN c NOW NEED TO READ IN STARS FROM EACH IMAGE ... c c INPLINEu = 0 XCOL = 1 YCOL = 2 MCOL = 3 QCOL = 0 RCOL = 0 190 continue ! READ IN THE NEXT LIST OF STARS if (VERBOSE.ge.1) then print*,' ' print*,'goneto... 190, INPLINEu...',INPLINEu print*,' ' endif 191 continue if (VERBOSE.ge.1) print*,'goneto... 191' INPLINEu = INPLINEu + 1 if (VERBOSE.ge.1) then print*,' ' print*,'------> INPLINEu: ',INPLINEu,'/',INPLINEs print*,' ' endif if (INPLINEu.gt.INPLINEs) goto 997 INSTRING = INPLINE(INPLINEu) if (INSTRING(1:5).eq.'MSTEM') then DOMATSTEM = .true. goto 191 endif if (INSTRING(1:4).eq.'MNUM') then DOMATSTEM = .false. goto 191 endif if (INSTRING(1:5).eq.'LSTEM') then DOLNKSTEM = .true. goto 191 endif if (INSTRING(1:6).eq.'LNULL+') then LNULL = .true. goto 191 endif if (INSTRING(1:6).eq.'LNULL-') then LNULL = .false. goto 191 endif if (INSTRING(1:4).eq.'LNUM') then DOLNKSTEM = .false. goto 191 endif if (INSTRING(1:6).eq.'MATDIR') then read(INSTRING(8:80),*) MATDIR imd = 0 5 continue imd = imd + 1 if (imd.gt.79) then print*,'problem finding matdir...' print*,'MATDIR: no end of string: ',MATDIR stop endif if (MATDIR(imd+1:imd+1).ne.' ') goto 5 print*,'---> MATDIR: ',MATDIR(1:imd) print*,'---> IMD: ',imd goto 191 endif write(*,'(a10,i3,'' /'',i3,1x,75a)') . 'INPLINE: ',INPLINEu,INPLINEs, . INSTRING(1:75) if (INSTRING(1:3).eq.'END') goto 997 if (INSTRING(1:1).eq.'#') goto 191 if (INSTRING(1:4).eq.'EREF') then print*,'INSTRING : ',INSTRING print*,'INSTRING(5:8): ',INSTRING(5:8) read(INSTRING(5:8),*) EREF print*,'INSTRING(5:8): ',EREF goto 191 endif if (INSTRING(1:7).eq.'STDGDC=') then FILE_STDGDC = INSTRING(8:200) CHIPNO = 98 goto 191 endif if (INSTRING(1:4).eq.'XCOL') then read(INSTRING(5:8),*) XCOL goto 191 endif if (INSTRING(1:4).eq.'YCOL') then read(INSTRING(5:8),*) YCOL goto 191 endif if (INSTRING(1:4).eq.'MCOL') then read(INSTRING(5:8),*) MCOL goto 191 endif if (INSTRING(1:4).eq.'QCOL') then read(INSTRING(5:8),*) QCOL goto 191 endif if (INSTRING(1:4).eq.'RCOL') then read(INSTRING(5:8),*) RCOL goto 191 endif if (INSTRING(1:4).eq.'ACOL') then read(INSTRING(5:8),*) ACOL goto 191 endif if (INSTRING(1:4).eq.'BCOL') then read(INSTRING(5:8),*) BCOL goto 191 endif if (VERBOSE.ge.1) .write(*,'(200a)') '*************************', . '*************************', . '*************************' S(1) = 'NULL' S(2) = 'NULL' S(3) = 'NULL' S(4) = 'NULL' S(5) = 'NULL' S(6) = 'NULL' S(7) = 'NULL' S(8) = 'NULL' XLO = -999999 XHI = 9999999 YLO = -999999 YHI = 9999999 MLO = -999999 MHI = 9999999 QLO = -999999 QHI = 9999999 RLO = -999999 RHI = 9999999 ALO = -999999 AHI = 9999999 BLO = -999999 BHI = 9999999 OFFX = -999 OFFY = -999 IFILT = 0 RDATE = 0 read(INSTRING,*) NIMi if (NIMi.lt.N1U) goto 191 if (NIMi.gt.N2U) goto 191 read(INSTRING,*,end=444) NIMi,FILE, . S(1),S(2),S(3),S(4), . S(5),S(6),S(7),S(8) if (NIMi.lt.N1U) goto 191 if (NIMi.gt.N2U) goto 191 444 continue NIM = NIMi - _NIMOFF_ if (VERBOSE.ge.1) then print*,'NIMi ', NIMi print*,'CHIP ', CHIPNO print*,'NIM ', NIM endif MATFILE = 'DEFAULT' LNKFILE = 'DEFAULT' do is = 1, 8 if (S(is)(1:1).eq.'o'.or. . S(is)(1:1).eq.'O') then read(S(is)(2:20),*) OFFX,OFFY if (VERBOSE.ge.1) print*,'OX: ',S(is),OFFX,OFFY endif if (S(is)(1:1).eq.'x'.or. . S(is)(1:1).eq.'X') then read(S(is)(2:20),*) XLO, XHI if (VERBOSE.ge.1) print*,'SX: ',S(is),XLO,XHI endif if (S(is)(1:1).eq.'y'.or. . S(is)(1:1).eq.'Y') then read(S(is)(2:20),*) YLO,YHI if (VERBOSE.ge.1) print*,'SY: ',S(is),YLO,YHI endif if (S(is)(1:1).eq.'m'.or. . S(is)(1:1).eq.'M') then read(S(is)(2:20),*) MLO,MHI if (VERBOSE.ge.1) print*,'SM: ',S(is),MLO,MHI endif if (S(is)(1:1).eq.'q'.or. . S(is)(1:1).eq.'Q') then read(S(is)(2:20),*) QLO,QHI if (VERBOSE.ge.1) print*,'SQ: ',S(is),QLO,QHI endif if (S(is)(1:1).eq.'a'.or. . S(is)(1:1).eq.'A') then read(S(is)(2:20),*) ALO,AHI if (VERBOSE.ge.1) print*,'SQ: ',S(is),ALO,AHI endif if (S(is)(1:1).eq.'b'.or. . S(is)(1:1).eq.'B') then read(S(is)(2:20),*) BLO,BHI if (VERBOSE.ge.1) print*,'SQ: ',S(is),BLO,BHI endif if (S(is)(1:1).eq.'c') then read(S(is)(2:20),*) CHIPNO if (VERBOSE.ge.1) print*,'SC: ',S(is),CHIPNO endif if (S(is)(1:1).eq.'f') then read(S(is)(2:20),*) IFILT if (VERBOSE.ge.1) print*,'SF: ',S(is),IFILT endif if (S(is)(1:1).eq.'z') then read(S(is)(2:20),*) ZPU if (VERBOSE.ge.1) print*,'SZ: ',S(is),ZPU ZPN(NIM) = ZPU endif if (S(is)(1:1).eq.'e') then read(S(is)(2:20),*) etime ZPU = -2.5*log10(etime/EREF) if (VERBOSE.ge.1) print*,'SZ: ',S(is),etime,EREF,ZPU ZPN(NIM) = ZPU endif if (S(is)(1:1).eq.'t'.or. . S(is)(1:1).eq.'T') then ! date read(S(is)(2:20),*) RDATE if (VERBOSE.ge.1) print*,' T: ',S(is),RDATE endif if (S(is)(1:1).eq.'s'.or. . S(is)(1:1).eq.'S') then ! STDGDC file FILE_STDGDC = S(is)(2:200) if (VERBOSE.ge.1) . write(*,'('' STDGDC: '',200a)') FILE_STDGDC CHIPNO = 98 endif if (S(is)(1:1).eq.'g'.or. . S(is)(1:1).eq.'G') then ! date GCFILE = S(is)(2:79) if (VERBOSE.ge.1) print*,' GCFILE: ',GCFILE(1:65) CHIPNO = 99 endif if (S(is)(1:1).eq.'u'.or. . S(is)(1:1).eq.'U') then ! use matfile MATFILE = S(is)(2:79) endif enddo if (NIM.lt.1) goto 191 RDATE_N(NIM) = RDATE if (NIM.gt.NIMs) NIMs = NIM if (NIM.gt._NIMMAX_) then print*,' ' print*,' NIM : ',NIM print*,' NIMi: ',NIMi print*,'_NIMOFF_: ',_NIMOFF_ print*,' ' print*,'THIS PROGRAM WAS ONLY COMPILED' print*,'TO ALLOW A MAXIMUM OF ',_NIMMAX_ print*,'IMAGES TO BE LINKED UP.' print*,'RECOMPILE WITH A LGR VALUE.' print*,' ' stop endif if (NIM.eq.0) then print*,'NIM=0 SHOULD NOT BE ON ANY LINE ' print*,'OTHER THAN THE FIRST!' stop endif 192 continue NSTAR = 0 NTRY = 0 c--------------------------------------------- c c now, read the starlist in from the file... c !if (CHIPNO.eq.1) ZPN(NIM) = ZPN(NIM)+0.20 ! the PC chip has more flux in 5x5 open(13,file='TRANS.xym2bar',status='unknown') if (VERBOSE.ge.1) then print*,' ' print*,' OPeN47: ',FILE print*,' : ',NSTAR,NSTARs print*,' XLO: ',XLO,XHI print*,' YLO: ',YLO,YHI print*,' MLO: ',MLO,MHI print*,' CHIPNO: ',CHIPNO endif if (INPUTLIST) then if (VERBOSE.ge.1) then print*,' ' print*,'INPUTLIST available; no need to read in stars' print*,' ' endif goto 195 endif open(47,file=FILE,status='old') NLINE1s = 0 NLINE2s = 0 NLINE3s = 0 do i = 1, 15 WHYT_i(i) = 0 enddo xmin = 9e9 xmax = -9e9 ymin = 9e9 ymax = -9e9 193 continue read(47,'(200a)',end=194) INSTRING NLINE1s = NLINE1s + 1 if (INSTRING(1:1).eq.'#') goto 193 NLINE2s = NLINE2s + 1 call purify(INSTRING) read(INSTRING,*,end=995) (ccol(i),i=1,19) 995 continue qr = 0. rr = 0. ar = 0. br = 0. read(ccol(XCOL),*,end=999) xr read(ccol(YCOL),*,end=999) yr read(ccol(MCOL),*,end=999) mr if (QCOL.ne.0) read(ccol(QCOL),*,end=999) qr if (RCOL.ne.0) read(ccol(RCOL),*,end=999) rr if (ACOL.ne.0) read(ccol(ACOL),*,end=999) ar if (BCOL.ne.0) read(ccol(BCOL),*,end=999) br xin = xr yin = yr zin = mr ZPU = ZPN(NIM) if (abs(ZPN(NIM)).gt.90) ZPU = 0. xind = xin yind = yin if (CHIPNO.eq.05) mr = mr + wfc_zpa(xind,yind,2) if (CHIPNO.eq.06) mr = mr + wfc_zpa(xind,yind,1) if (CHIPNO.eq.07) mr = mr + hrc_zpa(xind,yind) if (CHIPNO.eq.08) mr = mr + wfc3uv_zpa(xind,yind,0) if (CHIPNO.eq.09) mr = mr + wfc3ir_zpa(xind,yind) if (CHIPNO.eq.98) then call xryr2mc_stdgc(xind,yind,mc,FILE_STDGDC) mr = mr + mc endif if (CHIPNO.eq.99) mr= mr + fits4096_zp(xind,yind,GCFILE) zin = mr-ZPU NTRY = NTRY + 1 c c uncomment this c to exclude pc from wfpc2 meta-chip system c do i = 1, 15 WHY_i(i) = 0 enddo if (xin.lt.XLO) WHY_i(01) = 1 if (xin.gt.XHI) WHY_i(02) = 1 if (yin.lt.YLO) WHY_i(03) = 1 if (yin.gt.YHI) WHY_i(04) = 1 if ( mr.lt.MLO) WHY_i(05) = 1 if ( mr.gt.MHI) WHY_i(06) = 1 if ( qr.lt.QLO) WHY_i(07) = 1 if ( qr.gt.QHI) WHY_i(08) = 1 if ( rr.lt.RLO) WHY_i(09) = 1 if ( rr.gt.RHI) WHY_i(10) = 1 if ( ar.lt.ALO) WHY_i(11) = 1 if ( ar.gt.AHI) WHY_i(12) = 1 if ( br.lt.BLO) WHY_i(13) = 1 if ( br.gt.BHI) WHY_i(14) = 1 do i = 1, 14 if (WHY_i(i).eq.1) WHY_i(15) = 1 enddo do i = 1, 15 WHYT_i(i) = WHYT_i(i) + WHY_i(i) enddo if (WHY_i(15).eq.1) goto 193 NLINE3s = NLINE3s + 1 if (CHIPNO.ge.1.and.CHIPNO.le.4) then ! MODIFICATION xsingl = xin ysingl = yin call fixrows(ysingl,ysingl) call wfpc2gcK(xsingl,ysingl, . xsingl,ysingl,CHIPNO) xin = xsingl yin = ysingl endif xind = xin yind = yin xine = xin yine = yin if (RDATE.lt.2000) then if (CHIPNO.eq.05) call wfc_gcf(xind,yind,xind,yind,2,IFILT) if (CHIPNO.eq.06) call wfc_gcf(xind,yind,xind,yind,1,IFILT) endif if (RDATE.gt.2000) then xine = xin yine = yin if (CHIPNO.eq.5) call wfc_gcf_rdate(xine,yine, . xind,yind,2,IFILT,RDATE) if (CHIPNO.eq.6) call wfc_gcf_rdate(xine,yine, . xind,yind,1,IFILT,RDATE) endif if (CHIPNO.eq.07) call hrc_gcf(xind,yind,xind,yind,IFILT) if (CHIPNO.eq.08) call wfc3uv_gc_meta(xind,yind,IFILT, . xind,yind) if (CHIPNO.eq.09) call wfc3ir_gcY(xind,yind,xind,yind) if (CHIPNO.ge.50.and. . CHIPNO.le.58) call xryrkf2xcyc_nrc(xin,yin,CHIPNO-50,IFILT, . xind,yind) if (CHIPNO.ge.60.and. . CHIPNO.le.68) call xryrkf2xgyg_nrc(xin,yin,CHIPNO-60,IFILT, . xind,yind) if (CHIPNO.eq.98) then xine = xind yine = yind call xryr2xcyc_stdgc(xine,yine,xind,yind,FILE_STDGDC) endif if (CHIPNO.eq.99) call fits4096_gc(xind,yind,xind,yind,0,GCFILE) xin = xind yin = yind if (xin.lt.xmin) xmin = xin if (xin.gt.xmax) xmax = xin if (yin.lt.ymin) ymin = yin if (yin.gt.ymax) ymax = yin NSTAR = NSTAR + 1 if (NSTAR.gt._NSTMAX_) then print*,' ' print*,'NOT ENOUGH MEMORY TO CONTAIN ALL STARS' print*,' thus far NSTAR: ',NSTAR print*,' maxposs: ',_NSTMAX_ print*,' (_NSTMAX_)' print*,' x: ',xin print*,' y: ',yin print*,' ' print*,' ' print*,'You need to increase _NSTMAX_ and recompile. ' print*,' ' stop endif xraw(NSTAR) = xr yraw(NSTAR) = yr xloc(NSTAR) = xin yloc(NSTAR) = yin zloc(NSTAR) = zin zraw(NSTAR) = mr sraw(NSTAR) = INSTRING(1:129) goto 193 194 continue NSTARs = NSTAR write(*,*) write(*,443) NIMi,NLINE3s,NLINE2s,NLINE1s,FILE(1:80) 443 format(26x,'NIM =',i4,1x,i8,' /',i8,' /',i8,1x,a80) write(*,*) write(*,'(26x,''REJECTION STATS --- '')') write(*,*) write(*,401) 'X: ',WHYT_i(01),WHYT_i(02),XLO,XHI, . minarr(xloc,NSTARs), . maxarr(xloc,NSTARs) write(*,401) 'Y: ',WHYT_i(03),WHYT_i(04),YLO,YHI, . minarr(yloc,NSTARs), . maxarr(yloc,NSTARs) write(*,401) 'M: ',WHYT_i(05),WHYT_i(06),MLO,MHI, . minarr(zloc,NSTARs), . maxarr(zloc,NSTARs) write(*,401) 'Q: ',WHYT_i(07),WHYT_i(08),QLO,QHI if (WHY_i(09).gt.0.or. . WHY_i(10).gt.0) write(*,401) 'R: ',WHYT_i(09), . WHYT_i(10),RLO,RHI if (WHY_i(11).gt.0.or. . WHY_i(12).gt.0) write(*,401) 'A: ',WHYT_i(11), . WHYT_i(12),ALO,AHI if (WHY_i(13).gt.0.or. . WHY_i(14).gt.0) write(*,401) 'B: ',WHYT_i(13), . WHYT_i(14),BLO,BHI write(*,402) 'T: ',WHY_i(15) 195 continue c----------------------------------------- c c read in the information on how to transform c stars measured in this image into the master c frame c if (MATFILE(1:7).eq.'DEFAULT') then if (NNN3or4.eq.3) write(MATFILE,'(''MAT.'',i3.3)') NIMi if (NNN3or4.eq.4) write(MATFILE,'(''MAT.'',i4.4)') NIMi endif if (DOMATSTEM) then MATFILE = 'NULL' K1 = 1 do k = 1, 70, 1 if (FILE(k:k).eq.'/') K1 = k+1 enddo K2 = -1 do k = K1, 76, 1 if (FILE(k:k).eq.'.') K2 = k-1 enddo if (K2.eq.-1) then do k = 76, K1, -1 if (FILE(k:k).eq.' ') K2 = k-1 enddo endif if (K2.eq.-1) then print*,' ' print*,'MATFILE creation: ' print*,' cannot find ''.'' or '' '' in FILENAME' print*,' FILENAME: ',FILE print*,' ' stop endif MATFILE = FILE(K1:K2) // '.mat' endif if (VERBOSE.ge.1) write(*,'(''MATFILE: '',80a)') MATFILE open(47,file=MATFILE,status='old',err=988) NMAT = 0 249 continue read(47,'(a80)',end=250) INSTRINGG if (INSTRINGG(1:1).eq.'#') goto 249 read(INSTRINGG,*,end=250) xa,ya,xb,yb,ma,mb NMAT = NMAT+1 if (NMAT.gt._NMATMX_) then print*,' ' print*,'_NMATMX_: ',_NMATMX_ print*,' NMAT: ',NMAT print*,'need to increase _NMATMX_. try typing' print*,'wc MAT.* to see what the maximum' print*,'number of matchfile lines is.' print*,' ' stop endif x1c(NMAT) = xa + _XADJ_ y1c(NMAT) = ya + _YADJ_ x2c(NMAT) = xb y2c(NMAT) = yb m1c(NMAT) = ma m2c(NMAT) = mb dmc(NMAT) = mb-ma goto 249 250 close(47) NMATs = NMAT c------------------------------- c c find the zeropoint offset between this frame c and the master frame c call barsig(dmc,NMATs,mbar,msig,NIMm) c------------------------------- c c find the linear transformation from this frame c to the master frame c call glob_fit6nrDP(x2c,y2c,x1c,y1c,NMATs, . AG,BG,CG,DG,Xo,Yo,Wo,Zo) if (VERBOSE.ge.1) then print*,' ' print*,'GLOBFIT: X: ',Xo-Wo print*,' : Y: ',Yo-Zo print*,' NMATs: ',NMATs print*,' DMBAR: ',mbar,msig print*,' NMATs: ',NMATs print*,' ' endif if (.false.) then ! only rotation, no scale or skew print*,'***** ' print*,'*****************************************' print*,'***** ' print*,'***** ONLY ROTATION, NO SCALE OR SKEW...' print*,'***** ' print*,'*****************************************' print*,'***** ' DELTA = AG*DG-BG*CG AG = (AG+DG)/2.0/sqrt(DELTA) DG = AG BG = (BG-CG)/2.0/sqrt(DELTA) CG = -BG endif c------------------------------------------- if (.false.) then ! only stretch and rotation print*,'***** ' print*,'*****************************************' print*,'***** ' print*,'***** ONLY ROTATION/SCALE, NO SKEW... ' print*,'***** ' print*,'*****************************************' print*,'***** ' AG = (AG+DG)/2.0 DG = AG BG = (BG-CG)/2.0 CG = -BG endif if (_ONLYSHIFT_) then ! only rotation, no scale or skew AG = 1.00 BG = 0.00 CG = 0.00 DG = 1.00 endif c------------------------------------------- c c save the info on the linear transformation c AGN(NIM) = AG BGN(NIM) = BG CGN(NIM) = CG DGN(NIM) = DG XoN(NIM) = Xo YoN(NIM) = Yo WoN(NIM) = Wo ZoN(NIM) = Zo c----------------------------------------------- c c if the "z99" option has been set, then use c the observed magnitude shift to adjust the c photometry c if (abs(ZPN(NIM)).gt.90) then if (VERBOSE.ge.1) print*,'ADJUST MAGS... ',ZPN(NIM),zloc(1) ZPN(NIM) = mbar do NSTAR = 1, NSTARs zloc(NSTAR) = zraw(NSTAR) - ZPN(NIM) enddo if (VERBOSE.ge.1) print*,'ADJUST MAGS... ',ZPN(NIM),zloc(1) ZPU = ZPN(NIM) endif if (VERBOSE.ge.1) then print*,' ' print*,' (Xo,Yo): ',Xo,Yo print*,' (Wo,Zo): ',Wo,Zo print*,' ZPU: ',ZPU print*,' ZPN(NIM): ',ZPN(NIM) print*,' ' endif write(13,1333) NIMi,AG,BG,CG,DG, . AG*(400-Xo)+BG*(400-Yo)+Wo, . CG*(400-Xo)+DG*(400-Yo)+Zo, . NMATs,ZPU,mbar,msig print*,' ' write( *,1343) NIMi,AG,BG,CG,DG, . AG*(400-Xo)+BG*(400-Yo)+Wo, . CG*(400-Xo)+DG*(400-Yo)+Zo, . NMATs,ZPU,mbar,msig,MATFILE(1:30) 1333 format( 1x,i3.3,1x,4(f10.7,1x),3x,2(f9.3,1x),3x,i6,3x, . 3f9.3,1x,a30) 1343 format(22x,i3.3,1x,4(f10.7,1x), . 3x,2(f9.3,1x),3x,i6, . 3x,3f9.3,1x,a30) print*,' ' if (INPUTLIST) goto 190 ! NO NEED TO READ IN THE STARS YET if (VERBOSE.ge.1) print*,'reinit pk_cvu... CHIPNO = ',CHIPNO do iy = 1, _PIXDIM_ do ix = 1, _PIXDIM_ pk_cvu(ix,iy) = 0 enddo enddo if (CHIPNO.eq.98) then if (VERBOSE.ge.1) print*,'---> call: cvg_add_c_STDGDC: ',NIMi call cvg_add_c_STDGDC(pk_cvu, . FILE_STDGDC, . _PIXDIM_, . AG,BG,CG,DG,Xo,Yo,Wo,Zo) endif if (CHIPNO.ne.98.and.CHIPNO.gt.0) then if (VERBOSE.ge.1) . print*,'---> call cvg_add_c_STDGDC: ',NIMi,CHIPNO call cvg_add_c(pk_cvu,CHIPNO,_PIXDIM_, . AG,BG,CG,DG,Xo,Yo,Wo,Zo) endif if (CHIPNO.eq.0) then call cvg_add_0(pk_cvu,_PIXDIM_, . xloc,yloc,NSTARs, . AG,BG,CG,DG,Xo,Yo,Wo,Zo) !call writfits_b1('pk_cvu.fits',pk_cvu,_PIXDIM_,_PIXDIM_) endif n = 0 do iy = 1, _PIXDIM_ do ix = 1, _PIXDIM_ pk_cvg(ix,iy) = pk_cvg(ix,iy)+pk_cvu(ix,iy) n = n + pk_cvu(ix,iy) enddo enddo if (VERBOSE.ge.1) then print*,'---> total covered pixels: ',n print*,'---> total NSTARs: ',NSTARs endif do n = 1, NSTARs xr = AG*(xloc(n)-Xo)+BG*(yloc(n)-Yo) + Wo yr = CG*(xloc(n)-Xo)+DG*(yloc(n)-Yo) + Zo xrmap = xr*_F_ yrmap = yr*_F_ ix = int(xrmap+0.5) iy = int(yrmap+0.5) if (DOPEAKMAP.and.(.false.)) then write(39,139) xr-_XADJ_, . yr-_YADJ_, . zraw(n),ix,iy,NIMi,n, . xloc(n),yloc(n),zloc(n) 139 format(1x,f8.2,1x,f8.2,1x,f8.3,1x, . i4,1x,i4,1x,i3,1x,i7,1x,f8.2,1x,f8.2,1x,f8.3) endif if (ix.ge.1.and.ix.le.(_PIXDIM_).and. . iy.ge.1.and.iy.le.(_PIXDIM_)) then if (pk_cvu(ix,iy).eq.1.or.(.true.)) then pk_map(ix,iy) = pk_map(ix,iy)+1 NPKx = NPKx + 1 else REJCOV = REJCOV + 1 NPKr = NPKr + 1 endif endif enddo if (VERBOSE.ge.1) then print*,' ' print*,'---> NSTARs: ',NSTARs print*,' NPKx: ',NPKx print*,' NPKr: ',NPKr print*,' REJCOV: ',REJCOV print*,' ' endif goto 190 997 continue c call writfits_i2ob1('PKCVGo.fits',pk_cvg,_PIXDIM_,_PIXDIM_) close(90) close(13) if (INPUTLIST) then do NPK = 1, NPKs ix = int(pkx(NPK)+0.5) iy = int(pky(NPK)+0.5) NIMMINu = 0 if (ix.ge.1.and.ix.le._PIXDIM_.and. . iy.ge.1.and.iy.le._PIXDIM_) . NIMMINu = max(NIMMIN,int(PCTMIN*pk_cvg(ix,iy)+0.9999)) pku(NPK) = NIMMINu enddo goto 289 endif c---------------------------------------------- c c Now that all the images have had their peaks added c to the peak map, let's go through it looking for c stars. c print*,'NOW... ANALYZE PK_MAP...' print*,' ' print*,' NIMS: ',NIMs print*,' NPKr: ',NPKr print*,' NPKx: ',NPKx print*,' NPKs: ',NPKs print*,' NPKi: ',NPKi print*,'_PIXDIM_: ',_PIXDIM_ print*,' _F_: ',_F_ print*,' ' print*,'FIND EXTENT...' print*,' ' txmax = 0 txmin = _PIXDIM_ tymax = 0 tymin = _PIXDIM_ print*,' txmin-1: ',txmax print*,' txmax-1: ',txmax print*,' tymin-1: ',txmax print*,' tymax-1: ',txmax tt = 0.00 ti = 0.00 tj = 0.00 do ix = 1, _PIXDIM_ do iy = 1, _PIXDIM_ tt = tt + pk_map(ix,iy) ti = ti + ix*pk_map(ix,iy) tj = tj + iy*pk_map(ix,iy) if (pk_map(ix,iy).ne.0) then if (ix.gt.txmax) txmax = ix if (iy.gt.txmax) tymax = iy if (ix.lt.txmin) txmin = ix if (iy.lt.tymin) tymin = iy endif enddo enddo print*,' txmin-2: ',txmax print*,' txmax-2: ',txmax print*,' tymin-2: ',txmax print*,' tymax-2: ',txmax print*,'false output PKCVG, etc...' if (.false.) then call writfits_i2ob1('PKCVG.fits',pk_cvg,_PIXDIM_,_PIXDIM_) call writfits_i2ob1('PKMCP.fits',pk_mcp,_PIXDIM_,_PIXDIM_) call writfits_i2ob1('PKMAP.fits',pk_map,_PIXDIM_,_PIXDIM_) endif print*,'---> ' print*,' ' print*,' ix: ',int(ti/tt-14),ti,tt print*,' ' write(*,'(4x,1x,41i4)') (ix,ix=int(ti/tt-14), . int(ti/tt+14)) do iy = int(tj/tt+14+0.5), int(tj/tt-14),-1 write(*,'(i4,1x,41i4)') iy,(pk_map(ix,iy), . ix=int(ti/tt-14), . int(ti/tt+14)) enddo write(*,'(4x,1x,41i4)') (ix,ix=int(ti/tt-14), . int(ti/tt+14)) print*,' ' print*,'INFO FROM THE PEAK MAP... ' print*,' ' print*,' ----> i: ',txmin,txmax,(_PIXDIM_) print*,' ----> j: ',tymin,tymax,(_PIXDIM_) print*,' ' print*,' ' 777 continue c--------------------------------------------------- c c Now, go through and find all the peaks that have c enough coincidences to be considered significant. c if (DOPEAKMAP) open(38,file='PKMAP.find',status='unknown') NPK = 0 print*,' ' if (DOPEAKMAP) then call writfits_i2ob1('PKMAP.fits',pk_map,_PIXDIM_,_PIXDIM_) ! before corruption endif print*,' BUILD UP PK_MCP...' do iy = 10, _PIXDIM_-9 do ix = 10, _PIXDIM_-9 pk_mcp(ix,iy) = pk_mcpe(pk_map,ix,iy) enddo enddo print*,' ' print*,' NIMMIN: ',NIMMIN do iy = 10, _PIXDIM_-9 do ix = 10, _PIXDIM_-9 pk_mcpu = pk_mcp(ix,iy) pk_mcpp = pk_cvg(ix,iy) NIMMINu = max(NIMMIN,int(PCTMIN*pk_mcpp+0.9999)) if (pk_mcpu.lt.NIMMINu) goto 1776 if (pk_mcpu.lt.pk_mcp(ix+1,iy )) goto 1776 if (pk_mcpu.lt.pk_mcp(ix-1,iy )) goto 1776 if (pk_mcpu.lt.pk_mcp(ix ,iy+1)) goto 1776 if (pk_mcpu.lt.pk_mcp(ix ,iy-1)) goto 1776 if (pk_mcpu.lt.pk_mcp(ix+1,iy+1)) goto 1776 if (pk_mcpu.lt.pk_mcp(ix-1,iy+1)) goto 1776 if (pk_mcpu.lt.pk_mcp(ix+1,iy-1)) goto 1776 if (pk_mcpu.lt.pk_mcp(ix-1,iy-1)) goto 1776 do ii = ix-2, ix+2 do jj = iy-2, iy+2 if (pk_map(ii,jj).lt.0) goto 1776 enddo enddo NPK = NPK + 1 if (NPK.eq.NPK/100*100) print*,' iy: ',iy,'/',_PIXDIM_, . NPK,NIMMIN if (NPK.gt._NPKMAX_) NPK = _NPKMAX_ if (NPK.gt._NPKMAX_) then print*,' ' print*,'Too many peaks found. This ' print*,'program was compiled to allow only' print*,_NPKMAX_,' peaks. ' print*,' ' print*,'You need to increase _NPKMAX_ and recompile' print*,' ' print*,'A rough estimate would be ',NPK*_PIXDIM_/iy print*,' ' print*,' NPK: ',NPK print*,' _NPKMAX_: ',_NPKMAX_ print*,' ' stop endif pkp(NPK) = pk_mcpp pku(NPK) = NIMMINu pkn(NPK) = pk_mcpu pkf(NPK) = 0 pki(NPK) = ix pkj(NPK) = iy pkx(NPK) = ix . + (pk_mapr(pk_map,ix+1,iy+1) . +pk_mapr(pk_map,ix+1,iy ) . +pk_mapr(pk_map,ix+1,iy-1) . -pk_mapr(pk_map,ix-1,iy+1) . -pk_mapr(pk_map,ix-1,iy ) . -pk_mapr(pk_map,ix-1,iy-1))/pk_mcpu pky(NPK) = iy . + (pk_mapr(pk_map,ix+1,iy+1) . +pk_mapr(pk_map,ix ,iy+1) . +pk_mapr(pk_map,ix-1,iy+1) . -pk_mapr(pk_map,ix+1,iy-1) . -pk_mapr(pk_map,ix ,iy-1) . -pk_mapr(pk_map,ix-1,iy-1))/pk_mcpu pkxr(NPK) = (pkx(NPK))/_F_ ! pkxr() is in pixel coords pkyr(NPK) = (pky(NPK))/_F_ ! pkx() is in pk_map coords if (DOPEAKMAP) then write(38,'(2i6,1x,3i4,1x,2f8.2,1x,2f8.2,10x,4i4,5x,2i4)') . ix,iy,pkp(NPK),pkn(NPK),pku(NPK), . pkx(NPK),pky(NPK), . pkxr(NPK),pkyr(NPK), . pk_mcpu, pk_cvg(ix,iy) endif pk_map(ix,iy) = -120 1776 continue enddo enddo if (DOPEAKMAP) close(38) print*,' ' print*,' NIMMIN: ',NIMMIN print*,' PCTMIN: ',PCTMIN print*,' ' NPKs = NPK 289 continue print*,' ' print*,'NUMBER OF PEAKS TO USE: ' print*,' ' print*,'NPKs: ',NPKs print*,' ' print*,' N1U: ',N1U print*,' N2U: ',N2U print*,' ' print*,' ' c--------------------------------------------- c c Execute the following only if a peak-map image c is desired; these images can be big and take c up lots of diskspace. pk_map contains the c raw peak map; pk_mbp contains a massaging of c pk_map... at each pixel it contains the sum of c the four largest neighboring pixels. This way c I know how many peaks I can add up at each pixel. c if (DOPEAKMAP) then call writfits_i2ob1('PKCVG.fits',pk_cvg,_PIXDIM_,_PIXDIM_) if (.not.INPUTLIST) . call writfits_i2ob1('PKMCP.fits',pk_mcp,_PIXDIM_,_PIXDIM_) print*,' ' open(25,file='PKMAP.reg',status='unknown') write(25,'(''# Region file format: DS9 version 3.0'')') write(25,'(''global color=yellow '')') do NPK = 1, NPKs write(25,225) pkx(NPK),pky(NPK) 225 format('image;circle(',f8.2,',',f8.2,',0.500)') enddo close(25) endif c------------------------------------------------------ c c now, read in the lists for each image again and c see if each peak can be found in each image c print*,' ' print*,'READ IN THE NEXT LIST OF STARS AND MATCH UP...' print*,' ' write(*,*) write(*,*) XCOL = 1 YCOL = 2 MCOL = 3 QCOL = 0 RCOL = 0 INPLINEu = 0 291 continue if (VERBOSE.ge.1) print*,'goneto 291... ',INPLINEu write(*,'(100a)') '*************************', . '*************************', . '*************************' INPLINEu = INPLINEu + 1 if (INPLINEu.gt.INPLINEs) goto 779 INSTRING = INPLINE(INPLINEu) write(*,'(11a,200a)') 'INPLINE: ',INSTRING(1:75) if (INSTRING(1:3).eq.'END') goto 779 if (INSTRING(1:4).eq.'EREF') goto 291 if (INSTRING(1:4).eq.'XCOL') then read(INSTRING(5:8),*) XCOL goto 291 endif if (INSTRING(1:4).eq.'YCOL') then read(INSTRING(5:8),*) YCOL goto 291 endif if (INSTRING(1:4).eq.'MCOL') then read(INSTRING(5:8),*) MCOL goto 291 endif if (INSTRING(1:4).eq.'QCOL') then read(INSTRING(5:8),*) QCOL goto 291 endif if (INSTRING(1:4).eq.'RCOL') then read(INSTRING(5:8),*) RCOL goto 291 endif if (INSTRING(1:1).eq.'#') goto 291 if (INSTRING(1:1).eq.'M') goto 291 if (INSTRING(1:1).eq.'L') goto 291 write(*,'(200a)') '*************************', . '*************************', . '*************************' S(1) = 'NULL' S(2) = 'NULL' S(3) = 'NULL' S(4) = 'NULL' S(5) = 'NULL' S(6) = 'NULL' S(7) = 'NULL' S(8) = 'NULL' XLO = -999999 XHI = 9999999 YLO = -999999 YHI = 9999999 MLO = -999999 MHI = 9999999 QLO = -999999 QHI = 9999999 RLO = -999999 RHI = 9999999 ALO = -999999 AHI = 9999999 BLO = -999999 BHI = 9999999 IFILT = 0 RDATE = 0 if (VERBOSE.ge.1) print*,'---INSTRING ----> ',INSTRING if (INSTRING(1:1).lt.'0') goto 291 if (INSTRING(1:1).gt.'9') goto 291 read(INSTRING,*) NIMi if (VERBOSE.ge.1) print*,'----------------> NIMi: ',NIMi,N1U,N2U if (NIMi.lt.N1U) goto 291 if (NIMi.gt.N2U) goto 291 read(INSTRING,*,end=445) NIMi,FILE, . S(1),S(2),S(3),S(4), . S(5),S(6),S(7),S(8) 445 continue if (VERBOSE.ge.1) print*,'NIMi ', NIMi NIM = NIMi - _NIMOFF_ if (VERBOSE.ge.1) print*,'NIM ', NIM if (NIM.eq.0) goto 291 ! ignore the master frame spec LNKFILE = 'DEFAULT' MATFILE = 'DEFAULT' do is = 1, 8 if (S(is)(1:1).eq.'x') then read(S(is)(2:20),*) XLO, XHI if (VERBOSE.ge.1) print*,'SX: ',S(is),XLO,XHI endif if (S(is)(1:1).eq.'y') then read(S(is)(2:20),*) YLO,YHI if (VERBOSE.ge.1) print*,'SY: ',S(is),YLO,YHI endif if (S(is)(1:1).eq.'m') then read(S(is)(2:20),*) MLO,MHI if (VERBOSE.ge.1) print*,'SM: ',S(is),MLO,MHI endif if (S(is)(1:1).eq.'q') then read(S(is)(2:20),*) QLO,QHI if (VERBOSE.ge.1) print*,'SQ: ',S(is),QLO,QHI endif if (S(is)(1:1).eq.'r') then read(S(is)(2:20),*) RLO,RHI if (VERBOSE.ge.1) print*,'SR: ',S(is),RLO,RHI endif if (S(is)(1:1).eq.'a') then read(S(is)(2:20),*) ALO,AHI if (VERBOSE.ge.1) print*,'SA: ',S(is),ALO,AHI endif if (S(is)(1:1).eq.'b') then read(S(is)(2:20),*) BLO,BHI if (VERBOSE.ge.1) print*,'SB: ',S(is),BLO,BHI endif if (S(is)(1:1).eq.'c') then read(S(is)(2:20),*) CHIPNO if (VERBOSE.ge.1) print*,'SC: ',S(is),CHIPNO endif if (S(is)(1:1).eq.'f') then read(S(is)(2:20),*) IFILT if (VERBOSE.ge.1) print*,'SF: ',S(is),IFILT endif if (S(is)(1:1).eq.'t'.or. . S(is)(1:1).eq.'T') then ! date read(S(is)(2:20),*) RDATE if (VERBOSE.ge.1) print*,' T: ',S(is),RDATE endif if (S(is)(1:1).eq.'s'.or. . S(is)(1:1).eq.'S') then ! STDGDC file FILE_STDGDC = S(is)(2:200) if (VERBOSE.ge.1) print*,' STDGDC: ',FILE_STDGDC(1:200) CHIPNO = 98 endif if (S(is)(1:1).eq.'g'.or. . S(is)(1:1).eq.'G') then ! date GCFILE = S(is)(2:79) if (VERBOSE.ge.1) print*,' GCFILE: ',GCFILE(1:65) CHIPNO = 99 endif enddo!is 292 continue !if (CHIPNO.eq.1) ZPN(NIM) = ZPN(NIM)+0.20 NSTAR = 0 NTRY = 0 DELTA = AGN(NIM)*DGN(NIM)-BGN(NIM)*CGN(NIM) AG = DGN(NIM)/DELTA BG = -BGN(NIM)/DELTA CG = -CGN(NIM)/DELTA DG = AGN(NIM)/DELTA Xo = XoN(NIM) Yo = YoN(NIM) Wo = WoN(NIM) Zo = ZoN(NIM) print*,' ' write( *,1335) NIMi,AGN(NIM),BGN(NIM),CGN(NIM),DGN(NIM), . XoN(NIM),YoN(NIM),WoN(NIM),ZoN(NIM),ZPN(NIM) write( *,1335) NIMi,AG,BG,CG,DG,Xo,Yo,Wo,Zo,ZPN(NIM) 1335 format(10x,i3,4x,4f10.6,4x,4f8.2,1x,f8.4) print*,' ' c-------------------------------------------------- c c now, read all the qualified in from the file... c if (VERBOSE.ge.1) print*,'OPEN47: ',FILE open(47,file=FILE,status='old') NLINE1s = 0 NLINE2s = 0 NLINE3s = 0 do i = 1, 15 WHYT_i(i) = 0 enddo 293 continue read(47,'(200a)',end=300) INSTRING if (INSTRING(1:1).eq.'#') goto 293 NLINE1s = NLINE1s + 1 qr = 9.99 call purify(INSTRING) read(INSTRING,*,end=895) (ccol(i),i=1,19) 895 continue NLINE3s = NLINE3s + 1 qr = 0. read(ccol(XCOL),*,end=999) xr read(ccol(YCOL),*,end=999) yr read(ccol(MCOL),*,end=999) mr xin = xr yin = yr zin = mr xinr = xr yinr = yr zinr = mr if (QCOL.ne.0) read(ccol(QCOL),*,end=999) qr if (RCOL.ne.0) read(ccol(RCOL),*,end=999) rr if (ACOL.ne.0) read(ccol(ACOL),*,end=999) ar if (BCOL.ne.0) read(ccol(BCOL),*,end=999) br ZPU = ZPN(NIM) xind = xin yind = yin if (CHIPNO.eq.05) mr = mr + wfc_zpa(xind,yind,2) if (CHIPNO.eq.06) mr = mr + wfc_zpa(xind,yind,1) if (CHIPNO.eq.07) mr = mr + hrc_zpa(xind,yind) if (CHIPNO.eq.08) mr = mr + wfc3uv_zpa(xind,yind,0) if (CHIPNO.eq.09) mr = mr + wfc3ir_zpa(xind,yind) if (CHIPNO.eq.98) then call xryr2mc_stdgc(xind,yind,mc,FILE_STDGDC) mr = mr + mc endif if (CHIPNO.eq.99) mr= mr + fits4096_zp(xind,yind,GCFILE) qin = qr do i = 1, 15 WHY_i(i) = 0 enddo if (xin.lt.XLO) WHY_i(01) = 1 if (xin.gt.XHI) WHY_i(02) = 1 if (yin.lt.YLO) WHY_i(03) = 1 if (yin.gt.YHI) WHY_i(04) = 1 if ( mr.lt.MLO) WHY_i(05) = 1 if ( mr.gt.MHI) WHY_i(06) = 1 if ( qr.lt.QLO) WHY_i(07) = 1 if ( qr.gt.QHI) WHY_i(08) = 1 if ( rr.lt.RLO) WHY_i(09) = 1 if ( rr.gt.RHI) WHY_i(10) = 1 if ( ar.lt.ALO) WHY_i(11) = 1 if ( ar.gt.AHI) WHY_i(12) = 1 if ( br.lt.BLO) WHY_i(13) = 1 if ( br.gt.BHI) WHY_i(14) = 1 do i = 1, 14 if (WHY_i(i).eq.1) WHY_i(15) = 1 enddo do i = 1, 15 WHYT_i(i) = WHYT_i(i) + WHY_i(i) enddo if (WHY_i(15).eq.1) goto 293 zin = mr-ZPU if (CHIPNO.ge.1.and.CHIPNO.le.4) then ! MODIFICATION xsingl = xin ysingl = yin call fixrows(ysingl,ysingl) call wfpc2gcK(xsingl,ysingl, . xsingl,ysingl,CHIPNO) xin = xsingl yin = ysingl endif xind = xin yind = yin xine = xin yine = yin if (RDATE.lt.2000) then if (CHIPNO.eq.05) call wfc_gcf(xind,yind,xind,yind,2,IFILT) if (CHIPNO.eq.06) call wfc_gcf(xind,yind,xind,yind,1,IFILT) endif if (RDATE.gt.2000) then xine = xin yine = yin if (CHIPNO.eq.5) call wfc_gcf_rdate(xine,yine, . xind,yind,2,IFILT,RDATE) if (CHIPNO.eq.6) call wfc_gcf_rdate(xine,yine, . xind,yind,1,IFILT,RDATE) endif if (CHIPNO.eq.07) call hrc_gcf(xind,yind,xind,yind,IFILT) if (CHIPNO.eq.08) call wfc3uv_gc_meta(xind,yind,IFILT, . xind,yind) if (CHIPNO.eq.09) call wfc3ir_gcY(xind,yind,xind,yind) if (CHIPNO.ge.50.and. . CHIPNO.le.58) call xryrkf2xcyc_nrc(xine,yine,CHIPNO-50,IFILT, ! this outputs in the local-chip-based . xind,yind) ! distortion frame if (CHIPNO.ge.60.and. . CHIPNO.le.68) call xryrkf2xgyg_nrc(xine,yine,CHIPNO-60,IFILT, ! this outputs to the global distortion . xind,yind) ! frame (based on k=1) if (CHIPNO.eq.98) then xine = xind yine = yind call xryr2xcyc_stdgc(xine,yine,xind,yind,FILE_STDGDC) endif if (CHIPNO.eq.99) call fits4096_gc(xind,yind,xind,yind,0,GCFILE) xin = xind yin = yind NTRY = NTRY + 1 NSTAR = NSTAR + 1 if (NSTAR.gt._NSTMAX_) then print*,'NOT ENOUGH MEMORY TO CONTAIN ALL STARS' print*,' thus far NSTAR: ',NSTAR print*,' maxposs: ',_NSTMAX_ print*,' (_NSTMAX_) ' stop endif xraw(NSTAR) = xinr yraw(NSTAR) = yinr zraw(NSTAR) = mr xloc(NSTAR) = xin yloc(NSTAR) = yin zloc(NSTAR) = zin qloc(NSTAR) = qr sraw(NSTAR) = INSTRING(1:129) xr = AGN(NIM)*(xin-XoN(NIM))+BGN(NIM)*(yin-YoN(NIM))+WoN(NIM) yr = CGN(NIM)*(xin-XoN(NIM))+DGN(NIM)*(yin-YoN(NIM))+ZoN(NIM) xlu = xr ylu = yr xmap(NSTAR) = xr ymap(NSTAR) = yr xmap(NSTAR) = xlu ymap(NSTAR) = ylu if (NSTAR.eq. 1.or. . NSTAR.eq. 10.or. . NSTAR.eq. 100.or. . NSTAR.eq. 1000.or. . NSTAR.eq. 10000.or. . NSTAR.eq.100000) .write( *,'(20x,2i7,1x,20f10.3)') NIM,NSTAR, . xin,yin,xlu,ylu,xr,yr, . xloc(NSTAR),yloc(NSTAR),zloc(NSTAR) goto 293 300 continue if (NSTAR.gt.1) .write( *,'(20x,2i7,1x,20f10.3)') NIM,NSTAR, . xin,yin,xlu,ylu,xr,yr, . xloc(NSTAR),yloc(NSTAR),zloc(NSTAR) close(47) NSTARs = NSTAR print*,' ' write(*,443) NIMi,NLINE3s,NLINE2s,NLINE1s,FILE(1:80) write(*,*) write(*,'(26x,''REJECTION STATS --- '')') write(*,*) write(*,401) 'X: ',WHY_i(01),WHY_i(02),XLO,XHI, . minarr(xloc,NSTARs), maxarr(xloc,NSTARs) write(*,401) 'Y: ',WHY_i(03),WHY_i(04),YLO,YHI, . minarr(yloc,NSTARs), maxarr(yloc,NSTARs) write(*,401) 'M: ',WHY_i(05),WHY_i(06),MLO,MHI, . minarr(zloc,NSTARs), maxarr(zloc,NSTARs) write(*,401) 'Q: ',WHY_i(07),WHY_i(08),QLO,QHI if (WHY_i(09).gt.0.or. . WHY_i(10).gt.0) write(*,401) 'R: ',WHY_i(09),WHY_i(10),RLO,RHI if (WHY_i(11).gt.0.or. . WHY_i(12).gt.0) write(*,401) 'A: ',WHY_i(11),WHY_i(12),ALO,AHI if (WHY_i(13).gt.0.or. . WHY_i(14).gt.0) write(*,401) 'B: ',WHY_i(13),WHY_i(14),BLO,BHI write(*,402) 'T: ',WHY_i(15) 401 format(26x,a3,3x,i8,1x,i8,5x,f12.2,1x,f12.2,5x,f12.2,1x,f12.2) 402 format(26x,a3,3x,i8,1x,i8,5x,f12.2,1x,f12.2,5x,f12.2,1x,f12.2) xmin = minarr(xloc,NSTARs) ymin = minarr(yloc,NSTARs) xmax = maxarr(xloc,NSTARs) ymax = maxarr(yloc,NSTARs) if (xmax.lt.xmin+_HASHDIM_) xmax = xmin+_HASHDIM_ if (ymax.lt.ymin+_HASHDIM_) ymax = ymin+_HASHDIM_ c-------------------------------------------------- c c the hash table makes it possible to quickly find c stars in the long list. w/o it, it could take a c ridiculously long time! the hash table orders stars c in two dimensions, so that we must only search a few c bins for each possible cross-id c if (VERBOSE.ge.1) . print*,'THROW THE STARS INTO THE HASH TABLE... NSTARs: ', . NSTARs do ihx = 1, _HASHDIM_ do ihy = 1, _HASHDIM_ nash(ihx,ihy) = 0 enddo enddo if (VERBOSE.ge.1) then print*,' NSTARs: ',NSTARs print*,'xmin/max: ',xmin,xmax print*,'ymin/max: ',ymin,ymax endif do NSTAR = 1, NSTARs ihx = 1 + (_HASHDIM_-1)*(xloc(NSTAR)-xmin)/(xmax-xmin) ihy = 1 + (_HASHDIM_-1)*(yloc(NSTAR)-ymin)/(ymax-ymin) if (ihx.lt.1) ihx = 1 if (ihy.lt.1) ihy = 1 if (ihx.gt._HASHDIM_) ihx = _HASHDIM_ if (ihy.gt._HASHDIM_) ihy = _HASHDIM_ nash(ihx,ihy) = nash(ihx,ihy) + 1 if (nash(ihx,ihy).gt._HASHDEP_) nash(ihx,ihy) = _HASHDEP_ if (nash(ihx,ihy).gt._HASHDEP_.and. . ihx.gt.1.and.ihy.gt.1) then print*,' ' print*,'_HASHDEP_: ',_HASHDEP_ NSTARu = hash(ihx,ihy,nash(ihx,ihy)) print*,' NSTAR: ',NSTAR, xloc(NSTAR) , . yloc(NSTAR) ,zloc(NSTAR) print*,' NASH: ',NSTARu,xloc(NSTARu), . yloc(NSTARu),zloc(NSTARu) print*,' ihx: ',ihx,xmin,xmax print*,' ihy: ',ihy,ymin,ymax print*,' ' print*,' (the hash table is overfull!) ' print*,' (you can avoid this by upping _HASHDEP_) ' print*,' ' stop endif hash(ihx,ihy,nash(ihx,ihy)) = NSTAR 88 continue enddo do ihx = 1, 100 hhist(ihx) = 0 enddo do ihx = 1, _HASHDIM_ do ihy = 1, _HASHDIM_ hhist(nash(ihx,ihy)+1) = hhist(nash(ihx,ihy)+1)+1 enddo enddo nhh = 0 if (VERBOSE.ge.1) print*,'HASH REPORT: ',NSTARs do ihx = 1, 3!_HASHDEP_+1 if (VERBOSE.ge.1) write(*,'(i3,1x,i6)') ihx-1,hhist(ihx) nhh = hhist(ihx) + 1 enddo if (VERBOSE.ge.1) print*,' TOT: ',nhh NFND = 0 if (VERBOSE.ge.1) then print*,'BLINK: xmin/max: ',xmin,xmax print*,'BLINK: ymin/max: ',ymin,ymax endif c------------------------------------------------------ c c following are preparations for outputting the LNK file c call dirstrip(FILE,FILEDIR,FILEPRE,FILESUFF) if (DOLNKFILE) then write(LNKFILE,'(''LNK.'',i3.3)') NIM if (NNN3or4.eq.4) write(LNKFILE,'(''LNK.'',i4.4)') NIMi if (DOLNKSTEM) then LNKFILE = 'NULL' K1 = 1 do k = 1, 70, 1 if (FILE(k:k).eq.'/') K1 = k+1 enddo K2 = -1 do k = K1, 76, 1 if (FILE(k:k).eq.'.') K2 = k-1 enddo if (K2.eq.-1) then do k = 76, K1, -1 if (FILE(k:k).eq.' ') K2 = k-1 enddo endif if (K2.eq.-1) then print*,' ' print*,'LNKFILE creation: ' print*,' cannot find ''.'' or '' '' in FILENAME' print*,' FILENAME: ',FILE print*,' ' stop endif LNKFILE = FILE(K1:K2) // '.lnk' endif if (VERBOSE.ge.1) write(*,'(''LNKFILE: '',80a)') LNKFILE open(50,file=LNKFILE,status='unknown') endif do NPK = 1, NPKs xlu = AG*(pkxr(NPK)-Wo)+BG*(pkyr(NPK)-Zo) + Xo ylu = CG*(pkxr(NPK)-Wo)+DG*(pkyr(NPK)-Zo) + Yo xlux = xlu ylux = ylu xlur = xlu ylur = ylu if (CHIPNO.eq.5) then call wfc_cgf(xlux,ylux,xlur,ylur,0,IFILT) endif if (CHIPNO.eq.7) then call hrc_cgf(xlux,ylux,xlur,ylur,IFILT) endif if (CHIPNO.eq.08) call wfc3uv_cg_meta(xlux,ylux,0,IFILT, . xlur,ylur) if (CHIPNO.eq.09) call wfc3ir_cgY(xlux,ylux,xlur,ylur) if (CHIPNO.ge.50.and. . CHIPNO.le.58) call xcyckf2xryr_nrc(xlux,ylux, . CHIPNO-50,IFILT, . xlur,ylur) ! this outputs in the local-chip-based dist if (CHIPNO.ge.60.and. . CHIPNO.le.68) call xcyckf2xryr_nrc(xlux,ylux, . CHIPNO-60,IFILT, . xlur,ylur) ! this outputs to the global distortion fra if (CHIPNO.eq.98) call xcyc2xryr_stdgc(xlux,ylux, . xlur,ylur,FILE_STDGDC) if (CHIPNO.eq.99) call fits4096_cg(xlux,ylux, . xlur,ylur,0,GCFILE) MATCHXT(NPK,NIM) = 0.0 MATCHYT(NPK,NIM) = 0.0 MATCHXR(NPK,NIM) = 0.0 MATCHYR(NPK,NIM) = 0.0 ihxc = 1 + (_HASHDIM_-1)*(xlu-xmin)/(xmax-xmin) ihyc = 1 + (_HASHDIM_-1)*(ylu-ymin)/(ymax-ymin) NSTARu = 0 if (xlu.lt.xmin-5.or.xlu.gt.xmax+5.or. . ylu.lt.ymin-5.or.ylu.gt.ymax+5) goto 333 dmin = DMATCH do ihx = max(1,ihxc-5),min(_HASHDIM_,ihxc+5) do ihy = max(1,ihyc-5),min(_HASHDIM_,ihyc+5) do nhh = 1, nash(ihx,ihy) NSTAR = hash(ihx,ihy,nhh) if (abs(xlu-xloc(NSTAR)).lt.9.and. . abs(ylu-yloc(NSTAR)).lt.9) then duse = sqrt((xlu-xloc(NSTAR))**2 + . (ylu-yloc(NSTAR))**2) if (duse.lt.dmin) then NSTARu = NSTAR dmin = duse endif endif enddo enddo enddo if (NSTARu.gt.0) then MATCHUP(NPK,NIM) = NSTARu MATCHXT(NPK,NIM) = xmap(NSTARu) MATCHYT(NPK,NIM) = ymap(NSTARu) MATCHMT(NPK,NIM) = zloc(NSTARu) MATCHQT(NPK,NIM) = qloc(NSTARu) MATCHXR(NPK,NIM) = xraw(NSTARu) MATCHYR(NPK,NIM) = yraw(NSTARu) NFND = NFND + 1 pkf(NPK) = pkf(NPK) + 1 endif 333 continue if (DOLNKFILE) then xoutp = 99999. youtp = 99999. moutt = 0. moutc = 0. !moutr = 0. if (NSTARu.ne.0) then xoutp = xraw(NSTARu) youtp = yraw(NSTARu) moutt = zloc(NSTARu) moutc = zraw(NSTARu) !moutr = zraw(NSTARu) - wfc_zpa(xoutp,youtp,2) endif if (NSTARu.eq.0.and.LNULL) write(50,150) . 0.,0.,0.,0.,0.,0.,0.,0.,0.,0., . dclip(xlux,-999.0d0,9999.9d0), . dclip(ylux,-999.0d0,9999.9d0), . dclip(xlur,-999.0d0,9999.9d0), . dclip(ylur,-999.0d0,9999.9d0),NPK, . "0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0" if (NSTARu.ne.0) write(50,150) . xmap(NSTARu)-_XADJ_, . ymap(NSTARu)-_YADJ_,zloc(NSTARu), . xraw(NSTARu),yraw(NSTARu),zraw(NSTARu), . xmap(NSTARu)-pkxr(NPK), . ymap(NSTARu)-pkyr(NPK), . xloc(NSTARu),yloc(NSTARu), . dclip(xlux,-999.0d0,9999.9d0), . dclip(ylux,-999.0d0,9999.9d0), . dclip(xlur,-999.0d0,9999.9d0), . dclip(ylur,-999.0d0,9999.9d0),NPK, . sraw(NSTARu)(1:strend(sraw(NSTARu),129)) 150 format(f10.3,1x,f10.3,1x,f7.3,1x, . f10.3,1x,f10.3,1x,f7.3,1x,2f8.4,1x, . f10.3,1x,f10.3,1x,f10.3,1x,f10.3,1x, . f10.3,1x,f10.3,1x,'N',i6.6, . 9x,80a) endif enddo!NPK if (DOLNKFILE) close(50) if (VERBOSE.ge.1) then print*,' NIM: ',NIM print*,' NPKs: ',NPKs print*,'NSTARs: ',NSTARs print*,' NFND: ',NFND print*,' ' endif goto 291 779 continue close(90) if (INPUTLIST.and.DOPEAKMAP) then do NPK = 1, NPKs ix = pki(NPK) iy = pkj(NPK) if (ix.ge.1.and.ix.le._PIXDIM_.and. . iy.ge.1.and.iy.le._PIXDIM_) then pkp(NPK) = pk_cvg(ix,iy) endif enddo endif print*,'OUTPUT FILEOUT: ',FILEOUT(1:20) open(25,file=FILEOUT,status='unknown') write(25,122) write(25,124) write(25,123) write(25,122) do NPK = 1, NPKs c c dop says whether info about this peak is to be c printed out... c dop = (NPK.le.0010).or. . (NPK.le.0100.and.NPK.eq.NPK/0010*0010).or. . (NPK.le.1000.and.NPK.eq.NPK/0100*0100).or. . (NPK.eq.NPK/1000*1000) NIMf = 0 do NIM = 1, NIMs xl(NIM) = 0. yl(NIM) = 0. ml(NIM) = 0. if (MATCHUP(NPK,NIM).gt.0) then NIMf = NIMf + 1 xl(NIMf) = MATCHXT(NPK,NIM) yl(NIMf) = MATCHYT(NPK,NIM) ml(NIMf) = MATCHMT(NPK,NIM) ql(NIMf) = MATCHQT(NPK,NIM) el(NIMf) = 0.02 wl(NIMf) = 1 if (dop) write(*,'(2i4,10f10.4)') . NIM,NIMf,xl(NIMf),yl(NIMf),ml(NIMf), . MATCHMT(NPK,NIM),ZPN(NIM) c . ,MATCHXR(NPK,NIM),MATCHYR(NPK,NIM), endif enddo NIMMINu = pku(NPK) c if (NIMf.lt.NIMMINu.and.(.not.INPUTLIST)) goto 13 ! uncomment this if for late removal xbar = 0. ybar = 0. mbar = 0. qbar = 0. xsig = 9. ysig = 9. msig = 9. qsig = 9. NIMg = 0 NIMm = 0 c if (NIMf.ge.NIMMINu.and.(.true.)) then c call barsig2e(xl,yl,ml,ql,el,NIMf, c . xbar,ybar,mbar,qbar,ebar, c . xsig,ysig,msig,qsig,esig, c . NIMMINu,NIMg,asig,bsig,wl) c NIMm = NIMg c call barsig(ml,NIMf,mbar,msig,NIMm) c endif if (NIMf.ge.NIMMINu) then call barsig2(xl,yl,ml,ql,NIMf, . xbar,ybar,mbar,qbar, . xsig,ysig,msig,qsig, . NIMMINu,NIMg,asig,bsig,wl,DKEEP) NIMm = NIMg call barsig(ml,NIMf,mbar,msig,NIMm) endif if (INPUTLIST.and.NIMf.eq.0) then xbar = pkxr(NPK) ybar = pkyr(NPK) mbar = 0. endif if (XYFIX) then xbar = pkxr(NPK) ybar = pkyr(NPK) xsig = 0.00 ysig = 0.00 endif if (.not.INPUTLIST) then if (mbar.lt.TESTMAG) then if (xsig.gt.XSIGMAX) goto 13 if (ysig.gt.YSIGMAX) goto 13 if (sqrt(xsig**2+ysig**2) . .gt.DSIGMAX) goto 13 if (msig.gt.MSIGMAX) goto 13 endif if (NG_CLIP) then if (NIMg.lt.pku(NPK)) goto 13 if (NIMm.lt.pku(NPK)) goto 13 endif endif write(25,125) xbar-_XADJ_, ybar-_YADJ_, mbar, . xsig, ysig, msig, qbar, . NIMf, NIMg, NIMm, NIMMINu,NPK, . pki(NPK),pkj(NPK), . pkp(NPK),pkn(NPK),pku(NPK) if (dop.and.(NIMf.gt.0)) then write( *,125) xbar, ybar, mbar,xsig, ysig, msig, qbar, . NIMf, NIMg, NIMm,NIMMINu,NPK, . pki(NPK),pkj(NPK), . pkp(NPK),pkn(NPK),pku(NPK) print*,'xbar: ',xbar,xsig,pkx(NPK) print*,'ybar: ',ybar,ysig,pky(NPK) print*,'mbar: ',mbar,msig do NIM = 1, NIMf write(*,119) NIM,xl(NIM),yl(NIM),ml(NIM) 119 format(i3,1x,3f11.3) enddo print*,'nMIN: ',NIMMIN,NIMMINu print*,'NIMf: ',NIMf print*,'NIMg: ',NIMg print*,' NPK: ',NPK,'/',NPKs endif pkxr(NPK) = xbar pkyr(NPK) = ybar 13 continue enddo!NPK 122 format('#..........',1x, . '...........',1x, . '...........',1x, . '...........',1x, . '...........',1x, . '...........',1x, . '...........',1x, . '....','....','....','....',1x, . '.......',1x,'.....',1x,'.....',1x, . '....','....','....') 124 format('# xbar ',1x, . ' ybar ',1x, . ' mbar ',1x, . ' xsig ',1x, . ' ysig ',1x, . ' msig ',1x, . ' qbar ',1x, . ' Nf ',' Ng ',' Nm ','Nmin',1x, . 'Nstar ',1x,' pki',1x,' pkj',1x, . ' pkp',' pkn',' pku') 123 format('# (01) ',1x, . ' (02) ',1x, . ' (03) ',1x, . ' (04) ',1x, . ' (05) ',1x, . ' (06) ',1x, . ' (07) ',1x, . '(08)','(09)','(10)','(11)',1x, . ' (12) ',1x,' (13)',1x,' (14)',1x, . '(15)','(16)','(17)') 125 format(7(f11.4,1x),4i4,1x,'N',i6.6,1x,i5,1x,i5,1x,3i4) write(25,'(''#-------------------------'')') call getarg(0,INSTRING) write(25,'(''# ARG'',i4.4,1x,80a)') 0,INSTRING(1:80) write(25,'(''#-------------------------'')') do NARG = 1, NARGs call getarg(NARG,INSTRING) write(25,'(''# ARG'',i4.4,1x,80a)') NARG,INSTRING(1:80) enddo write(25,'(''#-------------------------'')') do NARG = 1, INPLINEs write(25,'(''# INP'',a200)') INPLINE(NARG) enddo write(25,'(''#-------------------------'')') close(25) stop 988 continue print*,'ERROR OPENING MAT FILE',MATFILE stop 989 continue print*,'no NIM=0 line!' stop 999 continue print*,'INTERNAL READ ERROR...' stop end c----------------------------------------------------------- c c this routine will take the x and y arrays c of peaks (one in each image...) and will find c the N (1st test: 5) closest and will analyze c these 5 to produce an average/sigma. There will c of course be a bias in this result, but what I c am doing here is essentially a MODE in 2 dimensions. c c I'll carry along the mag info so that I can average c that for the same reported peaks c c c NTOT : tot number of measts c NUSE : the number included in the initial "mode" c finding (the closest NUSE...) c NUSED: the actual number included (>=NUSE); I c will include those further and further c out provided they are consistent with c the inner points c subroutine barsig2e(xl,yl,ml,ql,el,NTOT, . xbar,ybar,mbar,qbar,ebar, . xsig,ysig,msig,qsig,esig, . NMIN,NUSED, . asig,bsig,ul,DKEEP) implicit none integer NTOT real*8 xl(NTOT) real*8 yl(NTOT) real*8 ml(NTOT) real*8 ql(NTOT) real*8 el(NTOT) real*8 xbar, ybar, mbar, qbar, ebar real*8 xsig, ysig, msig, qsig, esig integer NMIN, NUSED real*8 asig, bsig integer ul(NTOT) integer n real*8 xsum, ysum, msum, qsum real*8 asum, bsum real*8 dsig real*8 dmax,dmaxx integer nmax real*8 DKEEP real*8 xbarx, ybarx real*8 xsigx, ysigx, dsigx real dx, dy, dd integer wsum, wsumx xbar = 0. ybar = 0. mbar = 0. qbar = 0. ebar = 1. xsig = 1. ysig = 1. msig = 1. qsig = 1. esig = 1. NUSED = 0 if (NTOT.lt.1) return if (NMIN.gt.NTOT) return if (NTOT.eq.1) then xbar = xl(1) ybar = yl(1) mbar = ml(1) qbar = ql(1) ebar = el(1) NUSED = 1 return endif if (NTOT.eq.2) then xbar = (xl(1)+xl(2))/2 ybar = (yl(1)+yl(2))/2 mbar = (ml(1)+ml(2))/2 qbar = (ql(1)+ql(2))/2 ebar = (el(1)+el(2))/2 xsig = abs(xl(1)-xl(2)) ysig = abs(yl(1)-yl(2)) msig = abs(ml(1)-ml(2)) qsig = abs(ql(1)-ql(2)) esig = abs(el(1)-el(2)) NUSED = 2 return endif if (NMIN.gt.NTOT) call bail('BIG PROBLEM') if (NTOT.gt.1000) call bail('QQUIT') do n = 1, NTOT ul(n) = 1 enddo xbar = 000 ybar = 000 dsig = 9e9 dmax = 9e9 1 continue xsum = 0. ysum = 0. msum = 0. qsum = 0. wsum = 0. do n = 1, NTOT xsum = xsum + ul(n)*xl(n) ysum = ysum + ul(n)*yl(n) msum = msum + ul(n)*ml(n) qsum = qsum + ul(n)*ql(n) wsum = wsum + ul(n) enddo if (wsum.lt.2) then xbar = 0. ybar = 0. mbar = 0. xsig = 1. ysig = 1. msig = 1. qsig = 1. return endif xbar = xsum/wsum ybar = ysum/wsum mbar = msum/wsum qbar = qsum/wsum xsum = 0. ysum = 0. msum = 0. qsum = 0. asum = 0. bsum = 0. dmax = 0. nmax = 0 do n = 1, NTOT xsum = xsum + ul(n)*(xl(n)-xbar)**2 ysum = ysum + ul(n)*(yl(n)-ybar)**2 msum = msum + ul(n)*(ml(n)-mbar)**2 qsum = msum + ul(n)*(ql(n)-qbar)**2 asum = asum + ul(n)*((xl(n)-xbar+yl(n)-ybar)/1.41421)**2 bsum = bsum + ul(n)*((xl(n)-xbar-yl(n)+ybar)/1.41421)**2 dx = xl(n)-xbar dy = yl(n)-ybar dd = sqrt(dx**2+dy**2) if (dd.gt.dmax.and.ul(n).eq.1) then dmax = dd nmax = n endif enddo xsig = sqrt(xsum/(wsum-1)) ysig = sqrt(ysum/(wsum-1)) asig = sqrt(asum/(wsum-1)) bsig = sqrt(bsum/(wsum-1)) msig = sqrt(msum/(wsum-1)) qsig = sqrt(qsum/(wsum-1)) dsig = sqrt(xsig**2+ysig**2) xsum = 0. ysum = 0. wsumx= 0. do n = 1, NTOT if (n.ne.nmax) then xsum = xsum + ul(n)*xl(n) ysum = ysum + ul(n)*yl(n) wsumx= wsumx+ ul(n) endif enddo xbarx = xsum/wsumx ybarx = ysum/wsumx dmaxx = sqrt((xl(NMAX)-xbarx)**2+(yl(NMAX)-ybarx)**2) xsum = 0. ysum = 0. do n = 1, NTOT if (n.ne.nmax) then xsum = xsum + ul(n)*(xl(n)-xbarx)**2 ysum = ysum + ul(n)*(yl(n)-ybarx)**2 endif enddo xsigx = sqrt(xsum/(wsumx-1)) ysigx = sqrt(ysum/(wsumx-1)) dsigx = sqrt(xsigx**2+ysigx**2) c 7/20/2007: the 4*2dsig was waaaay too generous c c if (dmaxx.gt.4.00*dsigx.and. if (dmaxx.gt.DKEEP.and. . dmaxx.gt.3.00*dsigx.and. . wsum.gt.NMIN.and. . nmax.gt.0) then c print*,'REJECT! ' ul(nmax) = 0 goto 1 endif NUSED = wsum c if (.not.(xbar.gt. 0.0)) xbar = 0.000 c if (.not.(ybar.gt. 0.0)) ybar = 0.000 if (.not.(mbar.gt.-99.0)) mbar = 0.000 if (.not.(qbar.gt. -0.0)) qbar = 9.999 if (.not.(xsig.lt. 9.0)) xsig = 9.999 if (.not.(ysig.lt. 9.0)) ysig = 9.999 if (.not.(msig.lt. 9.0)) msig = 9.999 if (.not.(qsig.lt. 9.0)) qsig = 9.999 if (.not.(asig.lt. 9.0)) asig = 9.999 if (.not.(bsig.lt. 9.0)) bsig = 9.999 return end c----------------------------------------------------------- c c this routine will take the x and y arrays c of peaks (one in each image...) and will find c the N (1st test: 5) closest and will analyze c these 5 to produce an average/sigma. There will c of course be a bias in this result, but what I c am doing here is essentially a MODE in 2 dimensions. c c I'll carry along the mag info so that I can average c that for the same reported peaks c c c NTOT : tot number of measts c NUSE : the number included in the initial "mode" c finding (the closest NUSE...) c NUSED: the actual number included (>=NUSE); I c will include those further and further c out provided they are consistent with c the inner points c subroutine barsig2(xl,yl,ml,ql,NTOT, . xbar,ybar,mbar,qbar, . xsig,ysig,msig,qsig, . NMIN,NUSED, . asig,bsig,wl,DKEEP) implicit none integer NTOT real*8 xl(NTOT) real*8 yl(NTOT) real*8 ml(NTOT) real*8 ql(NTOT) real*8 xbar, ybar, mbar, qbar real*8 xsig, ysig, msig, qsig integer NMIN, NUSED real*8 asig, bsig integer wl(NTOT) integer n real*8 xsum, ysum, msum, qsum real*8 asum, bsum real*8 dsig real*8 dmax,dmaxx integer nmax real*8 DKEEP real*8 xbarx, ybarx real*8 xsigx, ysigx, dsigx real dx, dy, dd integer wsum, wsumx xbar = 0. ybar = 0. mbar = 0. qbar = 0. xsig = 1. ysig = 1. msig = 1. qsig = 1. NUSED = 0 if (NTOT.lt.1) return if (NMIN.gt.NTOT) return if (NTOT.eq.1) then xbar = xl(1) ybar = yl(1) mbar = ml(1) qbar = ql(1) NUSED = 1 return endif if (NTOT.eq.2) then xbar = (xl(1)+xl(2))/2 ybar = (yl(1)+yl(2))/2 mbar = (ml(1)+ml(2))/2 qbar = (ql(1)+ql(2))/2 xsig = abs(xl(1)-xl(2)) ysig = abs(yl(1)-yl(2)) msig = abs(ml(1)-ml(2)) qsig = abs(ql(1)-ql(2)) NUSED = 2 return endif if (NMIN.gt.NTOT) call bail('BIG PROBLEM') if (NTOT.gt.1000) call bail('QQUIT') do n = 1, NTOT wl(n) = 1 enddo xbar = 000 ybar = 000 dsig = 9e9 dmax = 9e9 1 continue xsum = 0. ysum = 0. msum = 0. qsum = 0. wsum = 0. do n = 1, NTOT xsum = xsum + wl(n)*xl(n) ysum = ysum + wl(n)*yl(n) msum = msum + wl(n)*ml(n) qsum = qsum + wl(n)*ql(n) wsum = wsum + wl(n) enddo if (wsum.lt.2) then xbar = 0. ybar = 0. mbar = 0. xsig = 1. ysig = 1. msig = 1. qsig = 1. return endif xbar = xsum/wsum ybar = ysum/wsum mbar = msum/wsum qbar = qsum/wsum xsum = 0. ysum = 0. msum = 0. qsum = 0. asum = 0. bsum = 0. dmax = 0. nmax = 0 do n = 1, NTOT xsum = xsum + wl(n)*(xl(n)-xbar)**2 ysum = ysum + wl(n)*(yl(n)-ybar)**2 msum = msum + wl(n)*(ml(n)-mbar)**2 qsum = msum + wl(n)*(ql(n)-qbar)**2 asum = asum + wl(n)*((xl(n)-xbar+yl(n)-ybar)/1.41421)**2 bsum = bsum + wl(n)*((xl(n)-xbar-yl(n)+ybar)/1.41421)**2 dx = xl(n)-xbar dy = yl(n)-ybar dd = sqrt(dx**2+dy**2) if (dd.gt.dmax.and.wl(n).eq.1) then dmax = dd nmax = n endif enddo xsig = sqrt(xsum/(wsum-1)) ysig = sqrt(ysum/(wsum-1)) asig = sqrt(asum/(wsum-1)) bsig = sqrt(bsum/(wsum-1)) msig = sqrt(msum/(wsum-1)) qsig = sqrt(qsum/(wsum-1)) dsig = sqrt(xsig**2+ysig**2) xsum = 0. ysum = 0. wsumx= 0. do n = 1, NTOT if (n.ne.nmax) then xsum = xsum + wl(n)*xl(n) ysum = ysum + wl(n)*yl(n) wsumx= wsumx+ wl(n) endif enddo xbarx = xsum/wsumx ybarx = ysum/wsumx dmaxx = sqrt((xl(NMAX)-xbarx)**2+(yl(NMAX)-ybarx)**2) xsum = 0. ysum = 0. do n = 1, NTOT if (n.ne.nmax) then xsum = xsum + wl(n)*(xl(n)-xbarx)**2 ysum = ysum + wl(n)*(yl(n)-ybarx)**2 endif enddo xsigx = sqrt(xsum/(wsumx-1)) ysigx = sqrt(ysum/(wsumx-1)) dsigx = sqrt(xsigx**2+ysigx**2) c 7/20/2007: the 4*2dsig was waaaay too generous c c if (dmaxx.gt.4.00*dsigx.and. if (dmaxx.gt.DKEEP.and. . dmaxx.gt.2.00*dsigx.and. . wsum.gt.NMIN.and. . nmax.gt.0) then c print*,'REJECT! ' wl(nmax) = 0 goto 1 endif NUSED = wsum c if (.not.(xbar.gt. 0.0)) xbar = 0.000 c if (.not.(ybar.gt. 0.0)) ybar = 0.000 if (.not.(mbar.gt.-99.0)) mbar = 0.000 if (.not.(qbar.gt. -0.0)) qbar = 9.999 if (.not.(xsig.lt. 9.0)) xsig = 9.999 if (.not.(ysig.lt. 9.0)) ysig = 9.999 if (.not.(msig.lt. 9.0)) msig = 9.999 if (.not.(qsig.lt. 9.0)) qsig = 9.999 if (.not.(asig.lt. 9.0)) asig = 9.999 if (.not.(bsig.lt. 9.0)) bsig = 9.999 return end c subroutine bail(STRING) c implicit none c character*80 STRING c integer i c print*,' ' c print*,'BAIL: ' c print*,' ' c i = 0 c 1 continue c i = i + 1 c if (string(i:i).ne.'\n'.and.i.le.79) goto 1 c print*,' ' c print*,STRING(1:i) c print*,' ' c print*,' ' c stop c end c c---------------------------------------------------- c c This routine will take a list of NTOT values and c will find the average and the std deviation of c the points... right now, it takes the avg of the c absolute value, not the std devn. This is more c robust. c subroutine barsig(xlist,NTOT,bar,sig,NUSE) implicit none integer NTOT real*8 xlist(NTOT) real*8 bar real*8 sig integer NUSE integer n real*8 bsum, ssum integer nsum integer NIT bar = 0.e0 sig = 9e9 do NIT = 1, 8 bsum = 0. ssum = 0. nsum = 0. do n = 1, NTOT if (abs(xlist(n)-bar).le.3*sig) then bsum = bsum + xlist(n) ssum = ssum + abs(xlist(n)-bar) nsum = nsum + 1 endif enddo if (nsum.gt.0) bar = bsum / nsum if (nsum.gt.1) sig = ssum/(nsum-1) enddo NUSE = nsum if (nsum.le.1) sig = 9.999 return end c---------------------------------------------- c c this routine outputs a real*4 array of values c one for each image and masterlist peak c subroutine matchlog_r4(FILE,array,NPKs,NIMs) implicit none character*10 FILE real array(_NPKMAX_,_NIMMAX_) integer NPKs, NIMs integer NPK , NIM open(25,file=FILE,status='unknown') print*,FILE do NPK = 1, NPKs write(25,'(150(1x,f9.4))') . (array(NPK,NIM),NIM=1,NIMs) enddo close(25) return end c---------------------------------------------- c c this routine outputs a real*8 array of values c one for each image and masterlist peak c subroutine matchlog_r8(FILE,array,NPKs,NIMs) implicit none character*10 FILE real*8 array(_NPKMAX_,_NIMMAX_) integer NPKs, NIMs integer NPK , NIM open(25,file=FILE,status='unknown') print*,FILE do NPK = 1, NPKs write(25,'(150(1x,f9.4))') . (array(NPK,NIM),NIM=1,NIMs) enddo close(25) return end c---------------------------------------------- c c this routine outputs an integer*4 array of values c subroutine matchlog_i4(FILE,array,NPKs,NIMs) implicit none character*10 FILE integer array(_NPKMAX_,_NIMMAX_) integer NPKs, NIMs integer NPK , NIM open(25,file=FILE,status='unknown') print*,FILE do NPK = 1, NPKs write(25,'(150(1x,i6))') . (array(NPK,NIM),NIM=1,NIMs) enddo close(25) return end integer function pk_mcpe(pk_map,ix,iy) implicit none integer*2 pk_map(_PIXDIM_,_PIXDIM_) integer ix, iy integer ii, jj integer iadd pk_mcpe = 0 do ii = ix-1,ix+1 do jj = iy-1,iy+1 if (ix.ge.1.and.ix.le.(_PIXDIM_).and. . iy.ge.1.and.iy.le.(_PIXDIM_)) then pk_mcpe = pk_mcpe + pk_map(ii,jj) endif enddo enddo return end real function pk_mapr(pk_map,ix,iy) implicit none integer*2 pk_map(_PIXDIM_,_PIXDIM_) integer ix, iy pk_mapr = 0 pk_mapr = pk_map(ix,iy) if (pk_mapr.lt.0) pk_mapr = pk_mapr + 256 return end real function CTE_YM(yr,mr) implicit none real*8 yr real*8 mr integer i real r, f real ctel(14) data ctel/ c 1 2 3 4 5 6 7 . 0.100, 0.100, 0.100, 0.100, 0.100, 0.075, 0.060, . 0.050, 0.040, 0.030, 0.020, 0.015, 0.010, 0.010/ c 8 9 10 11 12 13 14 real SCL r = -mr if (r.gt.13.999) r = 13.999 if (r.lt.01.001) r = 1.001 i = int(r) f = r-i SCL = ctel(i) + f*(ctel(i+1)-ctel(i)) if (yr.gt.2048) CTE_YM = -(4096-yr)/2048.*SCL if (yr.le.2048) CTE_YM = (yr)/2048.*SCL return end subroutine purify(INSTRING) implicit none character*200 INSTRING integer i do i = 001, 200 if (INSTRING(i:i).ne.' '.and. . INSTRING(i:i).ne.'0'.and. . INSTRING(i:i).ne.'1'.and. . INSTRING(i:i).ne.'2'.and. . INSTRING(i:i).ne.'3'.and. . INSTRING(i:i).ne.'4'.and. . INSTRING(i:i).ne.'5'.and. . INSTRING(i:i).ne.'6'.and. . INSTRING(i:i).ne.'7'.and. . INSTRING(i:i).ne.'8'.and. . INSTRING(i:i).ne.'9'.and. . INSTRING(i:i).ne.'.'.and. . INSTRING(i:i).ne.'-') INSTRING(i:i) = '0' enddo return end c----------------------------------------------- c c reports whether a point is inside a convex c polygon c logical function inside_poly(x,y,xl,yl,Ns) implicit none real*8 x,y integer Ns real*8 xl(*), yl(*) integer n real*8 cross1 real*8 crossN integer Nsu real*8 xlu(99), ylu(99) if (abs(Ns).gt.99) stop 'inside_poly Ns.gt.99' Nsu = Ns if (Nsu.lt.0) then ! open poly, need to close Nsu = abs(Ns) + 1 do N = 1, Nsu-1 xlu(N) = xl(N) ylu(N) = yl(N) enddo xlu(Nsu) = xlu(1) ylu(Nsu) = ylu(1) else do N = 1, Ns xlu(N) = xl(N) ylu(N) = yl(N) enddo endif inside_poly = .true. cross1 = (x-xlu(1))*(ylu(2)-ylu(1)) - (y-ylu(1))*(xlu(2)-xlu(1)) do n = 2, Nsu-1 crossN = (x-xlu(N))*(ylu(N+1)-ylu(N)) . - (y-ylu(N))*(xlu(N+1)-xlu(N)) if (cross1*crossN.lt.0) inside_poly = .false. enddo return end c------------------------------------------------------------- c c c subroutine add_fill_poly4(xgl,ygl,pk_cvg,PIXDIM) implicit none real*8 xgl(5), ygl(5) integer PIXDIM byte pk_cvg(PIXDIM,PIXDIM) integer imin, imax integer jmin, jmax logical inside_poly real*8 xg, yg integer i, j imin = max(min(xgl(1),xgl(2),xgl(3),xgl(4)),000000*1.0d0) imax = min(max(xgl(1),xgl(2),xgl(3),xgl(4)),PIXDIM*1.0d0) jmin = max(min(ygl(1),ygl(2),ygl(3),ygl(4)),000000*1.0d0) jmax = min(max(ygl(1),ygl(2),ygl(3),ygl(4)),PIXDIM*1.0d0) write(*,'(20x,'' imin: '',3i8)') imin,imax,PIXDIM write(*,'(20x,'' jmin: '',3i8)') jmin,jmax,PIXDIM do i = imin, imax do j = jmin, jmax xg = i yg = j if (inside_poly(xg,yg,xgl,ygl,5).and. . i.gt.0001.and.i.le.PIXDIM.and. . j.gt.0001.and.j.le.PIXDIM) pk_cvg(i,j) = pk_cvg(i,j) + 1 enddo enddo return end c----------------------------------------------------------- c c c subroutine cvg_add_c(pk_cvg,CHIPNO,PIXDIM, . AG,BG,CG,DG,Xo,Yo,Wo,Zo) implicit none integer PIXDIM byte pk_cvg(PIXDIM,PIXDIM) integer CHIPNO real*8 AG, BG, CG, DG real*8 Xo, Yo real*8 Wo, Zo c c master-gc frame location of chip edges... c as a function of chip number c common /xy_2pkc_/ xy_2pkc integer xy_2pkc(2,4,4,9) data xy_2pkc / c c pc1 --> c=1 (not done yet) c . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, c c wf2 --> c=2 (not done yet) c . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, c c wf3 --> c=3 (not done yet) c . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, c c wf4 --> c=4 (not done yet) c . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, c c acs ---> c=5 c . 0040,-140, 4130,0110, 4110,2190, 0060,1885, . 0060,1950, 4110,2255, 4090,4260, 0110,3900, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, c c acsx --> c=6 (not done) c . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, c c hrc --> c=7 (not done yet) c . 0007,0019, 3,0901, 1010,1001, 1006, 121, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, c c wfc3uvis ---> c=8 c . 0010,0080, 4110,0325, 4095,2375, 0023,2108, . 0023,2152, 4095,2425, 4080,4450, 0030,4155, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, c c wfc3ir ---> c=9 c . -049,0013, 1061,0013, 1017,1018, -059,1018, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000, . 0000,0000, 0000,0000, 0000,0000, 0000,0000/ real*8 xcl(5), ycl(5) real*8 xgl(5), ygl(5) integer i, j integer k, p if (CHIPNO.ge.51.and.CHIPNO.le.58) then xgl(01) = (AG*(0005-Xo)+BG*(0005-Yo) + Wo)*(_F_) ygl(01) = (CG*(0005-Xo)+DG*(0005-Yo) + Zo)*(_F_) xgl(02) = (AG*(2043-Xo)+BG*(0005-Yo) + Wo)*(_F_) ygl(02) = (CG*(2043-Xo)+DG*(0005-Yo) + Zo)*(_F_) xgl(03) = (AG*(2043-Xo)+BG*(2043-Yo) + Wo)*(_F_) ygl(03) = (CG*(2043-Xo)+DG*(2043-Yo) + Zo)*(_F_) xgl(04) = (AG*(0005-Xo)+BG*(2043-Yo) + Wo)*(_F_) ygl(04) = (CG*(0005-Xo)+DG*(2043-Yo) + Zo)*(_F_) xgl(05) = (AG*(0005-Xo)+BG*(0005-Yo) + Wo)*(_F_) ygl(05) = (CG*(0005-Xo)+DG*(0005-Yo) + Zo)*(_F_) call add_fill_poly4(xgl,ygl,pk_cvg,PIXDIM) return endif if (CHIPNO.le.01.or.CHIPNO.ge.10) then do i = 0001, PIXDIM do j = 0001, PIXDIM pk_cvg(i,j) = 1 enddo enddo return endif do k = 1, 4 if (xy_2pkc(1,1,k,CHIPNO).ne.0) then print*,' ' write(*,'(10x,'' k:'',i1)') k do p = 1, 4 xcl(p) = xy_2pkc(1,p,k,CHIPNO) ycl(p) = xy_2pkc(2,p,k,CHIPNO) enddo xcl(5) = xy_2pkc(1,1,k,CHIPNO) ycl(5) = xy_2pkc(2,1,k,CHIPNO) do p = 1, 5 xgl(p) = (AG*(xcl(p)-Xo)+BG*(ycl(p)-Yo) + Wo)*(_F_) ygl(p) = (CG*(xcl(p)-Xo)+DG*(ycl(p)-Yo) + Zo)*(_F_) enddo do p = 1, 5 write(*,'(10x,'' p:'',i1,4i8)') . p,int(xgl(p)),int(ygl(p)), . int(xcl(p)),int(ygl(p)) enddo call add_fill_poly4(xgl,ygl,pk_cvg,PIXDIM) endif enddo return end subroutine cvg_add_c_STDGDC(pk_cvg, . FILE_STDGDC, . PIXDIM, . AG,BG,CG,DG,Xo,Yo,Wo,Zo) implicit none integer PIXDIM byte pk_cvg(PIXDIM,PIXDIM) character*200 FILE_STDGDC real*8 AG, BG, CG, DG real*8 Xo, Yo real*8 Wo, Zo integer i, j integer ii, jj integer iii,jjj integer i1, i2 integer j1, j2 real*8 xc, yc real*8 xr, yr real*8 GA, GB, GC, GD real*8 DLTA DLTA = AG*DG - BG*CG GA = DG/DLTA GB = -BG/DLTA GC = -CG/DLTA GD = AG/DLTA do i = 1, PIXDIM do j = 1, PIXDIM pk_cvg(i,j) = 0 enddo enddo do i = 1, PIXDIM+24, 25 do j = 1, PIXDIM+24, 25 ii = min(i,PIXDIM) jj = min(j,PIXDIM) xc = (GA*(ii-Wo) + GB*(jj-Zo) + Xo)*(_F_) yc = (GC*(ii-Wo) + GD*(jj-Zo) + Yo)*(_F_) call xcyc2xryr_stdgc(xc,yc,xr,yr,FILE_STDGDC) if (xr.gt.0.and.yr.gt.0) then pk_cvg(ii,jj) = 1 else pk_cvg(ii,jj) = 0 endif enddo enddo do i = 1, PIXDIM-1, 25 do j = 1, PIXDIM-1, 25 i1 = min(i+00,PIXDIM) j1 = min(j+00,PIXDIM) i2 = min(i+25,PIXDIM) j2 = min(j+25,PIXDIM) if (pk_cvg(i2,j1).eq.pk_cvg(i1,j1).and. . pk_cvg(i1,j2).eq.pk_cvg(i1,j1).and. . pk_cvg(i2,j2).eq.pk_cvg(i1,j1)) then do ii = i1, i2 do jj = j1, j2 pk_cvg(ii,jj) = pk_cvg(i1,j1) enddo enddo goto 3 endif do ii = i1, i2, 1 ! 5 do jj = j1, j2, 1 ! 5 xc = (GA*(ii-Wo) + GB*(jj-Zo) + Xo)*(_F_) yc = (GC*(ii-Wo) + GD*(jj-Zo) + Yo)*(_F_) call xcyc2xryr_stdgc(xc,yc,xr,yr,FILE_STDGDC) if (xr.gt.0.and.yr.gt.0) then pk_cvg(ii,jj) = 1 else pk_cvg(ii,jj) = 0 endif enddo enddo if (.true.) goto 3 do ii = i1, i2-5, 5 do jj = j1, j2-5, 5 if (pk_cvg(ii ,jj ).eq.pk_cvg(ii,jj).and. . pk_cvg(ii+5,jj ).eq.pk_cvg(ii,jj).and. . pk_cvg(ii+5,jj+5).eq.pk_cvg(ii,jj)) then do iii = ii, min(ii+5,PIXDIM) do jjj = jj, min(jj+5,PIXDIM) pk_cvg(iii,jjj) = pk_cvg(ii,jj) enddo enddo goto 4 endif do iii = ii, ii+5 do jjj = jj, jj+5 xc = (GA*(iii-Wo) + GB*(jjj-Zo) + Xo)*(_F_) yc = (GC*(iii-Wo) + GD*(jjj-Zo) + Yo)*(_F_) call xcyc2xryr_stdgc(xc,yc,xr,yr,FILE_STDGDC) if (xr.gt.0.and.yr.gt.0) then pk_cvg(iii,jjj) = 1 else pk_cvg(iii,jjj) = 0 endif enddo enddo 4 continue enddo enddo 3 continue enddo enddo return end c------------------------------------ c c routine that tweaks the y positions c in order to improve CTE shifting c subroutine doctefix_ym(yin,zin,CTE_MAG,CTE_FIX,NCTEs) implicit none real*8 yin real*8 zin integer NCTEs real CTE_MAG(NCTEs) real CTE_FIX(NCTEs) real f real fy real CTE_FIX_m real*8 yin0 integer NCTE integer q real dyfix yin0 = yin CTE_FIX_m = 0 if (NCTEs.eq.0) return if (zin.lt.CTE_MAG( 1)) return if (zin.gt.CTE_MAG(NCTEs)) return if (NCTEs.eq.1) CTE_FIX_m = CTE_FIX(1) if (NCTEs.ge.2) then NCTE = 0 2 continue NCTE = NCTE + 1 if (CTE_MAG(NCTE).gt.CTE_MAG(NCTE+1)) then print*,'CTE_FIX out of order at ',NCTE do q = 1, NCTEs print*,q,CTE_MAG(q),CTE_FIX(q) enddo print*,' ' stop 'Serious problem' endif if (zin.gt.CTE_MAG(NCTE+1).and.NCTE.lt.NCTEs-1) goto 2 f = (zin -CTE_MAG(NCTE))/ . (CTE_MAG(NCTE+1)-CTE_MAG(NCTE)) CTE_FIX_m = CTE_FIX(NCTE)+f*(CTE_FIX(NCTE+1) . -CTE_FIX(NCTE )) endif fy = 0. if (yin.lt.2048) then fy = -yin/2048 else fy = + (4096-yin)/2048 endif dyfix = 0. dyfix = CTE_FIX_m*fy yin = yin0 + dyfix write(76,176) yin0, yin, zin, CTE_FIX_m, fy 176 format(1x,9f11.4) return end c c format should be c c CTEFIX( -13,0.00 ; -12,0.01 ; ...) c c subroutine ingest_ctefix(INSTRING,NCTEs,CTE_MAG,CTE_FIX) implicit none character*200 INSTRING integer NCTEs real CTE_MAG(99) real CTE_FIX(99) character*25 STRING_N(99) integer i, i0 integer NCTE if (INSTRING(1:6).ne.'CTEFIX') stop 'this is not a CTEFIX line!' if (INSTRING(7:7).ne.'(') stop 'bad CTEFIX format!' i = 7 i0 = 8 NCTEs = 0 1 continue i = i + 1 if (INSTRING(i:i).eq.';'.or.INSTRING(i:i).eq.')') then NCTEs = NCTEs + 1 STRING_N(NCTEs) = INSTRING(i0:i-1) read(STRING_N(NCTEs),*) CTE_MAG(NCTEs),CTE_FIX(NCTEs) c write(*,119) NCTEs, i0, i-1, CTE_MAG(NCTEs),CTE_FIX(NCTEs), c . STRING_N(NCTEs) c 119 format(i4,3x,2i5,3x,f8.3,1x,f8.4,1x,a25) 118 format(i4,1x,f8.3,1x,f8.4,1x,a25) if (INSTRING(i:i).eq.')') goto 2 i0 = i+1 endif goto 1 2 continue print*,' ' print*,'NCTEs = ',NCTEs print*,' ' do NCTE = 1, NCTEs write(*,118) NCTE, CTE_MAG(NCTE),CTE_FIX(NCTE) enddo print*,' ' return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/PARLOR/islinux.f" c**** c********************************************* c program q c implicit none c c logical islinux, islinux_var c c islinux_var = islinux() c c islinux_var = islinux() c c stop c end logical function islinux() implicit none logical islinux_save integer i data i/0/ data islinux_save/.true./ common /islinux_/i,islinux_save byte b(2) equivalence(i,b) if (i.eq.1) goto 1 i = 1 islinux_save = .false. if (b(1).eq.1) islinux_save = .true. 1 islinux = islinux_save return end c#include "/user/jayander/FORTRAN/GDC/NRC/nrcgdc_tab_v4.f" c********************************************* c**** c**** #include "/astro/hstpromo/jayander/2023.10.14.OTHR_FILT/77.FORTRAN/nrcgdc_tab_v9f.f" c**** c********************************************* c c 01.F070W c 02.F090W c 03.F115W c 04.F140M c 05.F150W c 07.F182M c 08.F200W c 09.F210M c 10.F212N c c------------------------------------------- c c coordinates: c (xr,yr,k): undistorted chip coordinates c (xm,ym,0): meta-chip coordinates c (xc,yc,k): distortion corrected coordinates in local chip frame c (xg,yg,0): distortion corrected coordinates in global frame c c c ***************************** c ** ** c ** NRC CONVERSION ROUTINES ** c ** ** c ***************************** c c (1) subroutine xryrk2xcyc_nrc(xr,yr,kr, xc,yc) ---> take raw+k --> local chip (xc,yc) (call generator) c subroutine xcyck2xryr_nrc(xc,yc,kr, xr,yr) ---> take (xc,yc,k) and find (xr,yr) c c (2) subroutine xryrk2xmym_nrc(xr,yr,k, xm,ym) ---> take rawk --> meta c subroutine xmym2xryrk_nrc(xm,ym, xr,yr,k) ---> take meta --> rawk c c (3) subroutine xryrk2xgyg_nrc(xr,yr,k, xg,xg) ---> take rawk --> glob c subroutine xgyg2xryrk_nrc(xg,yg, xr,yr,k) ---> take glob --> rawk c c (4) subroutine xryrk4xcycxgyg_nrc(xr,yr,kr,xc,yc,xg,yg) ---> take rawk --> (xc,yc) (xg,yg) <-- generator c c (5) subroutine xryrk2xgyg_nrc(xr,yr,kr, xc,yc,xg,yg) ---> take rawk --> glob (xg,yg) (call generator) c subroutine xgyg2xryrk_nrc(xg,yg, xr,yr,k) ---> take global coord and find the closest chip location c c (6) subroutine xgyg2xmym_nrc(xg,yg, xm,ym) ---> take global system and find the meta coordinate c subroutine xmym2xgyg_nrc(xm,ym, xg,yg) ---> take global system and find the meta coordinate c c (7) subroutine xryrkf4xcycxgyg(xr,yr,kr,fr, ---> take raw system, along with chip and filter c xc,yc,xg,yg) ---> output distortion corrected (chip-based and global) c c c------------------------------------------- c------------------------------------------------------ c c this takes in (xr,yr,k) and returns the meta-chip location c subroutine xryrk2xmym_nrc(xr,yr,k, ! input . xm,ym) ! output implicit none real*8 xr, yr integer k real*8 xm, ym integer i0_k(8), j0_k(8) data i0_k / 0000, 0000, 2048, 2048, . 6144, 6144, 4096, 4096/ data j0_k / 0000, 2048, 0000, 2048, . 2048, 0000, 2048, 0000/ common /xryrk2xmym_/i0_k,j0_k if (k.eq.0) then xm = xr ym = yr return endif if (k.lt.0.or.k.gt.8) stop 'xryr2xmym_nrc k.lt.0.or.k.gt.8' xm = xr + i0_k(k) ym = yr + j0_k(k) return end c---------------------------------------- c c (xr,yr,k) --> (xc,yc) local frame c subroutine xryrk2xcyc_nrc(xr,yr,kr,xc,yc) implicit none real*8 xr, yr integer kr real*8 xc, yc real*8 xg, yg call xryrk4xcycxgyg_nrc(xr,yr,kr,xc,yc,xg,yg) return end c---------------------------------------- c c (xr,yr,k,f) --> (xc,yc) local frame c subroutine xryrkf2xcyc_nrc(xr,yr,kr,fr,xc,yc) implicit none real*8 xr, yr integer kr, fr real*8 xc, yc real*8 xg, yg call xryrkf4xcycxgyg_nrc(xr,yr,kr,fr,xc,yc,xg,yg) return end c---------------------------------------- c c (xr,yr,k) --> (xg,yg) global frame c subroutine xryrk2xgyg_nrc(xr,yr,kr,xg,yg) implicit none real*8 xr, yr integer kr real*8 xg, yg real*8 xm, ym real*8 xc, yc real*8 xru, yru integer kru xru = xr yru = yr kru = kr if (kr.eq.0) then xm = xr ym = yr call xmym2xryrk_nrc(xm,ym,xru,yru,kru) endif call xryrk4xcycxgyg_nrc(xru,yru,kru,xc,yc,xg,yg) return end c---------------------------------------- c c (xr,yr,k) --> (xg,yg) global frame c subroutine xryrkf2xgyg_nrc(xr,yr,kr,fr,xg,yg) implicit none real*8 xr, yr integer kr, fr real*8 xg, yg real*8 xm, ym real*8 xc, yc real*8 xru, yru integer kru, fru xru = xr yru = yr kru = kr fru = fr if (kr.eq.0) then xm = xr ym = yr call xmym2xryrk_nrc(xm,ym,xru,yru,kru) endif call xryrkf4xcycxgyg_nrc(xru,yru,kru,fru,xc,yc,xg,yg) return end c------------------------------------------------------ c c this takes in the meta-chip system and it determine c which chip it is in ; if it is beyond the bounds, then c it reports k=0 and (xy,yr) = (-999,-999) c subroutine xmym2xryrk_nrc(xm,ym, ! input . xr,yr,k) ! output implicit none real*8 xr, yr integer k real*8 xm, ym real*8 dx, dy real*8 dkm, dk integer kk integer i0_k(8), j0_k(8) data i0_k / 0000, 0000, 2048, 2048, . 6144, 6144, 4096, 4096/ data j0_k / 0000, 2048, 0000, 2048, . 2048, 0000, 2048, 0000/ common /xryr2xmymk_/i0_k,j0_k k = 0 xr = -999 yr = -999 do kk = 1, 8 if (xm.ge.i0_k(kk).and.xm.le.i0_k(kk)+2048.and. . ym.ge.j0_k(kk).and.ym.le.j0_k(kk)+2048) then k = kk xr = xm - i0_k(kk) yr = ym - j0_k(kk) endif enddo if (k.ne.0) return if (.true.) then dkm = 9d9 do kk = 1, 8 dx = xm-1024.0-i0_k(kk) dy = ym-1024.0-j0_k(kk) dk = sqrt(dx**2+dy**2) if (dk.lt.dkm) then dkm = dk k = kk endif enddo xr = xm - i0_k(kk) yr = ym - j0_k(kk) endif return end c------------------------------------------------------ c c this takes in the meta-chip system and a specified chip c and it determine the location in a particular chip c subroutine xmym2xgyg_nrc(xm,ym,xg,yg) implicit none real*8 xm, ym real*8 xg, yg real*8 xc, yc call xryrk4xcycxgyg_nrc(xm,ym,0,xc,yc,xg,yg) return end c---------------------------------------- c c (xc,yc,k) --> (xr,yr) local frame c subroutine xcyckf2xryr_nrc(xc,yc,k,f,xr,yr) implicit none real*8 xc, yc integer k, f real*8 xr, yr real*8 xrt, yrt real*8 xct, yct integer NIT real*8 dx, dy, dd xrt = xc yrt = yc NIT = 0 1 continue NIT = NIT + 1 call xryrkf2xcyc_nrc(xrt,yrt,k,f,xct,yct) dx = xc - xct dy = yc - yct dd = sqrt(dx**2+dy**2) 333 format(20x,i3,5x,f8.3,1x,f8.3, . 5x,f8.3,1x,f8.3, . 5x,f8.3,1x,f8.3, . 5x,f8.4,1x,f8.4,1x,f8.4) if (dd.gt.0.0001.and.NIT.lt.25) then xrt = xrt + dx*0.75 yrt = yrt + dy*0.75 goto 1 endif xr = xrt yr = yrt return end c---------------------------------------- c c (xc,yc,k) --> (xr,yr) local frame c subroutine xcyck2xryr_nrc(xc,yc,k,xr,yr) implicit none real*8 xc, yc integer k real*8 xr, yr real*8 xrt, yrt real*8 xct, yct integer NIT real*8 dx, dy, dd xrt = xc yrt = yc NIT = 0 1 continue NIT = NIT + 1 call xryrk2xcyc_nrc(xrt,yrt,k,xct,yct) dx = xc - xct dy = yc - yct dd = sqrt(dx**2+dy**2) 333 format(20x,i3,5x,f8.3,1x,f8.3, . 5x,f8.3,1x,f8.3, . 5x,f8.3,1x,f8.3, . 5x,f8.4,1x,f8.4,1x,f8.4) if (dd.gt.0.0001.and.NIT.lt.25) then xrt = xrt + dx*0.75 yrt = yrt + dy*0.75 goto 1 endif xr = xrt yr = yrt return end subroutine xgyg2xryrk_nrc(xg,yg,xr,yr,k) implicit none real*8 xg, yg real*8 xr, yr integer k real*8 xc, yc call xgyg2xcyck_nrc(xg,yg,xc,yc,k) call xcyck2xryr_nrc(xc,yc,k,xr,yr) return end c------------------------------------------------ c c input : xg, yg <-- global dist-corr frame c output: xc, yc, k <-- local dist-corr frame c subroutine xgyg2xcyck_nrc(xg,yg,xc,yc,k) implicit none real*8 xg, yg real*8 xc, yc integer k integer kk real*8 dx, dy, dk, dkm logical first data first/.true./ real*8 xgM_k(8), ygM_k(8) common /xgyg2xcyck_nrc_/ xgM_k, ygM_k if (first) then first = .false. do kk = 1, 8 call xryrk2xgyg_nrc(1024.0d0,1024.0d0,kk, . xgM_k(kk),ygM_k(kk)) enddo endif k = 0 dkm = 9e9 do kk = 1, 8 dx = xg-xgM_k(kk) dy = yg-ygM_k(kk) dk = sqrt(dx**2+dy**2) if (dk.lt.dkm) then dkm = dk k = kk endif enddo if (k.eq.0) stop 'problem in subroutine xgyg2xcyck_nrc' xc = 1024.00 + xg - xgM_k(k) yc = 1024.00 + yg - ygM_k(k) return end c------------------------------------------------ c c this will take a global position and c turn it into a meta position ; what does it c do if there is no mapping? c subroutine xgyg2xmym_nrc(xg,yg,xm,ym) implicit none real*8 xg, yg real*8 xm, ym real*8 xc, yc real*8 xr, yr integer k call xgyg2xcyck_nrc(xg,yg,xc,yc,k) call xcyck2xryr_nrc(xc,yc,k,xr,yr) call xryrk2xmym_nrc(xr,yr,k,xm,ym) return end c------------------------------------------------ c c This uses bicubic-spline interpolation within the c outer frame, then uses linear interpolation that c last bitin the outer part of the inner part, it c uses linear interpolation to merge. This way, there c are no jumps. c real*8 function rtabinterp(x,y,psf) implicit none real*8 x, y real*8 psf(17,17) real*8 rx, ry integer ix, iy ! 3 4 real*8 fx, fy ! *1* 2 real*8 A1, B1, C1, D1, E1, F1, V1 real*8 A2, B2, C2, D2, E2, F2, V2 real*8 A3, B3, C3, D3, E3, F3, V3 real*8 A4, B4, C4, D4, E4, F4, V4 real*8 bicubic_17x17 real*8 rtabinterp_lin real*8 rtabinterp_bic real*8 fxq, fyq rx = 1 + x/128.00 ry = 1 + y/128.00 ix = int(rx) iy = int(ry) if (ix.lt.01) ix = 01 if (iy.lt.01) iy = 01 if (ix.gt.16) ix = 16 if (iy.gt.16) iy = 16 fx = rx-ix fy = ry-iy rtabinterp_lin = (1-fx)*(1-fy)*psf(ix ,iy ) . + ( fx )*(1-fy)*psf(ix+1,iy ) . + (1-fx)*( fy )*psf(ix ,iy+1) . + ( fx )*( fy )*psf(ix+1,iy+1) rtabinterp_bic = bicubic_17x17(rx,ry,psf) fxq = 1.00 fyq = 1.00 if (rx.lt.02) fxq = (rx-1) if (rx.lt.01) fxq = 0 if (rx.gt.16) fxq = (17-rx) if (rx.gt.17) fxq = 0 if (ry.lt.02) fyq = (ry-1) if (ry.lt.01) fyq = 0 if (ry.gt.16) fyq = (17-ry) if (ry.gt.17) fyq = 0 rtabinterp = ( fxq*fyq )*rtabinterp_bic . + (1-fxq*fyq)*rtabinterp_lin if (.true.) return if (ix.le.03.or.ix.ge.14.or. . iy.le.03.or.iy.ge.14) then rtabinterp = rtabinterp_lin return endif A1 = psf(ix ,iy ) B1 = (psf(ix+1,iy )-psf(ix-1,iy ))/2 C1 = (psf(ix ,iy+1)-psf(ix ,iy-1))/2 D1 = (psf(ix+1,iy )+psf(ix-1,iy )-2*A1)/2 F1 = (psf(ix ,iy+1)+psf(ix ,iy-1)-2*A1)/2 E1 = (psf(ix+1,iy+1)-A1) A2 = psf(ix+1,iy ) B2 = (psf(ix+2,iy )-psf(ix ,iy ))/2 C2 = (psf(ix+1,iy+1)-psf(ix+1,iy-1))/2 D2 = (psf(ix+2,iy )+psf(ix ,iy )-2*A2)/2 F2 = (psf(ix+1,iy+1)+psf(ix+1,iy-1)-2*A2)/2 E2 =-(psf(ix ,iy+1)-A2) A3 = psf(ix ,iy+1) B3 = (psf(ix+1,iy+1)-psf(ix-1,iy+1))/2 C3 = (psf(ix ,iy+2)-psf(ix ,iy ))/2 D3 = (psf(ix+1,iy+1)+psf(ix-1,iy+1)-2*A3)/2 F3 = (psf(ix ,iy+2)+psf(ix ,iy )-2*A3)/2 E3 =-(psf(ix+1,iy )-A3) A4 = psf(ix+1,iy+1) B4 = (psf(ix+2,iy+1)-psf(ix ,iy+1))/2 C4 = (psf(ix+1,iy+2)-psf(ix+1,iy ))/2 D4 = (psf(ix+2,iy+1)+psf(ix ,iy+1)-2*A4)/2 F4 = (psf(ix+1,iy+2)+psf(ix+1,iy )-2*A4)/2 E4 = (psf(ix ,iy )-A4) V1 = A1 . + B1*( fx ) . + C1*( fy ) . + D1*( fx )**2 . + E1*( fx )*( fy ) . + F1*( fy )**2 V2 = A2 . + B2*(fx-1) . + C2*( fy ) . + D2*(fx-1)**2 . + E2*(fx-1)*( fy ) . + F2*( fy )**2 V3 = A3 . + B3*( fx ) . + C3*(fy-1) . + D3*( fx )**2 . + E3*( fx )*(fy-1) . + F3*(fy-1)**2 V4 = A4 . + B4*(fx-1) . + C4*(fy-1) . + D4*(fx-1)**2 . + E4*(fx-1)*(fy-1) . + F4*(fy-1)**2 rtabinterp = (1-fx)*(1-fy)*V1 . + ( fx )*(1-fy)*V2 . + (1-fx)*( fy )*V3 . + ( fx )*( fy )*V4 return end c--------------------------------------------- c c this subrotine will do a bicubic fit c to a 4x4 matrix and will return any value c inside or outside of the matrix c real*8 function bicubic_17x17(u,v,p) implicit none real*8 u, v real*8 p(17,17) integer k real*8 a(4) real*8 b(4) real*8 c(4) real*8 d(4) real*8 aa, bb, cc, dd real*8 pp(4) real*8 uu, vv ! need to scale (0:1,0:1) ---> (-4:4,-4:4) integer i0,j0 i0 = int(u) if (i0.lt. 2) i0 = 2 if (i0.gt.15) i0 = 15 j0 = int(v) if (j0.lt. 2) j0 = 2 if (j0.gt.15) j0 = 15 do k = 1, 4 a(k) = (- 1*p(i0+1-2,j0+k-2)+ 9*p(i0+2-2,j0+k-2)+ . 9*p(i0+3-2,j0+k-2)- 1*p(i0+4-2,j0+k-2))/16.0 b(k) = ( 1*p(i0+1-2,j0+k-2)-27*p(i0+2-2,j0+k-2)+ . 27*p(i0+3-2,j0+k-2)- 1*p(i0+4-2,j0+k-2))/48.0 c(k) = ( 1*p(i0+1-2,j0+k-2)- 1*p(i0+2-2,j0+k-2)- . 1*p(i0+3-2,j0+k-2)+ 1*p(i0+4-2,j0+k-2))/16.0 d(k) = (- 1*p(i0+1-2,j0+k-2)+ 3*p(i0+2-2,j0+k-2)- . 3*p(i0+3-2,j0+k-2)+ 1*p(i0+4-2,j0+k-2))/48.0 enddo uu = 2*(u-i0)-3 vv = 2*(v-j0)-3 uu = 2*(u-i0)-1 vv = 2*(v-j0)-1 do k = 1, 4 pp(k) = a(k) + b(k)*uu + c(k)*uu**2 + d(k)*uu**3 enddo aa = (- 1*pp(1)+ 9*pp(2)+ 9*pp(3)- 1*pp(4))/16.0 bb = ( 1*pp(1)-27*pp(2)+27*pp(3)- 1*pp(4))/48.0 cc = ( 1*pp(1)- 1*pp(2)- 1*pp(3)+ 1*pp(4))/16.0 dd = (- 1*pp(1)+ 3*pp(2)- 3*pp(3)+ 1*pp(4))/48.0 bicubic_17x17 = aa + bb*vv + cc*vv**2 + dd*vv**3 return end c------------------------------------------------------ c c This computes the distortion correction and outputs c it in two different systems... local (c) and global (g) c c input : xr,yr, kr ! raw position in particular chip c output: xc,yc ! distortion corrected position in chip c output: xg,yg ! distortion corrected position global c subroutine xryrk4xcycxgyg_nrc(xr,yr,kr,xc,yc,xg,yg) implicit none real*8 xr, yr integer kr real*8 xc, yc real*8 xg, yg real*8 xpoly_ok(10,8) real*8 ypoly_ok(10,8) common / poly_ok_ / xpoly_ok, ypoly_ok integer o real*8 xco, yco real*8 t(10) real*8 x, x1, x2, x3 real*8 y, y1, y2, y3 real*8 xlut_ijk(65,65,8) real*8 ylut_ijk(65,65,8) common / lut_ijk_ / xlut_ijk, ylut_ijk logical first data first / .true. / common /first_/ first integer k_, o_, i_, j_ real*8 x_, y_ real*8 rx, ry integer ix, iy real*8 fx, fy real*8 xc_poly real*8 yc_poly common /legendre_poly_ko_/string_lpko character*30 string_lpko(80) common /lutab_kij_/ lutab_kij_string character*27 lutab_kij_string(33800) real*8 xy_g(2,8) common /xy_g_/ xy_g data xy_g/ 1024.70440d0, 1025.58638d0, . 1026.91773d0, 3193.34136d0, . 3221.66953d0, 1036.94182d0, . 3183.80779d0, 3214.14449d0, . 8780.14008d0, 3347.98376d0, . 8812.78653d0, 1180.71481d0, . 6609.29901d0, 3323.48746d0, . 6626.81105d0, 1149.19719d0/ integer L if (kr.lt.1.or.kr.gt.8) then print*,'subroutine xryrk4xcycxgyg_nrc' print*,'can only take kr between 1 and 8.' print*,' ' print*,' kr = ',kr print*,' ' stop endif if (first) then first = .false. do L = 1, 80 read(string_lpko(L),*) k_, o_, x_, y_ xpoly_ok(o_,k_) = x_ ypoly_ok(o_,k_) = y_ enddo do L = 1, 33800 read(lutab_kij_string(L),*) k_, i_, j_, x_, y_ xlut_ijk(i_,j_,k_) = -x_ ylut_ijk(i_,j_,k_) = -y_ enddo endif x = (xr-1024.00d0)/1024.00d0 y = (yr-1024.00d0)/1024.00d0 x1 = x y1 = y x2 = (3*x**2-1)/2 y2 = (3*y**2-1)/2 x3 = (5*x**3-3*x)/2 y3 = (5*y**3-3*y)/2 t(01) = 1.0 t(02) = x1 t(03) = y1 t(04) = x2 t(05) = x1*y1 t(06) = y2 t(07) = x3 t(08) = x2*y1 t(09) = x1*y2 t(10) = y3 xco = 0.0d0 yco = 0.0d0 do o = 1, 10 ! polynomial correction; tenth term ; 3rd order xco = xco + t(o)*xpoly_ok(o,kr) yco = yco + t(o)*ypoly_ok(o,kr) enddo xc_poly = xr + xco ! the polynomial correction yc_poly = yr + yco rx = 1 + xr/32.0d0 ry = 1 + yr/32.0d0 if (rx.lt. 1.0000) rx = 1.0000 if (ry.lt. 1.0000) ry = 1.0000 if (rx.gt.64.9999) rx = 64.9999 if (ry.gt.64.9999) ry = 64.9999 ix = int(rx) iy = int(ry) fx = rx-ix fy = ry-iy xc = xc_poly + (1-fx)*(1-fy)*xlut_ijk(ix ,iy ,kr) . + (1-fx)*( fy )*xlut_ijk(ix ,iy+1,kr) . + ( fx )*(1-fy)*xlut_ijk(ix+1,iy ,kr) . + ( fx )*( fy )*xlut_ijk(ix+1,iy+1,kr) yc = yc_poly + (1-fx)*(1-fy)*ylut_ijk(ix ,iy ,kr) . + (1-fx)*( fy )*ylut_ijk(ix ,iy+1,kr) . + ( fx )*(1-fy)*ylut_ijk(ix+1,iy ,kr) . + ( fx )*( fy )*ylut_ijk(ix+1,iy+1,kr) xg = xc - 1024.00 + xy_g(1,kr) yg = yc - 1024.00 + xy_g(2,kr) return end subroutine sm_quad5(r,s,NX,NY) implicit none real*8 r(NX,NY) real*8 s(NX,NY) integer NX, NY integer i, j integer iu, ju integer im, jm real*8 dx, dy real*8 A, B, C, D, E, F real AA( 5, 5) data AA / ! SUM: 1.0 . -1.8571, 0.2857, 1.0000, 0.2857, -1.8571, . 0.2857, 2.4286, 3.1429, 2.4286, 0.2857, . 1.0000, 3.1429, 3.8571, 3.1429, 1.0000, . 0.2857, 2.4286, 3.1429, 2.4286, 0.2857, . -1.8571, 0.2857, 1.0000, 0.2857, -1.8571/ real BB( 5, 5) data BB / ! SUM: 0.0 . -1.0000, -0.5000, 0.0000, 0.5000, 1.0000, . -1.0000, -0.5000, 0.0000, 0.5000, 1.0000, . -1.0000, -0.5000, 0.0000, 0.5000, 1.0000, . -1.0000, -0.5000, 0.0000, 0.5000, 1.0000, . -1.0000, -0.5000, 0.0000, 0.5000, 1.0000/ real CC( 5, 5) data CC / ! SUM: 0.0 . -1.0000, -1.0000, -1.0000, -1.0000, -1.0000, . -0.5000, -0.5000, -0.5000, -0.5000, -0.5000, . 0.0000, 0.0000, 0.0000, 0.0000, 0.0000, . 0.5000, 0.5000, 0.5000, 0.5000, 0.5000, . 1.0000, 1.0000, 1.0000, 1.0000, 1.0000/ real DD( 5, 5) data DD / ! SUM: 0.0 . 0.7143, -0.3571, -0.7143, -0.3571, 0.7143, . 0.7143, -0.3571, -0.7143, -0.3571, 0.7143, . 0.7143, -0.3571, -0.7143, -0.3571, 0.7143, . 0.7143, -0.3571, -0.7143, -0.3571, 0.7143, . 0.7143, -0.3571, -0.7143, -0.3571, 0.7143/ real EE( 5, 5) data EE / ! SUM: 0.0 . 1.0000, 0.5000, 0.0000, -0.5000, -1.0000, . 0.5000, 0.2500, 0.0000, -0.2500, -0.5000, . 0.0000, 0.0000, 0.0000, 0.0000, 0.0000, . -0.5000, -0.2500, 0.0000, 0.2500, 0.5000, . -1.0000, -0.5000, 0.0000, 0.5000, 1.0000/ real FF( 5, 5) data FF / ! SUM: 0.0 . 0.7143, 0.7143, 0.7143, 0.7143, 0.7143, . -0.3571, -0.3571, -0.3571, -0.3571, -0.3571, . -0.7143, -0.7143, -0.7143, -0.7143, -0.7143, . -0.3571, -0.3571, -0.3571, -0.3571, -0.3571, . 0.7143, 0.7143, 0.7143, 0.7143, 0.7143/ do i = 1, NX do j = 1, NY iu = max(min(i,NX-2),3) ju = max(min(j,NX-2),3) A = 0. B = 0. C = 0. D = 0. E = 0. F = 0. do im = 1, 5 do jm = 1, 5 A = A + AA(im,jm)*r(iu-3+im,ju-3+jm)/25 B = B + BB(im,jm)*r(iu-3+im,ju-3+jm)/25 C = C + CC(im,jm)*r(iu-3+im,ju-3+jm)/25 D = D + DD(im,jm)*r(iu-3+im,ju-3+jm)/25 E = E + EE(im,jm)*r(iu-3+im,ju-3+jm)/25 F = F + FF(im,jm)*r(iu-3+im,ju-3+jm)/25 enddo enddo dx = i-iu dy = j-ju s(i,j) = A + . B*dx + C*dy + . D*dx**2 + E*dx*dy + F*dy**2 enddo enddo return end block data legendre_poly_ko common /legendre_poly_ko_/string_lpko character*30 string_lpko(80) data string_lpko / . '1 1 -0.3996278 -0.9125735', . '1 2 -2.6795595 2.6836529', . '1 3 -1.7013031 3.4218994', . '1 4 -0.0253499 1.4611881', . '1 5 -7.0940435 1.2088186', . '1 6 -0.7797660 -3.2912810', . '1 7 0.1493470 0.0053198', . '1 8 0.0310867 0.2516556', . '1 9 0.3003383 0.0152389', . '1 10 0.0116152 0.1684932', . '2 1 -0.3921753 0.0890033', . '2 2 -1.3204738 1.6446169', . '2 3 -2.9306953 1.9944612', . '2 4 -0.0250848 1.9732211', . '2 5 -5.5340297 1.1849828', . '2 6 -0.7743060 -1.7886334', . '2 7 0.1396597 -0.0085660', . '2 8 -0.0267644 0.2489096', . '2 9 0.2818756 -0.0414260', . '2 10 -0.0029841 0.1475981', . '3 1 0.6075412 -0.9231615', . '3 2 -2.5160835 -0.1764918', . '3 3 -4.4623155 3.2133292', . '3 4 1.4653557 1.4534668', . '3 5 -7.1271703 2.7586572', . '3 6 -0.2471399 -3.3153610', . '3 7 0.1399410 -0.0046462', . '3 8 -0.0513944 0.2617838', . '3 9 0.2987208 -0.0488954', . '3 10 -0.0058083 0.1570304', . '4 1 0.5753763 0.0858142', . '4 2 -1.1242385 1.8005933', . '4 3 -2.5069359 1.8002357', . '4 4 1.4507478 1.9772599', . '4 5 -5.5519934 2.7061250', . '4 6 -0.2758907 -1.7899092', . '4 7 0.1351605 0.0119670', . '4 8 0.0224647 0.2627542', . '4 9 0.2808489 0.0259378', . '4 10 0.0115601 0.1497139', . '5 1 0.4464278 0.0993772', . '5 2 -1.2186739 2.8524156', . '5 3 -1.5133560 1.8787970', . '5 4 0.0811211 1.9629633', . '5 5 -5.5435654 -1.2040681', . '5 6 0.8151666 -1.7721686', . '5 7 0.1398029 -0.0009934', . '5 8 -0.0090975 0.2369332', . '5 9 0.2714134 0.0137080', . '5 10 -0.0001125 0.1291149', . '6 1 0.4635590 -0.9478886', . '6 2 -2.5971639 1.5867660', . '6 3 -2.7602606 3.3295924', . '6 4 0.1113767 1.4424389', . '6 5 -7.0825720 -1.1733975', . '6 6 0.8284565 -3.3381662', . '6 7 0.1424990 0.0015723', . '6 8 0.0124108 0.2606727', . '6 9 0.2976238 0.0100342', . '6 10 -0.0031719 0.1458394', . '7 1 -0.5676921 0.0903310', . '7 2 -1.1092112 2.4460764', . '7 3 -1.8187892 1.8017797', . '7 4 -1.4347705 1.9554845', . '7 5 -5.5500190 -2.6734111', . '7 6 0.2908352 -1.7836056', . '7 7 0.1308714 -0.0066302', . '7 8 0.0159708 0.2594019', . '7 9 0.2894483 -0.0009721', . '7 10 -0.0014377 0.1452264', . '8 1 -0.5680402 -0.9537821', . '8 2 -2.5350868 4.3837642', . '8 3 0.1208972 3.2510806', . '8 4 -1.4509487 1.4366912', . '8 5 -7.1238672 -2.7254219', . '8 6 0.2822914 -3.3552151', . '8 7 0.1364557 -0.0044555', . '8 8 0.0298194 0.2514736', . '8 9 0.2835218 0.0172012', . '8 10 -0.0006246 0.1466827'/ end ! block data legendre_poly_ko block data lutab_kij common /lutab_kij_/ lutab_kij_string character*27 lutab_kij_string(33800) data lutab_kij_string / . '1 01 01 0.01921 0.01609', . '1 01 02 0.00943 0.01883', . '1 01 03 0.01399 0.00850', . '1 01 04 0.01026 -0.00785', . '1 01 05 0.01288 -0.00008', . '1 01 06 0.01254 -0.00799', . '1 01 07 0.01297 -0.00395', . '1 01 08 0.00406 -0.00046', . '1 01 09 0.00618 0.00478', . '1 01 10 0.01340 0.01241', . '1 01 11 0.00803 0.01350', . '1 01 12 0.00767 0.01275', . '1 01 13 0.00475 0.01190', . '1 01 14 -0.00018 0.01549', . '1 01 15 -0.00242 0.01598', . '1 01 16 -0.00025 0.02071', . '1 01 17 -0.00887 0.01602', . '1 01 18 -0.01422 0.01533', . '1 01 19 -0.01600 0.01357', . '1 01 20 -0.02439 0.01545', . '1 01 21 -0.02337 0.01265', . '1 01 22 -0.02569 0.00982', . '1 01 23 -0.02943 0.00112', . '1 01 24 -0.02229 -0.00690', . '1 01 25 -0.02000 -0.01291', . '1 01 26 -0.01149 -0.01083', . '1 01 27 -0.00594 -0.00492', . '1 01 28 0.00214 0.00014', . '1 01 29 0.00200 0.01041', . '1 01 30 0.00219 0.00855', . '1 01 31 0.00603 0.00923', . '1 01 32 -0.00056 0.00370', . '1 01 33 0.00497 0.00703', . '1 01 34 0.00554 0.00811', . '1 01 35 0.00362 0.00722', . '1 01 36 0.00576 0.01183', . '1 01 37 0.00472 0.01245', . '1 01 38 0.00369 0.00874', . '1 01 39 0.00042 0.00700', . '1 01 40 0.00246 0.00562', . '1 01 41 0.00249 -0.00122', . '1 01 42 0.00375 -0.00517', . '1 01 43 0.00829 -0.00383', . '1 01 44 0.00738 -0.01226', . '1 01 45 0.00756 -0.00941', . '1 01 46 0.00352 -0.00612', . '1 01 47 0.00752 -0.00971', . '1 01 48 0.00925 0.00246', . '1 01 49 0.00547 -0.00115', . '1 01 50 0.01207 -0.00722', . '1 01 51 0.00878 -0.00890', . '1 01 52 0.00603 -0.02385', . '1 01 53 0.01008 -0.02332', . '1 01 54 0.00792 -0.01603', . '1 01 55 0.00184 -0.00828', . '1 01 56 0.00058 -0.00882', . '1 01 57 0.00091 -0.00529', . '1 01 58 -0.00451 -0.00517', . '1 01 59 -0.01191 -0.00353', . '1 01 60 -0.00187 0.01080', . '1 01 61 -0.00271 0.01364', . '1 01 62 -0.00044 0.00715', . '1 01 63 0.01763 0.01495', . '1 01 64 0.00911 0.00359', . '1 01 65 0.01399 -0.00176', . '1 02 01 0.01946 0.00688', . '1 02 02 0.01244 0.01765', . '1 02 03 0.01217 0.00933', . '1 02 04 0.01175 0.00121', . '1 02 05 0.01304 0.00566', . '1 02 06 0.00944 -0.00322', . '1 02 07 0.01130 0.00579', . '1 02 08 0.00683 0.00986', . '1 02 09 0.00639 0.00973', . '1 02 10 0.01296 0.01252', . '1 02 11 0.00897 0.00741', . '1 02 12 0.00746 0.00508', . '1 02 13 0.00781 0.00371', . '1 02 14 0.00147 0.00569', . '1 02 15 -0.00349 0.00432', . '1 02 16 -0.00360 0.00579', . '1 02 17 -0.01287 0.00722', . '1 02 18 -0.01615 0.00504', . '1 02 19 -0.01628 0.00597', . '1 02 20 -0.02280 0.00614', . '1 02 21 -0.01968 0.00391', . '1 02 22 -0.01801 0.00297', . '1 02 23 -0.01824 -0.00152', . '1 02 24 -0.01542 -0.00346', . '1 02 25 -0.01348 -0.00907', . '1 02 26 -0.00810 -0.00353', . '1 02 27 -0.00574 0.00112', . '1 02 28 -0.00082 0.00205', . '1 02 29 -0.00535 0.00679', . '1 02 30 -0.00787 0.00307', . '1 02 31 -0.00154 -0.00112', . '1 02 32 -0.00522 -0.00399', . '1 02 33 -0.00131 0.00223', . '1 02 34 -0.00190 0.00605', . '1 02 35 -0.00708 0.00781', . '1 02 36 -0.00277 0.01466', . '1 02 37 0.00258 0.01373', . '1 02 38 0.00538 0.00857', . '1 02 39 0.00292 0.00950', . '1 02 40 0.00347 0.00829', . '1 02 41 -0.00002 0.00774', . '1 02 42 0.00044 0.00761', . '1 02 43 0.00597 0.00498', . '1 02 44 0.00672 -0.00215', . '1 02 45 0.00744 -0.00225', . '1 02 46 0.00289 0.00041', . '1 02 47 0.00540 -0.00261', . '1 02 48 0.00543 0.00046', . '1 02 49 0.00416 -0.00505', . '1 02 50 0.00895 -0.01078', . '1 02 51 0.00941 -0.00783', . '1 02 52 0.00899 -0.01253', . '1 02 53 0.00686 -0.01336', . '1 02 54 0.00393 -0.00876', . '1 02 55 -0.00331 -0.00931', . '1 02 56 -0.00673 -0.00972', . '1 02 57 -0.00352 -0.00680', . '1 02 58 -0.00140 -0.00491', . '1 02 59 -0.00412 -0.00494', . '1 02 60 0.00789 0.00111', . '1 02 61 0.00780 0.00299', . '1 02 62 0.00994 -0.00410', . '1 02 63 0.02018 0.00275', . '1 02 64 0.01510 -0.00322', . '1 02 65 0.02121 -0.00117', . '1 03 01 0.01467 0.01514', . '1 03 02 0.00941 0.01942', . '1 03 03 0.01299 0.01458', . '1 03 04 0.01345 0.00537', . '1 03 05 0.01328 0.00471', . '1 03 06 0.00964 -0.00385', . '1 03 07 0.01098 0.00073', . '1 03 08 0.00783 0.00437', . '1 03 09 0.00546 0.00542', . '1 03 10 0.01004 0.00951', . '1 03 11 0.00308 0.00529', . '1 03 12 0.00135 0.00314', . '1 03 13 0.00485 0.00361', . '1 03 14 0.00202 0.00569', . '1 03 15 0.00225 0.00365', . '1 03 16 0.00274 0.00525', . '1 03 17 -0.00388 0.00436', . '1 03 18 -0.00787 0.00143', . '1 03 19 -0.01147 0.00405', . '1 03 20 -0.01652 0.00504', . '1 03 21 -0.01557 0.00381', . '1 03 22 -0.01471 0.00261', . '1 03 23 -0.01435 -0.00157', . '1 03 24 -0.01208 -0.00357', . '1 03 25 -0.01218 -0.00886', . '1 03 26 -0.00830 -0.00371', . '1 03 27 -0.00320 -0.00358', . '1 03 28 0.00086 -0.00460', . '1 03 29 -0.00236 0.00016', . '1 03 30 0.00139 -0.00545', . '1 03 31 0.00178 -0.00102', . '1 03 32 -0.00197 -0.00204', . '1 03 33 -0.00067 0.00395', . '1 03 34 -0.00453 0.01003', . '1 03 35 -0.00341 0.00861', . '1 03 36 0.00013 0.01304', . '1 03 37 0.00598 0.01276', . '1 03 38 0.00673 0.00544', . '1 03 39 0.00382 0.00559', . '1 03 40 0.00328 0.00585', . '1 03 41 0.00212 0.00485', . '1 03 42 0.00315 0.00538', . '1 03 43 0.00361 0.00529', . '1 03 44 0.00624 0.00027', . '1 03 45 0.00451 -0.00206', . '1 03 46 0.00291 0.00021', . '1 03 47 0.00465 -0.00330', . '1 03 48 0.00324 0.00009', . '1 03 49 0.00378 -0.00468', . '1 03 50 0.00698 -0.00799', . '1 03 51 0.00589 -0.00618', . '1 03 52 0.00368 -0.01246', . '1 03 53 0.00082 -0.01401', . '1 03 54 -0.00166 -0.01169', . '1 03 55 -0.00574 -0.01348', . '1 03 56 -0.00902 -0.01222', . '1 03 57 -0.00421 -0.01023', . '1 03 58 -0.00400 -0.00805', . '1 03 59 -0.00659 -0.00688', . '1 03 60 0.00320 0.00569', . '1 03 61 0.00184 0.01123', . '1 03 62 0.00411 0.00618', . '1 03 63 0.01247 0.01176', . '1 03 64 0.00960 -0.00110', . '1 03 65 0.01404 -0.00108', . '1 04 01 0.00618 -0.00747', . '1 04 02 0.00373 0.00478', . '1 04 03 0.00721 0.00476', . '1 04 04 0.01137 0.00196', . '1 04 05 0.01409 0.00870', . '1 04 06 0.01291 0.00033', . '1 04 07 0.01371 0.00277', . '1 04 08 0.01066 0.00250', . '1 04 09 0.00614 0.00346', . '1 04 10 0.00955 0.00544', . '1 04 11 0.00333 0.00381', . '1 04 12 0.00036 0.00673', . '1 04 13 0.00312 0.00441', . '1 04 14 0.00073 0.00664', . '1 04 15 -0.00084 0.00290', . '1 04 16 -0.00068 0.00243', . '1 04 17 -0.00377 0.00346', . '1 04 18 -0.00522 -0.00019', . '1 04 19 -0.00728 0.00143', . '1 04 20 -0.00878 0.00315', . '1 04 21 -0.00793 -0.00112', . '1 04 22 -0.00935 0.00136', . '1 04 23 -0.00975 0.00250', . '1 04 24 -0.00871 0.00034', . '1 04 25 -0.00888 -0.00203', . '1 04 26 -0.00707 -0.00007', . '1 04 27 -0.00090 -0.00388', . '1 04 28 -0.00083 -0.00684', . '1 04 29 -0.00595 -0.00350', . '1 04 30 -0.00385 -0.00475', . '1 04 31 -0.00474 -0.00058', . '1 04 32 -0.00361 0.00061', . '1 04 33 0.00196 0.00469', . '1 04 34 0.00161 0.01090', . '1 04 35 0.00243 0.00977', . '1 04 36 0.00258 0.01222', . '1 04 37 0.00378 0.01316', . '1 04 38 0.00501 0.00269', . '1 04 39 0.00457 0.00339', . '1 04 40 0.00489 0.00114', . '1 04 41 0.00249 0.00013', . '1 04 42 0.00295 0.00130', . '1 04 43 0.00183 0.00080', . '1 04 44 0.00576 -0.00106', . '1 04 45 0.00582 -0.00311', . '1 04 46 0.00514 -0.00195', . '1 04 47 0.01200 -0.00251', . '1 04 48 0.00813 -0.00036', . '1 04 49 0.01005 -0.00464', . '1 04 50 0.01077 -0.00631', . '1 04 51 0.00398 -0.00961', . '1 04 52 0.00429 -0.01593', . '1 04 53 -0.00175 -0.01728', . '1 04 54 -0.00442 -0.01547', . '1 04 55 -0.00438 -0.01615', . '1 04 56 -0.00844 -0.01437', . '1 04 57 -0.00106 -0.01579', . '1 04 58 -0.00023 -0.01238', . '1 04 59 -0.00610 -0.00674', . '1 04 60 0.00059 0.00449', . '1 04 61 -0.00155 0.00651', . '1 04 62 0.00173 0.00321', . '1 04 63 0.01017 0.00232', . 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'8 60 27 -0.00518 -0.00804', . '8 60 28 -0.00029 -0.01991', . '8 60 29 -0.00106 -0.01666', . '8 60 30 0.00108 -0.02403', . '8 60 31 -0.00020 -0.01936', . '8 60 32 -0.00113 -0.01264', . '8 60 33 -0.00417 -0.01134', . '8 60 34 -0.00456 -0.00551', . '8 60 35 -0.00403 -0.00504', . '8 60 36 0.00147 0.00257', . '8 60 37 0.00453 0.00634', . '8 60 38 0.00392 0.00481', . '8 60 39 0.00416 0.00342', . '8 60 40 0.00108 0.00574', . '8 60 41 0.00213 0.00210', . '8 60 42 0.00020 0.00278', . '8 60 43 0.00205 0.00527', . '8 60 44 0.00591 0.00121', . '8 60 45 0.00808 0.00474', . '8 60 46 0.01447 0.00284', . '8 60 47 0.01490 0.00764', . '8 60 48 0.01855 0.00885', . '8 60 49 0.01085 -0.00281', . '8 60 50 0.00651 -0.00898', . '8 60 51 0.01398 -0.01129', . '8 60 52 0.00458 -0.01100', . '8 60 53 0.00559 -0.00435', . '8 60 54 0.01064 0.00144', . '8 60 55 0.00238 0.00447', . '8 60 56 0.00786 0.00062', . '8 60 57 0.00571 -0.00504', . '8 60 58 0.00393 -0.00662', . '8 60 59 -0.00121 -0.00242', . '8 60 60 -0.00282 -0.00493', . '8 60 61 -0.00200 0.00382', . '8 60 62 -0.00121 0.01139', . '8 60 63 -0.00421 0.00318', . '8 60 64 -0.00546 0.00528', . '8 60 65 -0.00693 0.00333', . '8 61 01 -0.01753 0.02362', . '8 61 02 -0.01718 0.03396', . '8 61 03 -0.01047 0.03177', . '8 61 04 -0.00872 0.03298', . '8 61 05 -0.00286 0.02436', . '8 61 06 0.00119 0.01235', . '8 61 07 0.00591 -0.00622', . '8 61 08 0.01705 -0.03346', . '8 61 09 0.02428 -0.02830', . '8 61 10 0.02544 -0.03368', . '8 61 11 0.02140 -0.02837', . '8 61 12 0.01011 -0.01319', . '8 61 13 0.00755 -0.01561', . '8 61 14 0.00226 -0.01778', . '8 61 15 0.00655 -0.01776', . '8 61 16 0.00957 -0.01925', . '8 61 17 0.00586 -0.02412', . '8 61 18 0.00041 -0.01569', . '8 61 19 0.00204 -0.01378', . '8 61 20 -0.00262 -0.00716', . '8 61 21 -0.00609 0.00391', . '8 61 22 0.00160 0.00700', . '8 61 23 -0.00697 0.00990', . '8 61 24 -0.00653 0.00916', . '8 61 25 -0.00061 0.00311', . '8 61 26 -0.00326 0.00294', . '8 61 27 -0.00770 -0.00749', . '8 61 28 -0.00772 -0.01662', . '8 61 29 -0.01300 -0.01456', . '8 61 30 -0.00853 -0.02118', . '8 61 31 -0.00703 -0.01692', . '8 61 32 -0.00414 -0.01403', . '8 61 33 -0.00561 -0.01352', . '8 61 34 -0.00678 -0.00758', . '8 61 35 -0.00296 -0.00627', . '8 61 36 -0.00183 0.00048', . '8 61 37 0.00317 0.00371', . '8 61 38 0.00464 0.00191', . '8 61 39 0.00725 0.00665', . '8 61 40 0.00399 0.00778', . '8 61 41 0.00932 0.00341', . '8 61 42 0.00279 0.00595', . '8 61 43 0.00430 0.00330', . '8 61 44 0.00716 0.00264', . '8 61 45 0.01071 0.00892', . '8 61 46 0.01809 0.00685', . '8 61 47 0.01515 0.01221', . '8 61 48 0.01723 0.00795', . '8 61 49 0.00815 -0.00572', . '8 61 50 0.00415 -0.01271', . '8 61 51 0.01182 -0.01590', . '8 61 52 0.00595 -0.01156', . '8 61 53 0.00766 -0.00693', . '8 61 54 0.01079 0.00259', . '8 61 55 0.00422 0.01237', . '8 61 56 0.00543 0.00747', . '8 61 57 0.00500 0.00360', . '8 61 58 0.00446 -0.00413', . '8 61 59 -0.00455 -0.00758', . '8 61 60 -0.00133 -0.01127', . '8 61 61 -0.00438 -0.00054', . '8 61 62 -0.00477 0.00914', . '8 61 63 -0.00415 0.00075', . '8 61 64 -0.00462 0.00295', . '8 61 65 -0.00652 -0.00205', . '8 62 01 -0.01897 0.02359', . '8 62 02 -0.01940 0.03406', . '8 62 03 -0.01310 0.03012', . '8 62 04 -0.01227 0.03030', . '8 62 05 -0.00920 0.02324', . '8 62 06 -0.00461 0.01313', . '8 62 07 0.00020 -0.00235', . '8 62 08 0.01533 -0.03115', . '8 62 09 0.02131 -0.03301', . '8 62 10 0.02433 -0.03952', . '8 62 11 0.02400 -0.03668', . '8 62 12 0.00943 -0.02084', . '8 62 13 0.01059 -0.01777', . '8 62 14 0.00658 -0.01668', . '8 62 15 0.00829 -0.01754', . '8 62 16 0.01395 -0.01651', . '8 62 17 0.00656 -0.01931', . '8 62 18 -0.00271 -0.01322', . '8 62 19 -0.00106 -0.01168', . '8 62 20 -0.00423 -0.00712', . '8 62 21 -0.00532 -0.00076', . '8 62 22 0.00037 -0.00059', . '8 62 23 -0.00638 0.00038', . '8 62 24 -0.00925 0.00456', . '8 62 25 -0.00314 0.00099', . '8 62 26 -0.00142 0.00247', . '8 62 27 -0.00423 -0.00460', . '8 62 28 0.00141 -0.02000', . '8 62 29 -0.00397 -0.01788', . '8 62 30 -0.00080 -0.02295', . '8 62 31 -0.00133 -0.01927', . '8 62 32 -0.00123 -0.01500', . '8 62 33 -0.00160 -0.01385', . '8 62 34 -0.00416 -0.00911', . '8 62 35 0.00156 -0.00803', . '8 62 36 0.00385 0.00538', . '8 62 37 0.00521 0.00653', . '8 62 38 0.00814 0.00218', . '8 62 39 0.00448 0.00911', . '8 62 40 0.00118 0.00733', . '8 62 41 0.00492 0.00716', . '8 62 42 -0.00179 0.01474', . '8 62 43 0.00295 0.00817', . '8 62 44 0.00535 0.00575', . '8 62 45 0.01111 0.00646', . '8 62 46 0.01629 0.00150', . '8 62 47 0.01354 0.00331', . '8 62 48 0.01493 0.00024', . '8 62 49 0.00559 -0.00951', . '8 62 50 0.00307 -0.01464', . '8 62 51 0.00983 -0.01746', . '8 62 52 0.00623 -0.01577', . '8 62 53 0.00884 -0.01020', . '8 62 54 0.01057 -0.00127', . '8 62 55 0.00703 0.00890', . '8 62 56 0.00639 0.00700', . '8 62 57 0.00561 0.00256', . '8 62 58 0.00488 -0.00504', . '8 62 59 0.00093 -0.00244', . '8 62 60 0.00402 -0.00133', . '8 62 61 0.00358 0.00327', . '8 62 62 0.00424 0.01259', . '8 62 63 -0.00136 0.00215', . '8 62 64 -0.00262 0.00022', . '8 62 65 -0.00605 0.00455', . '8 63 01 -0.02852 0.01188', . '8 63 02 -0.02623 0.03041', . '8 63 03 -0.01508 0.02830', . '8 63 04 -0.01063 0.03118', . '8 63 05 -0.00364 0.02169', . '8 63 06 0.00158 0.01498', . '8 63 07 0.00099 0.00627', . '8 63 08 0.00859 -0.02100', . '8 63 09 0.01527 -0.02374', . '8 63 10 0.02228 -0.03684', . '8 63 11 0.02173 -0.03854', . '8 63 12 0.01278 -0.02469', . '8 63 13 0.01375 -0.01922', . '8 63 14 0.00913 -0.01637', . '8 63 15 0.00925 -0.01257', . '8 63 16 0.01599 -0.01107', . '8 63 17 0.01256 -0.01608', . '8 63 18 0.00555 -0.01949', . '8 63 19 0.00941 -0.01911', . '8 63 20 0.00328 -0.01346', . '8 63 21 -0.00198 -0.00381', . '8 63 22 0.00017 0.00124', . '8 63 23 -0.00732 0.00367', . '8 63 24 -0.00725 0.01031', . '8 63 25 -0.00346 0.00468', . '8 63 26 -0.00574 0.00179', . '8 63 27 -0.00633 -0.00432', . '8 63 28 0.00136 -0.02200', . '8 63 29 -0.00250 -0.02439', . '8 63 30 0.00535 -0.02295', . '8 63 31 0.00222 -0.02166', . '8 63 32 0.00146 -0.01239', . '8 63 33 0.00389 -0.00869', . '8 63 34 -0.00312 -0.00355', . '8 63 35 0.00360 -0.00138', . '8 63 36 0.00380 0.00650', . '8 63 37 0.00021 0.01115', . '8 63 38 0.00655 0.00495', . '8 63 39 0.00626 0.00821', . '8 63 40 0.00469 0.00284', . '8 63 41 0.01220 0.00260', . '8 63 42 0.00317 0.01015', . '8 63 43 0.00555 0.00451', . '8 63 44 0.00395 0.00439', . '8 63 45 0.00816 0.00578', . '8 63 46 0.01269 0.00106', . '8 63 47 0.00993 0.00443', . '8 63 48 0.01200 0.00157', . '8 63 49 0.00425 -0.00910', . '8 63 50 0.00254 -0.01504', . '8 63 51 0.00966 -0.01879', . '8 63 52 0.00813 -0.01098', . '8 63 53 0.01113 -0.00459', . '8 63 54 0.01348 0.00715', . '8 63 55 0.01322 0.01175', . '8 63 56 0.00546 0.00287', . '8 63 57 0.00578 -0.00048', . '8 63 58 0.00479 -0.00918', . '8 63 59 0.00140 -0.00423', . '8 63 60 0.00647 0.00419', . '8 63 61 0.00362 0.00235', . '8 63 62 0.00251 0.00882', . '8 63 63 -0.00278 0.00002', . '8 63 64 -0.00491 -0.00901', . '8 63 65 -0.00881 0.00411', . '8 64 01 -0.01378 0.02721', . '8 64 02 -0.01827 0.04163', . '8 64 03 -0.00616 0.03707', . '8 64 04 -0.01082 0.03061', . '8 64 05 -0.00854 0.02492', . '8 64 06 0.00383 0.01236', . '8 64 07 0.00073 0.00219', . '8 64 08 0.01696 -0.02435', . '8 64 09 0.02078 -0.03480', . '8 64 10 0.02549 -0.04278', . '8 64 11 0.02379 -0.04623', . '8 64 12 0.01270 -0.03070', . '8 64 13 0.01205 -0.02316', . '8 64 14 0.00528 -0.01637', . '8 64 15 0.00448 -0.01311', . '8 64 16 0.01063 -0.01235', . '8 64 17 0.00840 -0.01434', . '8 64 18 0.00701 -0.02037', . '8 64 19 0.01125 -0.01943', . '8 64 20 0.00426 -0.01461', . '8 64 21 -0.00080 -0.00462', . '8 64 22 0.00101 -0.00054', . '8 64 23 -0.00515 0.00321', . '8 64 24 -0.00663 0.00616', . '8 64 25 -0.00293 0.00031', . '8 64 26 -0.00751 -0.00281', . '8 64 27 -0.01028 -0.00855', . '8 64 28 0.00043 -0.01661', . '8 64 29 -0.00372 -0.02014', . '8 64 30 0.00490 -0.01930', . '8 64 31 0.00019 -0.01811', . '8 64 32 -0.00141 -0.01304', . '8 64 33 0.00030 -0.01115', . '8 64 34 -0.00652 -0.00856', . '8 64 35 0.00571 -0.00416', . '8 64 36 0.00305 0.00058', . '8 64 37 0.00337 0.00152', . '8 64 38 0.00660 -0.00153', . '8 64 39 0.00628 0.00994', . '8 64 40 0.00433 0.00456', . '8 64 41 0.00726 0.00899', . '8 64 42 0.00211 0.01833', . '8 64 43 0.00614 0.00416', . '8 64 44 0.00580 0.00454', . '8 64 45 0.00923 0.00406', . '8 64 46 0.01118 0.00008', . '8 64 47 0.00478 0.00424', . '8 64 48 0.00413 0.00361', . '8 64 49 -0.00262 -0.00471', . '8 64 50 -0.00239 -0.01404', . '8 64 51 0.00406 -0.02032', . '8 64 52 0.00585 -0.01710', . '8 64 53 0.01274 -0.00905', . '8 64 54 0.01375 0.00587', . '8 64 55 0.01562 0.01411', . '8 64 56 0.00551 0.00852', . '8 64 57 0.00508 0.00721', . '8 64 58 0.00638 -0.00180', . '8 64 59 0.00359 0.00236', . '8 64 60 0.00790 0.01217', . '8 64 61 0.00463 0.00560', . '8 64 62 0.00443 0.00650', . '8 64 63 0.00248 -0.00438', . '8 64 64 0.00083 -0.01936', . '8 64 65 0.00293 -0.00829', . '8 65 01 -0.03205 0.02187', . '8 65 02 -0.01947 0.02655', . '8 65 03 -0.01444 0.02410', . '8 65 04 -0.01680 0.01658', . '8 65 05 -0.01408 0.01001', . '8 65 06 -0.00347 0.00320', . '8 65 07 -0.00425 -0.00471', . '8 65 08 0.00747 -0.01658', . '8 65 09 0.01221 -0.02900', . '8 65 10 0.02126 -0.04847', . '8 65 11 0.01859 -0.05040', . '8 65 12 0.00869 -0.04062', . '8 65 13 0.01013 -0.02796', . '8 65 14 0.00304 -0.01220', . '8 65 15 0.00245 -0.00307', . '8 65 16 0.00974 0.00331', . '8 65 17 0.00907 -0.00704', . '8 65 18 0.00415 -0.01433', . '8 65 19 0.00753 -0.01256', . '8 65 20 0.00202 -0.01016', . '8 65 21 -0.00170 -0.00579', . '8 65 22 0.00070 -0.00958', . '8 65 23 -0.00184 -0.00872', . '8 65 24 -0.00404 -0.00251', . '8 65 25 -0.00251 -0.00736', . '8 65 26 -0.00829 -0.00524', . '8 65 27 -0.00423 -0.00733', . '8 65 28 0.01043 -0.02021', . '8 65 29 0.00645 -0.01820', . '8 65 30 0.01705 -0.01511', . '8 65 31 0.01194 -0.01146', . '8 65 32 0.01215 -0.00738', . '8 65 33 0.01729 -0.00730', . '8 65 34 0.00920 -0.00414', . '8 65 35 0.01473 -0.00267', . '8 65 36 0.00550 0.01007', . '8 65 37 0.00205 0.01119', . '8 65 38 0.00817 0.00502', . '8 65 39 0.00816 0.00469', . '8 65 40 0.00827 -0.00136', . '8 65 41 0.01025 0.00179', . '8 65 42 -0.00093 0.01645', . '8 65 43 0.00442 0.01474', . '8 65 44 0.00317 0.01211', . '8 65 45 0.00695 0.00758', . '8 65 46 0.01143 0.00238', . '8 65 47 0.00374 0.00411', . '8 65 48 0.00332 0.00585', . '8 65 49 -0.00194 -0.00026', . '8 65 50 -0.00347 -0.00906', . '8 65 51 0.00850 -0.01963', . '8 65 52 0.01123 -0.01127', . '8 65 53 0.01354 -0.00266', . '8 65 54 0.01522 0.01189', . '8 65 55 0.01420 0.00936', . '8 65 56 0.00359 0.00170', . '8 65 57 0.00305 0.00086', . '8 65 58 0.00445 -0.00539', . '8 65 59 0.00928 0.00918', . '8 65 60 0.01048 0.02131', . '8 65 61 0.00723 0.00985', . '8 65 62 0.00742 0.00752', . '8 65 63 -0.00118 -0.00160', . '8 65 64 -0.00651 -0.02522', . '8 65 65 0.00227 -0.01106'/ end ! block data lutab_kij c c this routine does the filter-specific distortion solution c subroutine xryrkf4xcycxgyg_nrc(xr,yr,kr,fr, . xc,yc,xg,yg) implicit none real*8 xr, yr integer kr, fr real*8 xc, yc real*8 xg, yg real*8 xf, yf logical first common / xryrkf4xcycxgyg1_ / first data first /.true./ common / xryrkf4xcycxgyg2_ / lutabx_filt_ijkf, . lutaby_filt_ijkf real*8 lutabx_filt_ijkf(5,5,8,10) real*8 lutaby_filt_ijkf(5,5,8,10) common /lutab_filt_5x5_/ lutab_filt_5x5s character*25 lutab_filt_5x5s(1600) integer s, i, j, k, f real*8 x, y real rx, ry integer ix, iy real fx, fy real dxf,dyf if (first) then first = .false. do i = 1, 5 do j = 1, 5 do k = 1, 8 do f = 1, 8 lutabx_filt_ijkf(i,j,k,f) = 0.0d0 lutaby_filt_ijkf(i,j,k,f) = 0.0d0 enddo enddo enddo enddo do s = 1, 1600 read(lutab_filt_5x5s(s),*) f, k, i, j, x, y lutabx_filt_ijkf(i,j,k,f) = x lutaby_filt_ijkf(i,j,k,f) = y enddo endif rx = 1.0 + 4.0*xr/2048.0 ry = 1.0 + 4.0*yr/2048.0 ix = int(rx) iy = int(ry) fx = rx-ix fy = ry-iy dxf = 0.0d0 dyf = 0.0d0 if (fr.ge.1.and.fr.le.10) then dxf = (1-fx)*(1-fy)*lutabx_filt_ijkf(ix ,iy ,kr,fr) . + (1-fx)*( fy )*lutabx_filt_ijkf(ix ,iy+1,kr,fr) . + ( fx )*(1-fy)*lutabx_filt_ijkf(ix+1,iy ,kr,fr) . + ( fx )*( fy )*lutabx_filt_ijkf(ix+1,iy+1,kr,fr) dyf = (1-fx)*(1-fy)*lutaby_filt_ijkf(ix ,iy ,kr,fr) . + (1-fx)*( fy )*lutaby_filt_ijkf(ix ,iy+1,kr,fr) . + ( fx )*(1-fy)*lutaby_filt_ijkf(ix+1,iy ,kr,fr) . + ( fx )*( fy )*lutaby_filt_ijkf(ix+1,iy+1,kr,fr) endif xf = xr - dxf yf = yr - dyf call xryrk4xcycxgyg_nrc(xf,yf,kr, . xc,yc,xg,yg) return end block data lutab_filt_5x5 common /lutab_filt_5x5_/ lutab_filt_5x5s character*25 lutab_filt_5x5s(1600) data lutab_filt_5x5s / c c f k i j dx dy c .........1.........2..... .'01 1 1 1 0.0832 0.5236', .'01 1 1 2 0.0972 0.4384', .'01 1 1 3 0.1072 0.3639', .'01 1 1 4 0.1099 0.2990', .'01 1 1 5 0.1152 0.2358', .'01 1 2 1 0.0436 0.5002', .'01 1 2 2 0.0532 0.4496', .'01 1 2 3 0.0654 0.3687', .'01 1 2 4 0.0707 0.3005', .'01 1 2 5 0.0730 0.2200', .'01 1 3 1 -0.0012 0.4991', .'01 1 3 2 0.0072 0.4482', .'01 1 3 3 0.0270 0.3734', .'01 1 3 4 0.0480 0.3007', .'01 1 3 5 0.0543 0.2243', .'01 1 4 1 -0.0552 0.5094', .'01 1 4 2 -0.0452 0.4479', .'01 1 4 3 -0.0231 0.3813', .'01 1 4 4 -0.0003 0.2969', .'01 1 4 5 0.0095 0.2454', .'01 1 5 1 -0.0997 0.5025', .'01 1 5 2 -0.0898 0.4600', .'01 1 5 3 -0.0746 0.4210', .'01 1 5 4 -0.0665 0.3452', .'01 1 5 5 -0.0687 0.2436', c .'01 2 1 1 0.1103 0.2244', .'01 2 1 2 0.1037 0.1706', .'01 2 1 3 0.1107 0.1020', .'01 2 1 4 0.1252 0.0270', .'01 2 1 5 0.1283 -0.0314', .'01 2 2 1 0.0814 0.2022', .'01 2 2 2 0.0626 0.1507', .'01 2 2 3 0.0516 0.0903', .'01 2 2 4 0.0618 0.0365', .'01 2 2 5 0.0682 -0.0415', .'01 2 3 1 0.0789 0.1870', .'01 2 3 2 0.0449 0.1365', .'01 2 3 3 0.0083 0.0782', .'01 2 3 4 0.0001 0.0216', .'01 2 3 5 0.0042 -0.0435', .'01 2 4 1 0.0338 0.1882', .'01 2 4 2 0.0057 0.0824', .'01 2 4 3 -0.0288 0.0412', .'01 2 4 4 -0.0427 0.0015', .'01 2 4 5 -0.0386 -0.0350', .'01 2 5 1 -0.0488 0.1822', .'01 2 5 2 -0.0513 0.1135', .'01 2 5 3 -0.0685 0.0550', .'01 2 5 4 -0.0791 0.0140', .'01 2 5 5 -0.0779 -0.0288', c .'01 3 1 1 -0.1252 0.5143', .'01 3 1 2 -0.1205 0.4607', .'01 3 1 3 -0.1028 0.4120', .'01 3 1 4 -0.0960 0.3407', .'01 3 1 5 -0.1071 0.2376', .'01 3 2 1 -0.1499 0.5214', .'01 3 2 2 -0.1488 0.4749', .'01 3 2 3 -0.1487 0.3988', .'01 3 2 4 -0.1587 0.3182', .'01 3 2 5 -0.1709 0.2448', .'01 3 3 1 -0.2050 0.5374', .'01 3 3 2 -0.1979 0.4737', .'01 3 3 3 -0.2005 0.3904', .'01 3 3 4 -0.2128 0.3132', .'01 3 3 5 -0.2189 0.2515', .'01 3 4 1 -0.2625 0.5617', .'01 3 4 2 -0.2566 0.4864', .'01 3 4 3 -0.2438 0.3973', .'01 3 4 4 -0.2503 0.3221', .'01 3 4 5 -0.2580 0.2623', .'01 3 5 1 -0.2904 0.5829', .'01 3 5 2 -0.2926 0.5011', .'01 3 5 3 -0.2854 0.4121', .'01 3 5 4 -0.2884 0.3320', .'01 3 5 5 -0.2984 0.2725', c .'01 4 1 1 -0.0976 0.1950', .'01 4 1 2 -0.0895 0.1226', .'01 4 1 3 -0.0752 0.0336', .'01 4 1 4 -0.0673 -0.0149', .'01 4 1 5 -0.0608 -0.0387', .'01 4 2 1 -0.1558 0.2059', .'01 4 2 2 -0.1521 0.0917', .'01 4 2 3 -0.1367 0.0433', .'01 4 2 4 -0.1180 0.0106', .'01 4 2 5 -0.1150 -0.0465', .'01 4 3 1 -0.2042 0.2169', .'01 4 3 2 -0.2050 0.1205', .'01 4 3 3 -0.1932 0.0581', .'01 4 3 4 -0.1773 0.0058', .'01 4 3 5 -0.1691 -0.0558', .'01 4 4 1 -0.2344 0.2213', .'01 4 4 2 -0.2355 0.1439', .'01 4 4 3 -0.2299 0.0910', .'01 4 4 4 -0.2187 0.0483', .'01 4 4 5 -0.2056 -0.0385', .'01 4 5 1 -0.2686 0.2207', .'01 4 5 2 -0.2690 0.1781', .'01 4 5 3 -0.2676 0.0913', .'01 4 5 4 -0.2544 0.0192', .'01 4 5 5 -0.2394 -0.0055', c .'01 5 1 1 -0.1097 0.1793', .'01 5 1 2 -0.1031 0.2177', .'01 5 1 3 -0.0866 0.3122', .'01 5 1 4 -0.0776 0.3962', .'01 5 1 5 -0.0807 0.4257', .'01 5 2 1 -0.0626 0.2041', .'01 5 2 2 -0.0504 0.2189', .'01 5 2 3 -0.0323 0.2985', .'01 5 2 4 -0.0240 0.3454', .'01 5 2 5 -0.0229 0.4382', .'01 5 3 1 -0.0095 0.2159', .'01 5 3 2 0.0038 0.2473', .'01 5 3 3 0.0193 0.3125', .'01 5 3 4 0.0292 0.3619', .'01 5 3 5 0.0361 0.4288', .'01 5 4 1 0.0833 0.2171', .'01 5 4 2 0.0848 0.2855', .'01 5 4 3 0.0863 0.3209', .'01 5 4 4 0.0944 0.3696', .'01 5 4 5 0.0997 0.4104', .'01 5 5 1 0.1705 0.2338', .'01 5 5 2 0.1619 0.2506', .'01 5 5 3 0.1605 0.3044', .'01 5 5 4 0.1672 0.3739', .'01 5 5 5 0.1683 0.4124', c .'01 6 1 1 -0.0181 0.0840', .'01 6 1 2 -0.0464 0.1347', .'01 6 1 3 -0.0704 0.2319', .'01 6 1 4 -0.0873 0.2667', .'01 6 1 5 -0.1102 0.2466', .'01 6 2 1 0.0329 0.0743', .'01 6 2 2 0.0075 0.1370', .'01 6 2 3 -0.0161 0.1917', .'01 6 2 4 -0.0462 0.2212', .'01 6 2 5 -0.0690 0.2547', .'01 6 3 1 0.0973 0.0433', .'01 6 3 2 0.0731 0.1269', .'01 6 3 3 0.0486 0.1795', .'01 6 3 4 0.0156 0.2025', .'01 6 3 5 -0.0178 0.2585', .'01 6 4 1 0.1878 0.0217', .'01 6 4 2 0.1685 0.1001', .'01 6 4 3 0.1344 0.1615', .'01 6 4 4 0.1009 0.2066', .'01 6 4 5 0.0717 0.2500', .'01 6 5 1 0.2639 0.0201', .'01 6 5 2 0.2520 0.0581', .'01 6 5 3 0.2237 0.1274', .'01 6 5 4 0.1839 0.1999', .'01 6 5 5 0.1590 0.2415', c .'01 7 1 1 -0.2607 0.2546', .'01 7 1 2 -0.2679 0.3017', .'01 7 1 3 -0.2714 0.3725', .'01 7 1 4 -0.2651 0.4436', .'01 7 1 5 -0.2587 0.4858', .'01 7 2 1 -0.2079 0.2474', .'01 7 2 2 -0.2214 0.2906', .'01 7 2 3 -0.2249 0.3364', .'01 7 2 4 -0.2184 0.3879', .'01 7 2 5 -0.2199 0.4841', .'01 7 3 1 -0.1366 0.2078', .'01 7 3 2 -0.1606 0.2759', .'01 7 3 3 -0.1697 0.3294', .'01 7 3 4 -0.1629 0.4005', .'01 7 3 5 -0.1683 0.4604', .'01 7 4 1 -0.0912 0.1783', .'01 7 4 2 -0.1075 0.2563', .'01 7 4 3 -0.1123 0.3112', .'01 7 4 4 -0.1071 0.3872', .'01 7 4 5 -0.1116 0.4264', .'01 7 5 1 -0.0722 0.1856', .'01 7 5 2 -0.0750 0.1841', .'01 7 5 3 -0.0662 0.2614', .'01 7 5 4 -0.0633 0.3664', .'01 7 5 5 -0.0684 0.4145', c .'01 8 1 1 -0.2652 0.0732', .'01 8 1 2 -0.2698 0.1348', .'01 8 1 3 -0.2637 0.2133', .'01 8 1 4 -0.2502 0.2604', .'01 8 1 5 -0.2452 0.2863', .'01 8 2 1 -0.1965 0.0644', .'01 8 2 2 -0.2083 0.1316', .'01 8 2 3 -0.2043 0.1996', .'01 8 2 4 -0.1935 0.2392', .'01 8 2 5 -0.1954 0.2809', .'01 8 3 1 -0.1330 0.0479', .'01 8 3 2 -0.1401 0.1457', .'01 8 3 3 -0.1349 0.2105', .'01 8 3 4 -0.1224 0.2465', .'01 8 3 5 -0.1218 0.2747', .'01 8 4 1 -0.0803 0.0610', .'01 8 4 2 -0.0864 0.1666', .'01 8 4 3 -0.0875 0.2233', .'01 8 4 4 -0.0799 0.2523', .'01 8 4 5 -0.0781 0.2682', .'01 8 5 1 -0.0319 0.0868', .'01 8 5 2 -0.0463 0.1380', .'01 8 5 3 -0.0521 0.2267', .'01 8 5 4 -0.0519 0.2687', .'01 8 5 5 -0.0636 0.2601', c c f k i j dx dy c .'02 1 1 1 -0.0250 0.1713', .'02 1 1 2 -0.0266 0.1470', .'02 1 1 3 -0.0168 0.1263', .'02 1 1 4 -0.0081 0.1022', .'02 1 1 5 -0.0073 0.0771', .'02 1 2 1 -0.0359 0.1718', .'02 1 2 2 -0.0323 0.1475', .'02 1 2 3 -0.0215 0.1301', .'02 1 2 4 -0.0077 0.1046', .'02 1 2 5 -0.0055 0.0786', .'02 1 3 1 -0.0544 0.1700', .'02 1 3 2 -0.0420 0.1525', .'02 1 3 3 -0.0257 0.1404', .'02 1 3 4 -0.0086 0.1142', .'02 1 3 5 0.0017 0.0880', .'02 1 4 1 -0.0651 0.1722', .'02 1 4 2 -0.0581 0.1623', .'02 1 4 3 -0.0431 0.1555', .'02 1 4 4 -0.0305 0.1276', .'02 1 4 5 -0.0247 0.0952', .'02 1 5 1 -0.0718 0.1773', .'02 1 5 2 -0.0740 0.1675', .'02 1 5 3 -0.0640 0.1651', .'02 1 5 4 -0.0561 0.1358', .'02 1 5 5 -0.0571 0.0928', c .'02 2 1 1 0.0027 0.0680', .'02 2 1 2 -0.0059 0.0571', .'02 2 1 3 0.0016 0.0423', .'02 2 1 4 0.0095 0.0080', .'02 2 1 5 0.0011 -0.0212', .'02 2 2 1 0.0064 0.0669', .'02 2 2 2 -0.0053 0.0513', .'02 2 2 3 -0.0068 0.0379', .'02 2 2 4 -0.0052 0.0130', .'02 2 2 5 -0.0116 -0.0142', .'02 2 3 1 0.0073 0.0649', .'02 2 3 2 -0.0015 0.0414', .'02 2 3 3 -0.0115 0.0290', .'02 2 3 4 -0.0159 0.0161', .'02 2 3 5 -0.0188 -0.0080', .'02 2 4 1 -0.0183 0.0641', .'02 2 4 2 -0.0212 0.0401', .'02 2 4 3 -0.0274 0.0211', .'02 2 4 4 -0.0303 0.0099', .'02 2 4 5 -0.0340 -0.0080', .'02 2 5 1 -0.0382 0.0609', .'02 2 5 2 -0.0448 0.0402', .'02 2 5 3 -0.0476 0.0172', .'02 2 5 4 -0.0473 0.0049', .'02 2 5 5 -0.0545 -0.0063', c .'02 3 1 1 -0.0673 0.1953', .'02 3 1 2 -0.0627 0.1719', .'02 3 1 3 -0.0624 0.1605', .'02 3 1 4 -0.0599 0.1400', .'02 3 1 5 -0.0553 0.1029', .'02 3 2 1 -0.0782 0.1923', .'02 3 2 2 -0.0782 0.1707', .'02 3 2 3 -0.0815 0.1577', .'02 3 2 4 -0.0819 0.1348', .'02 3 2 5 -0.0776 0.0989', .'02 3 3 1 -0.0958 0.1954', .'02 3 3 2 -0.0958 0.1687', .'02 3 3 3 -0.0978 0.1488', .'02 3 3 4 -0.1006 0.1293', .'02 3 3 5 -0.1050 0.1025', .'02 3 4 1 -0.1106 0.2098', .'02 3 4 2 -0.1104 0.1832', .'02 3 4 3 -0.1015 0.1510', .'02 3 4 4 -0.1027 0.1280', .'02 3 4 5 -0.1086 0.1113', .'02 3 5 1 -0.1158 0.2171', .'02 3 5 2 -0.1189 0.1977', .'02 3 5 3 -0.1077 0.1599', .'02 3 5 4 -0.1044 0.1254', .'02 3 5 5 -0.1077 0.1077', c .'02 4 1 1 -0.0518 0.0844', .'02 4 1 2 -0.0407 0.0506', .'02 4 1 3 -0.0288 0.0217', .'02 4 1 4 -0.0253 0.0090', .'02 4 1 5 -0.0233 -0.0084', .'02 4 2 1 -0.0702 0.0884', .'02 4 2 2 -0.0643 0.0554', .'02 4 2 3 -0.0516 0.0268', .'02 4 2 4 -0.0397 0.0117', .'02 4 2 5 -0.0364 -0.0016', .'02 4 3 1 -0.0909 0.0969', .'02 4 3 2 -0.0847 0.0645', .'02 4 3 3 -0.0728 0.0340', .'02 4 3 4 -0.0603 0.0213', .'02 4 3 5 -0.0518 0.0106', .'02 4 4 1 -0.0935 0.1008', .'02 4 4 2 -0.0807 0.0756', .'02 4 4 3 -0.0747 0.0513', .'02 4 4 4 -0.0663 0.0323', .'02 4 4 5 -0.0567 0.0172', .'02 4 5 1 -0.0953 0.1074', .'02 4 5 2 -0.0821 0.0837', .'02 4 5 3 -0.0738 0.0608', .'02 4 5 4 -0.0674 0.0385', .'02 4 5 5 -0.0608 0.0148', c .'02 5 1 1 -0.0351 0.0272', .'02 5 1 2 -0.0379 0.0420', .'02 5 1 3 -0.0280 0.0768', .'02 5 1 4 -0.0247 0.1253', .'02 5 1 5 -0.0382 0.1568', .'02 5 2 1 -0.0127 0.0282', .'02 5 2 2 -0.0065 0.0454', .'02 5 2 3 0.0016 0.0838', .'02 5 2 4 0.0016 0.1224', .'02 5 2 5 -0.0047 0.1476', .'02 5 3 1 0.0150 0.0397', .'02 5 3 2 0.0228 0.0531', .'02 5 3 3 0.0304 0.0861', .'02 5 3 4 0.0314 0.1209', .'02 5 3 5 0.0284 0.1427', .'02 5 4 1 0.0752 0.0514', .'02 5 4 2 0.0735 0.0616', .'02 5 4 3 0.0736 0.0879', .'02 5 4 4 0.0730 0.1189', .'02 5 4 5 0.0662 0.1399', .'02 5 5 1 0.1240 0.0526', .'02 5 5 2 0.1205 0.0660', .'02 5 5 3 0.1138 0.0909', .'02 5 5 4 0.1067 0.1177', .'02 5 5 5 0.1046 0.1329', c .'02 6 1 1 0.0266 -0.0107', .'02 6 1 2 0.0094 0.0175', .'02 6 1 3 -0.0097 0.0582', .'02 6 1 4 -0.0250 0.0735', .'02 6 1 5 -0.0347 0.0725', .'02 6 2 1 0.0501 -0.0219', .'02 6 2 2 0.0365 0.0056', .'02 6 2 3 0.0189 0.0450', .'02 6 2 4 0.0037 0.0612', .'02 6 2 5 -0.0080 0.0635', .'02 6 3 1 0.0882 -0.0396', .'02 6 3 2 0.0721 -0.0081', .'02 6 3 3 0.0536 0.0297', .'02 6 3 4 0.0361 0.0495', .'02 6 3 5 0.0213 0.0591', .'02 6 4 1 0.1398 -0.0549', .'02 6 4 2 0.1248 -0.0220', .'02 6 4 3 0.1112 0.0132', .'02 6 4 4 0.0926 0.0392', .'02 6 4 5 0.0765 0.0590', .'02 6 5 1 0.1790 -0.0663', .'02 6 5 2 0.1684 -0.0339', .'02 6 5 3 0.1614 0.0030', .'02 6 5 4 0.1406 0.0313', .'02 6 5 5 0.1232 0.0557', c .'02 7 1 1 -0.1105 0.0838', .'02 7 1 2 -0.1278 0.1043', .'02 7 1 3 -0.1374 0.1394', .'02 7 1 4 -0.1448 0.1762', .'02 7 1 5 -0.1587 0.1997', .'02 7 2 1 -0.0882 0.0762', .'02 7 2 2 -0.1002 0.0943', .'02 7 2 3 -0.1104 0.1256', .'02 7 2 4 -0.1202 0.1688', .'02 7 2 5 -0.1295 0.1962', .'02 7 3 1 -0.0429 0.0573', .'02 7 3 2 -0.0611 0.0746', .'02 7 3 3 -0.0769 0.1128', .'02 7 3 4 -0.0809 0.1567', .'02 7 3 5 -0.0870 0.1812', .'02 7 4 1 -0.0189 0.0390', .'02 7 4 2 -0.0350 0.0555', .'02 7 4 3 -0.0478 0.0996', .'02 7 4 4 -0.0515 0.1448', .'02 7 4 5 -0.0551 0.1635', .'02 7 5 1 -0.0099 0.0276', .'02 7 5 2 -0.0125 0.0393', .'02 7 5 3 -0.0245 0.0837', .'02 7 5 4 -0.0310 0.1342', .'02 7 5 5 -0.0334 0.1550', c .'02 8 1 1 -0.1181 -0.0158', .'02 8 1 2 -0.1189 0.0191', .'02 8 1 3 -0.1151 0.0578', .'02 8 1 4 -0.1065 0.0807', .'02 8 1 5 -0.1041 0.1025', .'02 8 2 1 -0.0791 -0.0269', .'02 8 2 2 -0.0841 0.0137', .'02 8 2 3 -0.0808 0.0568', .'02 8 2 4 -0.0761 0.0762', .'02 8 2 5 -0.0785 0.0916', .'02 8 3 1 -0.0390 -0.0214', .'02 8 3 2 -0.0434 0.0130', .'02 8 3 3 -0.0389 0.0575', .'02 8 3 4 -0.0337 0.0734', .'02 8 3 5 -0.0333 0.0768', .'02 8 4 1 -0.0142 -0.0125', .'02 8 4 2 -0.0181 0.0170', .'02 8 4 3 -0.0176 0.0640', .'02 8 4 4 -0.0126 0.0772', .'02 8 4 5 -0.0128 0.0760', .'02 8 5 1 0.0161 -0.0199', .'02 8 5 2 0.0050 0.0182', .'02 8 5 3 -0.0023 0.0667', .'02 8 5 4 -0.0056 0.0785', .'02 8 5 5 -0.0168 0.0767', c c f k i j dx dy c .'03 1 1 1 -0.0433 0.1130', .'03 1 1 2 -0.0441 0.1051', .'03 1 1 3 -0.0419 0.1027', .'03 1 1 4 -0.0391 0.1023', .'03 1 1 5 -0.0398 0.0966', .'03 1 2 1 -0.0401 0.1134', .'03 1 2 2 -0.0408 0.1080', .'03 1 2 3 -0.0365 0.1048', .'03 1 2 4 -0.0309 0.1027', .'03 1 2 5 -0.0306 0.0986', .'03 1 3 1 -0.0369 0.1114', .'03 1 3 2 -0.0361 0.1107', .'03 1 3 3 -0.0297 0.1115', .'03 1 3 4 -0.0225 0.1077', .'03 1 3 5 -0.0208 0.1023', .'03 1 4 1 -0.0352 0.1123', .'03 1 4 2 -0.0345 0.1132', .'03 1 4 3 -0.0293 0.1184', .'03 1 4 4 -0.0244 0.1140', .'03 1 4 5 -0.0245 0.1047', .'03 1 5 1 -0.0338 0.1154', .'03 1 5 2 -0.0341 0.1160', .'03 1 5 3 -0.0301 0.1209', .'03 1 5 4 -0.0278 0.1155', .'03 1 5 5 -0.0303 0.1054', c .'03 2 1 1 -0.0346 0.0973', .'03 2 1 2 -0.0335 0.1002', .'03 2 1 3 -0.0372 0.1025', .'03 2 1 4 -0.0401 0.0939', .'03 2 1 5 -0.0391 0.0855', .'03 2 2 1 -0.0204 0.0995', .'03 2 2 2 -0.0248 0.0984', .'03 2 2 3 -0.0339 0.0969', .'03 2 2 4 -0.0395 0.0920', .'03 2 2 5 -0.0403 0.0878', .'03 2 3 1 -0.0055 0.0982', .'03 2 3 2 -0.0126 0.0921', .'03 2 3 3 -0.0277 0.0872', .'03 2 3 4 -0.0408 0.0882', .'03 2 3 5 -0.0468 0.0877', .'03 2 4 1 -0.0157 0.0965', .'03 2 4 2 -0.0179 0.0871', .'03 2 4 3 -0.0252 0.0771', .'03 2 4 4 -0.0377 0.0807', .'03 2 4 5 -0.0457 0.0840', .'03 2 5 1 -0.0266 0.0987', .'03 2 5 2 -0.0256 0.0872', .'03 2 5 3 -0.0252 0.0708', .'03 2 5 4 -0.0329 0.0753', .'03 2 5 5 -0.0393 0.0839', c .'03 3 1 1 -0.0294 0.1167', .'03 3 1 2 -0.0240 0.1183', .'03 3 1 3 -0.0216 0.1257', .'03 3 1 4 -0.0232 0.1205', .'03 3 1 5 -0.0221 0.1074', .'03 3 2 1 -0.0297 0.1250', .'03 3 2 2 -0.0245 0.1205', .'03 3 2 3 -0.0227 0.1208', .'03 3 2 4 -0.0261 0.1165', .'03 3 2 5 -0.0263 0.1065', .'03 3 3 1 -0.0244 0.1280', .'03 3 3 2 -0.0244 0.1205', .'03 3 3 3 -0.0247 0.1173', .'03 3 3 4 -0.0282 0.1147', .'03 3 3 5 -0.0314 0.1075', .'03 3 4 1 -0.0221 0.1285', .'03 3 4 2 -0.0214 0.1222', .'03 3 4 3 -0.0204 0.1179', .'03 3 4 4 -0.0221 0.1151', .'03 3 4 5 -0.0240 0.1095', .'03 3 5 1 -0.0251 0.1332', .'03 3 5 2 -0.0189 0.1257', .'03 3 5 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-0.0151 -0.0635', .'04 8 4 4 -0.0087 -0.0615', .'04 8 4 5 -0.0069 -0.0577', .'04 8 5 1 -0.0185 -0.0674', .'04 8 5 2 -0.0164 -0.0595', .'04 8 5 3 -0.0064 -0.0639', .'04 8 5 4 -0.0014 -0.0672', .'04 8 5 5 -0.0002 -0.0593', c c f k i j dx dy c .'07 1 1 1 0.0531 -0.0261', .'07 1 1 2 0.0428 -0.0224', .'07 1 1 3 0.0348 -0.0160', .'07 1 1 4 0.0298 -0.0052', .'07 1 1 5 0.0223 -0.0066', .'07 1 2 1 0.0514 -0.0239', .'07 1 2 2 0.0410 -0.0166', .'07 1 2 3 0.0351 -0.0149', .'07 1 2 4 0.0284 -0.0140', .'07 1 2 5 0.0232 -0.0151', .'07 1 3 1 0.0466 -0.0364', .'07 1 3 2 0.0466 -0.0280', .'07 1 3 3 0.0416 -0.0220', .'07 1 3 4 0.0326 -0.0179', .'07 1 3 5 0.0297 -0.0116', .'07 1 4 1 0.0500 -0.0424', .'07 1 4 2 0.0494 -0.0346', .'07 1 4 3 0.0464 -0.0290', .'07 1 4 4 0.0386 -0.0242', .'07 1 4 5 0.0306 -0.0185', .'07 1 5 1 0.0565 -0.0352', .'07 1 5 2 0.0487 -0.0244', .'07 1 5 3 0.0470 -0.0251', .'07 1 5 4 0.0425 -0.0323', .'07 1 5 5 0.0315 -0.0274', c .'07 2 1 1 0.0287 -0.0035', .'07 2 1 2 0.0178 -0.0045', 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-0.0112', .'07 4 5 5 0.0329 -0.0193', c .'07 5 1 1 -0.0255 -0.0015', .'07 5 1 2 -0.0228 -0.0100', .'07 5 1 3 -0.0291 -0.0220', .'07 5 1 4 -0.0393 -0.0312', .'07 5 1 5 -0.0460 -0.0431', .'07 5 2 1 -0.0221 -0.0142', .'07 5 2 2 -0.0339 -0.0184', .'07 5 2 3 -0.0400 -0.0230', .'07 5 2 4 -0.0400 -0.0342', .'07 5 2 5 -0.0419 -0.0348', .'07 5 3 1 -0.0315 -0.0185', .'07 5 3 2 -0.0403 -0.0267', .'07 5 3 3 -0.0474 -0.0294', .'07 5 3 4 -0.0448 -0.0345', .'07 5 3 5 -0.0452 -0.0397', .'07 5 4 1 -0.0442 -0.0208', .'07 5 4 2 -0.0452 -0.0326', .'07 5 4 3 -0.0455 -0.0326', .'07 5 4 4 -0.0509 -0.0389', .'07 5 4 5 -0.0483 -0.0525', .'07 5 5 1 -0.0516 -0.0133', .'07 5 5 2 -0.0525 -0.0350', .'07 5 5 3 -0.0495 -0.0407', .'07 5 5 4 -0.0482 -0.0433', .'07 5 5 5 -0.0438 -0.0484', c .'07 6 1 1 -0.0167 0.0349', .'07 6 1 2 -0.0106 0.0300', .'07 6 1 3 -0.0166 0.0147', .'07 6 1 4 -0.0211 -0.0029', .'07 6 1 5 -0.0201 -0.0092', .'07 6 2 1 -0.0177 0.0283', .'07 6 2 2 -0.0208 0.0224', .'07 6 2 3 -0.0239 0.0105', .'07 6 2 4 -0.0272 -0.0062', .'07 6 2 5 -0.0290 -0.0175', .'07 6 3 1 -0.0223 0.0245', .'07 6 3 2 -0.0300 0.0209', .'07 6 3 3 -0.0310 0.0112', .'07 6 3 4 -0.0327 -0.0076', .'07 6 3 5 -0.0335 -0.0224', .'07 6 4 1 -0.0292 0.0195', .'07 6 4 2 -0.0385 0.0166', .'07 6 4 3 -0.0355 0.0087', .'07 6 4 4 -0.0416 -0.0107', .'07 6 4 5 -0.0456 -0.0240', .'07 6 5 1 -0.0299 0.0171', .'07 6 5 2 -0.0462 0.0077', .'07 6 5 3 -0.0426 -0.0010', .'07 6 5 4 -0.0482 -0.0184', .'07 6 5 5 -0.0538 -0.0202', c .'07 7 1 1 0.0022 0.0036', .'07 7 1 2 -0.0084 0.0021', .'07 7 1 3 -0.0083 -0.0066', .'07 7 1 4 -0.0150 -0.0170', .'07 7 1 5 -0.0294 -0.0270', .'07 7 2 1 -0.0005 0.0001', .'07 7 2 2 -0.0094 -0.0046', .'07 7 2 3 -0.0110 -0.0168', .'07 7 2 4 -0.0183 -0.0221', .'07 7 2 5 -0.0251 -0.0346', .'07 7 3 1 -0.0091 -0.0039', .'07 7 3 2 -0.0145 -0.0124', .'07 7 3 3 -0.0178 -0.0216', .'07 7 3 4 -0.0235 -0.0252', .'07 7 3 5 -0.0311 -0.0326', .'07 7 4 1 -0.0206 -0.0070', .'07 7 4 2 -0.0209 -0.0140', .'07 7 4 3 -0.0270 -0.0208', .'07 7 4 4 -0.0292 -0.0281', .'07 7 4 5 -0.0321 -0.0402', .'07 7 5 1 -0.0262 -0.0097', .'07 7 5 2 -0.0268 -0.0146', .'07 7 5 3 -0.0306 -0.0204', .'07 7 5 4 -0.0325 -0.0288', .'07 7 5 5 -0.0454 -0.0487', c .'07 8 1 1 0.0167 0.0362', .'07 8 1 2 0.0126 0.0381', .'07 8 1 3 0.0112 0.0259', .'07 8 1 4 0.0076 0.0144', .'07 8 1 5 0.0025 0.0018', .'07 8 2 1 0.0121 0.0383', .'07 8 2 2 0.0090 0.0381', .'07 8 2 3 0.0080 0.0268', .'07 8 2 4 0.0001 0.0126', .'07 8 2 5 -0.0072 0.0077', .'07 8 3 1 0.0051 0.0324', .'07 8 3 2 0.0072 0.0308', .'07 8 3 3 -0.0034 0.0210', .'07 8 3 4 -0.0097 0.0075', .'07 8 3 5 -0.0110 0.0065', .'07 8 4 1 -0.0006 0.0327', .'07 8 4 2 -0.0074 0.0248', .'07 8 4 3 -0.0139 0.0149', .'07 8 4 4 -0.0149 0.0016', .'07 8 4 5 -0.0155 -0.0061', .'07 8 5 1 -0.0028 0.0371', .'07 8 5 2 -0.0110 0.0314', .'07 8 5 3 -0.0151 0.0130', .'07 8 5 4 -0.0189 -0.0045', .'07 8 5 5 -0.0270 -0.0185', c c f k i j dx dy c .'08 1 1 1 2.7483 4.3873', .'08 1 1 2 2.7519 4.3745', .'08 1 1 3 2.7549 4.3588', .'08 1 1 4 2.7545 4.3466', .'08 1 1 5 2.7552 4.3376', .'08 1 2 1 2.7494 4.3883', .'08 1 2 2 2.7518 4.3755', .'08 1 2 3 2.7549 4.3584', .'08 1 2 4 2.7565 4.3467', .'08 1 2 5 2.7576 4.3395', .'08 1 3 1 2.7504 4.3854', .'08 1 3 2 2.7517 4.3747', .'08 1 3 3 2.7542 4.3575', .'08 1 3 4 2.7586 4.3453', .'08 1 3 5 2.7615 4.3398', .'08 1 4 1 2.7524 4.3868', .'08 1 4 2 2.7544 4.3760', .'08 1 4 3 2.7589 4.3602', .'08 1 4 4 2.7653 4.3488', .'08 1 4 5 2.7691 4.3421', .'08 1 5 1 2.7543 4.3924', .'08 1 5 2 2.7571 4.3792', .'08 1 5 3 2.7644 4.3634', .'08 1 5 4 2.7719 4.3536', .'08 1 5 5 2.7756 4.3457', c .'08 2 1 1 2.7643 4.3260', .'08 2 1 2 2.7650 4.3188', .'08 2 1 3 2.7679 4.3138', .'08 2 1 4 2.7714 4.3312', .'08 2 1 5 2.7728 4.3461', .'08 2 2 1 2.7625 4.3265', .'08 2 2 2 2.7672 4.3213', .'08 2 2 3 2.7755 4.3163', .'08 2 2 4 2.7814 4.3313', .'08 2 2 5 2.7833 4.3461', .'08 2 3 1 2.7671 4.3261', .'08 2 3 2 2.7734 4.3270', .'08 2 3 3 2.7836 4.3253', .'08 2 3 4 2.7918 4.3339', .'08 2 3 5 2.7961 4.3457', 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.'08 6 5 3 -1.1578 -1.6457', .'08 6 5 4 -1.1650 -1.6661', .'08 6 5 5 -1.1731 -1.6807', c .'08 7 1 1 -1.0993 -1.6624', .'08 7 1 2 -1.1044 -1.6718', .'08 7 1 3 -1.1101 -1.6838', .'08 7 1 4 -1.1216 -1.6956', .'08 7 1 5 -1.1325 -1.7042', .'08 7 2 1 -1.1032 -1.6640', .'08 7 2 2 -1.1075 -1.6743', .'08 7 2 3 -1.1125 -1.6872', .'08 7 2 4 -1.1221 -1.6984', .'08 7 2 5 -1.1309 -1.7067', .'08 7 3 1 -1.1096 -1.6632', .'08 7 3 2 -1.1124 -1.6750', .'08 7 3 3 -1.1170 -1.6902', .'08 7 3 4 -1.1264 -1.7008', .'08 7 3 5 -1.1343 -1.7082', .'08 7 4 1 -1.1178 -1.6658', .'08 7 4 2 -1.1207 -1.6760', .'08 7 4 3 -1.1256 -1.6927', .'08 7 4 4 -1.1319 -1.7037', .'08 7 4 5 -1.1366 -1.7090', .'08 7 5 1 -1.1238 -1.6706', .'08 7 5 2 -1.1273 -1.6789', .'08 7 5 3 -1.1321 -1.6953', .'08 7 5 4 -1.1336 -1.7068', .'08 7 5 5 -1.1337 -1.7107', c .'08 8 1 1 -1.0932 -1.6290', .'08 8 1 2 -1.0946 -1.6345', .'08 8 1 3 -1.0953 -1.6393', .'08 8 1 4 -1.0972 -1.6470', .'08 8 1 5 -1.0999 -1.6553', .'08 8 2 1 -1.0958 -1.6297', .'08 8 2 2 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4 2 0.0099 0.0356', .'09 1 4 3 0.0142 0.0274', .'09 1 4 4 0.0172 0.0193', .'09 1 4 5 0.0163 0.0145', .'09 1 5 1 0.0089 0.0481', .'09 1 5 2 0.0123 0.0391', .'09 1 5 3 0.0203 0.0288', .'09 1 5 4 0.0226 0.0225', .'09 1 5 5 0.0207 0.0173', c .'09 2 1 1 0.0127 -0.0041', .'09 2 1 2 0.0092 -0.0156', .'09 2 1 3 0.0078 -0.0286', .'09 2 1 4 0.0053 -0.0193', .'09 2 1 5 -0.0003 -0.0077', .'09 2 2 1 0.0092 -0.0030', .'09 2 2 2 0.0103 -0.0132', .'09 2 2 3 0.0172 -0.0256', .'09 2 2 4 0.0171 -0.0187', .'09 2 2 5 0.0108 -0.0091', .'09 2 3 1 0.0149 0.0020', .'09 2 3 2 0.0167 -0.0034', .'09 2 3 3 0.0238 -0.0111', .'09 2 3 4 0.0245 -0.0113', .'09 2 3 5 0.0195 -0.0087', .'09 2 4 1 0.0237 0.0073', .'09 2 4 2 0.0241 0.0076', .'09 2 4 3 0.0241 0.0081', .'09 2 4 4 0.0256 0.0034', .'09 2 4 5 0.0277 -0.0013', .'09 2 5 1 0.0233 0.0082', .'09 2 5 2 0.0266 0.0110', .'09 2 5 3 0.0266 0.0164', .'09 2 5 4 0.0303 0.0114', .'09 2 5 5 0.0380 0.0042', c .'09 3 1 1 0.0072 0.0430', .'09 3 1 2 0.0156 0.0420', .'09 3 1 3 0.0235 0.0357', .'09 3 1 4 0.0229 0.0228', .'09 3 1 5 0.0226 0.0145', .'09 3 2 1 0.0130 0.0477', .'09 3 2 2 0.0169 0.0418', .'09 3 2 3 0.0217 0.0342', .'09 3 2 4 0.0243 0.0230', .'09 3 2 5 0.0259 0.0138', .'09 3 3 1 0.0191 0.0529', .'09 3 3 2 0.0179 0.0477', .'09 3 3 3 0.0189 0.0422', .'09 3 3 4 0.0228 0.0288', .'09 3 3 5 0.0244 0.0163', .'09 3 4 1 0.0304 0.0476', .'09 3 4 2 0.0253 0.0503', .'09 3 4 3 0.0228 0.0513', .'09 3 4 4 0.0262 0.0389', .'09 3 4 5 0.0270 0.0278', .'09 3 5 1 0.0410 0.0407', .'09 3 5 2 0.0334 0.0472', .'09 3 5 3 0.0274 0.0514', .'09 3 5 4 0.0324 0.0437', .'09 3 5 5 0.0354 0.0376', c .'09 4 1 1 0.0202 0.0087', .'09 4 1 2 0.0221 0.0070', .'09 4 1 3 0.0282 0.0004', .'09 4 1 4 0.0339 -0.0006', .'09 4 1 5 0.0350 0.0036', .'09 4 2 1 0.0248 0.0119', .'09 4 2 2 0.0246 0.0095', .'09 4 2 3 0.0282 0.0010', .'09 4 2 4 0.0360 -0.0008', .'09 4 2 5 0.0402 0.0035', .'09 4 3 1 0.0293 0.0174', .'09 4 3 2 0.0296 0.0131', .'09 4 3 3 0.0307 0.0061', .'09 4 3 4 0.0376 0.0018', .'09 4 3 5 0.0435 0.0009', .'09 4 4 1 0.0305 0.0226', .'09 4 4 2 0.0346 0.0170', .'09 4 4 3 0.0376 0.0109', .'09 4 4 4 0.0430 0.0093', .'09 4 4 5 0.0490 0.0088', .'09 4 5 1 0.0327 0.0261', .'09 4 5 2 0.0375 0.0199', .'09 4 5 3 0.0421 0.0113', .'09 4 5 4 0.0498 0.0147', .'09 4 5 5 0.0574 0.0221', c .'09 5 1 1 -0.0937 -0.0072', .'09 5 1 2 -0.1026 -0.0126', .'09 5 1 3 -0.1093 -0.0287', .'09 5 1 4 -0.1104 -0.0372', .'09 5 1 5 -0.1137 -0.0366', .'09 5 2 1 -0.1019 -0.0135', .'09 5 2 2 -0.1051 -0.0188', .'09 5 2 3 -0.1101 -0.0334', .'09 5 2 4 -0.1107 -0.0417', .'09 5 2 5 -0.1094 -0.0408', .'09 5 3 1 -0.1081 -0.0193', .'09 5 3 2 -0.1086 -0.0249', .'09 5 3 3 -0.1118 -0.0356', .'09 5 3 4 -0.1117 -0.0408', .'09 5 3 5 -0.1088 -0.0401', .'09 5 4 1 -0.1084 -0.0195', .'09 5 4 2 -0.1112 -0.0288', .'09 5 4 3 -0.1114 -0.0400', .'09 5 4 4 -0.1064 -0.0404', .'09 5 4 5 -0.1043 -0.0386', .'09 5 5 1 -0.1101 -0.0202', .'09 5 5 2 -0.1125 -0.0324', .'09 5 5 3 -0.1098 -0.0468', .'09 5 5 4 -0.1004 -0.0458', .'09 5 5 5 -0.0959 -0.0421', c .'09 6 1 1 -0.0797 0.0385', .'09 6 1 2 -0.0833 0.0304', .'09 6 1 3 -0.0872 0.0171', .'09 6 1 4 -0.0943 0.0010', .'09 6 1 5 -0.1012 -0.0095', .'09 6 2 1 -0.0876 0.0392', .'09 6 2 2 -0.0911 0.0273', .'09 6 2 3 -0.0931 0.0118', .'09 6 2 4 -0.0986 -0.0036', .'09 6 2 5 -0.1054 -0.0151', .'09 6 3 1 -0.0930 0.0444', .'09 6 3 2 -0.0967 0.0282', .'09 6 3 3 -0.0991 0.0085', .'09 6 3 4 -0.1029 -0.0072', .'09 6 3 5 -0.1078 -0.0188', .'09 6 4 1 -0.0963 0.0366', .'09 6 4 2 -0.0994 0.0266', .'09 6 4 3 -0.1027 0.0097', .'09 6 4 4 -0.1079 -0.0112', .'09 6 4 5 -0.1125 -0.0258', .'09 6 5 1 -0.1005 0.0256', .'09 6 5 2 -0.1036 0.0214', .'09 6 5 3 -0.1060 0.0091', .'09 6 5 4 -0.1121 -0.0161', .'09 6 5 5 -0.1189 -0.0341', c .'09 7 1 1 -0.0797 0.0078', .'09 7 1 2 -0.0849 -0.0025', .'09 7 1 3 -0.0887 -0.0128', .'09 7 1 4 -0.1004 -0.0218', .'09 7 1 5 -0.1115 -0.0302', .'09 7 2 1 -0.0841 0.0037', .'09 7 2 2 -0.0873 -0.0081', .'09 7 2 3 -0.0918 -0.0187', .'09 7 2 4 -0.1010 -0.0258', .'09 7 2 5 -0.1084 -0.0336', .'09 7 3 1 -0.0916 0.0043', .'09 7 3 2 -0.0920 -0.0093', .'09 7 3 3 -0.0947 -0.0234', .'09 7 3 4 -0.1043 -0.0291', .'09 7 3 5 -0.1111 -0.0337', .'09 7 4 1 -0.0954 0.0025', .'09 7 4 2 -0.0970 -0.0083', .'09 7 4 3 -0.0996 -0.0259', .'09 7 4 4 -0.1067 -0.0345', .'09 7 4 5 -0.1130 -0.0365', .'09 7 5 1 -0.0957 -0.0039', .'09 7 5 2 -0.0997 -0.0117', .'09 7 5 3 -0.1044 -0.0294', .'09 7 5 4 -0.1068 -0.0405', .'09 7 5 5 -0.1089 -0.0426', c .'09 8 1 1 -0.0721 0.0426', .'09 8 1 2 -0.0699 0.0398', .'09 8 1 3 -0.0731 0.0316', .'09 8 1 4 -0.0823 0.0200', .'09 8 1 5 -0.0865 0.0137', .'09 8 2 1 -0.0726 0.0446', .'09 8 2 2 -0.0737 0.0394', .'09 8 2 3 -0.0781 0.0297', .'09 8 2 4 -0.0862 0.0154', .'09 8 2 5 -0.0911 0.0054', .'09 8 3 1 -0.0734 0.0458', .'09 8 3 2 -0.0784 0.0375', .'09 8 3 3 -0.0835 0.0250', .'09 8 3 4 -0.0890 0.0111', .'09 8 3 5 -0.0945 0.0018', .'09 8 4 1 -0.0761 0.0435', .'09 8 4 2 -0.0820 0.0338', .'09 8 4 3 -0.0877 0.0182', .'09 8 4 4 -0.0930 0.0055', .'09 8 4 5 -0.0991 -0.0012', .'09 8 5 1 -0.0788 0.0422', .'09 8 5 2 -0.0847 0.0316', .'09 8 5 3 -0.0916 0.0140', .'09 8 5 4 -0.0982 -0.0003', .'09 8 5 5 -0.1046 -0.0089', c c f k i j dx dy c .'10 1 1 1 0.0787 0.0034', .'10 1 1 2 0.0935 0.0044', .'10 1 1 3 0.0950 -0.0005', .'10 1 1 4 0.0971 0.0102', .'10 1 1 5 0.1101 0.0110', .'10 1 2 1 0.1006 0.0091', .'10 1 2 2 0.1060 0.0066', .'10 1 2 3 0.1033 0.0019', .'10 1 2 4 0.1092 0.0087', .'10 1 2 5 0.1096 0.0097', .'10 1 3 1 0.1108 0.0069', .'10 1 3 2 0.1151 0.0100', .'10 1 3 3 0.1256 0.0039', .'10 1 3 4 0.1281 0.0020', .'10 1 3 5 0.1238 0.0113', .'10 1 4 1 0.1329 0.0046', .'10 1 4 2 0.1494 0.0020', .'10 1 4 3 0.1617 -0.0017', .'10 1 4 4 0.1656 0.0027', .'10 1 4 5 0.1653 0.0050', .'10 1 5 1 0.1684 0.0024', .'10 1 5 2 0.1818 -0.0048', .'10 1 5 3 0.1901 -0.0046', .'10 1 5 4 0.1905 0.0033', .'10 1 5 5 0.1985 -0.0044', c .'10 2 1 1 0.1407 -0.0221', .'10 2 1 2 0.1104 -0.0026', .'10 2 1 3 0.0651 0.0165', .'10 2 1 4 0.0447 0.0438', .'10 2 1 5 0.0218 0.0791', .'10 2 2 1 0.1131 -0.0033', .'10 2 2 2 0.1076 0.0058', .'10 2 2 3 0.0994 0.0039', .'10 2 2 4 0.0886 0.0340', .'10 2 2 5 0.0532 0.0841', .'10 2 3 1 0.1264 0.0051', .'10 2 3 2 0.1132 0.0132', .'10 2 3 3 0.1250 0.0133', .'10 2 3 4 0.1166 0.0377', .'10 2 3 5 0.0740 0.0754', .'10 2 4 1 0.1693 -0.0035', .'10 2 4 2 0.1437 0.0207', .'10 2 4 3 0.1315 0.0357', .'10 2 4 4 0.1306 0.0521', .'10 2 4 5 0.1121 0.0683', .'10 2 5 1 0.1858 -0.0083', .'10 2 5 2 0.1762 0.0208', .'10 2 5 3 0.1612 0.0347', .'10 2 5 4 0.1470 0.0548', .'10 2 5 5 0.1498 0.0802', c .'10 3 1 1 0.1665 -0.0103', .'10 3 1 2 0.1794 -0.0012', .'10 3 1 3 0.2027 -0.0022', .'10 3 1 4 0.2089 -0.0099', .'10 3 1 5 0.2163 -0.0002', .'10 3 2 1 0.1801 -0.0110', .'10 3 2 2 0.1995 -0.0071', .'10 3 2 3 0.2119 -0.0009', .'10 3 2 4 0.2142 -0.0066', .'10 3 2 5 0.2244 -0.0020', .'10 3 3 1 0.1995 -0.0090', .'10 3 3 2 0.2104 0.0012', .'10 3 3 3 0.2127 0.0058', .'10 3 3 4 0.2139 0.0007', .'10 3 3 5 0.2255 0.0046', .'10 3 4 1 0.2225 -0.0079', .'10 3 4 2 0.2221 0.0021', .'10 3 4 3 0.2211 0.0129', .'10 3 4 4 0.2283 0.0083', .'10 3 4 5 0.2392 0.0110', .'10 3 5 1 0.2313 -0.0220', .'10 3 5 2 0.2399 -0.0044', .'10 3 5 3 0.2419 0.0133', .'10 3 5 4 0.2498 0.0075', .'10 3 5 5 0.2589 0.0003', c .'10 4 1 1 0.2088 -0.0485', .'10 4 1 2 0.2142 -0.0512', .'10 4 1 3 0.2016 -0.0215', .'10 4 1 4 0.1796 0.0171', .'10 4 1 5 0.1837 0.0314', .'10 4 2 1 0.2105 -0.0398', .'10 4 2 2 0.2193 -0.0280', .'10 4 2 3 0.2178 -0.0132', .'10 4 2 4 0.2000 0.0160', .'10 4 2 5 0.1948 0.0403', .'10 4 3 1 0.2306 -0.0441', .'10 4 3 2 0.2367 -0.0268', .'10 4 3 3 0.2381 -0.0133', .'10 4 3 4 0.2281 0.0104', .'10 4 3 5 0.2248 0.0281', .'10 4 4 1 0.2547 -0.0399', .'10 4 4 2 0.2598 -0.0281', .'10 4 4 3 0.2617 -0.0147', .'10 4 4 4 0.2549 0.0152', .'10 4 4 5 0.2480 0.0453', .'10 4 5 1 0.2558 -0.0156', .'10 4 5 2 0.2722 -0.0156', .'10 4 5 3 0.2878 -0.0194', .'10 4 5 4 0.2775 0.0171', .'10 4 5 5 0.2629 0.0638', c .'10 5 1 1 0.0959 -0.1733', .'10 5 1 2 0.0983 -0.1450', .'10 5 1 3 0.0746 -0.1150', .'10 5 1 4 0.0509 -0.0891', .'10 5 1 5 0.0371 -0.0842', .'10 5 2 1 0.1215 -0.1960', .'10 5 2 2 0.1153 -0.1619', .'10 5 2 3 0.0998 -0.1296', .'10 5 2 4 0.0816 -0.0954', .'10 5 2 5 0.0678 -0.0634', .'10 5 3 1 0.1383 -0.1952', .'10 5 3 2 0.1377 -0.1692', .'10 5 3 3 0.1266 -0.1413', .'10 5 3 4 0.1043 -0.0997', .'10 5 3 5 0.0900 -0.0633', .'10 5 4 1 0.1538 -0.1755', .'10 5 4 2 0.1563 -0.1711', .'10 5 4 3 0.1553 -0.1393', .'10 5 4 4 0.1274 -0.0937', .'10 5 4 5 0.1038 -0.0738', .'10 5 5 1 0.1749 -0.1937', .'10 5 5 2 0.1728 -0.1766', .'10 5 5 3 0.1812 -0.1398', .'10 5 5 4 0.1581 -0.0940', .'10 5 5 5 0.1193 -0.0685', c .'10 6 1 1 0.0795 -0.1966', .'10 6 1 2 0.0919 -0.1884', .'10 6 1 3 0.0919 -0.1859', .'10 6 1 4 0.0868 -0.1814', .'10 6 1 5 0.0978 -0.1753', .'10 6 2 1 0.1021 -0.2061', .'10 6 2 2 0.1010 -0.1948', .'10 6 2 3 0.1042 -0.1891', .'10 6 2 4 0.1094 -0.1866', .'10 6 2 5 0.1088 -0.1790', .'10 6 3 1 0.1225 -0.2034', .'10 6 3 2 0.1080 -0.1959', .'10 6 3 3 0.1046 -0.1804', .'10 6 3 4 0.1235 -0.1819', .'10 6 3 5 0.1311 -0.1835', .'10 6 4 1 0.1378 -0.2162', .'10 6 4 2 0.1270 -0.1992', .'10 6 4 3 0.1186 -0.1808', .'10 6 4 4 0.1256 -0.1833', .'10 6 4 5 0.1340 -0.1834', .'10 6 5 1 0.1442 -0.2192', .'10 6 5 2 0.1384 -0.1941', .'10 6 5 3 0.1369 -0.1874', .'10 6 5 4 0.1392 -0.1841', .'10 6 5 5 0.1535 -0.1818', c .'10 7 1 1 0.0088 -0.1506', .'10 7 1 2 0.0003 -0.1339', .'10 7 1 3 -0.0063 -0.1099', .'10 7 1 4 0.0096 -0.1006', .'10 7 1 5 0.0209 -0.0961', .'10 7 2 1 0.0140 -0.1450', .'10 7 2 2 0.0142 -0.1339', .'10 7 2 3 0.0147 -0.1161', .'10 7 2 4 0.0134 -0.0978', .'10 7 2 5 0.0143 -0.0825', .'10 7 3 1 0.0290 -0.1533', .'10 7 3 2 0.0201 -0.1298', .'10 7 3 3 0.0215 -0.1084', .'10 7 3 4 0.0147 -0.0926', .'10 7 3 5 0.0117 -0.0747', .'10 7 4 1 0.0577 -0.1505', .'10 7 4 2 0.0492 -0.1344', .'10 7 4 3 0.0360 -0.1032', .'10 7 4 4 0.0319 -0.0861', .'10 7 4 5 0.0348 -0.0838', .'10 7 5 1 0.0747 -0.1433', .'10 7 5 2 0.0767 -0.1382', .'10 7 5 3 0.0654 -0.1099', .'10 7 5 4 0.0531 -0.0850', .'10 7 5 5 0.0504 -0.0811', c .'10 8 1 1 -0.0043 -0.1625', .'10 8 1 2 0.0021 -0.1580', .'10 8 1 3 0.0147 -0.1542', .'10 8 1 4 0.0088 -0.1571', .'10 8 1 5 -0.0030 -0.1539', .'10 8 2 1 0.0136 -0.1633', .'10 8 2 2 0.0124 -0.1554', .'10 8 2 3 0.0167 -0.1575', .'10 8 2 4 0.0092 -0.1580', .'10 8 2 5 -0.0029 -0.1417', .'10 8 3 1 0.0269 -0.1749', .'10 8 3 2 0.0315 -0.1689', .'10 8 3 3 0.0286 -0.1667', .'10 8 3 4 0.0153 -0.1628', .'10 8 3 5 0.0100 -0.1487', .'10 8 4 1 0.0545 -0.1841', .'10 8 4 2 0.0612 -0.1817', .'10 8 4 3 0.0665 -0.1789', .'10 8 4 4 0.0522 -0.1720', .'10 8 4 5 0.0426 -0.1672', .'10 8 5 1 0.0790 -0.1961', .'10 8 5 2 0.0855 -0.1877', .'10 8 5 3 0.0937 -0.1956', .'10 8 5 4 0.0825 -0.1834', .'10 8 5 5 0.0692 -0.1664'/ end c------------------------------------------- c c make gdc correction for nircam c (xr,yr,kr) --> (xc,yc) (local frame) c --> (xg,yg) ( master frame) c (xm,ym, 0) --> (xc,yc,kc) c --> (xg,yg) c c subroutine test_nrc implicit none integer k, kk integer ixr, iyr real*8 xr, yr real*8 xc, yc real*8 xg, yg real*8 xm, ym real*8 xrt, yrt real*8 xrk, yrk real*8 xct, yct real*8 xmt, ymt real*8 xg1, yg1 real*8 xg2, yg2 real*8 xr1, yr1 real*8 xr2, yr2 integer k2, kt real dd, dmax, dd2 c---------------------------------------------------------------- c c test ability to go to/from meta system (0001:8192,0001:4096) c and local system (0001:2048,0001:2048,k) c if (.false.) then print*,'test1.out...' open(11,file='test1.out.xryr2xmym2xryr',status='unknown') write( *,'(''# test1.out.xryr2xmym2xryr'')') write(11,'(''# test1.out.xryr2xmym2xryr'')') write(11,'(''#'')') write(11,121) write(11,'(''#'')') write( *,'(''#'')') write( *,121) write( *,'(''#'')') dmax = 0.00 do k = 1, 8 do ixr = 4, 2044, 8 do iyr = 4, 2044, 8 xr = ixr yr = iyr call xryrk2xmym_nrc(xr,yr,k,xm,ym) ! compute meta position call xmym2xryrk_nrc(xm,ym,xr2,yr2,k2) ! report back local and report k dd = sqrt((xr-xr2)**2+(yr-yr2)**2) if (dd.gt.dmax) then dmax = dd write(11,111) k, ixr, iyr, . xr, yr, . xm, ym, . xr1, yr1, . xr2, yr2, k2, dd endif write(11,111) k, ixr, iyr, . xr, yr, . xm, ym, . xr1, yr1, . xr2, yr2, k2, dd 111 format(1x,i1,1x,i4,1x,i4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4,1x,i4, . 3x,f7.4) 121 format('#K',1x,'IRAW',1x,'JRAW',1x, . 3x,' XRAW ',1x,' YRAW ', . 3x,' XMETA(R)',1x,' YMETA(R)', . 3x,' XRAW(M) ',1x,' YRAW(M) ', . 3x,' XRAW(M) ',1x,' YRAW(M) ','K(M)', . 3x,' D(M) ') enddo enddo enddo write(11,'(''#'')') write(11,121) write(11,'(''#'')') write(11,'(''# dmax: '',f8.4)') dmax write(11,'(''#'')') write( *,'(''#'')') write( *,121) write( *,'(''#'')') write( *,'(''# dmax: '',f8.4)') dmax write( *,'(''#'')') close(11) if (.true.) stop endif c---------------------------------------------------------------- c c test ability to go to/from raw local system (0001:2048,0001:2048,k) c and corr local system (-100:2200,-100:2200,k) c if (.false.) then open(12,file='test2.out.xryr2xcyc2xryr',status='unknown') write( *,'(''# test2.out.xryr2xcyc2xryr'')') write(12,'(''# test2.out.xryr2xcyc2xryr'')') write(12,'(''#'')') write(12,122) write(12,'(''#'')') write( *,'(''#'')') write( *,122) write( *,'(''#'')') dmax = 0.00 do k = 1, 8 do ixr = -4, 2052, 8 do iyr = -4, 2052, 8 xr = ixr yr = iyr call xryrk2xcyc_nrc(xr,yr,k,xc,yc) ! compute distortion corrected position call xcyck2xryr_nrc(xc,yc,k,xrt,yrt) ! compute inverse distortion correction dd = sqrt((xrt-xr)**2+(yrt-yr)**2) if (dd.gt.dmax) then dmax = dd write(*,112) k, ixr, iyr, . xr, yr, . xc, yc, . xrt, yrt, dd endif write(12,112) k, ixr, iyr, . xr, yr, . xc, yc, . xrt, yrt, dd 112 format(1x,i1,1x,i4,1x,i4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4,3x,f7.4, . 3x,f9.4,1x,f9.4,3x,f7.4) 122 format('#K',1x,'IRAW',1x,'JRAW',1x, . 3x,' XRAW ',1x,' YRAW ', . 3x,' XCOR(R) ',1x,' YCOR(R) ', . 3x,' XRAW(C) ',1x,' YRAW(C) ', . 3x,' D(M) ') enddo enddo enddo write(12,'(''#'')') write(12,122) write(12,'(''#'')') write(12,'(''# dmax: '',f8.4)') dmax write(12,'(''#'')') write( *,'(''#'')') write( *,122) write( *,'(''#'')') write( *,'(''# dmax: '',f8.4)') dmax write( *,'(''#'')') close(12) if (.true.) stop endif c---------------------------------------------------------------- c c test ability of xryrk2xgyg to accept either chip (k>=1) or meta (k=0) coords c if (.false.) then dmax = -0.001 open(13,file='test3.out.xryrVxmym2xgyg',status='unknown') write( *,'(''# test3.out.xryrVxmym2xgyg'')') write(13,'(''# test3.out.xryrVxmym2xgyg'')') write(13,'(''#'')') write(13,123) write(13,'(''#'')') write( *,'(''#'')') write( *,123) write( *,'(''#'')') do k = 1, 8 do ixr = 0000+4, 2048-4, 8 do iyr = 0000+4, 2048-4, 8 xr = ixr yr = iyr call xryrk2xmym_nrc(xr,yr,k,xm ,ym ) ! (1) call xryrk2xgyg_nrc(xr,yr,k,xg1,yg1) ! compute global position call xryrk2xgyg_nrc(xm,ym,0,xg2,yg2) ! compute global position dd = sqrt((xg1-xg2)**2+(yg1-yg2)**2) if (dd.gt.dmax) then dmax = dd write(*,113) k, ixr, iyr, . xr, yr, . xm, ym, . xg1, yg1, . xg2, yg2, dd endif write(13,113) k, ixr, iyr, . xr, yr, . xm, ym, . xg1, yg1, . xg2, yg2, dd 113 format(1x,i1,1x,i4,1x,i4,1x, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4,1x,f7.4) 123 format('#K',1x,'IRAW',1x,'JRAW',1x, . 3x,' XRAW ',1x,' YRAW ', . 3x,' XMETA ',1x,' YMETA ', . 3x,' XGLOB(R)',1x,' YGLOB(R)', . 3x,' XGLOB(M)',1x,' YGLOB(M)', . 3x,' D(M) ') enddo enddo enddo write(13,'(''#'')') write(13,123) write(13,'(''#'')') write(13,'(''# dmax: '',f8.4)') dmax write(13,'(''#'')') write( *,'(''#'')') write( *,123) write( *,'(''#'')') write( *,'(''# dmax: '',f8.4)') dmax write( *,'(''#'')') close(13) if (.true.) stop endif c---------------------------------------------------------------- c c test ability of xryrk2xgyg to accept either chip (k>=1) or meta (k=0) coords c if (.false.) then dmax = 0.00 open(14,file='test4.out.xryrVxgyg2xcyc',status='unknown') write( *,'(''# test4.out.xryrVxgyg2xcyc'')') write(14,'(''# test4.out.xryrVxgyg2xcyc'')') write(14,'(''#'')') write(14,124) write(14,'(''#'')') write( *,'(''#'')') write( *,124) write( *,'(''#'')') do k = 1, 8 do ixr = 0000+4, 2048-4, 8 do iyr = 0000+4, 2048-4, 8 xr = ixr yr = iyr call xryrk2xgyg_nrc(xr,yr,k,xg,yg) ! compute global position call xryrk2xcyc_nrc(xr,yr,k,xc,yc) ! compute global position call xgyg2xcyck_nrc(xg,yg,xct,yct,kt) ! compute global position dd = sqrt((xct-xc)**2+(yct-yc)**2) if (dd.gt.dmax) then dmax = dd write(*,114) k, ixr, iyr, . xr, yr, . xg, yg, . xc, yc, . xct, yct, dd endif write(14,114) k, ixr, iyr, . xr, yr, . xg, yg, . xc, yc, . xct, yct, dd 114 format(1x,i1,1x,i4,1x,i4,1x, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f7.4,1x,f7.4,1x,f7.4) 124 format('#K',1x,'IRAW',1x,'JRAW',1x, . 3x,' XRAW ',1x,' YRAW ', . 3x,' XGLOB ',1x,' YGLOB ', . 3x,' XCOR(R) ',1x,' YCOR(R) ', . 3x,' XCOR(B) ',1x,' YCOR(G) ', . 3x,' D(M) ') enddo enddo enddo write(14,'(''#'')') write(14,124) write(14,'(''#'')') write(14,'(''# dmax: '',f8.4)') dmax write(14,'(''#'')') write( *,'(''#'')') write( *,124) write( *,'(''#'')') write( *,'(''# dmax: '',f8.4)') dmax write( *,'(''#'')') close(14) if (.true.) stop endif c---------------------------------------------------------------- c c test ability of xryrk2xgyg to accept either chip (k>=1) or meta (k=0) coords c if (.false.) then dmax = 0.00 open(15,file='test5.out.xmym2xgyg2xmym',status='unknown') write( *,'(''# test5.out.xmym2xgyg2xmym'')') write(15,'(''# test5.out.xmym2xgyg2xmym'')') write(15,'(''#'')') write(15,125) write(15,'(''#'')') write( *,'(''#'')') write( *,125) write( *,'(''#'')') do k = 1, 8 do ixr = 0000+4, 2048-4, 8 do iyr = 0000+4, 2048-4, 8 xr = ixr yr = iyr call xryrk2xmym_nrc(xr,yr,k,xm,ym) ! compute meta-frame position call xryrk2xgyg_nrc(xr,yr,k,xg,yg) ! compute meta-frame position call xmym2xgyg_nrc(xm,ym,xg, yg) ! compute global position from meta call xgyg2xmym_nrc(xg,yg,xmt,ymt) ! compute meta position from global dd = sqrt((xmt-xm)**2+(ymt-ym)**2) ! test xmym2xgyg2xmym if (dd.gt.dmax) then dmax = dd write(*,115) k, ixr, iyr, . xr, yr, . xg, yg, . xm, ym, . xmt, ymt, dd endif write(15,115) k, ixr, iyr, . xr, yr, . xg, yg, . xm, ym, . xmt, ymt, dd 115 format(1x,i1,1x,i4,1x,i4,1x, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4, . 3x,f9.4,1x,f9.4,1x,f7.4) 125 format('#K',1x,'IRAW',1x,'JRAW',1x, . 3x,' XRAW ',1x,' YRAW ', . 3x,' XGLOB ',1x,' YGLOB ', . 3x,' XMETA(R)',1x,' YMETA(R)', . 3x,' XMETA(G)',1x,' YMETA(G)', . 3x,' DMETA ') enddo enddo enddo write(15,'(''#'')') write(15,125) write(15,'(''#'')') write(15,'(''# dmax: '',f8.4)') dmax write(15,'(''#'')') write( *,'(''#'')') write( *,125) write( *,'(''#'')') write( *,'(''# dmax: '',f8.4)') dmax write( *,'(''#'')') close(15) if (.true.) stop endif stop end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/WFC3UV/WFC3_UVIS_gc_fixskew.f" c**** c********************************************* c--------------------------------------------------------- c c this corrections the solution for a small (0.02-pixel) c on-axis skew (see skew correction) c --> I moved the correction into wfc3uv_gc_meta_k so c that it would go into everything (as well as the c inverse) c --> Here's the correction. It adds 0.01 pixel to x c and takes off 0.01 pixel from y. c c xc = xc + (xc-2048)/2048*0.01 ! skew correction c yc = yc - (yc-2048)/2048*0.01 c c--------------------------------------------------------- c-------------------------------------------------------------- c c this file contains three subroutines: c c 1) subroutine wfc3uv_gc(xr,yr,chip,filter,xc,yc) c c 2) subroutine wfc3uv_gc_meta_k(xr,yr,chip,filter,xc,yc) c c 3) subroutine wfc3uv_gc_meta(xr,yr,filter,xc,yc) c c-------------------------------------------------------------- CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC C C This subroutine corrects UVIS individual-chip raw C positions C C USAGE: C (xr,yr): raw sigle-chip positions C chip: chip ID (1-2, as in Bellini & Bedin 2009, C i.e. UVIS1=chip2, UVIS2=chip1) C filter: 0 -> F225W C 1 -> F275W C 2 -> F336W C 3 -> F390W C 4 -> F438W C 5 -> F555W C 6 -> F606W C 7 -> F775W C 8 -> F814W C 9 -> F850L C (xc,yc): corrected single-chip positions C C NOTE: if (LOOKUP .eq. .false.) the lookup_table C correction will be skipped. C CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC subroutine wfc3uv_gc(xr,yr,chip,filter,xc,yc) implicit none integer i,chip,filter,j,jj real*8 xr, yr, xt, yt, xc, yc real*8 x_cen, y_cen real*8 x_tab(38), y_tab(18), y1_tab(18), y2_tab(18) real a(9), b(9) integer zx ! zone number along x real xr_zx ! the start of each x-zone real rzx ! the location within an x-zone integer nx, ny ! table indices in x,y real rx, ry ! rough mapping into tables ; not exact real fx, fy ! the fractional offset between table entries real dxp, dyp real dxt, dyt character*1 char character*3 lab C---> LOOKUP: if true -> perform lookup-table correction C if false -> jump to polynomial correction logical LOOKUP data x_tab/0000.00, . 23.50, 192.25, 304.75, 417.25, 529.75, 698.50, . 698.50, 867.25, 979.75, 1092.25, 1204.75, 1373.50, . 1373.50, 1542.25, 1654.75, 1767.25, 1879.75, 2048.50, . 2048.50, 2217.25, 2329.75, 2442.25, 2554.75, 2723.50, . 2723.50, 2892.25, 3004.75, 3117.25, 3229.75, 3398.50, . 3398.50, 3567.25, 3679.75, 3792.25, 3904.75, 4073.50, . 4096.00/ data y1_tab/0000, 170.8125, 284.6875, 398.5625, 512.4375, . 626.3125, 740.1875, 911, . 911,1082, 1196, 1310, 1424, 1538, 1652, 1766, . 1880, 2051/ data y2_tab/0000, 171, 285, 399, 513, 627, 741, . 855, 969, 1140, . 1140, 1310.8125, 1424.6875, 1538.5625, 1652.4375, . 1766.3125, 1880.1875, 2051/ C---------------------------------------------------------------------- C C Polynomial coefficients; one line for each coord/filter C C real apoly(9,2,10) data apoly / .0.0, 0.0, 12.1203,-6.2786, 0.0638, 0.1759,-0.0568, 0.0037, 0.0347, .0.0, 0.0, 12.0209,-6.0574, 0.0012, 0.1487, 0.0219, 0.0610, 0.0325, .0.0, 0.0, 12.1023,-6.2844, 0.0608, 0.1783,-0.0559, 0.0048, 0.0333, .0.0, 0.0, 12.0155,-6.0395, 0.0012, 0.1436, 0.0258, 0.0508, 0.0324, .0.0, 0.0, 12.0912,-6.1882, 0.0653,-0.0623,-0.0965, 0.0164, 0.0330, .0.0, 0.0, 11.9937,-6.1352, 0.0042,-0.1514, 0.0740, 0.0398, 0.0326, .0.0, 0.0, 12.0575,-6.1989, 0.0669, 0.0417,-0.0828, 0.0160, 0.0502, .0.0, 0.0, 11.9586,-6.1143,-0.0066, 0.0016, 0.0700, 0.0742, 0.0547, .0.0, 0.0, 12.0355,-6.2339, 0.0632, 0.1161,-0.0506, 0.0311, 0.0408, .0.0, 0.0, 11.9735,-6.0685, 0.0021, 0.0612, 0.0431, 0.0732, 0.0563, .0.0, 0.0, 12.1457,-6.2259, 0.0621, 0.3040,-0.0430, 0.0225, 0.0338, .0.0, 0.0, 12.0384,-6.0369,-0.0048, 0.2288,-0.0145, 0.0538, 0.0541, .0.0, 0.0, 12.0439,-6.2225, 0.0654, 0.1827,-0.0544, 0.0333, 0.0232, .0.0, 0.0, 11.9592,-6.0686, 0.0009, 0.0963, 0.0371, 0.0759, 0.0359, .0.0, 0.0, 12.0443,-6.2037, 0.0623, 0.2732,-0.0516, 0.0585, 0.0746, .0.0, 0.0, 12.0220,-6.0396, 0.0046, 0.1394, 0.1234, 0.0205, 0.0324, .0.0, 0.0, 12.0251,-6.2193, 0.0653, 0.1919,-0.0539, 0.0473, 0.0375, .0.0, 0.0, 12.0577,-6.0836, 0.0027, 0.0638, 0.0910, 0.0730, 0.0273, .0.0, 0.0, 12.0511,-6.2362, 0.0578, 0.2917,-0.0457, 0.0421, 0.0576, .0.0, 0.0, 11.9808,-5.9852,-0.0017, 0.1943, 0.0244, 0.0661, 0.0388/ real bpoly(9,2,10) data bpoly / .129.2297, 1.9351,.5906,5.5526,-3.2274,.0291,0.0327,-0.0412,-.0230, .140.2701,-4.2153,.7732,5.4956,-3.0580,.1557,-.0093,-0.0264,0.0277, .129.2700, 1.9251,.5809,5.5472,-3.2410,.0333,0.0538,-0.0408,-.0118, .140.2850,-4.2207,.7807,5.4933,-3.0483,.1633,0.0072,-0.0253,0.0198, .129.4380, 1.7865,.6762,5.5652,-3.1553,.0038,0.0343,-0.0615,0.0163, .140.3147,-4.3218,.6715,5.4763,-3.1515,.1893,-.0271, 0.0050,0.0140, .129.3641, 1.8663,.6637,5.5509,-3.1606,.0137,0.0260,-0.0513,-.0139, .140.2162,-4.2584,.7200,5.4724,-3.1158,.1772,-.0166, 0.0014,0.0223, .129.3780, 1.8968,.6111,5.5392,-3.1606,.0303,0.0543,-0.0328,-.0219, .140.2763,-4.2583,.7713,5.4920,-3.0793,.1672,0.0269,-0.0219,0.0233, .129.3566, 1.9305,.5794,5.5224,-3.2361,.0322,0.0474,-0.0101,0.0053, .140.2924,-4.1853,.7695,5.4644,-3.0337,.1187,0.0147,-0.0192,0.0178, .129.3845, 1.8679,.6216,5.5261,-3.2111,.0259,0.0804,-0.0336,0.0093, .140.2800,-4.2506,.7619,5.4616,-3.0626,.1555,0.0086,-0.0196,0.0493, .129.3217, 1.9458,.5925,5.5377,-3.1707,.0017,0.0416, 0.0059,-.0007, .140.1670,-4.2114,.7804,5.5297,-2.9862,.2284,0.0016, 0.0373,-.0099, .129.3650, 1.8970,.6181,5.5162,-3.1900,.0373,0.0716,-0.0474,-.0039, .140.1682,-4.2747,.7646,5.5080,-3.0895,.2008,0.0225, 0.0417,0.0535, .129.3177, 1.9401,.5467,5.5222,-3.2432,.0243,0.0650,-0.0497,0.0007, .140.2988,-4.2084,.8176,5.5099,-2.9918,.1504,0.0267,-0.0299,0.0396/ C---------------------------------------------------------------------- C C These are the lookup-table entries with the filter as the C fastest-moving element, then x then y ; C integer*2 dx1(10,38,18) integer*2 dy1(10,38,18) integer*2 dx2(10,38,18) integer*2 dy2(10,38,18) data dx1 / .-085,-076,-165,-094,-062,-030,-081,-051,-118,-055, ! dx1(1:10, 1, 1) .-021,-027,-147,-111,-038,-030,-061,-035,-104,-043, ! dx1(1:10, 2, 1) .-038,-041,-104,-070,-025,-025,-038,-009,-077,-002, ! dx1(1:10, 3, 1) .-011,-024,-086,-066,-045,-028,-045,-005,-070,-037, ! dx1(1:10, 4, 1) .-064,-044,-072,-045,-047,-046,-042,-013,-062,-026, ! dx1(1:10, 5, 1) .-031,-021,-032,-018,-021,-022,-021,-020,-030, 001, ! dx1(1:10, 6, 1) .-006,-004,-007,-005,-013,-038,-011,-023, 002,-016, ! dx1(1:10, 7, 1) .-056,-067,-061,-046,-061,-082,-061,-070,-041,-065, ! dx1(1:10, 8, 1) .-031,-018, 003,-002,-026,-030,-027,-047,-008,-012, ! dx1(1:10, 9, 1) .-041,-032,-001,-008,-029,-040,-032,-038,-019,-021, ! dx1(1:10,10, 1) .-002,-008, 010,-002,-025,-038,-031,-014,-011,-004, ! dx1(1:10,11, 1) .-009, 001, 026, 032,-010,-017,-013, 002, 009, 005, ! dx1(1:10,12, 1) .-009,-003, 018, 012,-008,-008,-008, 002, 024, 011, ! dx1(1:10,13, 1) . 022, 012, 032, 035, 006,-001,-002, 015, 036, 014, ! dx1(1:10,14, 1) . 014, 017, 032, 033, 024, 022, 016, 023, 052, 042, ! dx1(1:10,15, 1) . 008, 024, 027, 034, 022, 021, 023, 020, 053, 021, ! dx1(1:10,16, 1) . 030, 026, 036, 046, 037, 029, 034, 033, 053, 040, ! dx1(1:10,17, 1) . 041, 037, 044, 053, 053, 052, 037, 039, 053, 055, ! dx1(1:10,18, 1) . 047, 052, 047, 060, 056, 053, 052, 044, 038, 054, ! dx1(1:10,19, 1) . 020, 022, 027, 035, 035, 024, 023, 021, 020, 035, ! dx1(1:10,20, 1) . 045, 046, 017, 035, 048, 054, 033, 039, 017, 053, ! dx1(1:10,21, 1) . 005, 031, 015, 031, 034, 029, 016, 044, 004, 038, ! dx1(1:10,22, 1) . 029, 021, 016, 028, 036, 036, 023, 058, 002, 043, ! dx1(1:10,23, 1) . 021, 018, 000, 011, 025, 025, 017, 068, 003, 042, ! dx1(1:10,24, 1) . 000, 018,-003, 015, 020, 018, 008, 053, 012, 031, ! dx1(1:10,25, 1) . 000, 007,-031,-003, 003,-009,-018, 037,-021, 003, ! dx1(1:10,26, 1) .-008,-001,-037,-020,-013,-027,-020, 029,-015, 012, ! dx1(1:10,27, 1) . 005,-008,-022,-017,-006,-030,-018, 016,-020, 017, ! dx1(1:10,28, 1) .-001,-013,-029,-023,-011,-017,-028, 004,-025, 025, ! dx1(1:10,29, 1) .-011,-015,-017,-017,-013,-009,-022, 001,-031, 022, ! dx1(1:10,30, 1) .-007,-012,-010,-013,-002, 031,-020,-011,-014, 003, ! dx1(1:10,31, 1) .-007,-015,-031,-017,-012, 033,-024,-022,-020, 017, ! dx1(1:10,32, 1) . 015, 011, 012, 011, 008, 050,-015, 010, 014, 009, ! dx1(1:10,33, 1) . 007, 002, 019, 009, 002, 033,-021, 010, 024, 020, ! dx1(1:10,34, 1) . 004, 019, 036, 033, 018, 036,-025, 022, 034, 014, ! dx1(1:10,35, 1) . 006, 004, 058, 037, 007, 001,-032, 025, 023,-006, ! dx1(1:10,36, 1) . 013, 002, 094, 059, 013,-087,-034, 022,-013,-012, ! dx1(1:10,37, 1) . 060, 032, 121, 079, 030,-073,-010, 037, 014, 014, ! dx1(1:10,38, 1) .-044,-030,-120,-077,-016,-016,-035,-027,-067,-023, ! dx1(1:10, 1, 2) .-057,-040,-119,-083,-025,-015,-042,-022,-062,-015, ! dx1(1:10, 2, 2) .-041,-019,-064,-057,-020, 000,-027,-002,-050,-032, ! dx1(1:10, 3, 2) .-039,-034,-061,-050,-032,-025,-028,-012,-050,-027, ! dx1(1:10, 4, 2) .-031,-017,-040,-036,-020,-024,-026,-010,-036,-019, ! dx1(1:10, 5, 2) .-002,-006,-008,-007,-018,-026,-003,-013,-012,-011, ! dx1(1:10, 6, 2) .-023, 000, 013, 004, 000,-010, 006,-020, 004,-003, ! dx1(1:10, 7, 2) .-053,-027,-029,-033,-049,-052,-041,-066,-038,-046, ! dx1(1:10, 8, 2) .-025,-023, 001,-005,-028,-039,-023,-040,-014,-031, ! dx1(1:10, 9, 2) .-012,-016, 007,-007,-029,-031,-026,-038,-014,-026, ! dx1(1:10,10, 2) .-014,-008, 015,-001,-020,-034,-020,-025,-013,-031, ! dx1(1:10,11, 2) .-007,-005, 017, 000,-018,-022,-018,-018,-006,-003, ! dx1(1:10,12, 2) .-015,-001, 011, 002,-010,-021,-010,-021, 007,-020, ! dx1(1:10,13, 2) . 002, 016, 025, 016, 000,-005, 001,-008, 015, 000, ! dx1(1:10,14, 2) . 002, 012, 023, 023, 010, 003, 009,-007, 033, 000, ! dx1(1:10,15, 2) . 002, 010, 023, 023, 016, 009, 013,-001, 036, 016, ! dx1(1:10,16, 2) . 006, 016, 016, 033, 028, 023, 019, 002, 037, 019, ! dx1(1:10,17, 2) . 012, 022, 030, 036, 041, 031, 038, 011, 033, 030, ! dx1(1:10,18, 2) . 023, 019, 014, 024, 044, 040, 028, 019, 026, 025, ! dx1(1:10,19, 2) . 013, 000,-003, 009, 022, 027, 017, 001, 002, 004, ! dx1(1:10,20, 2) . 007, 011, 005, 018, 025, 026, 021, 014, 003, 023, ! dx1(1:10,21, 2) . 024, 022, 004, 026, 042, 036, 032, 026, 007, 024, ! dx1(1:10,22, 2) . 012, 033,-004, 022, 024, 016, 012, 035, 000, 022, ! dx1(1:10,23, 2) . 024, 034, 011, 010, 025, 021, 024, 046, 009, 023, ! dx1(1:10,24, 2) . 011, 002,-008, 003, 007,-006, 004, 031, 000, 018, ! dx1(1:10,25, 2) .-027,-018,-023,-020,-011,-017,-011, 015,-019,-003, ! dx1(1:10,26, 2) .-005,-016,-030,-027,-020,-026,-013, 006,-020, 002, ! dx1(1:10,27, 2) .-022,-012,-046,-038,-019,-039,-019,-009,-027,-006, ! dx1(1:10,28, 2) .-011,-009,-036,-035,-021,-036,-018,-013,-038,-003, ! dx1(1:10,29, 2) .-011,-011,-035,-031,-010,-008,-018,-015,-027, 002, ! dx1(1:10,30, 2) .-023,-018,-027,-028,-018, 033,-021,-025,-009, 001, ! dx1(1:10,31, 2) .-024,-029,-026,-031,-021, 032,-029,-037,-025,-003, ! dx1(1:10,32, 2) . 003,-003,-007,-015,-005, 041,-020,-014, 011, 010, ! dx1(1:10,33, 2) .-007, 001, 006, 005,-001, 038,-016,-006, 028, 000, ! dx1(1:10,34, 2) .-001,-003, 029, 019, 004, 018,-020, 001, 029,-004, ! dx1(1:10,35, 2) . 011, 000, 035, 027, 005, 002,-022, 002, 018,-007, ! dx1(1:10,36, 2) .-016, 000, 078, 039, 009,-088,-030, 004, 003,-020, ! dx1(1:10,37, 2) . 014, 031, 110, 079, 035,-072,-013, 033, 014,-014, ! dx1(1:10,38, 2) .-044,-046,-124,-066,-019,-019,-034,-028,-042,-044, ! dx1(1:10, 1, 3) .-023,-006,-082,-069,-010, 002,-030,-014,-045,-029, ! dx1(1:10, 2, 3) .-024,-028,-065,-043,-011,-011,-017, 000,-034,-013, ! dx1(1:10, 3, 3) .-022,-015,-039,-037,-019,-017,-022,-013,-033,-020, ! dx1(1:10, 4, 3) .-011,-010,-021,-022,-018,-019,-013,-017,-027,-022, ! dx1(1:10, 5, 3) .-002, 005, 000, 000,-005,-012, 002,-017, 000,-009, ! dx1(1:10, 6, 3) .-006,-002, 020, 003,-003,-021, 005,-022,-003,-022, ! dx1(1:10, 7, 3) .-013,-040,-024,-031,-038,-050,-030,-061,-043,-059, ! dx1(1:10, 8, 3) .-032,-013, 014,-006,-020,-035,-015,-034,-011,-029, ! dx1(1:10, 9, 3) .-035,-024, 010,-009,-024,-033,-024,-031,-015,-029, ! dx1(1:10,10, 3) .-015,-007, 017, 002,-023,-028,-016,-024,-008,-019, ! dx1(1:10,11, 3) .-023,-009, 021, 001,-020,-021,-011,-020,-009,-020, ! dx1(1:10,12, 3) .-010,-004,-002,-013,-023,-026,-020,-039,-012,-014, ! dx1(1:10,13, 3) . 006, 003, 014, 008,-003,-003,-001,-021, 007,-005, ! dx1(1:10,14, 3) . 006, 010, 020, 010, 011, 004, 011,-016, 021, 001, ! dx1(1:10,15, 3) .-004, 003, 014, 015, 014, 005, 016,-009, 026, 000, ! dx1(1:10,16, 3) . 004, 008, 016, 020, 026, 016, 022,-006, 028, 009, ! dx1(1:10,17, 3) . 006, 004, 006, 016, 027, 018, 023, 001, 023, 005, ! dx1(1:10,18, 3) . 001, 020, 010, 012, 026, 026, 027, 009, 010, 020, ! dx1(1:10,19, 3) .-013, 004,-013, 000, 017, 018, 013,-007,-001, 012, ! dx1(1:10,20, 3) . 012, 000, 000, 011, 023, 023, 013, 006, 006, 001, ! dx1(1:10,21, 3) . 008, 015,-008, 012, 020, 017, 017, 008, 001, 014, ! dx1(1:10,22, 3) . 018, 012,-001, 013, 026, 022, 012, 018, 002, 015, ! dx1(1:10,23, 3) . 013, 022,-004, 006, 022, 013, 012, 025,-001, 012, ! dx1(1:10,24, 3) . 012, 009, 004,-003, 000,-002, 007, 019,-002, 011, ! dx1(1:10,25, 3) .-009, 000,-020,-016,-007,-020,-015, 002,-013, 003, ! dx1(1:10,26, 3) .-006,-020,-029,-030,-012,-033,-010,-008,-025,-005, ! dx1(1:10,27, 3) .-013,-014,-043,-029,-026,-042,-020,-015,-032,-004, ! dx1(1:10,28, 3) .-011,-011,-038,-035,-016,-031,-022,-020,-040, 002, ! dx1(1:10,29, 3) . 004,-018,-031,-028,-013,-003,-006,-010,-020, 010, ! dx1(1:10,30, 3) .-007,-016,-025,-022,-007, 044,-021,-024,-010, 001, ! dx1(1:10,31, 3) .-014,-017,-039,-025,-011, 038,-028,-024,-015, 003, ! dx1(1:10,32, 3) .-005,-014,-003,-015,-002, 052,-014,-013, 011, 001, ! dx1(1:10,33, 3) . 003,-001, 000, 000,-004, 031,-015,-010, 027, 000, ! dx1(1:10,34, 3) . 001, 004, 014, 003, 000, 025,-013,-002, 031,-006, ! dx1(1:10,35, 3) .-002, 000, 037, 027, 009, 002,-017,-002, 025,-007, ! dx1(1:10,36, 3) . 029, 017, 068, 040, 007,-076,-014, 002, 006,-025, ! dx1(1:10,37, 3) . 031, 018, 105, 061, 036,-079, 004, 017, 012, 001, ! dx1(1:10,38, 3) .-025,-023,-075,-057,-005, 000,-023,-012,-043, 007, ! dx1(1:10, 1, 4) .-031,-007,-072,-037, 004, 001,-011,-009,-027, 000, ! dx1(1:10, 2, 4) .-007,-001,-033,-033,-006,-007,-020,-009,-024,-014, ! dx1(1:10, 3, 4) .-004,-001,-018,-018,-005,-007,-004,-003,-017,-007, ! dx1(1:10, 4, 4) .-014, 000,-010,-001,-005,-013,-003,-018,-007,-012, ! dx1(1:10, 5, 4) . 003, 016, 012, 004, 010,-012, 008,-010, 001,-012, ! dx1(1:10, 6, 4) .-013, 007, 017,-001, 000,-010, 007,-023, 000,-020, ! dx1(1:10, 7, 4) .-052,-021,-010,-017,-033,-045,-023,-053,-025,-039, ! dx1(1:10, 8, 4) .-016,-010, 001,-010,-025,-031,-016,-036,-017,-033, ! dx1(1:10, 9, 4) .-019, 000, 021, 000,-018,-016,-009,-018,-008,-023, ! dx1(1:10,10, 4) .-023,-007, 008,-007,-024,-025,-017,-024,-017,-025, ! dx1(1:10,11, 4) . 006, 010, 022, 010,-007,-008, 001,-014, 001,-015, ! dx1(1:10,12, 4) .-044,-018,-006,-016,-030,-030,-023,-046,-022,-033, ! dx1(1:10,13, 4) .-004, 001, 016, 003,-012,-006, 000,-022, 001,-012, ! dx1(1:10,14, 4) . 000, 013, 013, 015, 016, 007, 014,-017, 017,-003, ! dx1(1:10,15, 4) . 006,-008,-002, 011, 004, 000, 007,-026, 017,-005, ! dx1(1:10,16, 4) .-008, 012, 005, 013, 017, 004, 016,-011, 027,-006, ! dx1(1:10,17, 4) .-009, 000, 007, 010, 026, 018, 024, 007, 023, 008, ! dx1(1:10,18, 4) .-018, 000, 002, 006, 026, 016, 021, 007, 010,-004, ! dx1(1:10,19, 4) .-004,-004,-008, 000, 018, 008, 012,-004,-011,-012, ! dx1(1:10,20, 4) . 001, 011, 000, 011, 021, 017, 015, 002, 009, 015, ! dx1(1:10,21, 4) . 002, 013,-005, 005, 018, 016, 008,-002, 000, 001, ! dx1(1:10,22, 4) . 014, 017,-007, 003, 015, 011, 014, 000, 002, 004, ! dx1(1:10,23, 4) . 016, 013, 009, 009, 014, 012, 012, 009, 002, 012, ! dx1(1:10,24, 4) . 012, 009,-016,-008,-003,-004, 000, 001,-001, 001, ! dx1(1:10,25, 4) .-002,-001,-019,-015,-017,-016,-011,-024,-022,-008, ! dx1(1:10,26, 4) .-006,-011,-029,-026,-016,-036,-015,-009,-021, 002, ! dx1(1:10,27, 4) .-011,-012,-040,-034,-027,-041,-019,-022,-039,-008, ! dx1(1:10,28, 4) . 001,-016,-042,-032,-022,-026,-019,-021,-028,-003, ! dx1(1:10,29, 4) .-005, 005,-029,-026, 002, 005,-007,-002,-017, 004, ! dx1(1:10,30, 4) .-002,-029,-034,-045,-027, 030,-019,-019,-014,-011, ! dx1(1:10,31, 4) .-009,-024,-034,-040,-021, 035,-026,-015,-018,-005, ! dx1(1:10,32, 4) .-007,-011,-012,-021,-007, 045,-013,-004, 012,-002, ! dx1(1:10,33, 4) . 004,-013,-002,-016,-009, 035,-016,-004, 021,-006, ! dx1(1:10,34, 4) . 005,-006, 011, 006,-002, 020,-019,-006, 024,-008, ! dx1(1:10,35, 4) .-005, 009, 023, 020, 004, 014,-007,-006, 024,-007, ! dx1(1:10,36, 4) . 010,-001, 064, 021, 004,-087,-024,-024, 000,-007, ! dx1(1:10,37, 4) . 055, 034, 090, 052, 028,-067, 005, 006, 030, 002, ! dx1(1:10,38, 4) .-025, 000,-056,-040, 018,-021,-020,-006,-009,-008, ! dx1(1:10, 1, 5) .-027, 003,-047,-017, 016, 007,-004,-003,-013, 002, ! dx1(1:10, 2, 5) .-006, 005,-009,-003, 010, 005, 000,-006,-009, 000, ! dx1(1:10, 3, 5) . 009, 012,-006, 005, 004, 005, 000,-006,-005, 004, ! dx1(1:10, 4, 5) . 001, 019, 006,-001,-003,-010, 000,-016,-007,-014, ! dx1(1:10, 5, 5) . 024, 027, 028, 019, 012, 001, 019,-012, 011,-002, ! dx1(1:10, 6, 5) . 008, 024, 031, 030, 009, 001, 018,-006, 014, 001, ! dx1(1:10, 7, 5) .-028,-014,-009,-017,-035,-042,-024,-058,-035,-054, ! dx1(1:10, 8, 5) .-017,-002, 017, 004,-009,-020, 003,-016,-002,-019, ! dx1(1:10, 9, 5) .-004,-004, 013,-004,-020,-022,-012,-015,-014,-021, ! dx1(1:10,10, 5) .-005,-004, 015, 000,-021,-022,-008,-018,-014,-022, ! dx1(1:10,11, 5) .-003, 003, 024, 002,-013,-001, 000,-015,-003,-010, ! dx1(1:10,12, 5) .-018,-016, 000,-012,-020,-023,-012,-038,-024,-018, ! dx1(1:10,13, 5) .-002, 018, 020, 011, 000, 006, 012,-020, 003,-001, ! dx1(1:10,14, 5) . 013, 003, 011, 007, 007, 003, 010,-014, 014,-004, ! dx1(1:10,15, 5) .-005, 009,-003, 002, 007,-003, 007,-018, 019,-020, ! dx1(1:10,16, 5) .-011,-013,-006, 002, 010, 007, 015,-004, 017,-001, ! dx1(1:10,17, 5) .-009,-004, 000, 005, 027, 014, 018, 015, 023,-002, ! dx1(1:10,18, 5) . 012, 004,-004, 003, 016, 015, 019, 014, 014,-003, ! dx1(1:10,19, 5) .-016,-010,-008,-008, 009, 009, 004,-006, 003, 003, ! dx1(1:10,20, 5) . 001, 008,-002, 002, 015, 012, 016, 000, 005,-001, ! dx1(1:10,21, 5) .-005, 006,-004, 007, 012, 010, 008,-001, 001, 005, ! dx1(1:10,22, 5) . 005, 015, 000,-002, 013, 009, 009,-010, 005, 009, ! dx1(1:10,23, 5) . 009, 012, 002, 006, 007, 006, 010,-007, 004, 007, ! dx1(1:10,24, 5) .-004, 000,-006, 000,-004,-005,-003,-010,-009, 003, ! dx1(1:10,25, 5) .-021,-016,-027,-029,-029,-031,-020,-031,-018,-015, ! dx1(1:10,26, 5) .-008,-005,-018,-015,-014,-030,-010,-018,-021,-007, ! dx1(1:10,27, 5) .-008,-011,-033,-032,-022,-040,-017,-015,-035,-002, ! dx1(1:10,28, 5) .-016,-009,-031,-024,-018,-020,-012,-004,-026, 004, ! dx1(1:10,29, 5) . 003,-004,-024,-016,-002, 008, 003, 005,-017, 011, ! dx1(1:10,30, 5) .-012,-006,-032,-028,-008, 038,-026,-002,-013,-006, ! dx1(1:10,31, 5) .-017,-014,-035,-035,-016, 041,-012,-002,-018,-003, ! dx1(1:10,32, 5) . 013, 001,-005,-026,-002, 051,-008, 009, 016, 002, ! dx1(1:10,33, 5) . 006,-007,-016,-020,-010, 040,-015,-002, 006,-008, ! dx1(1:10,34, 5) . 000, 002, 007,-007,-008, 021,-012,-007, 020,-010, ! dx1(1:10,35, 5) . 019, 008, 028, 004, 001, 006,-007,-007, 020,-005, ! dx1(1:10,36, 5) .-003,-005, 044, 016, 000,-088,-011,-019,-003,-018, ! dx1(1:10,37, 5) . 010, 026, 075, 062, 020,-077, 027, 014, 027, 011, ! dx1(1:10,38, 5) .-011,-029,-052,-018,-011,-006,-018, 008,-016, 000, ! dx1(1:10, 1, 6) .-008, 006,-029,-002, 017, 015, 002, 014,-004, 005, ! dx1(1:10, 2, 6) . 021, 021, 006, 010, 019, 014, 004, 002, 006, 016, ! dx1(1:10, 3, 6) . 004, 018, 022, 007, 016, 002, 003,-004, 002, 008, ! dx1(1:10, 4, 6) . 008, 013, 012, 015, 002, 000, 005,-022, 006,-009, ! dx1(1:10, 5, 6) . 006, 026, 031, 021, 015, 003, 015,-007, 010, 005, ! dx1(1:10, 6, 6) . 033, 042, 042, 027, 014, 009, 023,-001, 013,-004, ! dx1(1:10, 7, 6) .-016, 003,-001,-001,-020,-024,-008,-038,-018,-023, ! dx1(1:10, 8, 6) .-007, 002, 015, 003,-008,-012, 000,-012,-008,-023, ! dx1(1:10, 9, 6) .-012,-012, 003,-005,-017,-013,-001,-009,-011,-024, ! dx1(1:10,10, 6) .-005, 005, 013, 000,-012,-008, 001,-011,-001,-014, ! dx1(1:10,11, 6) . 002,-006, 011,-001,-017,-005, 000,-019,-009,-014, ! dx1(1:10,12, 6) .-012,-002,-002,-010,-017,-014,-008,-036,-009,-026, ! dx1(1:10,13, 6) .-007, 001, 016, 007,-006, 002, 007,-024, 001,-012, ! dx1(1:10,14, 6) . 001, 016, 008, 006, 004, 005, 011,-013, 008,-003, ! dx1(1:10,15, 6) .-005,-007,-009,-002,-002, 000, 005,-002, 017,-018, ! dx1(1:10,16, 6) .-005,-001,-006, 001, 014, 004, 012, 012, 021,-002, ! dx1(1:10,17, 6) .-011,-007,-004,-005, 005, 003, 011, 019, 014,-004, ! dx1(1:10,18, 6) . 008, 022, 014, 014, 030, 022, 020, 028, 025, 007, ! dx1(1:10,19, 6) . 000, 004,-003, 003, 021, 016, 017, 016, 009,-006, ! dx1(1:10,20, 6) . 002, 011, 004, 013, 025, 017, 015, 004, 014, 015, ! dx1(1:10,21, 6) . 000, 011,-002, 003, 015, 014, 013,-009, 002, 000, ! dx1(1:10,22, 6) . 009, 007,-001, 011, 011, 009, 014,-017, 004, 013, ! dx1(1:10,23, 6) . 005, 012, 000, 009, 011, 005, 010,-014, 009, 008, ! dx1(1:10,24, 6) . 002, 004,-007,-016,-011,-025,-006,-021,-005,-003, ! dx1(1:10,25, 6) .-007,-004,-021,-014,-020,-026,-016,-035,-018,-002, ! dx1(1:10,26, 6) .-005,-015,-016,-015,-018,-030,-010,-012,-014, 001, ! dx1(1:10,27, 6) .-005,-007,-020,-018,-005,-032,-012,-001,-019,-003, ! dx1(1:10,28, 6) . 005,-006,-028,-020,-013,-020,-009, 001,-014, 001, ! dx1(1:10,29, 6) . 007,-003,-023,-021,-001, 016,-006, 016,-010, 004, ! dx1(1:10,30, 6) .-005,-014,-029,-028,-012, 041,-008, 008,-013,-007, ! dx1(1:10,31, 6) . 013,-022,-021,-028,-012, 043,-010, 017,-007, 000, ! dx1(1:10,32, 6) .-002, 003,-015,-024, 000, 057,-006, 027, 005, 004, ! dx1(1:10,33, 6) . 000,-019,-011,-035,-015, 036,-017,-002, 001,-015, ! dx1(1:10,34, 6) . 008,-006, 000,-019,-005, 022,-016,-009, 009, 001, ! dx1(1:10,35, 6) . 018, 001, 022, 013, 006, 013,-001,-003, 017,-007, ! dx1(1:10,36, 6) . 013, 003, 036, 011, 000,-075,-010,-018,-009,-007, ! dx1(1:10,37, 6) . 033, 035, 071, 051, 028,-066, 024, 002, 004, 022, ! dx1(1:10,38, 6) .-011, 021,-028, 003, 017, 009, 006, 029,-002,-006, ! dx1(1:10, 1, 7) . 016, 017,-021, 009, 030, 018, 009, 036, 005, 008, ! dx1(1:10, 2, 7) . 020, 026, 029, 024, 032, 027, 016, 017, 018, 020, ! dx1(1:10, 3, 7) . 032, 033, 030, 032, 024, 021, 020, 001, 021, 021, ! dx1(1:10, 4, 7) . 007, 015, 030, 018, 010, 009, 012,-014, 012, 003, ! dx1(1:10, 5, 7) . 026, 043, 042, 030, 026, 017, 026, 000, 023, 010, ! dx1(1:10, 6, 7) . 028, 027, 039, 036, 022, 010, 030, 007, 022, 008, ! dx1(1:10, 7, 7) .-008,-005,-003,-008,-020,-023,-013,-029,-019,-026, ! dx1(1:10, 8, 7) .-005, 004, 002, 000,-009,-012, 004,-012,-007,-021, ! dx1(1:10, 9, 7) .-015, 003, 002,-003,-013,-015,-001,-006,-009,-013, ! dx1(1:10,10, 7) . 004,-003, 001, 000,-017,-006, 000,-018,-011,-018, ! dx1(1:10,11, 7) . 005, 009, 014,-002,-006, 001, 007,-018, 000,-009, ! dx1(1:10,12, 7) .-021,-019,-016,-015,-029,-012,-012,-036,-026,-028, ! dx1(1:10,13, 7) . 025, 018, 008, 012,-002, 007, 011,-017, 002,-004, ! dx1(1:10,14, 7) . 000,-002, 000, 002, 001, 005, 008,-011, 007,-001, ! dx1(1:10,15, 7) .-007, 003,-011,-005,-003,-002, 003, 000, 012,-012, ! dx1(1:10,16, 7) .-002,-007,-003, 000, 011, 007, 010, 020, 019,-011, ! dx1(1:10,17, 7) .-002, 007, 001, 008, 024, 014, 021, 034, 028, 003, ! dx1(1:10,18, 7) . 003,-003, 002, 003, 017, 013, 009, 035, 015, 006, ! dx1(1:10,19, 7) . 000,-009,-004, 006, 011, 008, 008, 023, 012, 008, ! dx1(1:10,20, 7) . 011, 006, 009, 013, 023, 015, 015, 009, 010, 010, ! dx1(1:10,21, 7) .-005, 001, 000, 008, 014, 009, 012,-013, 009, 011, ! dx1(1:10,22, 7) . 008, 008, 003, 011, 009, 008, 010,-017, 007, 002, ! dx1(1:10,23, 7) . 006, 006, 008, 010, 008, 002, 017,-016, 014, 009, ! dx1(1:10,24, 7) . 006,-001,-003, 007,-001,-006, 002,-014, 012, 014, ! dx1(1:10,25, 7) .-013,-010,-019,-015,-009,-021,-005,-023, 000, 000, ! dx1(1:10,26, 7) .-010,-009,-012,-008,-012,-026,-004,-005,-005, 000, ! dx1(1:10,27, 7) . 001,-011,-014,-012,-007,-023,-006, 007,-007, 008, ! dx1(1:10,28, 7) .-004,-010,-018,-014,-007,-014,-005, 011,-012, 003, ! dx1(1:10,29, 7) .-009,-010,-012,-017, 000, 017,-004, 029,-004, 006, ! dx1(1:10,30, 7) . 000,-015,-030,-014,-005, 041,-006, 027,-006, 001, ! dx1(1:10,31, 7) .-016,-027,-024,-031,-004, 044,-012, 033,-004,-004, ! dx1(1:10,32, 7) .-001,-011,-029,-023,-005, 043,-013, 025,-007,-002, ! dx1(1:10,33, 7) .-004,-014,-012,-024,-006, 035,-006, 012, 001, 000, ! dx1(1:10,34, 7) . 026, 000,-005,-006,-003, 031,-008,-005, 002,-006, ! dx1(1:10,35, 7) . 006, 009, 021, 003, 004, 011, 000, 000, 007, 002, ! dx1(1:10,36, 7) .-007,-015, 030, 016, 000,-080,-004,-020,-010,-013, ! dx1(1:10,37, 7) . 042, 033, 065, 040, 022,-066, 016, 003, 012, 008, ! dx1(1:10,38, 7) . 005, 002,-008, 012, 043, 012,-010, 048, 008,-004, ! dx1(1:10, 1, 8) . 016, 010, 011, 031, 032, 016, 017, 040, 018, 032, ! dx1(1:10, 2, 8) . 038, 057, 049, 055, 055, 046, 037, 045, 041, 050, ! dx1(1:10, 3, 8) . 009, 026, 048, 032, 028, 025, 023, 011, 025, 027, ! dx1(1:10, 4, 8) . 035, 039, 048, 039, 030, 024, 019, 007, 025, 016, ! dx1(1:10, 5, 8) . 044, 043, 058, 047, 033, 022, 034, 015, 029, 032, ! dx1(1:10, 6, 8) . 018, 033, 044, 037, 028, 031, 041, 028, 030, 030, ! dx1(1:10, 7, 8) .-012,-002, 004, 000,-005,-012,-005,-009,-009,-019, ! dx1(1:10, 8, 8) .-003, 000, 002, 004,-007,-004, 005, 001, 002,-006, ! dx1(1:10, 9, 8) . 001,-006,-004,-003,-014, 001,-002,-011,-003,-016, ! dx1(1:10,10, 8) . 012, 008, 004,-001,-011,-002, 006,-024, 002,-005, ! dx1(1:10,11, 8) .-001, 006, 007, 008,-011, 009, 010,-025, 000, 004, ! dx1(1:10,12, 8) . 028, 004, 000,-008,-019,-005,-003,-030,-005,-014, ! dx1(1:10,13, 8) . 004, 004, 004, 008,-006, 014, 013,-012, 005, 006, ! dx1(1:10,14, 8) . 014, 016, 001, 003, 001, 005, 010,-005, 011, 003, ! dx1(1:10,15, 8) . 004, 004,-007,-005, 000,-002, 002, 003, 008,-008, ! dx1(1:10,16, 8) . 017, 014,-003, 009, 010,-002, 011, 025, 015, 011, ! dx1(1:10,17, 8) . 010, 003, 012, 012, 022, 012, 019, 052, 026, 006, ! dx1(1:10,18, 8) .-021,-003, 000, 012, 018, 010, 015, 030, 007, 006, ! dx1(1:10,19, 8) .-010, 001,-004, 004, 011,-002, 007, 023, 004,-006, ! dx1(1:10,20, 8) .-002,-003, 002, 003, 009, 004, 009, 004, 008, 003, ! dx1(1:10,21, 8) .-003,-007, 000, 005, 011, 007, 008, 000, 003, 010, ! dx1(1:10,22, 8) . 014, 002, 005, 021, 014, 009, 016,-008, 014, 016, ! dx1(1:10,23, 8) . 006,-008, 001, 016, 005, 008, 010,-006, 017, 015, ! dx1(1:10,24, 8) . 004, 000, 002, 011, 002,-021, 016,-002, 015, 011, ! dx1(1:10,25, 8) . 013,-003, 003, 020,-004,-011, 008,-002, 017, 016, ! dx1(1:10,26, 8) .-017,-035,-016,-015,-011,-028,-005, 002,-001, 000, ! dx1(1:10,27, 8) .-020,-022,-015,-013,-008,-030,-007, 002,-008, 000, ! dx1(1:10,28, 8) . 001,-012,-010,-017,-007,-015,-007, 021, 002, 007, ! dx1(1:10,29, 8) . 007, 004,-004,-009, 013, 017, 002, 044, 005, 015, ! dx1(1:10,30, 8) .-011,-012,-021,-027, 001, 044,-015, 038,-004, 003, ! dx1(1:10,31, 8) .-002,-016,-028,-019,-004, 039,-023, 030, 000,-003, ! dx1(1:10,32, 8) . 007,-002,-011,-017, 005, 066, 002, 040,-001, 014, ! dx1(1:10,33, 8) . 002,-006,-017,-012,-004, 037,-004, 018,-011, 001, ! dx1(1:10,34, 8) . 011,-008, 003,-013,-003, 031, 000, 011,-012, 003, ! dx1(1:10,35, 8) . 026, 008, 015, 016, 007, 024, 009, 005,-006, 009, ! dx1(1:10,36, 8) . 015, 020, 038, 011, 005,-075, 004,-012,-011, 007, ! dx1(1:10,37, 8) . 040, 017, 051, 040, 012,-057, 020, 002,-001, 026, ! dx1(1:10,38, 8) .-031,-047,-009, 008, 018,-009,-005, 030, 022, 001, ! dx1(1:10, 1, 9) .-006,-010,-045,-015,-010,-028,-027, 004,-029,-033, ! dx1(1:10, 2, 9) . 010, 000, 016, 013, 009, 002,-004,-008, 000, 003, ! dx1(1:10, 3, 9) . 000, 000, 004, 012, 002,-005,-011,-017,-010,-010, ! dx1(1:10, 4, 9) .-022,-003, 006,-001,-015,-012,-017,-041,-016,-014, ! dx1(1:10, 5, 9) . 011, 007, 027, 010,-002,-008, 000,-019,-002,-006, ! dx1(1:10, 6, 9) .-018, 009, 011, 014, 010,-003, 009,-004, 002,-006, ! dx1(1:10, 7, 9) .-018, 000,-004,-010,-014,-024,-009,-018,-019,-033, ! dx1(1:10, 8, 9) . 000,-006,-001,-003,-013,-012, 000,-006,-004,-009, ! dx1(1:10, 9, 9) .-006,-003,-005,-013,-018,-005,-001,-009,-003,-018, ! dx1(1:10,10, 9) . 006, 008, 000,-001,-015,-008, 004,-028,-007,-008, ! dx1(1:10,11, 9) . 022, 010, 012, 006,-008, 012, 012,-025, 011,-001, ! dx1(1:10,12, 9) .-005, 006,-007,-015,-017,-015,-003,-036,-016,-014, ! dx1(1:10,13, 9) .-011,-002,-015,-011,-025,-013,-014,-035,-018,-014, ! dx1(1:10,14, 9) .-012,-018,-020,-021,-026,-013,-015,-028,-017,-027, ! dx1(1:10,15, 9) .-013,-017,-026,-019,-017,-018,-015,-012,-010,-022, ! dx1(1:10,16, 9) .-001,-006,-013,-008, 000,-013,-004, 012,-002,-005, ! dx1(1:10,17, 9) .-008,-008,-006, 001, 008,-002, 004, 031, 004,-001, ! dx1(1:10,18, 9) .-023,-023,-018,-012, 000,-004, 000, 021, 000, 000, ! dx1(1:10,19, 9) .-012,-017,-023,-011,-006,-010,-006, 004,-013,-013, ! dx1(1:10,20, 9) .-022,-013,-004,-009, 000,-010,-001,-002,-002,-005, ! dx1(1:10,21, 9) .-012,-009,-006, 010, 005,-003, 006,-009, 003,-001, ! dx1(1:10,22, 9) .-007,-011, 000, 009, 004, 000, 003,-013, 005, 011, ! dx1(1:10,23, 9) .-011,-013,-004, 011, 003, 001, 014,-013, 008, 005, ! dx1(1:10,24, 9) . 008,-021,-003, 002,-009,-018, 003,-002, 009, 003, ! dx1(1:10,25, 9) .-060,-045,-050,-032,-050,-059,-037,-039,-024,-042, ! dx1(1:10,26, 9) .-021,-051,-035,-030,-035,-047,-029,-026,-025,-015, ! dx1(1:10,27, 9) .-052,-048,-046,-039,-033,-058,-029,-016,-030,-039, ! dx1(1:10,28, 9) .-017,-041,-033,-033,-028,-034,-030, 001,-030,-021, ! dx1(1:10,29, 9) .-021,-026,-026,-033,-015,-008,-028, 019,-017,-008, ! dx1(1:10,30, 9) .-027,-031,-038,-047,-018, 028,-029, 019,-022,-029, ! dx1(1:10,31, 9) . 000,-030,-038,-024,-005, 040,-013, 031,-007,-002, ! dx1(1:10,32, 9) . 010, 008,-004,-015, 015, 063, 002, 041, 002, 015, ! dx1(1:10,33, 9) . 006,-006,-003, 002, 013, 048, 001, 031, 000, 014, ! dx1(1:10,34, 9) . 018, 001, 007, 009, 003, 041, 006, 016,-007, 003, ! dx1(1:10,35, 9) . 032, 017, 034, 022, 021, 038, 020, 010, 007, 021, ! dx1(1:10,36, 9) . 004, 023, 061, 030, 024,-063, 020, 003,-001, 010, ! dx1(1:10,37, 9) . 027,-028, 009,-001,-020,-122,-022,-032,-041,-011, ! dx1(1:10,38, 9) . 004,-009,-014, 012, 009, 003,-002, 029,-009, 010, ! dx1(1:10, 1,10) .-022,-014,-012, 009, 010, 000,-006, 025,-005, 000, ! dx1(1:10, 2,10) .-021, 000, 010, 018, 013, 005,-006, 002,-004,-001, ! dx1(1:10, 3,10) . 010, 018, 018, 024, 011, 008, 000, 006, 005, 005, ! dx1(1:10, 4,10) .-013,-013, 012, 014, 000,-005,-008,-005,-007,-001, ! dx1(1:10, 5,10) . 000, 017, 024, 019, 018, 012, 013, 004, 012, 011, ! dx1(1:10, 6,10) . 027, 025, 034, 021, 017, 012, 026, 024, 027, 014, ! dx1(1:10, 7,10) .-001, 003, 006, 001, 001, 003, 002, 003, 009, 000, ! dx1(1:10, 8,10) . 009, 016, 004, 001,-001, 007, 010,-004, 011, 005, ! dx1(1:10, 9,10) . 015, 008, 001, 007,-005, 009, 007,-014, 008, 003, ! dx1(1:10,10,10) . 020, 022, 005, 006,-005, 011, 005,-021, 006, 002, ! dx1(1:10,11,10) . 023, 026, 013, 007,-001, 007, 011,-030, 010, 002, ! dx1(1:10,12,10) . 017, 006,-003, 002,-012, 003, 002,-033, 009,-006, ! dx1(1:10,13,10) . 008, 002,-013,-010,-021,-012,-005,-039,-007,-009, ! dx1(1:10,14,10) . 000,-004,-010,-007,-012,-006,-006,-021,-003,-003, ! dx1(1:10,15,10) . 000,-010,-014,-009,-010,-016,-008,-013,-010,-011, ! dx1(1:10,16,10) .-006,-008,-011, 001, 000,-006, 000, 012,-004,-002, ! dx1(1:10,17,10) . 002,-004,-006, 000, 002,-010,-002, 022,-007,-004, ! dx1(1:10,18,10) .-003,-006,-002, 008, 014, 000, 009, 019,-002, 002, ! dx1(1:10,19,10) .-020,-018,-011,-010,-003,-021,-013, 005,-007,-009, ! dx1(1:10,20,10) .-003,-005,-001, 007, 007, 006, 006, 003,-004, 003, ! dx1(1:10,21,10) .-007,-004, 009, 004, 004,-003, 008, 000, 002, 002, ! dx1(1:10,22,10) .-010,-015, 000, 006, 000,-004, 010,-002, 001, 004, ! dx1(1:10,23,10) . 001,-003, 015, 015, 000,-007, 014, 008, 013, 007, ! dx1(1:10,24,10) .-004,-008, 009, 011, 013,-010, 022, 022, 025, 018, ! dx1(1:10,25,10) .-044,-058,-040,-028,-041,-058,-032,-028,-028,-036, ! dx1(1:10,26,10) .-036,-051,-033,-025,-035,-053,-026,-006,-020,-027, ! dx1(1:10,27,10) .-025,-051,-033,-028,-029,-049,-026, 003,-021,-018, ! dx1(1:10,28,10) .-039,-043,-029,-024,-023,-030,-024, 008,-006,-017, ! dx1(1:10,29,10) .-022,-021,-018,-018,-010, 002,-019, 021, 004,-011, ! dx1(1:10,30,10) .-024,-037,-030,-032,-013, 014,-028, 008,-014,-013, ! dx1(1:10,31,10) . 003, 004,-002,-014, 017, 057,-005, 034, 018, 009, ! dx1(1:10,32,10) . 023, 019,-003, 000, 020, 056, 008, 044, 009, 008, ! dx1(1:10,33,10) . 011, 006, 001,-010, 012, 043, 000, 027,-007, 005, ! dx1(1:10,34,10) . 008, 024, 013, 006, 017, 034, 011, 022,-001, 013, ! dx1(1:10,35,10) . 036, 021, 032, 019, 023, 029, 023, 020, 000, 021, ! dx1(1:10,36,10) . 021, 024, 053, 031, 013,-057, 016, 007,-013, 008, ! dx1(1:10,37,10) .-029,-010, 014,-011,-018,-102,-017,-036,-056,-033, ! dx1(1:10,38,10) .-052,-004, 002, 021, 019, 004,-015, 035,-003, 002, ! dx1(1:10, 1,11) .-031,-022,-012, 000, 000,-003,-014, 020,-017,-011, ! dx1(1:10, 2,11) .-004, 000, 008, 012, 011, 013,-007, 009, 003, 006, ! dx1(1:10, 3,11) .-013, 002, 017, 019, 018, 014,-001, 012, 006, 009, ! dx1(1:10, 4,11) .-003, 010, 007, 002, 004, 000,-004, 010, 001,-001, ! dx1(1:10, 5,11) . 021, 012, 029, 025, 018, 016, 017, 025, 013, 023, ! dx1(1:10, 6,11) . 018, 031, 027, 021, 023, 025, 031, 036, 033, 024, ! dx1(1:10, 7,11) . 012, 003, 012, 006, 003, 007, 011, 015, 011, 005, ! dx1(1:10, 8,11) . 008, 009,-001, 000, 000, 010, 009,-004, 014, 000, ! dx1(1:10, 9,11) . 019, 017, 000, 000, 001, 014, 010,-015, 017, 008, ! dx1(1:10,10,11) . 022, 027, 000, 001,-006, 007, 003,-027, 009, 000, ! dx1(1:10,11,11) . 031, 022, 007, 010,-001, 015, 010,-028, 019, 012, ! dx1(1:10,12,11) . 006, 027, 006, 008, 002, 005, 010,-023, 011, 006, ! dx1(1:10,13,11) . 030, 008,-006,-001,-007,-003,-006,-035, 003, 000, ! dx1(1:10,14,11) . 007,-006,-006,-001,-007,-004,-003,-026,-003,-005, ! dx1(1:10,15,11) . 012,-005,-002,-007, 001,-007,-004,-005, 000, 007, ! dx1(1:10,16,11) . 003,-002,-007,-001, 000,-005, 000, 008,-011, 004, ! dx1(1:10,17,11) . 001,-002, 000, 003, 013,-004, 007, 022, 001, 006, ! dx1(1:10,18,11) .-008,-008,-002, 002, 007,-006, 000, 015,-008, 009, ! dx1(1:10,19,11) .-025,-010,-008,-009, 001,-011, 003, 005,-013,-011, ! dx1(1:10,20,11) . 001, 000, 004, 010, 007,-004, 009, 006, 000, 004, ! dx1(1:10,21,11) .-002,-006, 007, 010, 009, 001, 018, 006, 002, 007, ! dx1(1:10,22,11) .-009, 001, 015, 012, 004,-003, 018, 011, 010, 012, ! dx1(1:10,23,11) .-005, 005, 015, 015, 011,-008, 028, 016, 018, 010, ! dx1(1:10,24,11) . 006,-002, 026, 019, 005,-001, 021, 040, 015, 010, ! dx1(1:10,25,11) .-048,-039,-027,-027,-036,-052,-022,-004,-023,-041, ! dx1(1:10,26,11) .-041,-054,-027,-020,-032,-055,-023, 001,-022,-026, ! dx1(1:10,27,11) .-043,-048,-031,-023,-026,-055,-024, 002,-014,-030, ! dx1(1:10,28,11) .-018,-032,-017,-018,-015,-026,-021, 014,-001,-014, ! dx1(1:10,29,11) .-014,-031,-011,-015,-005, 001,-012, 017, 008,-010, ! dx1(1:10,30,11) .-019,-016,-024,-027,-006, 030,-026, 006, 000,-005, ! dx1(1:10,31,11) .-019,-003,-001,-008, 015, 049,-005, 030, 023, 003, ! dx1(1:10,32,11) . 020, 019, 005, 003, 030, 063, 016, 038, 016, 023, ! dx1(1:10,33,11) . 022, 018, 005, 005, 024, 048, 011, 034, 006, 014, ! dx1(1:10,34,11) . 021, 007, 012, 011, 020, 028, 011, 029, 002, 017, ! dx1(1:10,35,11) . 028, 026, 037, 022, 023, 026, 022, 026, 000, 015, ! dx1(1:10,36,11) . 037, 038, 047, 023, 011,-059, 013, 000,-021, 008, ! dx1(1:10,37,11) .-025,-027, 020,-011,-026,-115,-024,-032,-055,-027, ! dx1(1:10,38,11) .-014,-029,-011, 005, 000,-007,-008, 038,-007, 000, ! dx1(1:10, 1,12) .-005,-030,-008, 003, 002, 000,-016, 026,-011,-003, ! dx1(1:10, 2,12) .-013, 001, 008, 020, 010, 012, 000, 016, 002, 005, ! dx1(1:10, 3,12) . 005, 012, 022, 027, 015, 022, 006, 037, 014, 016, ! dx1(1:10, 4,12) . 002, 001, 009, 016, 008, 010, 000, 028,-009, 014, ! dx1(1:10, 5,12) . 033, 029, 028, 028, 023, 021, 019, 034, 025, 015, ! dx1(1:10, 6,12) . 013, 010, 009, 009, 022, 018, 019, 028, 024, 024, ! dx1(1:10, 7,12) . 016, 011, 001, 007, 010, 007, 013, 024, 007, 014, ! dx1(1:10, 8,12) . 010, 019, 008, 002, 000, 012, 009, 002, 015, 019, ! dx1(1:10, 9,12) . 011, 020, 000, 002,-001, 012, 009,-017, 010, 010, ! dx1(1:10,10,12) . 018, 015,-012,-008,-011, 003,-004,-040, 001, 000, ! dx1(1:10,11,12) . 009, 012,-005, 002,-006, 005, 005,-030, 019, 002, ! dx1(1:10,12,12) . 026, 012, 000, 008,-003, 001,-002,-033, 013, 010, ! dx1(1:10,13,12) . 004, 003,-003,-001,-008,-009,-008,-038, 003,-005, ! dx1(1:10,14,12) . 011, 000,-010, 000,-003,-004,-007,-027, 003, 008, ! dx1(1:10,15,12) . 006, 003,-001, 000, 003,-001,-003,-008,-008,-001, ! dx1(1:10,16,12) . 005,-010,-007, 000, 005,-005,-003, 004,-010, 011, ! dx1(1:10,17,12) . 005,-002,-002, 004, 007,-002, 001, 013,-004, 008, ! dx1(1:10,18,12) . 000, 004, 009, 011, 017,-001, 007, 012,-004, 008, ! dx1(1:10,19,12) . 001,-002,-005, 005, 003,-010, 000, 005,-018, 004, ! dx1(1:10,20,12) . 003,-003, 008, 013, 012, 003, 017, 010, 000, 008, ! dx1(1:10,21,12) . 000, 010, 012, 013, 005,-005, 015, 011, 000, 001, ! dx1(1:10,22,12) . 004, 002, 025, 021, 015, 003, 028, 018, 005, 014, ! dx1(1:10,23,12) . 010, 009, 025, 024, 011, 002, 030, 033, 013, 017, ! dx1(1:10,24,12) . 020, 000, 035, 023, 011,-005, 026, 048, 018, 012, ! dx1(1:10,25,12) .-032,-045,-014,-016,-036,-046,-019, 005,-022,-030, ! dx1(1:10,26,12) .-029,-047,-014,-010,-026,-044,-014, 016,-010,-019, ! dx1(1:10,27,12) .-025,-043,-012,-009,-017,-038,-018, 013,-009,-018, ! dx1(1:10,28,12) .-019,-033,-021,-006,-017,-022,-014, 010,-001,-012, ! dx1(1:10,29,12) .-011,-022,-006,-004, 000, 003,-013, 009, 016,-010, ! dx1(1:10,30,12) .-021,-026,-023,-024,-008, 024,-025,-002, 000,-013, ! dx1(1:10,31,12) . 012,-005, 000, 000, 015, 055,-002, 019, 024, 018, ! dx1(1:10,32,12) . 012, 019, 008, 011, 032, 053, 010, 035, 020, 017, ! dx1(1:10,33,12) . 041, 025, 010, 006, 029, 044, 013, 027, 013, 020, ! dx1(1:10,34,12) . 013, 028, 015, 009, 021, 027, 010, 027, 000, 015, ! dx1(1:10,35,12) . 035, 031, 030, 015, 018, 017, 015, 027,-002, 022, ! dx1(1:10,36,12) . 009, 022, 031, 012, 001,-068, 004, 002,-033,-003, ! dx1(1:10,37,12) .-012,-005,-009,-018,-042,-117,-033,-039,-066,-024, ! dx1(1:10,38,12) .-053,-031, 000, 003, 000, 003,-012, 036,-018,-007, ! dx1(1:10, 1,13) .-068,-028,-002, 011,-001,-002,-014, 030,-004,-017, ! dx1(1:10, 2,13) .-005,-019, 008, 017, 008, 008,-007, 027, 001, 018, ! dx1(1:10, 3,13) . 011, 024, 023, 034, 025, 022, 013, 045, 010, 022, ! dx1(1:10, 4,13) . 000, 001, 015, 015, 013, 016, 001, 036, 004, 007, ! dx1(1:10, 5,13) . 016, 030, 019, 022, 030, 032, 021, 049, 021, 032, ! dx1(1:10, 6,13) . 023, 031, 013, 017, 018, 020, 022, 035, 019, 016, ! dx1(1:10, 7,13) .-005,-001,-009,-004,-005, 000,-003, 007, 000, 001, ! dx1(1:10, 8,13) . 027, 024,-002, 001, 005, 015, 015, 007, 013, 011, ! dx1(1:10, 9,13) . 022, 026, 000, 003,-001, 017, 009,-013, 015, 012, ! dx1(1:10,10,13) . 012, 021,-014, 002,-009, 006,-004,-030, 007, 011, ! dx1(1:10,11,13) . 023, 006,-008,-002,-008, 010,-002,-037, 014, 013, ! dx1(1:10,12,13) . 002, 014,-002, 005,-003, 003,-002,-032, 008, 008, ! dx1(1:10,13,13) . 030, 001,-010, 001,-010, 004,-012,-038, 008, 010, ! dx1(1:10,14,13) . 020, 009,-001, 004, 005,-001,-003,-021, 009, 009, ! dx1(1:10,15,13) . 010, 000,-009,-002,-005,-012,-013,-014,-005, 011, ! dx1(1:10,16,13) . 016, 002,-005, 005, 006,-010,-007, 000,-009, 007, ! dx1(1:10,17,13) .-001,-006, 000, 008, 012,-007, 003, 010,-005, 016, ! dx1(1:10,18,13) .-012, 004, 004, 008, 015,-002, 004, 013,-006, 012, ! dx1(1:10,19,13) .-001,-008,-005, 003, 004,-013,-004, 001,-020, 005, ! dx1(1:10,20,13) . 007, 017, 023, 023, 018, 002, 022, 023, 007, 017, ! dx1(1:10,21,13) .-002, 005, 018, 010, 011,-001, 027, 012,-001, 009, ! dx1(1:10,22,13) . 004, 007, 026, 017, 009, 001, 026, 027, 011, 008, ! dx1(1:10,23,13) . 009, 011, 038, 022, 017, 006, 040, 041, 018, 011, ! dx1(1:10,24,13) . 000, 004, 024, 020, 004,-002, 025, 053, 017, 000, ! dx1(1:10,25,13) .-024,-029,-009,-019,-035,-047,-018, 012,-024,-030, ! dx1(1:10,26,13) .-035,-029,-004,-002,-014,-038,-006, 018,-012,-019, ! dx1(1:10,27,13) .-023,-034,-015,-009,-022,-040,-014, 010,-008,-019, ! dx1(1:10,28,13) .-008,-028,-006, 003,-013,-025,-017, 003, 001,-011, ! dx1(1:10,29,13) .-006,-015,-009,-001, 001, 003,-009, 008, 014,-005, ! dx1(1:10,30,13) .-018,-017,-016,-024,-006, 022,-024,-017, 004,-005, ! dx1(1:10,31,13) . 022, 015, 011, 009, 028, 053, 002, 019, 039, 014, ! dx1(1:10,32,13) . 018, 024, 015, 009, 030, 057, 011, 027, 030, 025, ! dx1(1:10,33,13) . 027, 021, 011, 006, 024, 042, 011, 024, 016, 012, ! dx1(1:10,34,13) . 021, 024, 005, 007, 024, 025, 009, 018, 001, 008, ! dx1(1:10,35,13) . 033, 033, 021, 011, 016, 011, 018, 023,-002, 018, ! dx1(1:10,36,13) . 019, 029, 033, 018,-003,-075, 000, 007,-034,-008, ! dx1(1:10,37,13) .-038,-020,-012,-029,-035,-127,-037,-033,-076,-032, ! dx1(1:10,38,13) .-037,-044,-009, 003,-012,-013,-022, 026,-010,-011, ! dx1(1:10, 1,14) .-049,-043,-005, 013,-003,-003,-013, 030,-008,-013, ! dx1(1:10, 2,14) .-021,-002, 022, 024, 009, 015, 005, 038, 012, 007, ! dx1(1:10, 3,14) . 012, 006, 021, 040, 024, 028, 015, 050, 015, 020, ! dx1(1:10, 4,14) . 011, 025, 021, 029, 027, 022, 017, 051, 008, 024, ! dx1(1:10, 5,14) . 015, 038, 029, 036, 033, 034, 028, 063, 026, 026, ! dx1(1:10, 6,14) . 013, 023, 010, 016, 020, 025, 024, 038, 017, 028, ! dx1(1:10, 7,14) .-001, 018, 001, 002, 003, 011, 011, 024, 004, 010, ! dx1(1:10, 8,14) . 008, 017,-011,-003,-003, 008, 007,-003, 004, 016, ! dx1(1:10, 9,14) . 010, 013,-009,-007,-004, 018, 002,-010, 010, 015, ! dx1(1:10,10,14) . 027, 016,-006, 003,-003, 017, 002,-024, 013, 022, ! dx1(1:10,11,14) . 012, 013,-013,-006,-015, 007,-011,-039, 008, 005, ! dx1(1:10,12,14) . 021,-003,-010, 007,-001, 004,-007,-035, 018, 020, ! dx1(1:10,13,14) .-005, 005,-010, 004,-006, 005,-007,-037, 012, 010, ! dx1(1:10,14,14) . 021, 001,-011, 003,-001,-007,-015,-022, 009, 007, ! dx1(1:10,15,14) . 012, 002,-010,-001, 009,-002,-007,-002,-004, 007, ! dx1(1:10,16,14) .-001, 001,-008, 003, 005,-013,-016,-004,-012, 011, ! dx1(1:10,17,14) . 015, 001, 001, 003, 012,-008, 001, 005,-012, 009, ! dx1(1:10,18,14) . 002, 007, 006, 011, 007,-002, 006, 014,-002, 014, ! dx1(1:10,19,14) . 009, 007, 009, 011, 016, 002, 010, 013,-003, 015, ! dx1(1:10,20,14) . 005, 008, 018, 014, 013,-001, 022, 023, 000, 007, ! dx1(1:10,21,14) . 015, 007, 025, 018, 013, 003, 023, 024, 014, 016, ! dx1(1:10,22,14) . 016, 025, 047, 029, 021, 014, 047, 035, 018, 017, ! dx1(1:10,23,14) . 011, 020, 045, 024, 015, 010, 040, 045, 022, 018, ! dx1(1:10,24,14) .-013,-011, 013, 004,-018,-021, 005, 035,-008,-004, ! dx1(1:10,25,14) .-054,-042,-015,-021,-044,-049,-017, 003,-040,-042, ! dx1(1:10,26,14) .-021,-026,-001,-004,-028,-040,-013, 019,-016,-018, ! dx1(1:10,27,14) .-030,-025,-010,-008,-024,-041,-013, 005,-013,-023, ! dx1(1:10,28,14) .-024,-039,-018,-009,-020,-029,-020,-008,-008,-022, ! dx1(1:10,29,14) .-012,-015,-002,-001,-005, 004,-010,-004, 011,-006, ! dx1(1:10,30,14) .-018,-022,-013,-017, 007, 022,-013,-018, 006,-005, ! dx1(1:10,31,14) .-001,-003, 009, 009, 022, 046, 004, 000, 029, 020, ! dx1(1:10,32,14) . 017, 029, 008, 002, 032, 051, 006, 009, 022, 015, ! dx1(1:10,33,14) . 011, 020, 001,-005, 014, 034, 002, 010, 015, 015, ! dx1(1:10,34,14) . 016, 032, 008, 002, 017, 021, 007, 008, 005, 014, ! dx1(1:10,35,14) . 029, 033, 014, 010, 006, 003, 004, 017,-004, 005, ! dx1(1:10,36,14) . 025, 021, 020, 000,-010,-073,-003,-016,-039,-012, ! dx1(1:10,37,14) .-003, 011,-007,-027,-065,-132,-048,-060,-079,-074, ! dx1(1:10,38,14) .-068,-054,-013,-006,-017,-003,-018, 040,-008,-002, ! dx1(1:10, 1,15) .-051,-048,-009, 000,-016,-019,-026, 025,-012,-025, ! dx1(1:10, 2,15) .-022,-024, 015, 026, 007, 008,-003, 037, 008, 014, ! dx1(1:10, 3,15) .-008, 004, 025, 026, 027, 021, 013, 049, 015, 014, ! dx1(1:10, 4,15) . 013, 013, 022, 032, 022, 029, 016, 054, 022, 027, ! dx1(1:10, 5,15) . 020, 026, 023, 025, 033, 032, 028, 057, 021, 032, ! dx1(1:10, 6,15) . 034, 027, 012, 022, 019, 034, 031, 055, 022, 033, ! dx1(1:10, 7,15) . 007, 009,-002, 007, 007, 016, 016, 028, 009, 030, ! dx1(1:10, 8,15) . 016, 029, 000, 000, 009, 017, 010, 014, 011, 018, ! dx1(1:10, 9,15) . 000, 017,-013, 000,-003, 022, 006,-007, 012, 020, ! dx1(1:10,10,15) .-002, 006,-017,-004,-012, 013,-006,-020, 006, 016, ! dx1(1:10,11,15) . 010,-001,-018,-007,-012, 011,-014,-034, 009, 007, ! dx1(1:10,12,15) . 005,-002,-022,-010,-016,-001,-024,-046, 001, 007, ! dx1(1:10,13,15) . 006,-007,-022,-011,-017,-004,-024,-047, 006, 007, ! dx1(1:10,14,15) . 010, 002,-010, 003, 003, 000,-008,-012, 006, 013, ! dx1(1:10,15,15) . 006, 001,-006, 008, 007,-009,-010, 000, 000, 016, ! dx1(1:10,16,15) . 003,-001,-008, 000, 004,-010,-013, 003,-014, 009, ! dx1(1:10,17,15) . 011, 013, 006, 021, 021, 007, 004, 016, 001, 026, ! dx1(1:10,18,15) . 013, 011, 008, 011, 021,-003, 012, 011,-008, 005, ! dx1(1:10,19,15) . 010, 010, 005, 011, 016,-001, 006, 010,-008, 014, ! dx1(1:10,20,15) . 013, 018, 024, 019, 019, 010, 029, 034, 013, 012, ! dx1(1:10,21,15) . 015, 021, 037, 018, 022, 005, 036, 035, 015, 013, ! dx1(1:10,22,15) . 040, 039, 056, 042, 038, 027, 056, 056, 038, 030, ! dx1(1:10,23,15) . 020, 029, 057, 034, 026, 018, 053, 051, 030, 017, ! dx1(1:10,24,15) .-028,-022, 002,-008,-027,-032, 000, 014,-020,-018, ! dx1(1:10,25,15) .-036,-034,-016,-033,-051,-050,-021,-003,-045,-039, ! dx1(1:10,26,15) .-023,-030,-002,-004,-022,-039,-002, 014,-023,-026, ! dx1(1:10,27,15) .-023,-043,-010,-013,-032,-045,-021,-003,-020,-024, ! dx1(1:10,28,15) .-030,-036,-021,-019,-025,-036,-025,-017,-015,-021, ! dx1(1:10,29,15) .-016,-018,-007,-010,-007,-009,-017,-018, 005,-010, ! dx1(1:10,30,15) .-019,-031,-021,-027,-006, 014,-027,-044,-002,-026, ! dx1(1:10,31,15) . 004, 007, 009, 001, 019, 041,-002,-015, 029, 011, ! dx1(1:10,32,15) . 017, 018, 012, 000, 021, 045, 007,-006, 024, 010, ! dx1(1:10,33,15) . 010, 016,-002, 001, 015, 033,-007,-006, 013, 003, ! dx1(1:10,34,15) . 021, 025,-002,-007, 008, 017, 001, 000, 003,-007, ! dx1(1:10,35,15) . 030, 024, 000, 004, 001,-003,-003,-009,-010, 000, ! dx1(1:10,36,15) . 002, 022,-007,-020,-043,-096,-028,-037,-062,-039, ! dx1(1:10,37,15) .-015,-020,-032,-049,-072,-136,-056,-067,-092,-084, ! dx1(1:10,38,15) .-066,-087,-019, 001,-033,-025,-031, 018,-024,-055, ! dx1(1:10, 1,16) .-094,-076,-017,-004,-034,-022,-034, 017,-028,-024, ! dx1(1:10, 2,16) .-045,-035, 006, 014,-001,-006,-005, 022,-001,-010, ! dx1(1:10, 3,16) .-023,-012, 013, 020, 008, 004, 005, 038, 008, 018, ! dx1(1:10, 4,16) . 000,-008, 010, 020, 014, 017, 015, 038, 012, 010, ! dx1(1:10, 5,16) . 007, 026, 019, 021, 030, 028, 020, 049, 024, 032, ! dx1(1:10, 6,16) . 019, 026, 011, 008, 023, 028, 028, 046, 019, 029, ! dx1(1:10, 7,16) . 013, 023,-004, 001, 013, 018, 018, 040, 012, 031, ! dx1(1:10, 8,16) . 002, 010,-004, 002, 004, 020, 019, 011, 015, 024, ! dx1(1:10, 9,16) . 034, 031, 000, 004, 006, 025, 008, 007, 022, 029, ! dx1(1:10,10,16) . 006, 010,-010,-001,-001, 028, 000,-013, 012, 020, ! dx1(1:10,11,16) . 001,-006,-026,-014,-012, 014,-018,-027, 000, 017, ! dx1(1:10,12,16) . 004, 004,-024,-011,-019,-005,-021,-040, 004, 005, ! dx1(1:10,13,16) . 012, 002,-031,-008,-013, 006,-017,-035, 005, 007, ! dx1(1:10,14,16) . 012,-002,-016,-005, 001,-014,-016,-016,-003, 010, ! dx1(1:10,15,16) . 018, 002,-007, 008, 009,-002,-004, 008, 000, 013, ! dx1(1:10,16,16) . 007,-003,-007, 008, 008,-010,-011, 007,-009, 019, ! dx1(1:10,17,16) . 025, 013, 012, 012, 024, 005, 008, 022, 000, 021, ! dx1(1:10,18,16) . 026, 017, 028, 029, 026, 012, 023, 036, 002, 023, ! dx1(1:10,19,16) . 018, 013, 014, 020, 022, 005, 014, 026, 000, 018, ! dx1(1:10,20,16) . 038, 039, 047, 028, 031, 011, 038, 041, 022, 027, ! dx1(1:10,21,16) . 029, 027, 044, 024, 023, 010, 038, 043, 024, 013, ! dx1(1:10,22,16) . 026, 042, 063, 034, 034, 022, 060, 050, 043, 029, ! dx1(1:10,23,16) . 022, 034, 054, 030, 024, 019, 058, 052, 040, 017, ! dx1(1:10,24,16) .-012,-012, 023, 004,-007,-012, 022, 023,-004,-006, ! dx1(1:10,25,16) .-024,-032,-001,-011,-022,-028, 006, 006,-022,-032, ! dx1(1:10,26,16) .-017,-021, 000,-009,-034,-041,-005, 006,-023,-028, ! dx1(1:10,27,16) .-038,-038,-020,-023,-033,-048,-016,-013,-032,-029, ! dx1(1:10,28,16) .-030,-048,-026,-025,-040,-046,-029,-032,-025,-036, ! dx1(1:10,29,16) .-031,-032,-022,-020,-026,-024,-029,-037,-014,-024, ! dx1(1:10,30,16) .-024,-022,-020,-030,-014, 005,-029,-061,-001,-030, ! dx1(1:10,31,16) . 015, 005, 010,-005, 021, 036,-001,-026, 025, 002, ! dx1(1:10,32,16) . 007, 016,-001,-004, 013, 032,-008,-035, 013,-003, ! dx1(1:10,33,16) . 013, 026, 000,-011, 008, 031,-001,-025, 010,-007, ! dx1(1:10,34,16) . 023, 026,-005,-002,-001, 018,-007,-022, 001,-002, ! dx1(1:10,35,16) .-002, 022,-011,-019,-013,-009,-018,-036,-022,-023, ! dx1(1:10,36,16) . 020, 007,-018,-020,-054,-110,-035,-078,-060,-048, ! dx1(1:10,37,16) .-070,-029,-054,-075,-085,-161,-067,-116,-103,-063, ! dx1(1:10,38,16) .-131,-102,-041,-039,-050,-061,-061, 002,-044,-058, ! dx1(1:10, 1,17) .-100,-102,-034,-024,-048,-055,-055,-009,-043,-061, ! dx1(1:10, 2,17) .-075,-053,-008,-007,-021,-020,-026, 015,-021,-021, ! dx1(1:10, 3,17) .-040,-036, 003, 001,-003,-007,-009, 011,-001,-014, ! dx1(1:10, 4,17) .-039,-025,-005,-006,-006,-005,-003, 015, 004, 001, ! dx1(1:10, 5,17) .-006,-001, 007, 004, 013, 019, 021, 038, 016, 019, ! dx1(1:10, 6,17) . 000, 020, 003, 004, 010, 015, 021, 039, 022, 025, ! dx1(1:10, 7,17) .-012, 016, 002,-002, 005, 015, 009, 029, 008, 023, ! dx1(1:10, 8,17) . 004, 013,-010,-008, 001, 014, 009, 010, 012, 022, ! dx1(1:10, 9,17) . 006, 006,-013,-009, 000, 023, 005, 002, 008, 019, ! dx1(1:10,10,17) . 020, 010,-002, 001, 001, 026, 002,-001, 017, 025, ! dx1(1:10,11,17) . 013, 004,-011, 000,-007, 020,-006,-013, 007, 023, ! dx1(1:10,12,17) . 015,-001,-019,-002,-002, 008,-016,-021, 003, 001, ! dx1(1:10,13,17) . 014,-004,-024,-001,-003, 005,-020,-022, 000, 017, ! dx1(1:10,14,17) . 020, 000,-010, 003, 003, 001,-010,-004, 000, 013, ! dx1(1:10,15,17) . 014, 002,-005, 010, 019, 002,-001, 007, 000, 016, ! dx1(1:10,16,17) . 031, 017, 001, 009, 022, 010, 002, 014,-002, 020, ! dx1(1:10,17,17) . 034, 018, 019, 026, 030, 013, 017, 035, 005, 024, ! dx1(1:10,18,17) . 032, 033, 033, 020, 032, 010, 025, 038, 005, 025, ! dx1(1:10,19,17) . 046, 040, 034, 018, 023, 008, 026, 035, 003, 021, ! dx1(1:10,20,17) . 024, 037, 044, 027, 031, 019, 036, 044, 019, 022, ! dx1(1:10,21,17) . 039, 044, 051, 025, 027, 018, 048, 038, 036, 019, ! dx1(1:10,22,17) . 031, 040, 055, 026, 027, 017, 050, 041, 030, 014, ! dx1(1:10,23,17) . 016, 024, 049, 023, 015, 012, 051, 042, 031, 010, ! dx1(1:10,24,17) . 026, 022, 041, 017, 010, 012, 052, 034, 018, 017, ! dx1(1:10,25,17) .-016,-013, 011,-007,-023,-021, 012, 006,-027,-026, ! dx1(1:10,26,17) .-020,-032,-012,-017,-034,-037,-003,-005,-030,-029, ! dx1(1:10,27,17) .-037,-038,-013,-022,-041,-046,-012,-018,-033,-032, ! dx1(1:10,28,17) .-035,-033,-028,-026,-037,-045,-024,-037,-030,-035, ! dx1(1:10,29,17) .-031,-042,-026,-038,-032,-037,-033,-053,-023,-033, ! dx1(1:10,30,17) .-019,-025,-030,-033,-018, 001,-032,-069,-013,-030, ! dx1(1:10,31,17) . 001,-002,-003,-002, 006, 027,-004,-044, 013,-007, ! dx1(1:10,32,17) . 005, 028,-005,-013, 007, 033,-010,-045, 011,-006, ! dx1(1:10,33,17) . 033, 030,-007,-011, 007, 029,-011,-053, 001,-012, ! dx1(1:10,34,17) . 001, 022,-011,-016,-006, 012,-017,-050,-005,-010, ! dx1(1:10,35,17) . 028, 019,-015,-017,-019,-009,-023,-065,-020,-019, ! dx1(1:10,36,17) .-006, 004,-025,-036,-053,-105,-045,-098,-071,-048, ! dx1(1:10,37,17) .-030,-018,-054,-064,-094,-156,-084,-132,-105,-086, ! dx1(1:10,38,17) .-161,-152,-066,-087,-086,-099,-097,-046,-088,-098, ! dx1(1:10, 1,18) .-168,-146,-074,-069,-090,-095,-093,-037,-080,-095, ! dx1(1:10, 2,18) .-119,-113,-042,-049,-056,-071,-059,-042,-052,-074, ! dx1(1:10, 3,18) .-094,-086,-043,-042,-052,-062,-047,-031,-033,-049, ! dx1(1:10, 4,18) .-083,-062,-024,-034,-030,-035,-031,-029,-012,-036, ! dx1(1:10, 5,18) .-066,-041,-025,-031,-025,-026,-019,-009, 000,-020, ! dx1(1:10, 6,18) .-034,-012,-016,-032,-003, 001, 001, 009, 006,-003, ! dx1(1:10, 7,18) .-029,-026,-027,-027,-016,-011, 001, 004, 003,-005, ! dx1(1:10, 8,18) .-022,-011,-029,-035,-020, 002,-012,-005,-004,-003, ! dx1(1:10, 9,18) . 006,-009,-019,-018,-017, 014,-012,-008, 001, 012, ! dx1(1:10,10,18) . 000, 003,-018,-016,-009, 023,-003,-008, 000, 010, ! dx1(1:10,11,18) . 003, 004,-010,-006, 002, 022,-006,-003, 009, 020, ! dx1(1:10,12,18) . 014, 014,-009,-007, 003, 014,-005,-013,-004, 011, ! dx1(1:10,13,18) . 039, 027, 012, 016, 016, 036, 014, 004, 019, 018, ! dx1(1:10,14,18) . 010,-010,-022,-009, 003, 005,-016,-006,-014, 010, ! dx1(1:10,15,18) . 028,-002,-008,-002, 004, 001,-010,-007,-015, 008, ! dx1(1:10,16,18) . 020, 007, 004, 010, 016, 000, 000, 006,-013, 015, ! dx1(1:10,17,18) . 035, 014, 012, 012, 026, 008, 015, 017,-008, 015, ! dx1(1:10,18,18) . 041, 033, 041, 024, 025, 027, 025, 041, 000, 022, ! dx1(1:10,19,18) . 039, 031, 034, 023, 027, 018, 024, 036, 000, 024, ! dx1(1:10,20,18) . 032, 042, 046, 017, 024, 009, 037, 013, 013, 005, ! dx1(1:10,21,18) . 020, 038, 042, 007, 015, 005, 039, 012, 017, 004, ! dx1(1:10,22,18) . 024, 030, 041, 015, 005, 010, 045, 016, 023, 000, ! dx1(1:10,23,18) . 007, 030, 049, 009, 006, 009, 050, 015, 022, 000, ! dx1(1:10,24,18) . 007,-002, 029, 017, 003,-006, 038, 014, 008,-011, ! dx1(1:10,25,18) .-034,-024,-005,-024,-045,-036, 010,-015,-019,-038, ! dx1(1:10,26,18) .-030,-023,-012,-036,-045,-043,-004,-028,-039,-042, ! dx1(1:10,27,18) .-028,-025,-020,-036,-046,-042,-011,-045,-039,-052, ! dx1(1:10,28,18) .-029,-039,-034,-054,-056,-055,-025,-059,-044,-048, ! dx1(1:10,29,18) .-038,-031,-041,-050,-049,-047,-033,-073,-043,-070, ! dx1(1:10,30,18) .-050,-039,-040,-065,-047,-022,-049,-096,-043,-070, ! dx1(1:10,31,18) .-013,-005,-024,-042,-012,-005,-015,-075,-012,-038, ! dx1(1:10,32,18) . 009, 006,-026,-041,-015, 014,-028,-090,-021,-043, ! dx1(1:10,33,18) .-017, 009,-035,-046,-021, 006,-027,-094,-019,-044, ! dx1(1:10,34,18) . 025, 020,-029,-039,-023, 001,-031,-112,-032,-050, ! dx1(1:10,35,18) .-010, 011,-046,-053,-049,-040,-046,-133,-046,-063, ! dx1(1:10,36,18) . 010, 027,-042,-070,-075,-114,-064,-182,-093,-080, ! dx1(1:10,37,18) .-027,-048,-075,-099,-120,-165,-098,-214,-139,-110/ ! dx1(1:10,38,18) data dx2 / . 047, 016, 082, 134, 070, 021, 073, 051, 010, 008, ! dx2(1:10, 1, 1) . 038, 024, 081, 124, 067, 022, 072, 044, 000,-002, ! dx2(1:10, 2, 1) . 043, 040, 101, 142, 097, 056, 097, 054, 048, 032, ! dx2(1:10, 3, 1) . 089, 048, 093, 120, 083, 053, 096, 042, 062, 041, ! dx2(1:10, 4, 1) . 060, 052, 089, 112, 088, 058, 091, 054, 076, 048, ! dx2(1:10, 5, 1) . 037, 055, 065, 079, 072, 051, 090, 050, 070, 045, ! dx2(1:10, 6, 1) . 099, 079, 083, 101, 088, 076, 106, 079, 102, 076, ! dx2(1:10, 7, 1) . 038, 016, 012, 049, 039, 032, 051, 023, 044, 023, ! dx2(1:10, 8, 1) . 024, 025, 018, 030, 028, 036, 036, 022, 039, 033, ! dx2(1:10, 9, 1) . 024, 008, 002, 027, 018, 034, 026, 005, 035, 026, ! dx2(1:10,10, 1) . 024, 017, 011, 024, 027, 040, 025, 005, 037, 031, ! dx2(1:10,11, 1) . 031, 005,-007, 016, 021, 032, 010, 000, 033, 026, ! dx2(1:10,12, 1) .-004, 008, 000, 024, 018, 026, 008,-001, 027, 038, ! dx2(1:10,13, 1) .-018,-039,-053,-020,-028,-021,-040,-049,-021,-024, ! dx2(1:10,14, 1) .-029,-047,-059,-028,-025,-021,-043,-046,-022,-008, ! dx2(1:10,15, 1) .-027,-054,-054,-032,-026,-038,-044,-045,-040,-027, ! dx2(1:10,16, 1) .-013,-034,-052,-019,-020,-041,-047,-038,-038,-023, ! dx2(1:10,17, 1) .-016,-040,-037,-021,-014,-028,-037,-027,-047,-015, ! dx2(1:10,18, 1) .-001, 002, 000,-006, 011,-009,-009, 000,-006,-005, ! dx2(1:10,19, 1) . 011, 008, 001, 006, 014,-004,-008, 002,-010, 009, ! dx2(1:10,20, 1) . 032, 034, 033, 025, 032, 018, 025, 015, 020, 017, ! dx2(1:10,21, 1) . 028, 050, 044, 044, 036, 029, 040, 031, 038, 028, ! dx2(1:10,22, 1) . 033, 046, 054, 048, 045, 043, 055, 036, 050, 041, ! dx2(1:10,23, 1) . 055, 060, 075, 066, 060, 055, 076, 058, 060, 051, ! dx2(1:10,24, 1) . 025, 036, 050, 048, 036, 032, 057, 057, 040, 037, ! dx2(1:10,25, 1) .-001, 011, 021, 023, 018, 018, 030, 039, 017, 020, ! dx2(1:10,26, 1) . 003, 003, 014, 017, 005, 015, 025, 031, 002, 010, ! dx2(1:10,27, 1) .-008, 002, 004, 006,-002, 000, 005, 022,-003, 004, ! dx2(1:10,28, 1) . 001,-005, 002, 010, 000,-002,-001, 011,-014, 008, ! dx2(1:10,29, 1) .-008,-019,-006,-008,-007, 000,-021, 007,-017,-004, ! dx2(1:10,30, 1) .-007, 007,-016, 004, 005, 026,-025,-003,-010, 003, ! dx2(1:10,31, 1) .-015,-017,-015,-013,-005, 007,-039,-009,-018,-009, ! dx2(1:10,32, 1) .-001, 020,-013,-014, 011, 044,-026,-009,-013, 006, ! dx2(1:10,33, 1) .-014, 019,-006,-014, 006, 049,-032, 000,-016, 007, ! dx2(1:10,34, 1) . 024, 034, 006, 010, 019, 053,-018, 006,-009, 025, ! dx2(1:10,35, 1) .-014, 036, 017, 007, 007, 041,-012, 016,-006, 033, ! dx2(1:10,36, 1) . 064, 056, 055, 038, 019,-001, 005, 025,-022, 067, ! dx2(1:10,37, 1) .-013, 024, 024,-015,-017,-051,-027, 012,-029, 009, ! dx2(1:10,38, 1) . 007,-009, 063, 093, 047, 013, 051, 039,-016,-013, ! dx2(1:10, 1, 2) . 006, 006, 055, 097, 049, 008, 045, 030,-016,-018, ! dx2(1:10, 2, 2) . 022, 003, 051, 064, 035, 008, 045, 016, 006, 007, ! dx2(1:10, 3, 2) . 014, 014, 044, 070, 044, 011, 051, 015, 023, 006, ! dx2(1:10, 4, 2) . 022, 022, 028, 050, 038, 018, 052, 013, 035, 019, ! dx2(1:10, 5, 2) . 039, 029, 038, 046, 038, 024, 058, 021, 050, 030, ! dx2(1:10, 6, 2) . 038, 044, 040, 036, 048, 043, 066, 049, 068, 042, ! dx2(1:10, 7, 2) . 011, 012, 001,-003, 006,-001, 023, 005, 018, 005, ! dx2(1:10, 8, 2) . 002, 003,-011, 000, 001, 015, 013, 011, 024, 007, ! dx2(1:10, 9, 2) . 010, 010,-009,-001, 004, 026, 012, 012, 023, 015, ! dx2(1:10,10, 2) . 000, 004,-017, 002,-004, 021,-006, 013, 021, 017, ! dx2(1:10,11, 2) . 009, 001,-008,-005, 001, 019,-004, 010, 019, 014, ! dx2(1:10,12, 2) . 015,-004,-026,-007,-005, 004,-018, 011, 010, 008, ! dx2(1:10,13, 2) .-033,-033,-052,-045,-038,-021,-053,-023,-023,-016, ! dx2(1:10,14, 2) .-025,-056,-055,-046,-038,-043,-053,-036,-038,-035, ! dx2(1:10,15, 2) .-029,-040,-056,-039,-035,-044,-052,-040,-047,-030, ! dx2(1:10,16, 2) .-015,-046,-042,-035,-025,-036,-038,-034,-043,-020, ! dx2(1:10,17, 2) .-002,-013,-021,-017,-015,-037,-023,-021,-029,-014, ! dx2(1:10,18, 2) . 015, 001,-006,-001, 000,-024,-009,-013,-015,-001, ! dx2(1:10,19, 2) . 022, 007, 007, 010, 007,-017,-001,-007,-007, 001, ! dx2(1:10,20, 2) . 031, 028, 031, 030, 022, 007, 031, 005, 020, 021, ! dx2(1:10,21, 2) . 040, 035, 048, 036, 033, 027, 045, 016, 035, 030, ! dx2(1:10,22, 2) . 023, 035, 056, 043, 035, 025, 056, 032, 043, 035, ! dx2(1:10,23, 2) . 027, 038, 056, 045, 041, 035, 064, 042, 048, 036, ! dx2(1:10,24, 2) . 038, 043, 073, 055, 044, 049, 072, 064, 060, 055, ! dx2(1:10,25, 2) .-004,-003, 020, 009,-001, 006, 026, 015, 013, 003, ! dx2(1:10,26, 2) .-010,-006, 016, 012,-004,-003, 019, 027, 013, 001, ! dx2(1:10,27, 2) . 003,-011, 013, 007,-014,-008, 006, 020, 001,-003, ! dx2(1:10,28, 2) .-012,-013,-005, 001,-013,-010,-006, 020,-002,-005, ! dx2(1:10,29, 2) .-015,-016,-008,-001,-013,-015,-015, 015,-004,-012, ! dx2(1:10,30, 2) . 007,-007,-019,-010,-008, 011,-028, 002,-007,-013, ! dx2(1:10,31, 2) .-022,-013,-026,-020,-010, 005,-035,-002,-014,-011, ! dx2(1:10,32, 2) .-013,-009,-021,-015,-004, 021,-034,-007,-014,-009, ! dx2(1:10,33, 2) .-010, 006,-011,-011, 001, 036,-028,-013,-011,-001, ! dx2(1:10,34, 2) .-006, 004,-013,-015,-007, 029,-027,-018,-013, 002, ! dx2(1:10,35, 2) . 017, 015, 012,-003,-001, 027,-013,-022,-015, 027, ! dx2(1:10,36, 2) .-012, 029, 027, 002,-014,-026,-012,-034,-029, 026, ! dx2(1:10,37, 2) .-006,-010,-002,-012,-041,-062,-036,-062,-065, 015, ! dx2(1:10,38, 2) .-001,-015, 028, 058, 022,-017, 004, 020,-053,-021, ! dx2(1:10, 1, 3) .-015,-031, 014, 048, 003,-018, 008, 012,-051,-030, ! dx2(1:10, 2, 3) .-014,-007, 020, 035, 019,-014, 026, 000,-013,-015, ! dx2(1:10, 3, 3) . 014,-009, 016, 026, 005,-006, 022,-005, 007,-005, ! dx2(1:10, 4, 3) .-004,-008, 006, 017, 010,-009, 027,-008, 015, 005, ! dx2(1:10, 5, 3) . 020, 020, 022, 016, 025, 015, 046, 008, 044, 014, ! dx2(1:10, 6, 3) . 052, 033, 024, 016, 034, 023, 040, 029, 048, 031, ! dx2(1:10, 7, 3) .-006,-001,-023,-023,-010,-016,-001,-008, 007,-013, ! dx2(1:10, 8, 3) . 010, 003,-011,-011, 000, 008, 001, 016, 020, 000, ! dx2(1:10, 9, 3) .-001,-001,-024,-025,-014, 006,-015, 009, 004,-003, ! dx2(1:10,10, 3) . 002,-003,-029,-018,-016, 009,-018, 014, 004, 000, ! dx2(1:10,11, 3) . 007,-004,-023,-023,-001, 010,-018, 018, 009, 009, ! dx2(1:10,12, 3) . 009,-010,-024,-022,-017,-008,-029, 007,-005,-008, ! dx2(1:10,13, 3) .-055,-064,-075,-057,-059,-052,-075,-030,-049,-043, ! dx2(1:10,14, 3) .-009,-024,-043,-039,-035,-033,-049,-020,-036,-025, ! dx2(1:10,15, 3) .-018,-033,-040,-043,-034,-045,-051,-033,-051,-024, ! dx2(1:10,16, 3) .-007,-031,-040,-027,-031,-044,-039,-033,-040,-020, ! dx2(1:10,17, 3) .-007,-019,-020,-011,-010,-036,-021,-022,-028,-009, ! dx2(1:10,18, 3) . 024,-001,-002, 006,-009,-026,-005,-024,-014,-006, ! dx2(1:10,19, 3) . 030, 009,-001, 013, 000,-010, 002,-014,-005, 004, ! dx2(1:10,20, 3) . 012, 023, 030, 024, 019, 005, 031,-005, 015, 021, ! dx2(1:10,21, 3) . 032, 032, 044, 037, 022, 019, 048, 011, 030, 025, ! dx2(1:10,22, 3) . 031, 036, 052, 042, 034, 029, 058, 022, 042, 036, ! dx2(1:10,23, 3) . 032, 047, 062, 046, 037, 037, 067, 038, 045, 038, ! dx2(1:10,24, 3) . 039, 044, 067, 046, 036, 042, 074, 055, 058, 037, ! dx2(1:10,25, 3) .-005, 004, 021, 006,-010,-006, 022, 009, 010,-003, ! dx2(1:10,26, 3) . 001,-006, 017, 009,-008,-001, 019, 029, 019, 000, ! dx2(1:10,27, 3) .-015,-004, 009, 004,-011,-006, 013, 031, 011,-005, ! dx2(1:10,28, 3) . 007,-017, 000, 007,-020,-021,-009, 019, 008,-010, ! dx2(1:10,29, 3) .-019,-017,-012,-001,-015,-022,-017, 020, 006,-011, ! dx2(1:10,30, 3) . 000,-020,-017,-014,-016,-002,-030, 005,-009,-020, ! dx2(1:10,31, 3) .-011,-022,-021,-017,-018,-011,-038, 002,-013,-020, ! dx2(1:10,32, 3) .-001,-003,-011,-015,-004, 027,-032,-005,-006,-009, ! dx2(1:10,33, 3) .-004,-007,-019,-021,-010, 019,-039,-021,-021,-010, ! dx2(1:10,34, 3) .-007, 011,-012,-014,-004, 035,-028,-028,-014, 005, ! dx2(1:10,35, 3) .-017, 010,-007,-014,-011, 016,-021,-036,-015, 010, ! dx2(1:10,36, 3) . 003, 012, 011,-009,-019,-036,-019,-056,-035, 018, ! dx2(1:10,37, 3) .-038,-034,-014,-037,-057,-077,-053,-090,-072,-015, ! dx2(1:10,38, 3) .-038,-018, 016, 030, 007,-006, 008, 020,-038,-019, ! dx2(1:10, 1, 4) .-024,-029, 000, 028,-001,-024, 000, 013,-054,-034, ! dx2(1:10, 2, 4) .-012,-024, 010, 021, 001,-014, 012,-004,-018,-012, ! dx2(1:10, 3, 4) .-022,-021,-002, 005,-004,-018, 017,-024,-011,-013, ! dx2(1:10, 4, 4) .-003, 000,-005, 003, 001,-008, 021,-017, 009,-013, ! dx2(1:10, 5, 4) . 010, 006, 001, 001, 011,-002, 025,-009, 023, 003, ! dx2(1:10, 6, 4) . 008, 028, 019,-007, 015, 012, 028, 016, 040, 017, ! dx2(1:10, 7, 4) .-026,-026,-039,-047,-036,-034,-020,-030,-005,-031, ! dx2(1:10, 8, 4) . 007, 014,-018,-021,-003, 010,-003, 020, 011,-002, ! dx2(1:10, 9, 4) . 000, 000,-021,-027,-012, 000,-020, 018, 005,-004, ! dx2(1:10,10, 4) .-005,-004,-033,-039,-019,-007,-034, 011,-010,-017, ! dx2(1:10,11, 4) . 011, 000,-020,-024,-012, 005,-026, 028, 000,-003, ! dx2(1:10,12, 4) .-011,-010,-029,-030,-016,-011,-034, 014,-010,-013, ! dx2(1:10,13, 4) .-030,-051,-060,-070,-055,-051,-072,-021,-049,-046, ! dx2(1:10,14, 4) .-022,-036,-039,-047,-039,-041,-047,-022,-040,-035, ! dx2(1:10,15, 4) .-020,-034,-042,-035,-041,-045,-048,-028,-051,-037, ! dx2(1:10,16, 4) .-009,-017,-030,-021,-029,-041,-036,-027,-038,-014, ! dx2(1:10,17, 4) . 010,-008,-016,-004,-014,-024,-011,-021,-022,-008, ! dx2(1:10,18, 4) . 003,-005,-001, 000,-007,-026,-006,-032,-015, 001, ! dx2(1:10,19, 4) . 005, 000, 000, 005,-003,-026,-001,-032,-006,-001, ! dx2(1:10,20, 4) . 025, 017, 029, 021, 014, 007, 031,-013, 005, 019, ! dx2(1:10,21, 4) . 036, 028, 040, 023, 019, 013, 043,-007, 023, 023, ! dx2(1:10,22, 4) . 016, 022, 039, 022, 017, 018, 050, 000, 020, 016, ! dx2(1:10,23, 4) . 026, 040, 064, 039, 029, 032, 069, 021, 040, 040, ! dx2(1:10,24, 4) . 027, 032, 050, 035, 018, 025, 051, 040, 045, 024, ! dx2(1:10,25, 4) .-007,-003, 018, 001,-015,-008, 016, 005, 008,-008, ! dx2(1:10,26, 4) .-008, 000, 017, 009,-010,-005, 021, 025, 024,-008, ! dx2(1:10,27, 4) . 000,-012, 007, 005,-020,-016, 000, 025, 016,-014, ! dx2(1:10,28, 4) .-020,-025,-003, 000,-021,-023,-005, 026, 009,-020, ! dx2(1:10,29, 4) .-013,-016,-010,-010,-023,-031,-022, 020, 009,-024, ! dx2(1:10,30, 4) .-012,-020,-019,-017,-014,-010,-028, 020,-004,-018, ! dx2(1:10,31, 4) .-016,-020,-025,-029,-023,-009,-035, 007,-014,-028, ! dx2(1:10,32, 4) .-012,-002,-017,-007,-003, 009,-033, 000,-005,-011, ! dx2(1:10,33, 4) . 000,-009,-023,-019,-010, 021,-038,-016,-018,-008, ! dx2(1:10,34, 4) .-002, 008,-013,-012,-007, 023,-031,-025,-015, 000, ! dx2(1:10,35, 4) .-022,-001,-018,-019,-016, 021,-024,-047,-023, 007, ! dx2(1:10,36, 4) . 021, 033, 029, 003,-006,-021, 004,-058,-011, 030, ! dx2(1:10,37, 4) .-024,-011,-011,-031,-044,-074,-045,-106,-054,-012, ! dx2(1:10,38, 4) .-006,-011, 010, 028, 009,-041, 000, 023,-055,-020, ! dx2(1:10, 1, 5) .-030,-032,-006, 011,-013,-032,-015, 005,-057,-043, ! dx2(1:10, 2, 5) .-006,-027, 000, 002,-007,-021, 008,-011,-025,-013, ! dx2(1:10, 3, 5) .-030,-019,-004, 000,-006,-010, 010,-023,-008,-011, ! dx2(1:10, 4, 5) .-004,-007,-003,-008,-004,-016, 015,-029, 006,-005, ! dx2(1:10, 5, 5) . 013, 006, 008,-009, 008, 000, 024,-019, 023, 000, ! dx2(1:10, 6, 5) . 015, 011, 002,-011, 013, 009, 015, 009, 034,-001, ! dx2(1:10, 7, 5) .-037,-033,-047,-060,-042,-040,-035,-039,-020,-037, ! dx2(1:10, 8, 5) .-004, 003,-014,-033,-008,-005,-014, 018, 012,-016, ! dx2(1:10, 9, 5) .-007, 002,-027,-035,-013, 004,-025, 018,-002,-013, ! dx2(1:10,10, 5) . 000,-008,-038,-041,-029,-005,-043, 011,-016,-016, ! dx2(1:10,11, 5) .-002, 001,-020,-033,-012,-003,-033, 033,-008,-013, ! dx2(1:10,12, 5) .-001,-022,-022,-039,-025,-020,-039, 023,-015,-010, ! dx2(1:10,13, 5) .-048,-047,-066,-073,-058,-052,-073,-013,-055,-051, ! dx2(1:10,14, 5) .-029,-034,-037,-044,-049,-046,-058,-023,-046,-036, ! dx2(1:10,15, 5) .-017,-034,-040,-035,-043,-047,-046,-029,-047,-034, ! dx2(1:10,16, 5) . 003,-020,-025,-021,-034,-034,-032,-030,-039,-026, ! dx2(1:10,17, 5) . 000,-008,-015,-008,-015,-025,-012,-024,-020,-007, ! dx2(1:10,18, 5) . 026, 000, 004, 010,-003,-012, 012,-035,-011, 010, ! dx2(1:10,19, 5) . 021, 004, 008, 006,-006,-011, 008,-037,-011, 010, ! dx2(1:10,20, 5) . 029, 016, 025, 016, 006, 002, 028,-027, 006, 017, ! dx2(1:10,21, 5) . 024, 015, 026, 018, 009, 006, 038,-025, 001, 017, ! dx2(1:10,22, 5) . 023, 027, 038, 025, 010, 011, 044,-017, 014, 023, ! dx2(1:10,23, 5) . 023, 028, 050, 033, 018, 018, 051, 003, 024, 019, ! dx2(1:10,24, 5) . 042, 045, 055, 043, 024, 032, 060, 039, 038, 027, ! dx2(1:10,25, 5) . 012,-009, 019, 008,-021,-006, 018, 001, 000,-011, ! dx2(1:10,26, 5) .-008,-005, 016, 009,-009,-007, 011, 022, 018,-012, ! dx2(1:10,27, 5) .-011,-019, 002,-002,-027,-021,-002, 022, 015,-017, ! dx2(1:10,28, 5) .-034,-029,-016,-016,-028,-034,-018, 020, 013,-029, ! dx2(1:10,29, 5) .-009,-018,-008,-002,-017,-021,-017, 034, 019,-017, ! dx2(1:10,30, 5) .-012,-022,-024,-017,-021,-023,-028, 018,-002,-026, ! dx2(1:10,31, 5) .-008,-020,-038,-015,-021,-026,-039, 013,-007,-028, ! dx2(1:10,32, 5) .-009, 001,-013,-015,-006, 019,-025, 007,-005,-011, ! dx2(1:10,33, 5) .-011, 008,-019,-013,-003, 014,-029,-009,-014,-001, ! dx2(1:10,34, 5) .-018,-010,-016,-008,-010, 026,-026,-026,-023,-004, ! dx2(1:10,35, 5) . 010, 006,-001, 000,-001, 028,-008,-035,-003, 019, ! dx2(1:10,36, 5) . 009, 019, 023, 009,-003,-013, 001,-062,-015, 032, ! dx2(1:10,37, 5) .-048,-029,-003,-024,-042,-054,-020,-093,-042, 006, ! dx2(1:10,38, 5) .-005,-001, 006, 034, 008,-009, 006, 036,-037,-009, ! dx2(1:10, 1, 6) .-015,-032,-005, 007,-008,-027, 000, 015,-050,-018, ! dx2(1:10, 2, 6) .-032,-028,-009,-006,-013,-019,-001,-019,-023,-021, ! dx2(1:10, 3, 6) .-013,-016,-007,-012,-011,-021, 005,-029,-012,-008, ! dx2(1:10, 4, 6) .-009,-013,-003,-008,-005,-010, 015,-033, 003,-006, ! dx2(1:10, 5, 6) . 006, 020, 012,-001, 015, 003, 024,-010, 032, 012, ! dx2(1:10, 6, 6) . 008,-002,-011,-022, 000, 004, 001,-002, 018, 000, ! dx2(1:10, 7, 6) .-033,-031,-040,-060,-033,-037,-031,-041,-013,-044, ! dx2(1:10, 8, 6) .-002, 000,-029,-036,-012,-005,-027, 018, 002,-013, ! dx2(1:10, 9, 6) .-001, 002,-025,-037,-014,-008,-032, 017,-008,-014, ! dx2(1:10,10, 6) . 001,-007,-041,-053,-028,-016,-043, 018,-017,-028, ! dx2(1:10,11, 6) . 003,-003,-018,-036,-007, 001,-029, 038,-007,-015, ! dx2(1:10,12, 6) .-004,-011,-019,-023,-021,-012,-035, 028,-019,-005, ! dx2(1:10,13, 6) .-025,-056,-056,-059,-061,-049,-070,-009,-056,-052, ! dx2(1:10,14, 6) .-014,-026,-039,-035,-039,-041,-050,-015,-047,-029, ! dx2(1:10,15, 6) .-025,-036,-032,-034,-038,-041,-041,-028,-045,-031, ! dx2(1:10,16, 6) .-014,-024,-028,-022,-031,-037,-031,-033,-035,-012, ! dx2(1:10,17, 6) . 000,-012,-015,-012,-022,-021,-008,-032,-022,-003, ! dx2(1:10,18, 6) . 017, 002, 004,-002,-006,-018, 006,-045,-016, 001, ! dx2(1:10,19, 6) . 028, 004, 000, 008, 000,-011, 013,-039,-008, 007, ! dx2(1:10,20, 6) . 004, 017, 025, 018, 006, 004, 029,-040,-003, 013, ! dx2(1:10,21, 6) . 022, 012, 028, 022, 006, 001, 036,-033, 000, 014, ! dx2(1:10,22, 6) . 025, 028, 029, 027, 008, 013, 041,-024, 005, 018, ! dx2(1:10,23, 6) . 024, 035, 049, 038, 017, 019, 056, 001, 020, 018, ! dx2(1:10,24, 6) . 026, 022, 051, 039, 015, 022, 046, 024, 035, 015, ! dx2(1:10,25, 6) .-017,-007, 010,-003,-025,-017, 004,-010,-001,-017, ! dx2(1:10,26, 6) .-002,-012, 014, 004,-014,-014, 009, 021, 016,-018, ! dx2(1:10,27, 6) .-003,-016,-004,-005,-020,-015,-005, 025, 022,-022, ! dx2(1:10,28, 6) . 000,-024,-013,-010,-026,-030,-018, 028, 018,-023, ! dx2(1:10,29, 6) .-008,-008,-007, 002,-012,-029,-010, 037, 023,-014, ! dx2(1:10,30, 6) .-012,-017,-022,-013,-018,-032,-030, 029, 000,-020, ! dx2(1:10,31, 6) .-003,-022,-037,-019,-023,-031,-034, 016,-004,-035, ! dx2(1:10,32, 6) .-008,-010,-016,-008,-002, 007,-026, 020,-005,-011, ! dx2(1:10,33, 6) .-003,-010,-026,-018,-005, 016,-029,-003,-017,-012, ! dx2(1:10,34, 6) .-004, 006,-014,-004, 000, 031,-020,-010,-007, 005, ! dx2(1:10,35, 6) . 006, 019, 014, 011, 011, 038,-002,-021, 000, 031, ! dx2(1:10,36, 6) . 014, 017, 040, 028, 011, 005, 021,-052,-004, 044, ! dx2(1:10,37, 6) . 003, 000, 015,-009,-018,-049,-021,-096,-036, 011, ! dx2(1:10,38, 6) . 007,-005, 011, 026, 014, 000, 010, 042,-018, 010, ! dx2(1:10, 1, 7) .-029,-013,-007, 015,-002, 001, 000, 026,-034,-002, ! dx2(1:10, 2, 7) .-019,-023,-002,-012,-007,-019, 007,-017,-021,-014, ! dx2(1:10, 3, 7) .-025,-022,-008,-012,-014,-018, 003,-037,-004,-010, ! dx2(1:10, 4, 7) .-020,-006,-005,-018,-006,-009, 007,-036, 008,-004, ! dx2(1:10, 5, 7) . 016, 011, 006,-008, 012, 003, 019,-016, 032, 005, ! dx2(1:10, 6, 7) . 016, 018, 010,-006, 021, 011, 015, 017, 036, 007, ! dx2(1:10, 7, 7) .-012,-016,-040,-054,-033,-040,-037,-032,-016,-035, ! dx2(1:10, 8, 7) .-001, 005,-014,-038, 000,-003,-019, 021, 004,-016, ! dx2(1:10, 9, 7) .-002,-002,-018,-049,-011,-001,-027, 029,-001,-024, ! dx2(1:10,10, 7) .-010,-002,-028,-045,-019,-010,-042, 025,-015,-025, ! dx2(1:10,11, 7) . 009, 004,-013,-030,-012,-005,-028, 038,-008,-011, ! dx2(1:10,12, 7) . 008, 001,-013,-010,-012,-004,-029, 033,-014,-009, ! dx2(1:10,13, 7) .-029,-041,-054,-051,-054,-046,-066,-008,-053,-049, ! dx2(1:10,14, 7) .-027,-033,-030,-033,-040,-036,-043,-010,-044,-027, ! dx2(1:10,15, 7) .-012,-036,-034,-042,-035,-037,-029,-026,-037,-027, ! dx2(1:10,16, 7) .-016,-019,-023,-028,-030,-027,-023,-031,-038,-012, ! dx2(1:10,17, 7) . 001,-006,-003,-013,-015,-018,-001,-037,-016,-005, ! dx2(1:10,18, 7) . 017,-009, 000, 004,-011,-017, 008,-052,-017, 005, ! dx2(1:10,19, 7) . 011, 007, 008, 010,-005,-006, 022,-047,-013, 009, ! dx2(1:10,20, 7) . 029, 017, 023, 029, 009, 000, 033,-044, 000, 021, ! dx2(1:10,21, 7) . 014, 024, 026, 023, 007, 010, 039,-043, 000, 016, ! dx2(1:10,22, 7) . 036, 028, 036, 035, 013, 013, 044,-025, 009, 023, ! dx2(1:10,23, 7) . 030, 029, 050, 035, 017, 025, 046,-003, 019, 024, ! dx2(1:10,24, 7) . 018, 025, 041, 034, 016, 019, 037, 022, 029, 014, ! dx2(1:10,25, 7) .-010,-006, 009, 005,-013,-009, 008,-006,-002,-011, ! dx2(1:10,26, 7) .-002,-018, 011, 002,-015,-009, 000, 017, 017,-014, ! dx2(1:10,27, 7) .-004,-019, 000, 001,-013,-012,-008, 026, 024,-015, ! dx2(1:10,28, 7) .-006,-010,-009,-001,-017,-029,-016, 033, 023,-029, ! dx2(1:10,29, 7) . 000,-016,-016, 000,-007,-021,-012, 041, 029,-016, ! dx2(1:10,30, 7) .-025,-021,-026,-011,-014,-036,-028, 027, 003,-023, ! dx2(1:10,31, 7) .-008,-019,-033,-022,-018,-038,-034, 024,-007,-026, ! dx2(1:10,32, 7) .-009,-016,-024,-009,-005, 003,-018, 029,-002,-011, ! dx2(1:10,33, 7) .-006,-007,-016,-004,-001, 022,-022, 009,-003, 000, ! dx2(1:10,34, 7) . 012, 007,-002, 011, 009, 040,-009, 007, 004, 014, ! dx2(1:10,35, 7) . 031, 017, 013, 020, 019, 054, 017,-008, 013, 036, ! dx2(1:10,36, 7) . 022, 026, 050, 038, 018, 015, 031,-041, 007, 054, ! dx2(1:10,37, 7) .-020,-014, 011,-007,-020,-034,-010,-090,-030, 022, ! dx2(1:10,38, 7) . 023, 006, 008, 030, 015, 024, 019, 026,-015, 009, ! dx2(1:10, 1, 8) .-013,-015, 008, 015, 006, 002, 013, 024,-025, 013, ! dx2(1:10, 2, 8) .-018,-003, 011, 001,-001, 000, 009,-009, 000, 000, ! dx2(1:10, 3, 8) .-030,-011,-001,-016,-007,-016, 007,-037,-004,-009, ! dx2(1:10, 4, 8) . 004,-013, 000,-009,-001,-006, 012,-033, 017, 000, ! dx2(1:10, 5, 8) . 008, 013, 017,-004, 019, 011, 020,-005, 031, 008, ! dx2(1:10, 6, 8) . 026, 038, 011,-002, 026, 016, 024, 019, 044, 011, ! dx2(1:10, 7, 8) .-015,-019,-028,-041,-015,-025,-024,-023,-006,-024, ! dx2(1:10, 8, 8) . 004, 010,-005,-032, 001,-004,-018, 028, 010,-013, ! dx2(1:10, 9, 8) .-013,-001,-020,-030,-014,-004,-025, 037, 000,-014, ! dx2(1:10,10, 8) . 002,-008,-020,-032,-017,-011,-036, 037,-011,-021, ! dx2(1:10,11, 8) .-008, 013,-014,-016,-006, 000,-030, 041,-009,-010, ! dx2(1:10,12, 8) . 000,-010,-013,-025,-018,-015,-025, 027,-015,-014, ! dx2(1:10,13, 8) .-035,-031,-038,-049,-038,-033,-056,-003,-046,-035, ! dx2(1:10,14, 8) .-005,-025,-029,-041,-031,-030,-031,-010,-037,-023, ! dx2(1:10,15, 8) .-021,-023,-022,-039,-029,-029,-031,-024,-036,-022, ! dx2(1:10,16, 8) .-025,-020,-021,-027,-028,-026,-015,-038,-033,-006, ! dx2(1:10,17, 8) . 007,-012,-002,-006,-011,-010, 003,-040,-015, 005, ! dx2(1:10,18, 8) . 002, 003,-004, 016,-014,-007, 017,-057,-021, 009, ! dx2(1:10,19, 8) . 009, 004, 003, 020,-006,-009, 018,-058,-017, 010, ! dx2(1:10,20, 8) . 035, 025, 026, 029, 007, 009, 038,-044,-002, 022, ! dx2(1:10,21, 8) . 024, 021, 031, 032, 010, 013, 041,-040, 001, 023, ! dx2(1:10,22, 8) . 034, 027, 037, 026, 014, 017, 042,-030, 009, 020, ! dx2(1:10,23, 8) . 030, 029, 042, 035, 018, 025, 046,-003, 018, 032, ! dx2(1:10,24, 8) . 041, 034, 057, 046, 025, 035, 046, 024, 033, 016, ! dx2(1:10,25, 8) .-007,-016, 010, 001,-019,-003, 001,-015,-006,-014, ! dx2(1:10,26, 8) . 000,-009, 006, 009,-004,-004, 004, 023, 018,-005, ! dx2(1:10,27, 8) . 000,-012, 000, 004,-010,-005,-007, 028, 023,-015, ! dx2(1:10,28, 8) . 002,-013,-015, 002,-006,-013,-011, 034, 025,-015, ! dx2(1:10,29, 8) .-003,-006,-005, 010, 000,-020,-011, 045, 025,-009, ! dx2(1:10,30, 8) . 007,-014,-033,-008,-008,-023,-025, 037, 005,-009, ! dx2(1:10,31, 8) .-020,-031,-037,-021,-019,-039,-031, 031,-007,-030, ! dx2(1:10,32, 8) . 015,-003,-013, 003, 007, 008,-013, 043, 011, 006, ! dx2(1:10,33, 8) . 008,-001,-015, 000, 004, 023,-006, 027, 008, 003, ! dx2(1:10,34, 8) . 023, 012, 012, 022, 017, 051, 010, 022, 016, 028, ! dx2(1:10,35, 8) . 026, 028, 029, 033, 027, 061, 025, 010, 020, 046, ! dx2(1:10,36, 8) . 032, 030, 067, 049, 036, 024, 035,-031, 020, 054, ! dx2(1:10,37, 8) . 015, 000, 031, 010, 004,-019, 006,-056,-017, 034, ! dx2(1:10,38, 8) .-008, 006, 010, 014, 016, 023, 022, 036,-018, 017, ! dx2(1:10, 1, 9) . 008, 006, 014, 017, 007, 009, 017, 023,-014, 014, ! dx2(1:10, 2, 9) .-012,-009, 019, 013, 010, 009, 024,-008, 006, 017, ! dx2(1:10, 3, 9) .-009,-016, 001,-004,-001,-003, 014,-025, 013, 001, ! dx2(1:10, 4, 9) .-020, 007, 007,-001, 005,-003, 014,-028, 017,-002, ! dx2(1:10, 5, 9) . 016, 030, 022, 007, 030, 022, 030, 006, 049, 024, ! dx2(1:10, 6, 9) . 029, 018, 017,-002, 029, 021, 013, 034, 039, 016, ! dx2(1:10, 7, 9) .-030,-010,-032,-054,-016,-031,-025,-016,-003,-026, ! dx2(1:10, 8, 9) . 012, 006,-001,-022, 007, 002,-009, 044, 017, 004, ! dx2(1:10, 9, 9) . 003, 001,-006,-026,-003,-001,-020, 051, 005,-012, ! dx2(1:10,10, 9) . 000, 009,-010,-019,-008,-001,-026, 046,-004,-012, ! dx2(1:10,11, 9) . 017, 006, 000,-012,-002, 008,-018, 050, 000,-003, ! dx2(1:10,12, 9) . 006, 018,-006,-017, 000, 008,-007, 034,-006, 000, ! dx2(1:10,13, 9) .-028,-040,-045,-062,-044,-043,-053,-010,-050,-052, ! dx2(1:10,14, 9) .-022,-010,-016,-036,-021,-018,-026,-006,-030,-006, ! dx2(1:10,15, 9) .-012,-021,-024,-030,-026,-022,-017,-028,-036,-016, ! dx2(1:10,16, 9) .-013,-020,-007,-016,-016,-015,-005,-037,-027,-002, ! dx2(1:10,17, 9) .-004,-001, 004, 007,-006,-001, 010,-038,-019, 017, ! dx2(1:10,18, 9) . 013,-011, 000, 013,-004, 000, 023,-057,-019, 009, ! dx2(1:10,19, 9) . 010, 000, 004, 016,-001, 000, 022,-057,-017, 009, ! dx2(1:10,20, 9) . 023, 014, 023, 023, 010, 012, 033,-049,-005, 021, ! dx2(1:10,21, 9) . 022, 019, 030, 023, 011, 018, 040,-043,-001, 018, ! dx2(1:10,22, 9) . 016, 025, 036, 034, 020, 022, 043,-027, 009, 027, ! dx2(1:10,23, 9) . 036, 039, 052, 043, 026, 029, 049,-003, 022, 027, ! dx2(1:10,24, 9) . 037, 030, 047, 053, 033, 034, 045, 031, 030, 034, ! dx2(1:10,25, 9) . 005, 000, 010, 014,-009,-007, 002,-011,-003,-011, ! dx2(1:10,26, 9) . 009, 005, 015, 019, 007, 009, 004, 026, 017, 003, ! dx2(1:10,27, 9) . 008,-006,-003, 010, 000, 000,-007, 032, 021,-012, ! dx2(1:10,28, 9) . 007,-008,-009, 009, 000,-017,-014, 039, 024,-012, ! dx2(1:10,29, 9) . 000,-006,-016, 002, 003,-016,-015, 043, 026,-014, ! dx2(1:10,30, 9) .-024,-019,-022, 004,-002,-030,-020, 042, 012,-012, ! dx2(1:10,31, 9) .-010,-015,-037,-008,-007,-039,-030, 037, 002,-014, ! dx2(1:10,32, 9) .-005,-002,-015, 003, 011, 010, 000, 050, 016,-001, ! dx2(1:10,33, 9) . 000, 005,-008, 003, 006, 023, 002, 037, 017, 015, ! dx2(1:10,34, 9) . 021, 008, 003, 023, 015, 049, 014, 029, 019, 024, ! dx2(1:10,35, 9) . 027, 039, 041, 037, 035, 064, 036, 013, 030, 047, ! dx2(1:10,36, 9) . 032, 041, 078, 054, 046, 044, 056,-023, 025, 065, ! dx2(1:10,37, 9) . 015, 024, 054, 019, 015,-009, 030,-063,-015, 032, ! dx2(1:10,38, 9) . 028, 021, 020, 041, 029, 038, 033, 026, 005, 029, ! dx2(1:10, 1,10) . 004, 012, 008, 032, 019, 032, 017, 014,-015, 011, ! dx2(1:10, 2,10) .-007, 008, 028, 013, 024, 021, 029, 000, 018, 027, ! dx2(1:10, 3,10) .-002, 022, 017, 011, 014, 019, 026,-012, 021, 014, ! dx2(1:10, 4,10) .-003,-001, 006,-001, 009, 009, 014,-011, 030, 005, ! dx2(1:10, 5,10) . 019, 014, 019, 010, 028, 021, 024, 012, 044, 021, ! dx2(1:10, 6,10) . 008, 031, 028, 010, 041, 026, 036, 057, 058, 022, ! dx2(1:10, 7,10) .-012,-030,-023,-033,-016,-019,-026, 000, 000,-021, ! dx2(1:10, 8,10) . 004, 004, 006, 000, 011, 004,-005, 061, 025,-006, ! dx2(1:10, 9,10) . 000, 005, 008, 010, 008, 011,-007, 068, 018,-008, ! dx2(1:10,10,10) . 000,-005, 000,-014, 000, 000,-018, 055, 007, 001, ! dx2(1:10,11,10) . 015, 023, 012,-015, 013, 017,-002, 057, 012, 006, ! dx2(1:10,12,10) . 004, 011, 011,-012, 009, 009, 001, 044, 002, 017, ! dx2(1:10,13,10) .-020,-005,-022,-054,-023,-015,-032, 009,-033,-014, ! dx2(1:10,14,10) .-001,-005,-009,-016,-011,-008,-004,-001,-018,-013, ! dx2(1:10,15,10) .-023, 001, 002,-006,-002,-002, 000,-017,-019, 000, ! dx2(1:10,16,10) .-003,-004,-004, 010,-008, 003, 004,-035,-019,-002, ! dx2(1:10,17,10) . 011, 005, 005, 015, 005, 015, 022,-037,-008, 015, ! dx2(1:10,18,10) . 017, 010, 021, 011, 005, 014, 026,-051,-012, 020, ! dx2(1:10,19,10) . 028, 003, 019, 010, 007, 012, 027,-046,-010, 036, ! dx2(1:10,20,10) . 025, 022, 024, 020, 013, 018, 042,-047, 002, 023, ! dx2(1:10,21,10) . 028, 015, 033, 035, 018, 022, 040,-038, 007, 029, ! dx2(1:10,22,10) . 034, 034, 028, 040, 018, 021, 034,-025, 002, 028, ! dx2(1:10,23,10) . 032, 041, 035, 051, 031, 030, 045,-001, 017, 030, ! dx2(1:10,24,10) . 031, 052, 059, 057, 047, 045, 042, 029, 031, 037, ! dx2(1:10,25,10) .-003, 003, 008, 018, 008, 005, 007,-010,-010,-004, ! dx2(1:10,26,10) . 021, 014, 014, 025, 021, 013, 009, 022, 019, 000, ! dx2(1:10,27,10) . 015, 007, 003, 015, 013, 002,-002, 025, 018, 000, ! dx2(1:10,28,10) . 009, 000,-008, 007, 011, 007,-008, 036, 024,-006, ! dx2(1:10,29,10) . 004, 007,-007, 007, 010,-011,-010, 049, 032,-005, ! dx2(1:10,30,10) . 023, 000,-024,-002, 009,-009,-004, 057, 030, 004, ! dx2(1:10,31,10) .-008,-023,-029,-015,-004,-033,-024, 051, 016,-019, ! dx2(1:10,32,10) . 019, 008,-014, 006, 012,-003, 011, 061, 024, 022, ! dx2(1:10,33,10) . 010, 009, 004, 014, 021, 021, 019, 049, 022, 015, ! dx2(1:10,34,10) . 032, 022, 022, 023, 031, 046, 036, 034, 034, 027, ! dx2(1:10,35,10) . 035, 021, 052, 044, 040, 082, 046, 016, 038, 045, ! dx2(1:10,36,10) . 069, 074, 106, 079, 073, 066, 075,-014, 044, 071, ! dx2(1:10,37,10) . 058, 010, 063, 052, 024, 021, 030,-054,-001, 031, ! dx2(1:10,38,10) . 028, 005, 029, 009, 005, 015, 015, 009,-022, 007, ! dx2(1:10, 1,11) .-019,-011, 003, 004, 009, 008, 004, 001,-028, 007, ! dx2(1:10, 2,11) .-017, 000, 006,-005, 003, 009, 016,-014, 001, 001, ! dx2(1:10, 3,11) .-024,-002, 001,-003, 005,-002, 010,-026, 005, 002, ! dx2(1:10, 4,11) .-027, 010, 001,-009, 008, 000, 004,-017, 023, 002, ! dx2(1:10, 5,11) .-008, 002, 005,-011, 010, 004, 010, 002, 032, 009, ! dx2(1:10, 6,11) . 001, 006, 008, 000, 022, 009, 008, 029, 039, 004, ! dx2(1:10, 7,11) .-018,-019,-029,-031,-015,-028,-025,-006,-001,-036, ! dx2(1:10, 8,11) . 001,-008, 000, 001, 005, 000,-015, 050, 013,-004, ! dx2(1:10, 9,11) .-010, 008, 000,-009, 003,-001,-012, 060, 015,-008, ! dx2(1:10,10,11) .-008,-005,-008,-023,-006,-002,-020, 053,-002,-005, ! dx2(1:10,11,11) . 020, 018, 005,-016, 008, 011,-006, 053, 008, 002, ! dx2(1:10,12,11) .-006, 014, 006,-027, 001, 012,-004, 031,-005, 005, ! dx2(1:10,13,11) .-028,-014,-023,-050,-025,-025,-027, 007,-034,-021, ! dx2(1:10,14,11) .-013,-006,-011,-017,-015,-016,-012,-003,-019,-009, ! dx2(1:10,15,11) .-010,-008,-005,-008,-013,-010,-005,-028,-026,-008, ! dx2(1:10,16,11) .-004,-010,-006, 000,-010,-006, 001,-037,-026, 003, ! dx2(1:10,17,11) .-001, 004, 004, 002,-005, 003, 016,-044,-009, 009, ! dx2(1:10,18,11) . 016, 005, 013,-002, 009, 017, 027,-051,-014, 013, ! dx2(1:10,19,11) .-007,-018,-013,-020,-016,-011, 004,-078,-031,-011, ! dx2(1:10,20,11) .-018,-013,-005,-007,-018,-016, 006,-081,-032,-003, ! dx2(1:10,21,11) .-004,-004,-005, 000,-016,-017, 002,-074,-030,-007, ! dx2(1:10,22,11) .-017,-006, 000, 010,-013,-006, 006,-053,-025, 004, ! dx2(1:10,23,11) .-005, 008, 001, 013, 000,-010, 010,-033,-019,-008, ! dx2(1:10,24,11) . 022, 014, 018, 027, 010, 016, 009, 000, 000,-005, ! dx2(1:10,25,11) . 000,-006,-003, 005,-007,-011,-007,-023,-021,-021, ! dx2(1:10,26,11) .-012,-005,-002, 004, 006,-002,-011, 001,-003,-018, ! dx2(1:10,27,11) . 001,-008,-013,-005,-001,-005,-020, 007, 002,-027, ! dx2(1:10,28,11) .-008,-019,-029,-007,-013,-018,-028, 021, 004,-024, ! dx2(1:10,29,11) . 001,-016,-034,-010, 000,-031,-025, 028, 012,-023, ! dx2(1:10,30,11) .-006,-020,-038,-014,-009,-031,-027, 038, 006,-008, ! dx2(1:10,31,11) .-028,-049,-076,-050,-041,-060,-057, 008,-020,-047, ! dx2(1:10,32,11) .-033,-047,-060,-040,-029,-046,-039, 016,-022,-037, ! dx2(1:10,33,11) .-021,-035,-039,-027,-031,-019,-025, 005,-018,-022, ! dx2(1:10,34,11) .-029,-019,-021,-014,-013, 007,-009,-005,-011,-018, ! dx2(1:10,35,11) . 016,-011, 009, 002,-004, 027, 003,-026,-002, 011, ! dx2(1:10,36,11) .-018, 013, 051, 023, 025, 017, 024,-063,-009, 025, ! dx2(1:10,37,11) . 046,-001, 056, 018, 023, 023, 021,-044,-011, 012, ! dx2(1:10,38,11) . 000, 027,-022, 021, 013, 031, 014, 000,-015, 052, ! dx2(1:10, 1,12) .-002,-004,-011, 006,-003, 019, 006,-012,-027, 013, ! dx2(1:10, 2,12) .-024,-003, 001, 003, 005, 014, 014,-014,-001, 022, ! dx2(1:10, 3,12) .-020,-005, 000,-006, 004, 007,-001,-016, 006, 003, ! dx2(1:10, 4,12) .-013,-007,-004,-003, 003, 002, 001,-007, 016, 002, ! dx2(1:10, 5,12) .-014, 018, 019, 015, 027, 018, 017, 016, 042, 012, ! dx2(1:10, 6,12) . 005, 014, 009, 020, 016, 008, 010, 042, 039, 009, ! dx2(1:10, 7,12) .-053,-040,-025,-010,-021,-033,-034, 000,-010,-039, ! dx2(1:10, 8,12) .-012,-006, 003,-006, 002,-003,-008, 053, 017,-007, ! dx2(1:10, 9,12) .-011,-006, 003,-018, 000, 004,-014, 059, 007,-014, ! dx2(1:10,10,12) .-011,-006,-006,-028,-007,-001,-020, 053,-002,-009, ! dx2(1:10,11,12) . 003, 016, 016,-011, 013, 011, 002, 057, 007, 008, ! dx2(1:10,12,12) . 027, 025, 022, 011, 016, 019, 014, 048, 018, 015, ! dx2(1:10,13,12) .-009,-013,-016,-022,-022,-018,-026, 006,-024,-020, ! dx2(1:10,14,12) . 014, 021, 017, 012, 010, 011, 019, 016, 000, 008, ! dx2(1:10,15,12) .-015, 006, 004,-009,-005, 002, 001,-017,-018, 003, ! dx2(1:10,16,12) .-004, 000, 002,-004,-001, 007, 012,-032,-011, 005, ! dx2(1:10,17,12) . 006, 005, 013,-007, 005, 019, 021,-040,-014, 013, ! dx2(1:10,18,12) . 014, 012, 012, 018, 008, 013, 024,-055,-014, 022, ! dx2(1:10,19,12) .-013,-015,-009,-009,-022,-010,-002,-076,-038, 000, ! dx2(1:10,20,12) . 002, 000,-002, 005,-009,-007, 006,-073,-030,-003, ! dx2(1:10,21,12) .-008,-013,-005, 007,-013,-003, 006,-068,-031,-001, ! dx2(1:10,22,12) . 010,-004,-010, 010,-004,-009, 003,-048,-031,-006, ! dx2(1:10,23,12) . 000,-001, 000, 021, 005, 005, 003,-020,-019,-003, ! dx2(1:10,24,12) . 020, 021, 000, 014, 020, 003, 004,-005,-014, 015, ! dx2(1:10,25,12) .-012,-002,-013, 000, 002,-013,-017,-026,-027,-013, ! dx2(1:10,26,12) . 025, 005,-010, 011, 014, 006,-012, 000, 000,-003, ! dx2(1:10,27,12) . 002,-006,-013,-001, 012, 007,-017, 013, 006,-014, ! dx2(1:10,28,12) . 000,-017,-030,-008,-003,-005,-028, 014, 006,-018, ! dx2(1:10,29,12) . 004, 000,-012, 005, 008, 001,-009, 042, 030,-004, ! dx2(1:10,30,12) .-005,-019,-036,-016,-007,-027,-022, 035, 014,-015, ! dx2(1:10,31,12) .-059,-056,-069,-051,-036,-068,-054, 005,-015,-046, ! dx2(1:10,32,12) .-022,-029,-048,-026,-026,-043,-023, 023,-009,-019, ! dx2(1:10,33,12) .-025,-041,-045,-023,-024,-029,-019, 005,-020,-034, ! dx2(1:10,34,12) .-010,-016,-005,-001,-012, 007,-004,-003,-010, 000, ! dx2(1:10,35,12) .-003, 001, 023, 010, 006, 042, 020,-020,-006, 002, ! dx2(1:10,36,12) . 017, 012, 071, 036, 016, 020, 029,-069,-012, 026, ! dx2(1:10,37,12) . 016, 029, 078, 038, 026, 023, 033,-078,-005, 039, ! dx2(1:10,38,12) .-019,-006,-018, 015, 003, 033, 001,-023,-042, 005, ! dx2(1:10, 1,13) .-005, 000,-024, 001,-003, 013,-004,-031,-043, 010, ! dx2(1:10, 2,13) .-026, 006, 002, 003, 009, 020, 012,-015,-002, 019, ! dx2(1:10, 3,13) .-015, 000,-008,-005, 000, 009, 000,-025, 000, 003, ! dx2(1:10, 4,13) .-025, 005, 002, 008, 008, 011, 000,-006, 018, 006, ! dx2(1:10, 5,13) . 004, 019, 016, 034, 027, 023, 021, 026, 042, 014, ! dx2(1:10, 6,13) .-001, 014, 032, 035, 031, 013, 010, 046, 040, 012, ! dx2(1:10, 7,13) .-045,-027,-014,-010,-017,-024,-026, 011, 000,-027, ! dx2(1:10, 8,13) .-021,-010, 003,-004, 009, 010,-002, 050, 018,-004, ! dx2(1:10, 9,13) .-019,-014, 000,-017, 000, 000,-012, 063, 008,-010, ! dx2(1:10,10,13) .-019,-010,-004,-018, 000, 000,-010, 055, 000,-008, ! dx2(1:10,11,13) . 022, 020, 024, 010, 014, 019, 007, 066, 021, 009, ! dx2(1:10,12,13) . 017, 038, 026, 029, 020, 019, 021, 050, 015, 026, ! dx2(1:10,13,13) .-012,-005, 000,-009,-009,-010,-011, 020,-010,-014, ! dx2(1:10,14,13) . 004, 015, 019, 001, 002, 008, 011, 008, 000, 009, ! dx2(1:10,15,13) . 001, 016, 010,-016, 000, 000, 016,-014,-011, 005, ! dx2(1:10,16,13) . 005, 020, 017,-007, 006, 017, 018,-023,-004, 019, ! dx2(1:10,17,13) . 020, 027, 021, 015, 015, 028, 031,-026,-002, 032, ! dx2(1:10,18,13) . 019, 005, 014, 027, 013, 021, 023,-049,-011, 015, ! dx2(1:10,19,13) .-015,-014,-012,-004,-016,-012,-002,-078,-038,-003, ! dx2(1:10,20,13) . 004,-006, 000, 018,-006,-001, 008,-066,-028, 005, ! dx2(1:10,21,13) . 002, 004, 000, 009,-005,-005, 000,-062,-027, 000, ! dx2(1:10,22,13) . 000, 006,-001, 019, 004, 007, 009,-036,-024,-003, ! dx2(1:10,23,13) . 008, 009,-004, 014, 010, 003, 007,-019,-020, 012, ! dx2(1:10,24,13) . 018, 019, 007, 026, 034, 022, 003, 006,-001, 000, ! dx2(1:10,25,13) . 010, 001,-020, 002, 003,-003,-018,-019,-024,-014, ! dx2(1:10,26,13) . 005, 002,-013, 002, 021, 013,-007, 002, 000,-005, ! dx2(1:10,27,13) . 012,-004,-013, 001, 014, 015,-016, 018, 014, 000, ! dx2(1:10,28,13) .-003,-005,-022,-011, 011, 006,-013, 025, 015,-014, ! dx2(1:10,29,13) . 005,-011,-028,-002, 007, 001,-009, 039, 030, 000, ! dx2(1:10,30,13) .-008,-003,-028,-014, 000,-020,-013, 042, 022,-010, ! dx2(1:10,31,13) .-060,-043,-071,-040,-037,-056,-045, 013,-011,-045, ! dx2(1:10,32,13) .-021,-022,-043,-024,-017,-036,-020, 020,-008,-015, ! dx2(1:10,33,13) .-026,-024,-026,-021,-023,-036,-018, 013,-016,-017, ! dx2(1:10,34,13) .-017,-012,-001,-004,-009, 007, 002,-003,-014,-011, ! dx2(1:10,35,13) . 023, 000, 030, 020, 016, 037, 021,-022,-006, 009, ! dx2(1:10,36,13) . 020, 039, 091, 034, 034, 030, 038,-070,-007, 032, ! dx2(1:10,37,13) . 010, 018, 096, 039, 029, 016, 021,-071,-027,-014, ! dx2(1:10,38,13) .-003, 040,-008, 005, 020, 022, 018,-032,-039, 034, ! dx2(1:10, 1,14) .-004,-002,-027,-010, 006, 026, 006,-038,-049, 020, ! dx2(1:10, 2,14) .-029, 009,-018,-006,-001, 011, 002,-033,-014, 007, ! dx2(1:10, 3,14) .-033,-002, 000,-004, 011, 010, 003,-016, 000, 005, ! dx2(1:10, 4,14) . 001, 006, 006, 022, 006, 017, 002,-001, 018, 006, ! dx2(1:10, 5,14) .-013, 013, 014, 035, 024, 014, 013, 019, 031, 009, ! dx2(1:10, 6,14) .-010, 009, 025, 025, 023, 025, 019, 044, 040, 013, ! dx2(1:10, 7,14) .-049,-026,-024,-024,-016,-016,-027, 001,-001,-023, ! dx2(1:10, 8,14) .-017,-006, 006,-008, 007, 006,-002, 051, 020,-002, ! dx2(1:10, 9,14) .-018,-006, 010,-011, 009, 011, 000, 062, 018, 000, ! dx2(1:10,10,14) .-007,-006, 008,-006, 000, 006,-005, 057, 010,-004, ! dx2(1:10,11,14) .-013, 020, 023, 025, 016, 018, 009, 070, 024, 014, ! dx2(1:10,12,14) . 026, 034, 040, 021, 023, 022, 025, 055, 024, 022, ! dx2(1:10,13,14) .-017,-004, 009,-002,-013,-007,-004, 026,-005,-011, ! dx2(1:10,14,14) . 003, 021, 023,-016, 005, 000, 011, 009,-002, 011, ! dx2(1:10,15,14) . 009, 014, 017,-015, 004, 007, 011,-007,-009, 005, ! dx2(1:10,16,14) . 009, 012, 023, 008, 006, 017, 016,-022,-002, 018, ! dx2(1:10,17,14) . 020, 021, 020, 029, 018, 025, 032,-025, 004, 024, ! dx2(1:10,18,14) . 017, 022, 029, 037, 023, 020, 030,-039,-012, 033, ! dx2(1:10,19,14) .-021,-012,-006, 010,-007,-009, 000,-064,-034, 007, ! dx2(1:10,20,14) . 002, 002, 000, 016, 000, 006, 006,-062,-023, 001, ! dx2(1:10,21,14) . 004, 009, 007, 016, 005,-002, 009,-048,-020, 014, ! dx2(1:10,22,14) . 007, 005,-003, 014, 010, 003, 007,-034,-023, 002, ! dx2(1:10,23,14) . 012, 011, 002, 024, 024, 013, 005,-012,-013, 008, ! dx2(1:10,24,14) . 006, 023,-008, 018, 032, 021, 004, 000, 000, 013, ! dx2(1:10,25,14) .-003,-008,-022, 005, 018, 000,-011,-016,-018,-003, ! dx2(1:10,26,14) . 003, 010,-016, 002, 021, 013,-016, 007, 006,-008, ! dx2(1:10,27,14) . 000,-001,-017,-002, 015, 014,-010, 023, 012,-004, ! dx2(1:10,28,14) . 011,-003,-029,-012, 008, 007,-014, 026, 023,-005, ! dx2(1:10,29,14) .-007,-011,-022,-009, 011, 011,-008, 041, 033,-002, ! dx2(1:10,30,14) . 006,-003,-027,-004, 005,-014, 000, 052, 031,-006, ! dx2(1:10,31,14) .-019,-051,-063,-043,-035,-049,-043, 010,-010,-051, ! dx2(1:10,32,14) .-010,-017,-029,-020,-015,-040,-015, 029,-007,-009, ! dx2(1:10,33,14) .-022,-013,-014,-009,-011,-026,-008, 010,-013,-024, ! dx2(1:10,34,14) . 003,-002, 007,-001,-005, 005, 003,-005,-018,-005, ! dx2(1:10,35,14) . 001, 015, 047, 020, 019, 034, 027,-024,-003, 019, ! dx2(1:10,36,14) . 024, 019, 078, 033, 019, 025, 026,-085,-029,-002, ! dx2(1:10,37,14) .-001, 016, 091, 027, 031, 013, 035,-095,-022, 033, ! dx2(1:10,38,14) . 012, 011,-039,-004, 016, 033, 002,-030,-032, 031, ! dx2(1:10, 1,15) .-022, 017,-043,-005, 002, 021, 001,-043,-046, 034, ! dx2(1:10, 2,15) .-005, 000,-019,-006, 000, 019, 006,-036,-012, 012, ! dx2(1:10, 3,15) .-044,-002,-019, 000,-006, 006,-011,-037,-011,-007, ! dx2(1:10, 4,15) .-020,-003, 000, 023, 005, 011, 003,-007, 011, 011, ! dx2(1:10, 5,15) .-003, 019, 027, 038, 021, 031, 013, 019, 036, 014, ! dx2(1:10, 6,15) .-010, 000, 011, 009, 024, 011, 009, 037, 032, 007, ! dx2(1:10, 7,15) .-049,-036,-017,-022,-021,-025,-026,-008,-005,-032, ! dx2(1:10, 8,15) .-024,-007, 000,-003, 010, 008,-005, 045, 019, 000, ! dx2(1:10, 9,15) .-018, 001, 013, 008, 010, 006, 001, 057, 022, 004, ! dx2(1:10,10,15) .-018,-004, 006, 006, 001, 006,-006, 065, 015, 004, ! dx2(1:10,11,15) . 009, 019, 033, 027, 016, 022, 024, 075, 030, 013, ! dx2(1:10,12,15) . 017, 017, 041, 010, 022, 019, 021, 059, 026, 020, ! dx2(1:10,13,15) .-007, 003, 012,-019,-006,-006, 001, 027,-005, 000, ! dx2(1:10,14,15) . 006, 018, 031,-013, 007, 001, 012, 017, 001, 005, ! dx2(1:10,15,15) . 000, 018, 023, 004, 004, 002, 015,-008,-003, 008, ! dx2(1:10,16,15) . 022, 017, 018, 017, 011, 014, 022,-017,-009, 017, ! dx2(1:10,17,15) . 019, 029, 029, 040, 019, 022, 029,-021, 004, 034, ! dx2(1:10,18,15) . 009, 023, 023, 039, 022, 025, 032,-029,-002, 028, ! dx2(1:10,19,15) . 005, 004,-001, 014, 000, 002, 000,-058,-020, 003, ! dx2(1:10,20,15) . 001, 009, 005, 004, 002,-008, 007,-052,-025, 009, ! dx2(1:10,21,15) . 009, 008, 003, 015, 015, 004, 010,-041,-015, 007, ! dx2(1:10,22,15) . 005, 007,-004, 016, 015, 009, 004,-030,-016, 015, ! dx2(1:10,23,15) . 009, 007, 000, 021, 022, 013, 008,-011,-006, 011, ! dx2(1:10,24,15) . 022, 017,-004, 017, 035, 020, 002, 004, 005, 012, ! dx2(1:10,25,15) .-001, 005,-031,-002, 008, 000,-018,-018,-015,-003, ! dx2(1:10,26,15) . 008,-006,-021,-005, 017, 019,-015, 010, 008,-004, ! dx2(1:10,27,15) . 000,-004,-031,-008, 014, 017,-019, 025, 017, 002, ! dx2(1:10,28,15) . 013,-007,-032,-013, 006, 007,-012, 028, 025,-008, ! dx2(1:10,29,15) . 006, 012,-014,-010, 016, 019, 003, 055, 044, 005, ! dx2(1:10,30,15) .-007,-010,-014,-002, 003,-012, 000, 051, 027, 003, ! dx2(1:10,31,15) .-034,-025,-056,-038,-029,-043,-040, 022, 000,-026, ! dx2(1:10,32,15) . 000,-017,-019,-014,-017,-038,-014, 028,-008,-019, ! dx2(1:10,33,15) .-009,-005,-002,-005,-011,-036, 000, 013,-013,-017, ! dx2(1:10,34,15) . 005, 000, 009, 000,-004, 003, 002,-008,-012,-002, ! dx2(1:10,35,15) . 003,-003, 046, 017, 012, 028, 015,-037,-018,-002, ! dx2(1:10,36,15) . 002, 002, 090, 030, 023, 016, 025,-098,-032, 004, ! dx2(1:10,37,15) .-001, 021, 092, 039, 028, 000, 026,-093,-031,-007, ! dx2(1:10,38,15) .-005,-003,-066,-026,-008, 035,-014,-066,-062, 013, ! dx2(1:10, 1,16) .-025, 007,-067,-048,-004, 013,-013,-071,-060, 020, ! dx2(1:10, 2,16) .-014, 013,-031, 006, 004, 022, 011,-036,-017, 016, ! dx2(1:10, 3,16) .-012, 002,-018, 008, 001, 013,-006,-046,-012, 007, ! dx2(1:10, 4,16) .-034,-016,-017, 009,-012, 000,-008,-034,-005,-005, ! dx2(1:10, 5,16) .-023, 015, 012, 016, 023, 019, 013, 005, 031, 006, ! dx2(1:10, 6,16) .-021, 006, 024, 017, 020, 018, 012, 030, 025, 006, ! dx2(1:10, 7,16) .-071,-040,-032,-031,-023,-028,-041,-017,-016,-042, ! dx2(1:10, 8,16) .-017,-002, 014, 000, 007, 009, 001, 041, 023,-001, ! dx2(1:10, 9,16) .-025,-005, 009, 012, 006, 003, 000, 054, 020,-009, ! dx2(1:10,10,16) .-015, 005, 017, 014, 007, 007, 002, 059, 024, 003, ! dx2(1:10,11,16) .-001, 017, 032, 008, 017, 021, 020, 073, 028, 017, ! dx2(1:10,12,16) . 007, 046, 055,-001, 022, 018, 030, 061, 032, 023, ! dx2(1:10,13,16) .-007, 001, 014,-034,-008,-008,-004, 030, 002,-003, ! dx2(1:10,14,16) . 000, 020, 037, 003, 002, 005, 016, 019, 007, 008, ! dx2(1:10,15,16) . 007, 014, 030, 014, 007, 002, 014, 005,-001, 010, ! dx2(1:10,16,16) .-006, 013, 025, 025, 009, 006, 018,-009, 000, 018, ! dx2(1:10,17,16) . 037, 031, 030, 038, 023, 022, 033,-011, 006, 029, ! dx2(1:10,18,16) . 013, 024, 024, 033, 025, 019, 027,-025, 000, 030, ! dx2(1:10,19,16) . 002,-003, 003, 005, 000,-011, 003,-050,-030, 008, ! dx2(1:10,20,16) .-001, 006, 002, 013, 003, 003, 002,-046,-012, 003, ! dx2(1:10,21,16) . 004, 016, 005, 015, 013, 006, 011,-034,-015, 011, ! dx2(1:10,22,16) . 016, 012,-008, 015, 012, 001,-003,-029,-012,-001, ! dx2(1:10,23,16) . 002, 009,-001, 012, 025, 008, 005,-014,-004, 011, ! dx2(1:10,24,16) . 017, 016,-010, 015, 025, 031,-001, 011, 009, 009, ! dx2(1:10,25,16) .-008,-006,-026,-005, 009, 003,-024,-016,-009,-008, ! dx2(1:10,26,16) .-002, 001,-029,-004, 017, 013,-014, 014, 013,-002, ! dx2(1:10,27,16) .-016,-003,-030,-015, 013, 019,-014, 032, 026, 000, ! dx2(1:10,28,16) . 008,-001,-032,-012, 005, 014,-015, 036, 028,-003, ! dx2(1:10,29,16) . 006, 002,-018,-003, 015, 013, 002, 053, 041, 014, ! dx2(1:10,30,16) .-004, 004,-010,-007,-001,-009,-007, 054, 029,-005, ! dx2(1:10,31,16) .-030,-030,-036,-034,-028,-034,-029, 033,-004,-026, ! dx2(1:10,32,16) .-019,-013,-014,-008,-011,-031,-006, 029,-008,-009, ! dx2(1:10,33,16) . 014,-009, 000,-014,-011,-036,-008, 006,-024,-016, ! dx2(1:10,34,16) .-005,-023, 020, 000,-006,-014,-004,-020,-029,-014, ! dx2(1:10,35,16) . 000, 000, 040, 012, 006, 020, 011,-046,-022, 002, ! dx2(1:10,36,16) . 014,-003, 097, 017, 011, 011, 010,-108,-043,-034, ! dx2(1:10,37,16) .-001, 000, 100, 020, 006, 023, 005,-112,-042,-004, ! dx2(1:10,38,16) .-011, 009,-088,-044,-002, 032,-012,-085,-070, 019, ! dx2(1:10, 1,17) .-015,-006,-103,-069,-021, 006,-026,-100,-078,-007, ! dx2(1:10, 2,17) .-020, 007,-032, 000,-002, 023, 000,-059,-029, 026, ! dx2(1:10, 3,17) .-021,-008,-042, 004,-010, 007,-004,-054,-024,-008, ! dx2(1:10, 4,17) .-015,-009,-012,-012, 002, 005, 000,-046, 000,-004, ! dx2(1:10, 5,17) .-028,-001, 002, 001, 010, 015, 000,-020, 014,-003, ! dx2(1:10, 6,17) .-036,-018,-001, 001, 007, 001,-004, 009, 025, 000, ! dx2(1:10, 7,17) .-065,-046,-020,-026,-025,-027,-037,-035,-016,-041, ! dx2(1:10, 8,17) .-033,-009, 000, 004, 006,-006,-009, 033, 019,-006, ! dx2(1:10, 9,17) .-028, 002, 007, 022, 000,-001, 000, 051, 024,-007, ! dx2(1:10,10,17) .-024,-002, 017,-006, 004, 000, 003, 058, 022,-005, ! dx2(1:10,11,17) .-012, 015, 024,-015, 004, 002, 010, 061, 027, 006, ! dx2(1:10,12,17) . 021, 021, 051, 000, 021, 018, 028, 057, 031, 018, ! dx2(1:10,13,17) .-025,-007, 020,-025,-017,-019,-008, 025,-004,-017, ! dx2(1:10,14,17) .-008, 011, 024, 002,-005,-013, 006, 014, 000, 001, ! dx2(1:10,15,17) . 008, 013, 030, 019, 000,-005, 013, 007,-001, 008, ! dx2(1:10,16,17) . 019, 030, 036, 028, 015, 007, 024, 001, 009, 027, ! dx2(1:10,17,17) . 015, 023, 025, 027, 021, 013, 022,-007, 007, 028, ! dx2(1:10,18,17) . 029, 033, 023, 026, 020, 021, 020,-015, 011, 034, ! dx2(1:10,19,17) . 001, 006,-003, 002, 000,-009,-006,-042,-013, 011, ! dx2(1:10,20,17) . 001, 008, 004, 009, 004,-001, 000,-040,-018, 007, ! dx2(1:10,21,17) . 018, 009, 003, 014, 005,-004, 000,-032,-005, 008, ! dx2(1:10,22,17) .-017,-011,-002, 001, 006, 004,-012,-026,-012, 006, ! dx2(1:10,23,17) .-005, 001,-012, 006, 013, 008,-003,-005, 003, 002, ! dx2(1:10,24,17) . 006, 000,-010,-004, 024, 020,-001, 004, 017, 012, ! dx2(1:10,25,17) .-027,-022,-039,-019, 000,-004,-029,-014,-011,-016, ! dx2(1:10,26,17) . 005,-001,-037,-013, 006, 021,-016, 019, 022, 002, ! dx2(1:10,27,17) . 005, 000,-030,-014, 011, 016,-018, 032, 030,-003, ! dx2(1:10,28,17) .-005,-001,-024,-010, 003, 019,-013, 043, 038, 002, ! dx2(1:10,29,17) . 015, 006,-016,-002, 017, 017, 003, 059, 045, 012, ! dx2(1:10,30,17) . 011, 008, 000,-003, 000, 004, 005, 055, 025, 003, ! dx2(1:10,31,17) .-022,-025,-042,-031,-031,-035,-030, 025,-009,-033, ! dx2(1:10,32,17) . 000, 002, 000,-016,-018,-038,-010, 022,-014,-015, ! dx2(1:10,33,17) .-017,-013, 003,-010,-023,-047,-013,-001,-029,-025, ! dx2(1:10,34,17) . 007, 000, 025, 000,-007,-016,-005,-027,-027,-014, ! dx2(1:10,35,17) .-023,-011, 050,-002,-004, 005,-003,-053,-037,-026, ! dx2(1:10,36,17) .-025,-003, 095, 009, 002, 001, 007,-117,-055,-021, ! dx2(1:10,37,17) .-001, 003, 093, 009,-008,-018,-001,-123,-059,-015, ! dx2(1:10,38,17) .-012,-020,-131,-098,-038, 007,-032,-136,-109,-007, ! dx2(1:10, 1,18) .-047,-042,-138,-090,-053,-017,-044,-138,-114, 000, ! dx2(1:10, 2,18) . 000, 001,-089,-022,-022, 005,-018,-098,-059,-006, ! dx2(1:10, 3,18) .-039,-025,-066,-051,-026,-010,-019,-098,-039,-015, ! dx2(1:10, 4,18) .-059,-012,-045,-042,-024,-012,-026,-081,-025,-016, ! dx2(1:10, 5,18) .-025, 000,-009,-003, 012, 006, 011,-040, 022, 007, ! dx2(1:10, 6,18) .-026, 003, 020, 013, 016, 000, 000,-010, 024, 005, ! dx2(1:10, 7,18) .-065,-065,-053,-042,-039,-043,-053,-061,-029,-032, ! dx2(1:10, 8,18) .-052,-012,-007, 002,-013,-021,-017, 007, 011,-031, ! dx2(1:10, 9,18) .-015,-013, 009,-015,-006,-008,-010, 037, 014,-007, ! dx2(1:10,10,18) .-024,-003, 014,-034,-013,-006,-002, 042, 017,-009, ! dx2(1:10,11,18) .-003, 004, 026,-008, 000,-003, 004, 045, 015,-007, ! dx2(1:10,12,18) .-008, 028, 030, 002,-001,-004, 012, 041, 023, 006, ! dx2(1:10,13,18) .-047,-016, 004,-028,-034,-037,-025, 008,-011,-023, ! dx2(1:10,14,18) .-023,-018, 017,-003,-017,-035,-007, 015,-008,-016, ! dx2(1:10,15,18) .-035,-006, 009,-009,-021,-031,-012, 005,-009,-004, ! dx2(1:10,16,18) .-009, 001, 015, 004,-009,-021, 000,-004,-009, 001, ! dx2(1:10,17,18) . 035, 014, 026, 019, 005, 000, 011, 010, 006, 015, ! dx2(1:10,18,18) . 003, 020, 018, 018, 011, 004, 009,-005, 004, 012, ! dx2(1:10,19,18) .-014,-015,-005, 001,-018,-010,-010,-027,-017, 002, ! dx2(1:10,20,18) .-009,-011,-011,-002,-010,-016,-020,-036,-015,-013, ! dx2(1:10,21,18) .-023,-016, 000,-005,-004, 002,-017,-029,-009, 009, ! dx2(1:10,22,18) .-012, 000,-020,-013,-008,-018,-022,-025, 000,-001, ! dx2(1:10,23,18) .-021,-013,-017,-021,-005,-003,-024,-020, 003,-002, ! dx2(1:10,24,18) .-022, 004,-026,-012,-003, 004,-019, 011, 019,-009, ! dx2(1:10,25,18) .-050,-017,-053,-040,-027,-015,-043,-013, 000,-027, ! dx2(1:10,26,18) .-014,-013,-025,-031,-009,-002,-025, 017, 021,-018, ! dx2(1:10,27,18) .-007, 000,-037,-014,-009, 008,-021, 029, 037,-008, ! dx2(1:10,28,18) . 021, 001,-021,-022,-007, 000,-025, 039, 030, 002, ! dx2(1:10,29,18) . 019, 005,-004,-012, 002, 005,-010, 052, 049,-009, ! dx2(1:10,30,18) .-006, 014,-002,-004,-008,-026,-009, 047, 005, 008, ! dx2(1:10,31,18) .-046,-009,-042,-051,-051,-064,-043, 006,-026,-043, ! dx2(1:10,32,18) .-021,-019, 002,-029,-018,-042,-016, 011,-024,-024, ! dx2(1:10,33,18) .-027,-017, 012,-028,-018,-052,-018,-019,-032,-034, ! dx2(1:10,34,18) .-037,-033, 026,-027,-026,-046,-025,-040,-052,-051, ! dx2(1:10,35,18) .-017,-012, 055,-018,-023,-021,-017,-091,-063,-035, ! dx2(1:10,36,18) .-026,-053, 092,-009,-026,-014,-028,-138,-074,-058, ! dx2(1:10,37,18) .-127,-055, 081,-014,-011,-012,-024,-158,-074,-079/ ! dx2(1:10,38,18) data dy1 / .-005,-001,-098,-089,-044, 072,-002,-064,-066, 031, ! dy1(1:10, 1, 1) .-021,-004,-106,-078,-064, 049, 000,-093,-050,-019, ! dy1(1:10, 2, 1) .-008,-031,-083,-088,-073, 021,-024,-074,-048,-012, ! dy1(1:10, 3, 1) .-011,-010,-065,-053,-061, 023,-015,-060,-022,-029, ! dy1(1:10, 4, 1) . 002,-021,-052,-044,-054, 025,-010,-037,-001,-013, ! dy1(1:10, 5, 1) .-020,-005,-039,-036,-044, 006,-020,-020, 000,-021, ! dy1(1:10, 6, 1) . 024,-005,-017, 001,-033, 026, 005, 009, 030,-005, ! dy1(1:10, 7, 1) .-005,-028,-037,-025,-047, 009,-016,-011, 003,-031, ! dy1(1:10, 8, 1) .-033,-024,-030,-032,-057,-007,-034,-013,-007,-028, ! dy1(1:10, 9, 1) . 001,-013,-015,-012,-034, 000,-013, 006, 011,-027, ! dy1(1:10,10, 1) .-010,-006,-006,-005,-028,-004,-010, 010, 008,-017, ! dy1(1:10,11, 1) . 000,-021, 002,-019,-034,-007,-018, 000, 000,-025, ! dy1(1:10,12, 1) . 001,-016, 006,-006,-017, 007,-005, 018, 005,-004, ! dy1(1:10,13, 1) .-027,-023, 000,-019,-036,-014,-024,-001,-024,-039, ! dy1(1:10,14, 1) .-036,-036,-016,-021,-039,-024,-031,-018,-031,-040, ! dy1(1:10,15, 1) .-015,-014,-007,-022,-025,-014,-022,-012,-039,-041, ! dy1(1:10,16, 1) .-019,-039,-010,-014,-018,-014,-027,-021,-035,-019, ! dy1(1:10,17, 1) .-032,-027,-015,-023,-018,-022,-028,-034,-048,-033, ! dy1(1:10,18, 1) .-054,-042,-012,-023,-034,-038,-035,-044,-057,-037, ! dy1(1:10,19, 1) .-044,-039,-025,-024,-037,-039,-040,-046,-056,-049, ! dy1(1:10,20, 1) .-043,-038,-024,-040,-020,-034,-038,-044,-052,-046, ! dy1(1:10,21, 1) .-022,-040,-020,-017,-023,-029,-017,-037,-035,-028, ! dy1(1:10,22, 1) .-041,-028,-025,-030,-016,-032,-017,-043,-033,-020, ! dy1(1:10,23, 1) .-023,-027,-007,-010, 000,-020,-010,-030,-014,-016, ! dy1(1:10,24, 1) .-002, 005, 020, 003, 003,-005, 001,-013,-001,-003, ! dy1(1:10,25, 1) .-030,-015,-009,-015,-019,-015,-020,-033,-014,-006, ! dy1(1:10,26, 1) .-001,-017, 017,-013,-003,-016,-005,-017,-010,-017, ! dy1(1:10,27, 1) .-006, 016, 020, 000, 011, 000, 016,-003, 012, 002, ! dy1(1:10,28, 1) . 010, 030, 024, 013, 007,-003, 018,-010, 016, 015, ! dy1(1:10,29, 1) . 029, 021, 018, 008, 015, 008, 021,-009, 011, 014, ! dy1(1:10,30, 1) . 024, 055, 035, 020, 007, 023, 036,-006, 032, 044, ! dy1(1:10,31, 1) . 020, 042,-002,-002, 002, 008, 014,-031, 005, 014, ! dy1(1:10,32, 1) . 008, 007, 002,-022,-018,-014, 004,-049, 010, 012, ! dy1(1:10,33, 1) . 009, 059, 004,-006,-007, 007, 019,-052, 009, 021, ! dy1(1:10,34, 1) . 022, 020,-008,-015,-009, 003, 026,-065, 013, 026, ! dy1(1:10,35, 1) . 048, 043,-013,-029, 001, 023, 034,-061, 034, 036, ! dy1(1:10,36, 1) . 045, 059,-011,-024,-002, 014, 057,-064, 041, 040, ! dy1(1:10,37, 1) . 040, 037,-030,-073,-018, 002, 027,-104, 013, 008, ! dy1(1:10,38, 1) . 029, 043,-032,-014,-013, 055, 030,-034,-008, 005, ! dy1(1:10, 1, 2) . 035, 013,-043,-039,-009, 053, 024,-038,-019, 011, ! dy1(1:10, 2, 2) . 023, 023,-037,-015,-017, 030, 010,-028, 001, 010, ! dy1(1:10, 3, 2) . 023, 006,-028,-013,-017, 032, 011,-019, 007, 010, ! dy1(1:10, 4, 2) . 026, 025,-007, 000,-007, 026, 008,-018, 015, 012, ! dy1(1:10, 5, 2) . 034, 023, 002, 006, 000, 035, 017,-005, 036, 022, ! dy1(1:10, 6, 2) . 035, 041, 031, 014, 018, 035, 018, 012, 036, 026, ! dy1(1:10, 7, 2) . 010, 018,-006, 001,-016, 010,-012,-014, 009, 000, ! dy1(1:10, 8, 2) . 012, 005, 004,-008,-010,-002,-006,-003, 005,-014, ! dy1(1:10, 9, 2) . 006, 012, 006, 008,-008, 007,-008, 016, 002,-002, ! dy1(1:10,10, 2) . 003, 006, 017, 005, 002, 012, 000, 024, 016, 000, ! dy1(1:10,11, 2) . 010, 014, 020, 019, 007, 017, 001, 032, 017, 002, ! dy1(1:10,12, 2) . 004, 023, 024, 018, 012, 016, 007, 033, 014, 004, ! dy1(1:10,13, 2) .-021,-019,-008,-018,-017,-014,-025, 005,-007,-014, ! dy1(1:10,14, 2) .-002,-004, 001,-006,-009, 000,-013, 006,-019,-012, ! dy1(1:10,15, 2) .-021,-017,-002,-012,-007,-006,-012, 001,-020,-001, ! dy1(1:10,16, 2) . 002,-001, 000,-001,-004,-005,-012, 005,-025,-017, ! dy1(1:10,17, 2) .-018,-011,-002,-006,-003,-009,-015, 003,-021,-012, ! dy1(1:10,18, 2) .-010,-013,-013,-006, 003,-011,-008, 008,-022,-020, ! dy1(1:10,19, 2) .-025,-018,-010,-016, 002,-019,-015, 002,-028,-013, ! dy1(1:10,20, 2) .-022,-027,-017,-020,-010,-026,-017, 003,-023,-031, ! dy1(1:10,21, 2) .-036,-029,-013,-019,-007,-019,-024, 002,-023,-017, ! dy1(1:10,22, 2) .-015,-013,-006,-006, 000,-015,-011, 005,-007,-019, ! dy1(1:10,23, 2) .-021,-015,-004,-007, 000,-013,-013,-002,-001,-016, ! dy1(1:10,24, 2) .-005,-008, 017, 009, 016,-002, 006, 006, 010, 007, ! dy1(1:10,25, 2) .-015,-008,-007,-011,-010,-023,-013,-013,-005,-026, ! dy1(1:10,26, 2) .-001, 009, 018, 013, 015,-001, 003,-014, 003, 003, ! dy1(1:10,27, 2) . 013, 004, 031, 019, 009, 003, 005,-013, 010, 015, ! dy1(1:10,28, 2) . 017, 019, 037, 022, 026, 014, 022,-006, 017, 017, ! dy1(1:10,29, 2) . 026, 037, 038, 025, 021, 019, 026,-008, 017, 029, ! dy1(1:10,30, 2) . 034, 032, 031, 038, 031, 022, 027,-003, 021, 038, ! dy1(1:10,31, 2) . 016, 020, 029, 001, 008, 012, 016,-014, 008, 023, ! dy1(1:10,32, 2) . 017, 024, 009, 012, 010, 009, 013,-021,-001, 010, ! dy1(1:10,33, 2) . 021, 002, 005, 000, 010, 013, 016,-021, 009, 010, ! dy1(1:10,34, 2) . 028, 036, 004, 000, 010, 012, 022,-017, 005, 018, ! dy1(1:10,35, 2) . 023, 038, 000,-009, 003, 020, 026,-020, 007, 026, ! dy1(1:10,36, 2) . 021, 017,-023,-014,-002, 034, 031,-030, 001, 021, ! dy1(1:10,37, 2) .-022,-001,-047,-030,-026, 010,-002,-056,-021, 026, ! dy1(1:10,38, 2) . 029, 017,-033,-012,-004, 059, 016,-006, 007, 064, ! dy1(1:10, 1, 3) . 005, 029,-036,-027,-008, 042, 016,-013,-005, 010, ! dy1(1:10, 2, 3) . 018, 003,-032,-022,-013, 015, 002,-029,-004, 013, ! dy1(1:10, 3, 3) . 015, 011,-010,-005, 000, 005, 005,-017, 011, 002, ! dy1(1:10, 4, 3) . 034, 016, 000, 005, 005, 022, 014,-005, 023, 017, ! dy1(1:10, 5, 3) . 029, 023, 015, 018, 014, 011, 014,-012, 031, 020, ! dy1(1:10, 6, 3) . 020, 029, 028, 026, 018, 022, 013, 006, 026, 017, ! dy1(1:10, 7, 3) . 029, 010, 004, 000, 000,-004,-008,-016, 009,-009, ! dy1(1:10, 8, 3) . 006, 001, 000, 009,-003,-004,-017,-016,-001, 000, ! dy1(1:10, 9, 3) . 013, 001, 012, 010, 004, 000,-006, 000, 008, 000, ! dy1(1:10,10, 3) . 007, 016, 019, 022, 016, 011, 001, 011, 011, 004, ! dy1(1:10,11, 3) . 021, 015, 018, 019, 015, 011, 008, 014, 016, 008, ! dy1(1:10,12, 3) . 005, 005, 017, 016, 014, 013, 008, 022, 012, 000, ! dy1(1:10,13, 3) .-002,-002,-001,-001,-005,-002,-011, 005,-007,-011, ! dy1(1:10,14, 3) .-011,-015,-007,-007,-005,-011,-017,-001,-018,-022, ! dy1(1:10,15, 3) .-003,-004, 000, 002, 000,-001,-009, 007,-018,-012, ! dy1(1:10,16, 3) .-009,-004,-002, 002, 006, 000, 000, 009,-011,-008, ! dy1(1:10,17, 3) .-003, 000,-006,-002, 007, 000,-005, 021,-014, 000, ! dy1(1:10,18, 3) .-021,-025,-013,-014,-004,-017,-013, 024,-019,-021, ! dy1(1:10,19, 3) .-010,-012,-015,-020,-007,-015,-011, 024,-016,-013, ! dy1(1:10,20, 3) .-036,-017,-010,-009,-001,-011,-011, 024,-016,-013, ! dy1(1:10,21, 3) .-016,-009,-009,-014,-004,-018,-011, 028,-010,-022, ! dy1(1:10,22, 3) .-020,-014, 002,-016,-003,-019,-004, 024, 000,-009, ! dy1(1:10,23, 3) .-002, 006, 000, 001, 012,-008,-004, 018, 012,-005, ! dy1(1:10,24, 3) .-009,-009, 016, 006, 013, 004, 005, 000, 014, 003, ! dy1(1:10,25, 3) .-013,-023, 000,-005,-003,-015,-014,-013, 000,-010, ! dy1(1:10,26, 3) .-004, 004, 012, 004, 000,-003,-004,-021, 005, 002, ! dy1(1:10,27, 3) . 022, 014, 025, 022, 020, 004, 011,-010, 017, 001, ! dy1(1:10,28, 3) . 025, 018, 033, 027, 024, 011, 015,-008, 020, 025, ! dy1(1:10,29, 3) . 017, 020, 031, 028, 017, 018, 020,-010, 019, 022, ! dy1(1:10,30, 3) . 021, 028, 040, 023, 027, 023, 027, 004, 020, 024, ! dy1(1:10,31, 3) . 014, 006, 008, 010, 004, 010, 012,-010, 010, 011, ! dy1(1:10,32, 3) . 014, 034, 013, 007, 005, 005, 011,-005, 003, 008, ! dy1(1:10,33, 3) . 019, 032, 024, 011, 012, 010, 020, 010, 003, 014, ! dy1(1:10,34, 3) . 007, 014,-001,-005,-003, 015, 010, 007,-001, 012, ! dy1(1:10,35, 3) . 023, 012,-004,-004, 004, 014, 015, 013,-012, 019, ! dy1(1:10,36, 3) . 005, 008,-022,-029,-021, 011, 013,-019,-025, 017, ! dy1(1:10,37, 3) . 012,-008,-054,-039,-031,-010,-011,-036,-049,-015, ! dy1(1:10,38, 3) . 034, 014,-027,-036,-003, 006, 011,-014, 001,-005, ! dy1(1:10, 1, 4) . 009,-004,-038,-038,-007, 007, 000,-027, 004, 011, ! dy1(1:10, 2, 4) . 018, 007,-012,-017, 002, 008, 006,-025, 001, 002, ! dy1(1:10, 3, 4) . 024, 011, 000,-009,-001, 008, 001,-026, 014, 017, ! dy1(1:10, 4, 4) . 028, 031, 017, 017, 019, 012, 014,-011, 025, 022, ! dy1(1:10, 5, 4) . 029, 014, 031, 014, 021, 011, 009,-016, 023, 012, ! dy1(1:10, 6, 4) . 040, 029, 044, 039, 034, 015, 019,-001, 037, 025, ! dy1(1:10, 7, 4) .-011,-004, 009, 007,-004,-013,-005,-034, 000,-009, ! dy1(1:10, 8, 4) . 011, 003, 012, 014, 005,-007,-015,-016,-003, 000, ! dy1(1:10, 9, 4) . 011,-002, 008, 009, 002,-009,-011,-015, 000,-007, ! dy1(1:10,10, 4) . 016, 014, 016, 015, 015, 000,-002, 000, 008, 000, ! dy1(1:10,11, 4) . 006, 005, 010, 006, 012, 001, 000,-001,-002, 001, ! dy1(1:10,12, 4) . 014, 016, 022, 022, 020, 013, 007, 017, 014, 006, ! dy1(1:10,13, 4) . 000, 000,-005,-005, 003,-004,-011,-007,-016,-014, ! dy1(1:10,14, 4) .-009,-008, 000,-005, 000,-005,-005,-003,-016,-013, ! dy1(1:10,15, 4) .-006,-004,-009,-005, 004,-003, 000, 003,-015,-008, ! dy1(1:10,16, 4) . 003, 000,-002, 000, 005,-001,-004, 008,-013,-002, ! dy1(1:10,17, 4) . 006,-005,-013,-010, 000, 000,-002, 019,-015,-010, ! dy1(1:10,18, 4) . 000,-003,-011,-011, 005,-007,-002, 037,-007,-009, ! dy1(1:10,19, 4) .-017,-016,-017,-009,-001,-008,-005, 030,-015,-022, ! dy1(1:10,20, 4) . 001,-009,-008,-012,-004,-011,-009, 031, 000,-008, ! dy1(1:10,21, 4) . 000,-006,-001,-013, 004,-006,-005, 037, 002,-003, ! dy1(1:10,22, 4) .-004,-010,-003,-008, 003,-003,-002, 028, 006,-009, ! dy1(1:10,23, 4) . 000, 005, 005,-011, 003,-008, 001, 020, 011,-004, ! dy1(1:10,24, 4) .-012, 001, 013, 000, 005,-002, 009, 003, 025, 012, ! dy1(1:10,25, 4) .-031,-009,-006,-004,-008,-016,-006,-012, 007, 000, ! dy1(1:10,26, 4) . 008,-005, 009, 008, 002,-007,-003,-012, 010,-003, ! dy1(1:10,27, 4) . 004, 010, 021, 017, 010, 007, 009,-009, 022, 013, ! dy1(1:10,28, 4) . 018, 016, 033, 032, 020, 023, 021, 002, 029, 022, ! dy1(1:10,29, 4) . 014, 025, 025, 025, 014, 012, 015, 005, 028, 015, ! dy1(1:10,30, 4) . 024, 011, 045, 041, 025, 022, 030, 022, 030, 029, ! dy1(1:10,31, 4) .-004, 013, 020, 014, 016, 010, 008, 012, 013, 006, ! dy1(1:10,32, 4) . 011, 001, 017, 012, 003, 002, 007, 023, 007, 004, ! dy1(1:10,33, 4) . 001, 016, 006, 007, 006, 010, 008, 034,-003, 014, ! dy1(1:10,34, 4) . 012, 001, 000, 001, 001, 004, 010, 033,-014, 002, ! dy1(1:10,35, 4) . 011,-001,-014,-016,-008, 008, 003, 025,-026, 007, ! dy1(1:10,36, 4) .-005, 003,-024,-022,-012, 010, 000, 018,-039, 007, ! dy1(1:10,37, 4) .-080,-031,-052,-054,-047,-021,-029, 000,-066, 005, ! dy1(1:10,38, 4) . 034, 007,-007,-014, 011, 018, 023,-033, 002,-021, ! dy1(1:10, 1, 5) . 002, 015,-027,-024,-004, 000,-001,-034,-006,-010, ! dy1(1:10, 2, 5) . 018, 009,-005,-001, 001,-003,-001,-025, 004, 001, ! dy1(1:10, 3, 5) . 016, 017, 010, 006, 010,-003, 005,-020, 016, 014, ! dy1(1:10, 4, 5) . 041, 021, 031, 023, 026, 005, 009,-016, 026, 007, ! dy1(1:10, 5, 5) . 025, 024, 027, 023, 018, 004, 007,-023, 014, 010, ! dy1(1:10, 6, 5) . 021, 024, 039, 030, 027, 007, 008,-010, 021, 020, ! dy1(1:10, 7, 5) . 013,-002, 014, 008, 000,-024,-020,-037,-005,-004, ! dy1(1:10, 8, 5) .-008,-003, 000,-002, 000,-019,-023,-032,-013,-016, ! dy1(1:10, 9, 5) . 005, 000, 006, 007, 004,-011,-011,-019,-008,-001, ! dy1(1:10,10, 5) .-002, 005, 010, 005, 014,-008, 000,-010, 000, 000, ! dy1(1:10,11, 5) .-003,-009,-005, 003, 008,-009,-006,-007,-007,-008, ! dy1(1:10,12, 5) . 011, 005, 006, 000, 012, 004, 010,-004,-003, 006, ! dy1(1:10,13, 5) . 000,-012,-011,-012, 002,-012,-014,-022,-019,-016, ! dy1(1:10,14, 5) .-006,-011,-016,-015,-007,-014,-010,-028,-023,-020, ! dy1(1:10,15, 5) .-006,-002,-010,-005, 003,-001, 000,-005,-019,-005, ! dy1(1:10,16, 5) . 004,-009,-006,-005, 002, 002, 002, 009,-010,-013, ! dy1(1:10,17, 5) .-007,-007,-023,-017,-006,-009,-009, 010,-025,-019, ! dy1(1:10,18, 5) . 005,-003,-004,-008,-004, 000, 000, 036,-005, 006, ! dy1(1:10,19, 5) . 001, 000,-008,-015,-008, 000,-002, 032,-009,-009, ! dy1(1:10,20, 5) .-011,-006,-014, 000, 000,-005,-005, 035,-002,-009, ! dy1(1:10,21, 5) . 000, 001,-009,-006,-006,-002,-005, 029,-002,-003, ! dy1(1:10,22, 5) . 003, 004, 000,-010,-003,-004, 001, 025, 002,-005, ! dy1(1:10,23, 5) .-007,-009,-004,-006,-004,-005,-001, 016, 005, 000, ! dy1(1:10,24, 5) . 008, 001, 005, 007, 010,-001, 005, 006, 015, 011, ! dy1(1:10,25, 5) .-001,-008,-007,-010,-014,-009,-010,-005, 003,-004, ! dy1(1:10,26, 5) .-006,-011, 003,-002,-004,-005,-003,-014, 008, 000, ! dy1(1:10,27, 5) . 006, 010, 015, 013, 007, 004, 009, 003, 030, 016, ! dy1(1:10,28, 5) . 013, 016, 025, 018, 010, 008, 014, 012, 033, 015, ! dy1(1:10,29, 5) . 003,-009, 023, 004, 003, 010, 001, 005, 023, 003, ! dy1(1:10,30, 5) .-002, 024, 039, 033, 023, 025, 022, 042, 034, 023, ! dy1(1:10,31, 5) . 001, 003, 022, 004,-005, 001, 006, 015, 019, 015, ! dy1(1:10,32, 5) .-021,-018, 000, 003,-006,-002,-004, 031, 003,-008, ! dy1(1:10,33, 5) . 010,-009, 007, 008,-005,-001, 006, 041,-011, 001, ! dy1(1:10,34, 5) .-012,-012, 000,-008,-003, 005, 001, 043,-024, 001, ! dy1(1:10,35, 5) .-015,-018,-013,-019,-011,-011,-006, 036,-039, 000, ! dy1(1:10,36, 5) .-013, 000,-031,-039,-021, 015, 003, 037,-060, 000, ! dy1(1:10,37, 5) .-025,-020,-052,-076,-047,-021,-027, 000,-092,-039, ! dy1(1:10,38, 5) . 021, 003,-011,-011, 008,-002,-006,-035,-002, 029, ! dy1(1:10, 1, 6) . 018,-002,-009,-010,-006,-010,-003,-037,-006, 010, ! dy1(1:10, 2, 6) . 007, 007, 002,-010, 005, 000,-003,-023, 000, 001, ! dy1(1:10, 3, 6) . 023, 009, 013, 009, 014,-004, 001,-019, 008, 003, ! dy1(1:10, 4, 6) . 018, 018, 032, 015, 019, 007, 007,-011, 018, 006, ! dy1(1:10, 5, 6) . 028, 025, 039, 021, 030, 008, 010,-010, 021, 014, ! dy1(1:10, 6, 6) . 015, 017, 032, 020, 022, 003, 003,-015, 009, 010, ! dy1(1:10, 7, 6) .-012,-007, 006,-006, 001,-014,-020,-036,-012,-006, ! dy1(1:10, 8, 6) .-014,-019, 000,-010,-014,-023,-025,-035,-023,-016, ! dy1(1:10, 9, 6) .-014,-015, 002,-008,-002,-017,-022,-024,-017,-010, ! dy1(1:10,10, 6) .-003,-008, 001,-002, 001,-004,-008,-016,-010, 000, ! dy1(1:10,11, 6) .-009,-003,-006,-006, 003,-009,-006,-026,-008, 000, ! dy1(1:10,12, 6) . 007, 000, 001,-002, 014, 002, 007,-017,-004,-010, ! dy1(1:10,13, 6) .-010,-028,-020,-018,-006,-015,-011,-037,-021,-015, ! dy1(1:10,14, 6) .-008,-010,-028,-025,-013,-015,-013,-033,-025,-022, ! dy1(1:10,15, 6) .-006,-010,-017,-015,-004,-009,-006,-018,-017,-022, ! dy1(1:10,16, 6) .-008,-002,-017,-020,-008, 000,-007,-007,-019,-004, ! dy1(1:10,17, 6) . 004, 006,-013,-008, 000, 006, 003, 008,-008, 003, ! dy1(1:10,18, 6) .-015,-009,-023,-018,-010,-005,-011, 007,-013,-012, ! dy1(1:10,19, 6) .-003,-011,-027,-019,-015,-014,-019, 003,-021,-019, ! dy1(1:10,20, 6) . 004,-003,-021,-025,-019,-013,-016, 019,-018,-010, ! dy1(1:10,21, 6) .-004, 000,-012,-008,-009,-007,-005, 018,-005,-006, ! dy1(1:10,22, 6) . 000, 003,-013,-006,-011,-001,-001, 014,-004, 004, ! dy1(1:10,23, 6) . 007, 002, 001, 000,-005,-002, 000, 011, 007, 005, ! dy1(1:10,24, 6) . 016, 010, 005, 022,-002, 007, 015, 011, 009, 005, ! dy1(1:10,25, 6) . 003,-011,-006,-003,-014,-011,-004,-011, 002,-001, ! dy1(1:10,26, 6) . 000,-008,-010, 004,-011,-011, 000,-002, 009, 002, ! dy1(1:10,27, 6) .-001,-007, 003, 011,-006,-004, 003, 002, 015, 002, ! dy1(1:10,28, 6) .-010,-011, 019, 009,-001, 007, 009, 009, 028, 005, ! dy1(1:10,29, 6) . 022, 015, 030, 020, 010, 012, 016, 017, 032, 029, ! dy1(1:10,30, 6) . 000, 002, 027, 008, 009, 013, 014, 040, 036, 010, ! dy1(1:10,31, 6) .-027,-011, 015, 002, 000,-007, 001, 024, 017,-001, ! dy1(1:10,32, 6) .-006,-014, 007, 001,-012,-008,-005, 031, 000,-002, ! dy1(1:10,33, 6) .-028,-014, 004, 003,-004, 000, 000, 047,-011,-003, ! dy1(1:10,34, 6) . 000,-006, 004, 005,-010, 002, 001, 045,-025, 008, ! dy1(1:10,35, 6) .-016,-017,-017,-018,-018,-009,-009, 041,-049,-008, ! dy1(1:10,36, 6) .-042,-010,-023,-039,-032,-013,-012, 028,-077,-009, ! dy1(1:10,37, 6) .-077,-041,-050,-053,-053,-039,-033, 014,-094,-050, ! dy1(1:10,38, 6) . 023, 005,-002,-011,-002, 019, 008,-036, 002,-013, ! dy1(1:10, 1, 7) .-006,-004,-015,-018, 000,-003,-009,-043,-012,-006, ! dy1(1:10, 2, 7) . 019,-002, 005, 002, 006,-004, 003,-025,-002, 007, ! dy1(1:10, 3, 7) . 003, 009, 013, 002, 010,-001, 003,-029, 000, 000, ! dy1(1:10, 4, 7) . 029, 013, 025, 014, 018, 008, 004,-015, 005, 014, ! dy1(1:10, 5, 7) . 007, 003, 024, 018, 015, 001, 001,-015, 002, 009, ! dy1(1:10, 6, 7) . 007, 008, 034, 010, 018, 004, 003,-008, 004, 006, ! dy1(1:10, 7, 7) .-008,-014, 003,-007,-008,-020,-024,-033,-023,-009, ! dy1(1:10, 8, 7) .-019,-032,-007,-017,-010,-024,-026,-025,-024,-017, ! dy1(1:10, 9, 7) .-026,-015,-007,-011,-005,-012,-015,-015,-013,-010, ! dy1(1:10,10, 7) .-015,-015,-011,-014,-005,-011,-015,-024,-011,-018, ! dy1(1:10,11, 7) . 002,-008,-008,-008, 003,-001,-008,-021,-011,-013, ! dy1(1:10,12, 7) . 000, 006,-004,-002, 004, 006, 002,-017, 003, 000, ! dy1(1:10,13, 7) .-019,-014,-034,-025,-017,-016,-020,-037,-022,-017, ! dy1(1:10,14, 7) .-008,-016,-026,-023,-015,-004,-015,-030,-012,-019, ! dy1(1:10,15, 7) .-002, 000,-022,-013,-010, 001,-006,-025,-010,-010, ! dy1(1:10,16, 7) . 011, 001,-019,-012,-010, 002,-010,-021,-007,-009, ! dy1(1:10,17, 7) .-002,-005,-021,-018,-012,-007,-018,-022,-016,-006, ! dy1(1:10,18, 7) . 022, 016,-008,-006, 000, 004,-001,-003,-007,-006, ! dy1(1:10,19, 7) .-006, 006,-014,-008,-009, 000,-004,-003,-009, 000, ! dy1(1:10,20, 7) . 000, 000,-018,-018,-010,-011,-011,-010,-016,-004, ! dy1(1:10,21, 7) .-010, 006,-010,-007,-005,-006,-013, 000,-010, 006, ! dy1(1:10,22, 7) . 009, 003,-009,-009,-009,-002,-007, 002,-003, 004, ! dy1(1:10,23, 7) . 006, 005,-010,-007,-012,-010,-007,-002,-011, 000, ! dy1(1:10,24, 7) . 001, 000, 003, 005,-005, 008, 012, 008, 011, 016, ! dy1(1:10,25, 7) .-012,-012,-016,-007,-016,-013,-005,-008,-011,-008, ! dy1(1:10,26, 7) . 002,-014, 002, 002,-012,-006, 000, 000, 002, 009, ! dy1(1:10,27, 7) .-009,-009,-005,-004,-015,-013, 003, 004, 010,-005, ! dy1(1:10,28, 7) . 000, 007, 014, 016, 000, 001, 011, 017, 016, 014, ! dy1(1:10,29, 7) . 002,-006, 016, 009,-001, 004, 012, 024, 020, 011, ! dy1(1:10,30, 7) . 007, 000, 035, 011, 009, 015, 014, 047, 029, 007, ! dy1(1:10,31, 7) .-016,-015, 016,-001,-010,-006,-004, 026, 012, 005, ! dy1(1:10,32, 7) .-023,-013, 007,-006,-012,-013,-005, 031,-002,-015, ! dy1(1:10,33, 7) . 000,-011, 009, 003,-011,-012,-003, 030,-013,-008, ! dy1(1:10,34, 7) .-028, 000,-001,-004,-011,-014,-007, 036,-028,-010, ! dy1(1:10,35, 7) .-014,-032,-014,-023,-024,-021,-011, 023,-056,-016, ! dy1(1:10,36, 7) .-021, 009,-025,-037,-025,-023,-018, 021,-073,-018, ! dy1(1:10,37, 7) .-059,-061,-059,-078,-060,-028,-034,-005,-102,-044, ! dy1(1:10,38, 7) . 001, 023,-001, 005, 028, 005, 004,-028,-005, 109, ! dy1(1:10, 1, 8) . 011, 021, 001,-008, 001, 005,-006,-025,-010,-006, ! dy1(1:10, 2, 8) . 000,-009, 000,-013,-004,-007,-015,-034,-017,-014, ! dy1(1:10, 3, 8) . 003,-009, 001, 002, 002,-005,-010,-016,-008,-007, ! dy1(1:10, 4, 8) .-001, 004, 009, 009, 009, 003, 003,-002,-005, 009, ! dy1(1:10, 5, 8) . 006, 001, 013, 009, 007, 001, 000, 000,-001,-006, ! dy1(1:10, 6, 8) . 002, 003, 014, 023, 013, 012, 008, 019, 006, 017, ! dy1(1:10, 7, 8) .-017,-026,-013,-005,-004,-009,-011, 000,-014,-015, ! dy1(1:10, 8, 8) .-034,-036,-020,-017,-021,-018,-025,-012,-020,-021, ! dy1(1:10, 9, 8) . 000,-028,-012,-018,-013,-013,-025,-010,-021,-022, ! dy1(1:10,10, 8) .-017,-010,-014,-010,-001,-004,-003, 001,-001,-013, ! dy1(1:10,11, 8) .-024,-016,-020,-012,-011,-003,-019,-013,-006,-009, ! dy1(1:10,12, 8) . 010,-004,-001, 000, 006, 012, 000,-007, 018,-001, ! dy1(1:10,13, 8) .-023,-015,-026,-023,-010,-010,-018,-028, 002,-026, ! dy1(1:10,14, 8) .-012,-007,-032,-026,-017,-010,-017,-033,-007,-019, ! dy1(1:10,15, 8) .-007,-004,-024,-018,-006, 000,-011,-029, 002,-014, ! dy1(1:10,16, 8) .-004,-006,-025,-016,-005, 000,-011,-033,-002,-009, ! dy1(1:10,17, 8) . 015, 001,-021,-013,-009, 002,-008,-028,-005,-001, ! dy1(1:10,18, 8) . 003, 013,-008,-003, 000,-002,-005,-024,-007, 009, ! dy1(1:10,19, 8) . 014, 013,-015,-014,-001,-002,-014,-032,-016, 003, ! dy1(1:10,20, 8) . 014, 008,-022,-012,-010,-011,-014,-037,-015,-003, ! dy1(1:10,21, 8) . 014, 009,-010,-015,-010,-003,-003,-028,-010,-004, ! dy1(1:10,22, 8) . 007, 016,-006,-005,-004,-005,-002,-025,-010, 010, ! dy1(1:10,23, 8) . 003, 008,-005,-012,-008,-009,-001,-015,-008, 002, ! dy1(1:10,24, 8) . 002, 005, 004, 000,-009,-014,-001,-003,-011,-004, ! dy1(1:10,25, 8) .-020,-006,-023,-032,-026,-026,-015,-019,-025,-013, ! dy1(1:10,26, 8) .-021,-005,-007,-009,-023,-018,-007,-004,-017,-016, ! dy1(1:10,27, 8) .-009,-001, 010, 004,-001,-008, 011, 008,-008,-001, ! dy1(1:10,28, 8) .-020,-013, 007, 004,-009,-008, 012, 013, 000,-006, ! dy1(1:10,29, 8) .-005,-002, 020, 012, 000, 002, 015, 023, 012,-001, ! dy1(1:10,30, 8) .-014,-001, 014, 014, 000,-007, 017, 025, 017, 004, ! dy1(1:10,31, 8) .-009,-023,-002,-002,-012,-013,-001, 010, 000,-023, ! dy1(1:10,32, 8) .-026,-022, 000,-011,-019,-022,-015,-008,-008,-019, ! dy1(1:10,33, 8) .-015,-015,-011,-017,-017,-026,-022,-004,-013,-020, ! dy1(1:10,34, 8) .-019,-024,-005,-011,-013,-018,-009, 000,-018,-020, ! dy1(1:10,35, 8) .-027,-026,-016,-027,-028,-037,-033,-010,-042,-036, ! dy1(1:10,36, 8) .-039,-034,-013,-025,-017,-028,-009,-001,-059,-013, ! dy1(1:10,37, 8) .-044,-018,-027,-033,-043,-051,-046,-026,-087,-035, ! dy1(1:10,38, 8) . 048, 003, 042, 024, 040, 021, 023,-004, 021, 067, ! dy1(1:10, 1, 9) . 023, 008, 012, 000, 009, 007,-010,-014,-003, 012, ! dy1(1:10, 2, 9) . 007,-007, 000,-004, 005,-001,-001,-020,-005,-001, ! dy1(1:10, 3, 9) . 010, 004, 011, 006, 004, 000,-008,-008,-003,-001, ! dy1(1:10, 4, 9) . 026, 009, 025, 021, 022, 018, 014, 014, 010, 024, ! dy1(1:10, 5, 9) .-006,-002, 009, 007, 006, 000,-002, 006,-003, 003, ! dy1(1:10, 6, 9) . 010, 011, 016, 018, 014, 013, 007, 015,-002,-007, ! dy1(1:10, 7, 9) .-009,-016,-003, 007, 004, 004,-004, 012,-006,-013, ! dy1(1:10, 8, 9) . 001,-015, 006, 000, 006, 007,-005, 016, 001, 007, ! dy1(1:10, 9, 9) .-001,-005, 004, 006, 003, 007, 002, 011, 005, 003, ! dy1(1:10,10, 9) . 005, 003, 008, 006, 017, 021, 006, 015, 017, 004, ! dy1(1:10,11, 9) . 000, 006, 000, 000, 008, 013, 000, 005, 007, 001, ! dy1(1:10,12, 9) . 023, 028, 010, 012, 025, 032, 021, 006, 038, 017, ! dy1(1:10,13, 9) . 030, 035, 004, 017, 018, 026, 013, 003, 027, 016, ! dy1(1:10,14, 9) . 030, 033, 008, 013, 028, 032, 027, 008, 044, 014, ! dy1(1:10,15, 9) . 032, 030, 017, 023, 029, 038, 024, 010, 041, 037, ! dy1(1:10,16, 9) . 035, 048, 023, 025, 036, 045, 035, 012, 045, 032, ! dy1(1:10,17, 9) . 046, 031, 013, 023, 027, 028, 020, 004, 027, 033, ! dy1(1:10,18, 9) . 048, 044, 023, 024, 029, 034, 027, 006, 027, 038, ! dy1(1:10,19, 9) . 009, 019,-012,-006, 005, 002,-003,-022, 001, 002, ! dy1(1:10,20, 9) . 011, 012,-003, 000, 001, 002, 000,-026,-006, 014, ! dy1(1:10,21, 9) . 023, 027, 000, 002, 006, 013, 006,-020, 004, 019, ! dy1(1:10,22, 9) . 022, 019, 007, 007, 001, 005, 003,-014,-002, 014, ! dy1(1:10,23, 9) . 019, 023, 005,-002, 000, 000, 005,-013, 005, 013, ! dy1(1:10,24, 9) . 003, 014, 003, 000, 004, 003, 017, 010, 007, 014, ! dy1(1:10,25, 9) . 007, 000, 001,-006,-003,-001, 008,-001, 000, 007, ! dy1(1:10,26, 9) .-003,-003, 000,-005,-014,-013,-003, 000,-012,-007, ! dy1(1:10,27, 9) . 012, 016, 026, 015, 010, 004, 026, 028, 008, 016, ! dy1(1:10,28, 9) . 008, 014, 027, 029, 015, 015, 030, 039, 011, 015, ! dy1(1:10,29, 9) . 015, 009, 033, 021, 014, 015, 026, 045, 021, 023, ! dy1(1:10,30, 9) . 022, 010, 028, 032, 016, 013, 029, 037, 029, 014, ! dy1(1:10,31, 9) . 009, 012, 038, 036, 023, 022, 031, 040, 035, 025, ! dy1(1:10,32, 9) . 000, 000, 014, 022, 005, 007, 011, 021, 016,-001, ! dy1(1:10,33, 9) .-001, 012, 021, 018, 016, 004, 019, 026, 020, 007, ! dy1(1:10,34, 9) . 017, 015, 027, 030, 021, 012, 022, 032, 016, 018, ! dy1(1:10,35, 9) .-016, 000, 014, 004, 002,-013, 006, 021,-012, 000, ! dy1(1:10,36, 9) .-010, 023, 019, 001, 008, 001, 009, 022,-027, 003, ! dy1(1:10,37, 9) .-041,-005,-025,-025,-035,-009,-027, 000,-059,-019, ! dy1(1:10,38, 9) . 031, 045, 025, 026, 024, 029, 015, 012, 027, 038, ! dy1(1:10, 1,10) .-007, 003, 003, 003, 005, 004,-006,-018, 000, 000, ! dy1(1:10, 2,10) . 004, 000, 011, 010, 002, 007,-007,-005, 000, 001, ! dy1(1:10, 3,10) .-020,-009, 003, 004,-005, 001,-007,-007,-007,-005, ! dy1(1:10, 4,10) .-009, 000, 008, 014, 004, 009, 000, 019, 000, 004, ! dy1(1:10, 5,10) .-006,-010, 001, 012, 005, 004,-001, 029,-001,-008, ! dy1(1:10, 6,10) .-023,-020,-011, 000,-004, 010,-008, 039,-004, 007, ! dy1(1:10, 7,10) .-026,-018,-015, 000,-005, 001,-013, 037,-009,-011, ! dy1(1:10, 8,10) .-027,-027,-019,-007,-015,-002,-014, 023,-010,-015, ! dy1(1:10, 9,10) .-020,-014,-018,-009,-003, 010,-008, 024,-003,-010, ! dy1(1:10,10,10) . 000, 000,-003, 004, 005, 015, 004, 029, 011, 000, ! dy1(1:10,11,10) . 000, 003,-007, 004, 010, 017, 004, 028, 015, 005, ! dy1(1:10,12,10) . 006, 004,-013, 005, 007, 015, 000, 023, 023, 002, ! dy1(1:10,13,10) . 004, 007, 004, 010, 026, 027, 010, 030, 035, 010, ! dy1(1:10,14,10) . 023, 019,-001, 010, 017, 024, 010, 023, 034, 024, ! dy1(1:10,15,10) . 015, 018, 000, 009, 026, 019, 011, 018, 035, 013, ! dy1(1:10,16,10) . 024, 017, 000, 015, 023, 030, 013, 016, 034, 033, ! dy1(1:10,17,10) . 028, 022, 007, 018, 025, 031, 012, 002, 031, 028, ! dy1(1:10,18,10) . 035, 035, 011, 020, 031, 032, 024, 002, 035, 036, ! dy1(1:10,19,10) . 012, 001,-017,-009,-006,-001,-011,-034,-002, 006, ! dy1(1:10,20,10) . 011, 009,-018,-007, 002, 001,-006,-031, 004, 010, ! dy1(1:10,21,10) . 012, 011,-014,-002,-001, 001,-002,-030, 000, 008, ! dy1(1:10,22,10) . 012, 010,-012,-007,-002, 002, 001,-029, 000, 012, ! dy1(1:10,23,10) .-003, 004,-006,-006, 000, 000, 004,-023,-004, 009, ! dy1(1:10,24,10) . 015, 015, 014,-002, 008, 002, 009,-009,-007, 001, ! dy1(1:10,25,10) . 004, 006, 000,-007,-009,-002, 000,-017,-016, 001, ! dy1(1:10,26,10) . 004, 014, 015, 001, 008, 003, 019, 013,-007, 006, ! dy1(1:10,27,10) . 000, 010, 014, 009, 003, 008, 015, 019,-007, 000, ! dy1(1:10,28,10) . 017, 014, 023, 012, 010, 012, 021, 029, 005, 008, ! dy1(1:10,29,10) . 013, 007, 017, 017, 006, 006, 019, 021, 008, 003, ! dy1(1:10,30,10) .-018,-007, 023, 013, 004, 009, 017, 005, 017,-001, ! dy1(1:10,31,10) . 009, 007, 021, 027, 014, 014, 024, 013, 019, 008, ! dy1(1:10,32,10) .-009,-003, 021, 015, 007, 000, 014,-012, 014, 005, ! dy1(1:10,33,10) . 004, 005, 023, 020, 012, 003, 017,-007, 019, 003, ! dy1(1:10,34,10) . 010, 012, 027, 024, 019, 006, 020, 000, 019, 018, ! dy1(1:10,35,10) . 000, 007, 012, 008, 011,-008, 004,-005, 008, 000, ! dy1(1:10,36,10) . 020, 006, 006, 003, 012,-001, 014, 005,-007, 004, ! dy1(1:10,37,10) .-003,-010,-013,-015,-003,-028,-013,-029,-034,-021, ! dy1(1:10,38,10) . 054, 025, 037, 021, 033, 039, 030, 027, 032, 032, ! dy1(1:10, 1,11) . 001, 009, 011, 011, 009, 014, 001, 000, 021, 010, ! dy1(1:10, 2,11) .-002,-011, 007, 008, 001, 004,-007, 001, 002, 011, ! dy1(1:10, 3,11) .-013,-014, 006, 003,-004, 002,-012, 007, 001,-001, ! dy1(1:10, 4,11) . 000,-007, 008, 005, 001, 007,-001, 024, 003,-003, ! dy1(1:10, 5,11) .-026,-013, 004, 004, 000, 006,-002, 032, 003, 000, ! dy1(1:10, 6,11) .-008,-014,-007, 000,-008, 001,-009, 031,-001,-018, ! dy1(1:10, 7,11) .-029,-034,-024,-008,-024,-005,-018, 019,-008,-017, ! dy1(1:10, 8,11) .-013,-016,-013,-005,-005, 001,-008, 036,-006,-009, ! dy1(1:10, 9,11) .-024,-016,-017,-004,-007, 000,-005, 031,-001,-011, ! dy1(1:10,10,11) .-018, 002,-005,-003, 001, 006,-001, 032, 006, 000, ! dy1(1:10,11,11) .-013,-004,-015,-005,-001, 005,-005, 021, 004, 002, ! dy1(1:10,12,11) .-019,-012,-019,-008, 000, 006,-002, 021, 009,-012, ! dy1(1:10,13,11) .-009, 003,-012, 004, 004, 015, 002, 031, 017, 003, ! dy1(1:10,14,11) . 003, 006,-010, 007, 018, 017, 008, 021, 027, 012, ! dy1(1:10,15,11) . 006, 008,-007, 009, 012, 018, 008, 016, 029, 019, ! dy1(1:10,16,11) . 021, 018, 002, 009, 020, 026, 010, 014, 034, 025, ! dy1(1:10,17,11) . 017, 019, 003, 016, 026, 028, 009, 011, 032, 028, ! dy1(1:10,18,11) . 027, 018, 003, 024, 028, 033, 015, 002, 035, 036, ! dy1(1:10,19,11) . 004, 000,-012,-004, 004, 005,-010,-022, 013, 008, ! dy1(1:10,20,11) . 006,-004,-021,-008, 000,-002,-011,-033, 001, 012, ! dy1(1:10,21,11) .-006,-006,-019,-009,-003,-005,-011,-035, 000, 000, ! dy1(1:10,22,11) . 003,-006,-016,-010,-001,-009,-004,-028,-007, 004, ! dy1(1:10,23,11) . 000,-003,-008,-008,-003,-006,-003,-023,-005,-002, ! dy1(1:10,24,11) . 012, 003, 004,-002, 000, 000, 006,-007,-001,-002, ! dy1(1:10,25,11) . 001, 002,-006,-008,-007,-006, 000,-015,-010, 000, ! dy1(1:10,26,11) . 012, 001, 012, 000, 003, 006, 005, 009,-009,-006, ! dy1(1:10,27,11) . 009, 008, 013, 002, 007, 007, 013, 015,-003,-002, ! dy1(1:10,28,11) . 005, 010, 020, 007, 007, 006, 013, 010, 001, 002, ! dy1(1:10,29,11) . 003, 000, 011, 000,-002, 006, 005, 000,-002,-007, ! dy1(1:10,30,11) . 007,-005, 008, 013, 010, 008, 014,-007, 001, 004, ! dy1(1:10,31,11) . 011,-003, 022, 019, 004, 006, 014,-007, 011,-008, ! dy1(1:10,32,11) . 000,-009, 009, 005, 000, 001, 008,-023, 003, 002, ! dy1(1:10,33,11) .-011,-003, 018, 005, 003,-005, 007,-025, 011,-006, ! dy1(1:10,34,11) . 006,-008, 016, 012, 010, 006, 012,-022, 020, 006, ! dy1(1:10,35,11) .-001, 000, 008, 002, 001,-009, 007,-023, 009, 007, ! dy1(1:10,36,11) . 004, 004, 005, 006, 011, 003, 010, 004, 014, 001, ! dy1(1:10,37,11) .-034,-034,-032,-026,-019,-030,-018,-026,-020,-016, ! dy1(1:10,38,11) . 022, 016, 038, 036, 030, 045, 025, 038, 046, 037, ! dy1(1:10, 1,12) .-005, 014, 021, 014, 010, 012, 008, 018, 019, 019, ! dy1(1:10, 2,12) .-011,-013, 010, 007,-006, 000,-003, 008, 010,-001, ! dy1(1:10, 3,12) .-015,-013, 003,-001,-007,-004,-009, 009, 006,-004, ! dy1(1:10, 4,12) .-013,-017, 015, 010, 002, 003, 003, 025, 016, 000, ! dy1(1:10, 5,12) .-009,-003, 005, 001,-005,-003,-001, 024, 006,-012, ! dy1(1:10, 6,12) .-027,-034, 000,-003,-006,-003,-001, 029, 000,-009, ! dy1(1:10, 7,12) .-023,-034,-007,-010,-015,-014,-014, 018,-006,-024, ! dy1(1:10, 8,12) .-030,-013,-016,-009,-016,-010,-010, 019,-012,-021, ! dy1(1:10, 9,12) .-009,-008,-014,-010,-006,-007,-007, 024,-006,-012, ! dy1(1:10,10,12) .-011,-006, 001, 002, 001, 001, 007, 030, 001, 004, ! dy1(1:10,11,12) .-012,-010,-013,-003, 000, 003, 004, 023, 000,-007, ! dy1(1:10,12,12) .-005,-005,-011,-006,-002, 000,-001, 017, 005, 008, ! dy1(1:10,13,12) . 007,-003,-007, 004, 008, 007, 009, 027, 011, 005, ! dy1(1:10,14,12) . 003, 004,-003, 003, 008, 013, 007, 017, 020, 013, ! dy1(1:10,15,12) . 014, 012,-002, 009, 019, 021, 009, 019, 027, 017, ! dy1(1:10,16,12) . 017, 013, 002, 018, 024, 019, 012, 017, 037, 027, ! dy1(1:10,17,12) . 014, 015, 000, 016, 020, 022, 004, 009, 025, 032, ! dy1(1:10,18,12) . 027, 025, 008, 017, 029, 025, 017, 006, 035, 022, ! dy1(1:10,19,12) . 002,-001,-020,-008, 001,-002,-015,-022, 008, 011, ! dy1(1:10,20,12) .-010,-011,-018,-009,-001,-005,-017,-027,-003,-005, ! dy1(1:10,21,12) .-002,-010,-021,-015,-003,-009,-017,-028,-009, 003, ! dy1(1:10,22,12) . 006,-007,-016,-005,-002,-010,-011,-023, 000, 000, ! dy1(1:10,23,12) .-003,-004,-012,-010,-001,-010,-006,-015,-002, 000, ! dy1(1:10,24,12) . 008, 007, 000, 000, 008, 000, 001,-002,-002,-005, ! dy1(1:10,25,12) .-004,-010,-010,-010, 000,-007,-004,-008,-003,-003, ! dy1(1:10,26,12) . 003, 002, 003,-008,-002, 001, 000, 004,-005,-009, ! dy1(1:10,27,12) . 008, 000, 006,-006,-003,-002, 006, 006,-003,-010, ! dy1(1:10,28,12) . 001, 000, 014,-003, 001, 004, 007, 005, 000,-003, ! dy1(1:10,29,12) .-004, 001, 005,-002, 000, 004, 004,-001,-004,-004, ! dy1(1:10,30,12) .-009,-022, 003, 000,-007,-004, 009,-014,-003, 000, ! dy1(1:10,31,12) .-001,-006, 008, 009, 005, 007, 021,-010, 001, 011, ! dy1(1:10,32,12) . 000,-011, 012,-002,-003,-007, 003,-027, 000,-008, ! dy1(1:10,33,12) .-006,-012, 010, 007, 004,-006, 003,-027, 011,-003, ! dy1(1:10,34,12) . 004, 000, 017, 006, 007, 002, 012,-025, 013, 005, ! dy1(1:10,35,12) . 007,-011, 005, 000, 004, 000, 008,-022, 019,-003, ! dy1(1:10,36,12) . 006, 014, 002, 003, 013, 011, 012,-008, 027, 021, ! dy1(1:10,37,12) .-015,-009,-026,-012,-015,-010,-009,-021, 005,-012, ! dy1(1:10,38,12) . 031, 035, 032, 036, 033, 031, 019, 026, 051, 019, ! dy1(1:10, 1,13) .-003,-012, 004, 001, 003, 011, 002, 008, 015, 013, ! dy1(1:10, 2,13) .-017,-012, 004,-004,-005,-002,-009, 006, 011,-007, ! dy1(1:10, 3,13) .-027,-020,-001,-008,-012,-011,-009, 002, 003,-005, ! dy1(1:10, 4,13) .-017,-017, 008, 000,-009,-007, 000, 009, 009,-004, ! dy1(1:10, 5,13) .-013,-023, 002, 002,-003,-008,-005, 013, 008,-006, ! dy1(1:10, 6,13) .-013,-004, 000,-002,-007,-003, 000, 021,-003,-013, ! dy1(1:10, 7,13) .-012,-010,-001,-003,-008,-007,-001, 018,-007,-001, ! dy1(1:10, 8,13) .-024,-017,-013, 000,-011,-009,-008, 009,-015,-011, ! dy1(1:10, 9,13) .-009,-017,-013,-006,-009,-019,-005, 009,-017,-017, ! dy1(1:10,10,13) .-022, 007, 000, 002, 000,-003, 007, 022, 001, 000, ! dy1(1:10,11,13) .-012, 001,-001, 005, 004, 000, 003, 021,-002, 003, ! dy1(1:10,12,13) .-019,-022,-009,-016,-008, 000,-003, 005,-010,-009, ! dy1(1:10,13,13) .-020,-011,-011,-008, 000, 000, 003, 008,-007,-001, ! dy1(1:10,14,13) .-004, 005,-004, 002, 004, 011, 003, 012, 007, 008, ! dy1(1:10,15,13) . 000, 002, 002, 009, 011, 009, 008, 013, 012, 019, ! dy1(1:10,16,13) . 007, 028, 004, 024, 023, 021, 010, 017, 026, 023, ! dy1(1:10,17,13) . 012, 007, 000, 016, 018, 013, 006, 012, 016, 017, ! dy1(1:10,18,13) . 021, 011, 000, 020, 021, 008, 001, 002, 015, 027, ! dy1(1:10,19,13) .-006,-018,-026,-008,-004,-013,-020,-023,-007,-009, ! dy1(1:10,20,13) .-013,-004,-024,-007,-004,-017,-017,-021,-010,-005, ! dy1(1:10,21,13) . 002,-005,-012,-006,-004,-009,-016,-010,-006, 001, ! dy1(1:10,22,13) . 010, 006,-008,-011, 005,-007,-006,-008, 003, 000, ! dy1(1:10,23,13) . 013, 004,-002,-001, 006,-003,-002, 001, 006, 000, ! dy1(1:10,24,13) . 004,-004, 001,-003, 013, 000, 007, 013, 010,-004, ! dy1(1:10,25,13) .-006,-007, 002,-006, 003, 000,-002, 003, 001,-010, ! dy1(1:10,26,13) .-004,-019,-013,-010,-009,-010,-007, 003,-007,-012, ! dy1(1:10,27,13) .-005,-004,-003,-018,-004,-008,-003, 002,-007,-017, ! dy1(1:10,28,13) .-008,-002, 006,-007,-004, 005, 003, 012,-002,-003, ! dy1(1:10,29,13) .-025,-012,-010,-016,-016,-012,-002,-006,-011,-019, ! dy1(1:10,30,13) .-010,-021,-002,-016,-009,-010,-007,-019,-015,-010, ! dy1(1:10,31,13) .-007,-007, 000,-006,-008,-011, 006,-008,-001, 000, ! dy1(1:10,32,13) .-018,-022, 004,-008,-003,-008,-004,-021,-006,-016, ! dy1(1:10,33,13) .-007,-019, 003,-007,-007,-004, 001,-024, 002, 001, ! dy1(1:10,34,13) . 000,-006, 009,-005, 000,-003, 005,-022, 018, 002, ! dy1(1:10,35,13) . 004,-007, 002, 002, 002, 000, 005,-013, 021, 003, ! dy1(1:10,36,13) .-012, 008,-002,-004, 003, 008, 004,-015, 026, 005, ! dy1(1:10,37,13) .-032,-029,-029,-030,-024,-009,-009,-040,-007,-013, ! dy1(1:10,38,13) . 022, 019, 012, 022, 021, 038, 031, 042, 038, 047, ! dy1(1:10, 1,14) . 002, 009, 002, 003, 007, 000,-001, 009, 012, 012, ! dy1(1:10, 2,14) .-018,-008,-013,-007,-007,-003,-006, 002,-002,-001, ! dy1(1:10, 3,14) .-023,-020,-005,-013,-016,-013,-009, 000, 000,-004, ! dy1(1:10, 4,14) .-030,-005,-005,-009,-007,-007,-010,-002, 000,-013, ! dy1(1:10, 5,14) .-013,-013, 001,-005,-014,-008,-003,-004, 000,-012, ! dy1(1:10, 6,14) .-018,-016,-006,-007,-006,-016,-003,-009,-011,-012, ! dy1(1:10, 7,14) .-012,-010,-005,-001,-012,-015, 000,-004,-012,-017, ! dy1(1:10, 8,14) .-021,-016,-001,-004,-010,-015,-005,-005,-011,-020, ! dy1(1:10, 9,14) .-006, 006,-006,-005,-008,-017, 000,-007,-012,-008, ! dy1(1:10,10,14) .-025,-012, 000,-001,-005,-010, 000, 001,-013,-009, ! dy1(1:10,11,14) .-011, 000,-001, 000,-004,-007, 002, 001,-012, 005, ! dy1(1:10,12,14) .-021,-021,-010,-011,-005,-005,-013,-006,-018,-009, ! dy1(1:10,13,14) .-016,-016,-001,-006,-007,-004,-002,-006,-009, 000, ! dy1(1:10,14,14) .-012,-001, 001, 006, 006, 007, 000, 004, 000, 007, ! dy1(1:10,15,14) . 001, 011, 000, 011, 016, 009, 008, 016, 006, 011, ! dy1(1:10,16,14) . 022, 012, 011, 022, 019, 014, 010, 023, 009, 022, ! dy1(1:10,17,14) . 004, 012, 004, 024, 021, 012, 006, 020, 011, 021, ! dy1(1:10,18,14) . 021, 026, 008, 022, 025, 012, 013, 023, 015, 021, ! dy1(1:10,19,14) .-006,-005,-014,-002,-003,-016,-020,-009,-020,-009, ! dy1(1:10,20,14) .-010,-020,-023,-007,-005,-015,-019,-004,-014,-013, ! dy1(1:10,21,14) .-004,-009,-013,-009,-003,-016,-018, 000,-011,-014, ! dy1(1:10,22,14) . 005, 000, 000, 004, 010, 001,-004, 022, 005,-001, ! dy1(1:10,23,14) . 024, 016, 021, 017, 028, 013, 014, 040, 031, 006, ! dy1(1:10,24,14) . 021, 018, 013, 011, 016, 011, 011, 028, 019, 009, ! dy1(1:10,25,14) . 007,-003, 000, 002, 006,-001, 000, 016, 008,-007, ! dy1(1:10,26,14) .-001,-011,-006,-010,-006,-004,-009, 007,-005,-012, ! dy1(1:10,27,14) .-004,-015,-002,-009,-010,-007,-002, 008,-009,-016, ! dy1(1:10,28,14) .-002,-005, 000,-009,-006,-003, 001, 011,-002,-011, ! dy1(1:10,29,14) .-016,-023,-011,-017,-014,-012,-007, 001,-023,-019, ! dy1(1:10,30,14) .-016,-017,-010,-020,-019,-015,-006,-007,-018,-012, ! dy1(1:10,31,14) .-008,-024,-011,-015,-009,-010, 000, 002,-016,-006, ! dy1(1:10,32,14) .-002,-010, 001,-006,-010,-010, 001,-008,-005,-002, ! dy1(1:10,33,14) .-001,-008, 003, 000, 000,-001, 008,-011, 000,-007, ! dy1(1:10,34,14) .-005,-014, 006, 000,-003, 008, 003,-001, 005, 006, ! dy1(1:10,35,14) .-001,-008, 000,-006, 000, 010, 008,-009, 013, 003, ! dy1(1:10,36,14) . 020, 014,-005, 007, 005, 015, 006, 006, 017, 025, ! dy1(1:10,37,14) .-020, 005,-019,-032,-024, 003,-019,-023, 003,-017, ! dy1(1:10,38,14) . 044, 031, 027, 028, 023, 034, 020, 029, 023, 032, ! dy1(1:10, 1,15) . 000, 009,-013,-003, 001, 016, 006, 010,-001, 018, ! dy1(1:10, 2,15) . 012,-003, 000, 002,-002, 000,-003, 003,-003, 007, ! dy1(1:10, 3,15) .-007, 000,-011,-005,-006,-004,-004,-006,-019,-006, ! dy1(1:10, 4,15) .-014,-020,-010,-004,-011,-010,-006,-012,-014,-007, ! dy1(1:10, 5,15) .-019,-009,-005,-003,-006,-010, 001,-020,-014,-005, ! dy1(1:10, 6,15) .-016,-016,-009,-007,-019,-018,-009,-032,-013,-017, ! dy1(1:10, 7,15) .-026,-031,-003,-007,-020,-023,-012,-033,-013,-018, ! dy1(1:10, 8,15) .-020,-009,-008,-006,-013,-015,-004,-028,-018,-007, ! dy1(1:10, 9,15) .-018,-008,-002,-003,-010,-016, 000,-020,-014,-010, ! dy1(1:10,10,15) .-005,-011,-002,-001,-003,-010,-002,-016,-006,-001, ! dy1(1:10,11,15) .-012,-012, 005,-005,-003,-006,-001,-014,-011,-006, ! dy1(1:10,12,15) .-006, 004, 006, 007, 004,-003, 006, 000, 001, 008, ! dy1(1:10,13,15) .-014, 004, 004, 008, 005, 000, 003,-002,-006, 007, ! dy1(1:10,14,15) . 001, 009, 007, 012, 014, 007, 009, 010, 000, 012, ! dy1(1:10,15,15) .-009, 005, 008, 015, 013, 001, 009, 009,-001, 005, ! dy1(1:10,16,15) . 006, 006, 010, 022, 025, 021, 018, 024, 012, 022, ! dy1(1:10,17,15) . 003, 004, 010, 023, 020, 010, 010, 023, 003, 019, ! dy1(1:10,18,15) . 010, 015, 010, 024, 028, 016, 013, 034, 012, 015, ! dy1(1:10,19,15) .-016,-011,-009, 002, 001,-009,-008, 011,-013,-008, ! dy1(1:10,20,15) .-013,-016,-010,-005,-004,-019,-019, 003,-023,-012, ! dy1(1:10,21,15) .-004,-003,-007, 003, 001,-006,-014, 021,-008,-006, ! dy1(1:10,22,15) . 001,-001,-001,-002, 003,-006,-011, 025,-005,-005, ! dy1(1:10,23,15) . 005, 004,-003, 001,-002,-008,-011, 030, 000,-016, ! dy1(1:10,24,15) .-007,-011,-003,-001, 007,-001,-008, 023, 001,-014, ! dy1(1:10,25,15) .-006,-008,-004,-009,-007,-005,-007, 020, 005,-011, ! dy1(1:10,26,15) . 003,-015,-001,-005,-002,-007,-008, 016,-008,-013, ! dy1(1:10,27,15) . 000,-001, 000,-004, 000, 002, 000, 026,-001,-006, ! dy1(1:10,28,15) .-008,-002,-003,-009,-006, 002, 003, 022,-013,-011, ! dy1(1:10,29,15) . 004,-008,-007,-018,-013,-014,-003, 011,-015, 000, ! dy1(1:10,30,15) .-020,-017,-008,-013,-022,-008,-008, 007,-022,-021, ! dy1(1:10,31,15) .-011,-015,-002,-009,-010,-008,-003, 013,-012,-009, ! dy1(1:10,32,15) . 003,-008, 004, 000,-005,-002, 009, 014,-006, 003, ! dy1(1:10,33,15) . 000, 000, 005,-005,-008, 002, 009, 010,-003, 009, ! dy1(1:10,34,15) . 015, 006, 012, 008, 001, 012, 014, 009, 010, 009, ! dy1(1:10,35,15) . 021, 003, 007, 012, 003, 019, 009, 013, 014, 022, ! dy1(1:10,36,15) . 036, 036, 021, 017, 018, 039, 025, 009, 035, 033, ! dy1(1:10,37,15) . 015,-005,-021, 005,-001, 021,-008,-022,-005, 030, ! dy1(1:10,38,15) . 056, 076, 005, 019, 040, 055, 048, 045, 029, 061, ! dy1(1:10, 1,16) . 029, 021,-006, 000, 011, 020, 006, 005, 002, 028, ! dy1(1:10, 2,16) .-001, 019,-008, 009, 007, 022, 009,-001,-012, 016, ! dy1(1:10, 3,16) . 011, 009,-009, 004, 004, 007, 006,-005,-009, 003, ! dy1(1:10, 4,16) .-010, 000,-002,-004,-005,-003,-001,-020,-022, 000, ! dy1(1:10, 5,16) .-018,-003,-008, 002,-004,-003,-003,-022,-014,-005, ! dy1(1:10, 6,16) . 000,-011,-005,-005,-009,-011, 003,-038,-008,-007, ! dy1(1:10, 7,16) .-019,-010,-019,-015,-019,-017,-012,-051,-018,-012, ! dy1(1:10, 8,16) .-020,-024,-010,-006,-019,-021,-012,-043,-016,-019, ! dy1(1:10, 9,16) .-024,-009,-017,-012,-017,-025,-011,-042,-009,-015, ! dy1(1:10,10,16) .-026,-014, 002,-010,-014,-023,-005,-033,-009,-012, ! dy1(1:10,11,16) .-014, 000, 001, 002, 000,-013, 001,-019, 000,-001, ! dy1(1:10,12,16) .-016, 001, 014, 008, 005,-005, 005, 001, 002,-002, ! dy1(1:10,13,16) . 000, 005, 017, 010, 013,-002, 013, 005, 008, 003, ! dy1(1:10,14,16) . 000, 014, 014, 022, 021, 006, 011, 015, 004, 013, ! dy1(1:10,15,16) .-001, 013, 013, 018, 015, 000, 011, 015, 001, 008, ! dy1(1:10,16,16) . 013, 015, 021, 025, 027, 014, 018, 022, 010, 027, ! dy1(1:10,17,16) . 011, 003, 011, 023, 024, 017, 015, 021, 006, 010, ! dy1(1:10,18,16) . 006, 013, 021, 022, 024, 013, 012, 030, 005, 019, ! dy1(1:10,19,16) .-008,-020,-011,-006,-004,-012,-017, 004,-023,-020, ! dy1(1:10,20,16) .-022,-016,-011,-005,-007,-016,-016, 011,-024,-016, ! dy1(1:10,21,16) .-009,-014, 002,-001,-006,-015,-022, 013,-024,-025, ! dy1(1:10,22,16) .-011,-009,-010,-008,-010,-009,-017, 011,-019,-020, ! dy1(1:10,23,16) .-025,-029,-013,-017,-019,-029,-034, 001,-023,-029, ! dy1(1:10,24,16) .-004,-007,-005,-014,-010,-018,-016, 006,-009,-023, ! dy1(1:10,25,16) .-001,-015,-007,-011,-008,-011,-016, 009,-010,-022, ! dy1(1:10,26,16) .-011,-006,-001,-010,-006,-006,-007, 011,-006,-017, ! dy1(1:10,27,16) .-013,-015,-004,-011,-013,-007,-008, 005,-008,-013, ! dy1(1:10,28,16) . 005, 004, 007, 001, 000,-001, 003, 018,-002,-003, ! dy1(1:10,29,16) . 000,-004,-002,-005,-009, 001, 007, 019,-003,-008, ! dy1(1:10,30,16) . 011,-004, 000,-011,-011,-003, 008, 013,-017, 004, ! dy1(1:10,31,16) . 012, 008, 000,-010,-013,-001, 007, 018,-011, 004, ! dy1(1:10,32,16) . 008, 002, 004, 002,-006,-001, 012, 022,-001, 005, ! dy1(1:10,33,16) . 016, 007, 007, 008,-001, 005, 014, 016, 001, 008, ! dy1(1:10,34,16) . 020, 019, 004, 002,-002, 014, 012, 008, 005, 021, ! dy1(1:10,35,16) . 039, 022, 015, 024, 012, 023, 023, 016, 023, 022, ! dy1(1:10,36,16) . 058, 057, 031, 027, 028, 050, 028, 021, 043, 062, ! dy1(1:10,37,16) . 038, 026, 010, 010,-004, 025, 010,-002, 017, 031, ! dy1(1:10,38,16) . 086, 066, 041, 050, 056, 087, 049, 048, 033, 060, ! dy1(1:10, 1,17) . 028, 041, 001, 023, 026, 045, 018, 020, 001, 041, ! dy1(1:10, 2,17) . 024, 032, 007, 013, 017, 034, 018, 012, 001, 028, ! dy1(1:10, 3,17) . 018, 025, 007, 012, 020, 025, 011, 001,-004, 029, ! dy1(1:10, 4,17) . 014, 023,-002, 017, 012, 015, 014,-007, 001, 020, ! dy1(1:10, 5,17) . 000, 003,-005, 000,-004, 000, 001,-027,-003, 003, ! dy1(1:10, 6,17) .-018,-006,-009, 000,-008,-008,-005,-038,-004, 000, ! dy1(1:10, 7,17) .-026,-022,-022,-008,-015,-022,-011,-045,-009,-012, ! dy1(1:10, 8,17) .-021,-007,-010,-011,-012,-020,-007,-043,-001,-004, ! dy1(1:10, 9,17) .-017,-017,-010,-005,-010,-015,-013,-037, 000,-007, ! dy1(1:10,10,17) .-035,-011,-009,-010,-011,-023,-012,-034, 002,-015, ! dy1(1:10,11,17) .-001,-011,-004,-006,-005,-019,-008,-027, 002,-001, ! dy1(1:10,12,17) .-028,-006, 003, 001, 001,-012, 000,-004, 006,-002, ! dy1(1:10,13,17) .-019, 002, 006, 005, 005,-011, 001, 000, 009,-003, ! dy1(1:10,14,17) . 008, 012, 017, 012, 017, 002, 012, 013, 014, 006, ! dy1(1:10,15,17) .-006, 007, 015, 016, 018, 006, 009, 015, 008, 005, ! dy1(1:10,16,17) . 000, 009, 019, 017, 020, 010, 009, 020, 012, 010, ! dy1(1:10,17,17) . 005, 009, 020, 017, 020, 014, 015, 020, 014, 005, ! dy1(1:10,18,17) . 012, 008, 020, 020, 024, 014, 014, 032, 010, 007, ! dy1(1:10,19,17) .-016,-015,-005,-003,-006,-017,-017, 003,-022,-020, ! dy1(1:10,20,17) .-001,-007,-002,-008,-004,-013,-012, 003,-019,-024, ! dy1(1:10,21,17) .-007,-008, 000, 004,-002,-007,-010, 003,-017,-016, ! dy1(1:10,22,17) .-006,-001, 005,-003,-005,-015,-012, 000,-016,-014, ! dy1(1:10,23,17) .-002,-001,-004,-011,-008,-015,-013,-007,-016,-029, ! dy1(1:10,24,17) .-011,-003, 001, 003,-007,-015,-014,-006,-013,-010, ! dy1(1:10,25,17) .-012,-015,-011,-011,-016,-024,-019,-014,-020,-018, ! dy1(1:10,26,17) .-007,-013,-005,-005,-015,-014,-013,-015,-011,-023, ! dy1(1:10,27,17) .-005,-007,-003,-015,-010,-004,-007,-015,-009,-014, ! dy1(1:10,28,17) . 003, 000, 000,-002,-009, 000, 000,-013,-004,-014, ! dy1(1:10,29,17) . 009, 006, 006,-004,-008, 000, 007,-004, 001, 004, ! dy1(1:10,30,17) .-001, 006,-007,-002,-018,-009, 003, 002,-013,-006, ! dy1(1:10,31,17) . 002,-002, 000, 003,-014,-007, 010, 003,-011,-007, ! dy1(1:10,32,17) . 031, 021, 005,-003,-009, 000, 015, 015, 000, 014, ! dy1(1:10,33,17) . 033, 025, 004, 005,-008, 011, 014, 022, 000, 013, ! dy1(1:10,34,17) . 055, 032, 015, 020, 005, 025, 024, 023, 016, 041, ! dy1(1:10,35,17) . 064, 047, 023, 027, 012, 041, 028, 017, 030, 045, ! dy1(1:10,36,17) . 083, 071, 037, 035, 034, 067, 042, 027, 051, 080, ! dy1(1:10,37,17) . 034, 049, 010, 006, 010, 046, 016,-008, 023, 052, ! dy1(1:10,38,17) . 105, 093, 052, 069, 083, 112, 085, 089, 061, 116, ! dy1(1:10, 1,18) . 100, 084, 022, 044, 060, 102, 062, 061, 037, 082, ! dy1(1:10, 2,18) . 067, 062, 011, 031, 041, 070, 033, 039, 020, 061, ! dy1(1:10, 3,18) . 039, 047, 000, 025, 021, 052, 031, 026, 027, 047, ! dy1(1:10, 4,18) . 016, 022, 004, 005, 015, 035, 016, 013, 018, 043, ! dy1(1:10, 5,18) . 014, 022,-001, 011, 014, 019, 017,-002, 022, 029, ! dy1(1:10, 6,18) . 006, 006,-007, 004, 002, 001, 009,-024, 026, 010, ! dy1(1:10, 7,18) .-012, 001,-013,-010,-008,-006, 000,-028, 014, 001, ! dy1(1:10, 8,18) .-003,-013,-010, 005,-009,-006,-003,-035, 025, 000, ! dy1(1:10, 9,18) .-015,-002,-003,-004,-001,-013,-003,-027, 028,-002, ! dy1(1:10,10,18) .-010,-006,-010,-001,-003,-016,-004,-021, 018, 005, ! dy1(1:10,11,18) .-026,-001,-004, 000, 000,-009,-002,-008, 024,-015, ! dy1(1:10,12,18) .-030,-011,-015,-015,-007,-025,-018,-023, 008,-023, ! dy1(1:10,13,18) .-047,-016,-021,-016,-012,-026,-017,-018, 005,-024, ! dy1(1:10,14,18) .-013, 005, 009, 006, 012, 005, 005, 019, 027,-004, ! dy1(1:10,15,18) .-003, 016, 022, 015, 023, 019, 014, 029, 033, 004, ! dy1(1:10,16,18) . 010, 015, 023, 018, 019, 015, 013, 031, 026, 002, ! dy1(1:10,17,18) . 014, 022, 026, 019, 022, 018, 014, 030, 021, 010, ! dy1(1:10,18,18) . 011, 023, 036, 015, 020, 015, 018, 012, 021,-006, ! dy1(1:10,19,18) .-016, 000, 000,-015,-011,-016,-013,-018,-006,-032, ! dy1(1:10,20,18) .-003, 000, 002, 001,-003,-010,-009,-017,-009,-017, ! dy1(1:10,21,18) . 004, 001, 004,-013,-008,-015,-009,-028,-006,-025, ! dy1(1:10,22,18) . 000, 000, 000, 000,-007,-009,-009,-038,-016,-021, ! dy1(1:10,23,18) . 000, 007, 007, 013,-002,-003, 000,-037,-009,-005, ! dy1(1:10,24,18) . 015, 001, 004, 009,-008,-002, 000,-047,-008,-011, ! dy1(1:10,25,18) .-020,-008,-009,-004,-018,-011,-013,-062,-022,-026, ! dy1(1:10,26,18) . 001,-001,-010,-011,-021,-011,-011,-072,-015,-010, ! dy1(1:10,27,18) .-017,-007,-009,-009,-028,-012,-013,-066,-009,-016, ! dy1(1:10,28,18) . 018, 011, 004,-008,-017,-003, 001,-062, 003,-001, ! dy1(1:10,29,18) . 016, 015, 001, 014,-012, 008, 001,-042, 000, 007, ! dy1(1:10,30,18) . 066, 025, 010, 006,-017, 015, 017,-022, 012, 019, ! dy1(1:10,31,18) . 038, 037, 006, 008,-016, 010, 011,-011, 015, 027, ! dy1(1:10,32,18) . 048, 035, 002, 026,-002, 024, 019, 001, 019, 027, ! dy1(1:10,33,18) . 066, 057, 020, 030, 005, 033, 034, 017, 035, 050, ! dy1(1:10,34,18) . 066, 065, 020, 035, 007, 040, 029, 029, 041, 062, ! dy1(1:10,35,18) . 093, 075, 028, 049, 032, 066, 047, 035, 061, 096, ! dy1(1:10,36,18) . 135, 117, 060, 065, 049, 096, 066, 040, 091, 118, ! dy1(1:10,37,18) . 118, 085, 032, 044, 027, 075, 046, 016, 065, 100/ ! dy1(1:10,38,18) data dy2 / . 051, 024, 098, 090, 014, 028, 083,-018, 050, 011, ! dy2(1:10, 1, 1) . 049, 018, 099, 073, 011, 014, 063,-020, 048, 005, ! dy2(1:10, 2, 1) . 019, 000, 068, 044,-018,-013, 032,-066, 009,-030, ! dy2(1:10, 3, 1) . 000,-043, 022, 007,-038,-027,-003,-083,-011,-036, ! dy2(1:10, 4, 1) .-019,-036, 005, 000,-047,-041,-002,-102,-018,-050, ! dy2(1:10, 5, 1) .-012,-042,-012,-012,-058,-050,-010,-109,-033,-048, ! dy2(1:10, 6, 1) .-050,-059,-035,-044,-067,-071,-031,-128,-029,-065, ! dy2(1:10, 7, 1) .-055,-056,-033,-032,-063,-055,-031,-130,-031,-056, ! dy2(1:10, 8, 1) .-029,-054,-031,-030,-061,-054,-034,-118,-032,-057, ! dy2(1:10, 9, 1) .-022,-033,-033,-028,-048,-047,-025,-103,-019,-043, ! dy2(1:10,10, 1) .-014,-032,-026,-020,-042,-032,-023,-086,-019,-029, ! dy2(1:10,11, 1) .-009,-032,-033,-019,-035,-027,-021,-064,-014,-034, ! dy2(1:10,12, 1) .-002,-009,-028,-015,-016,-011,-015,-027,-008,-005, ! dy2(1:10,13, 1) . 005,-002,-010, 001,-003, 003,-008,-020, 002,-008, ! dy2(1:10,14, 1) . 040, 021, 000, 010, 009, 023, 011, 022, 020, 013, ! dy2(1:10,15, 1) . 032, 033, 015, 019, 028, 030, 013, 041, 022, 029, ! dy2(1:10,16, 1) . 041, 040, 028, 037, 034, 042, 032, 056, 031, 037, ! dy2(1:10,17, 1) . 061, 057, 033, 030, 040, 040, 025, 062, 030, 034, ! dy2(1:10,18, 1) . 062, 053, 035, 041, 035, 042, 034, 068, 032, 049, ! dy2(1:10,19, 1) . 047, 032, 021, 010, 030, 014, 019, 039, 020, 025, ! dy2(1:10,20, 1) . 027, 024, 003, 010, 011,-001, 004, 026,-005, 021, ! dy2(1:10,21, 1) . 018, 007, 000, 006, 007,-013,-005, 008,-008, 003, ! dy2(1:10,22, 1) . 003, 003,-021, 004,-011,-027,-013,-006,-025, 000, ! dy2(1:10,23, 1) .-027,-027,-032,-020,-026,-044,-033,-030,-053,-018, ! dy2(1:10,24, 1) .-038,-039,-043,-034,-040,-051,-048,-046,-060,-035, ! dy2(1:10,25, 1) .-033,-032,-022,-018,-019,-037,-025,-028,-039,-013, ! dy2(1:10,26, 1) .-021,-028,-027,-021,-025,-035,-025,-033,-029,-025, ! dy2(1:10,27, 1) .-031,-024,-020,-015,-010,-031,-015,-023,-016,-014, ! dy2(1:10,28, 1) .-025,-017,-013,-014,-012,-031,-013,-025,-013,-024, ! dy2(1:10,29, 1) .-011,-017, 002, 001, 000,-008,-001,-003, 002,-009, ! dy2(1:10,30, 1) .-007,-008, 003, 007, 002,-019, 010, 005, 011, 002, ! dy2(1:10,31, 1) .-001, 009, 017, 016, 014,-006, 012, 022, 021, 000, ! dy2(1:10,32, 1) . 000, 010, 026, 018, 020, 002, 031, 038, 029, 003, ! dy2(1:10,33, 1) .-019,-003, 029, 015, 019,-002, 028, 034, 035, 017, ! dy2(1:10,34, 1) . 017, 017, 025, 027, 019,-003, 028, 031, 037, 003, ! dy2(1:10,35, 1) .-024,-002, 020, 013, 023, 005, 021, 014, 035, 015, ! dy2(1:10,36, 1) .-021,-015, 004,-003, 005, 000, 016,-040, 016,-027, ! dy2(1:10,37, 1) .-029,-019,-022,-029,-010,-007, 000,-056, 023,-011, ! dy2(1:10,38, 1) . 063, 013, 092, 054, 014, 029, 043, 026, 039, 003, ! dy2(1:10, 1, 2) . 036, 028, 090, 068, 019, 027, 053, 023, 034, 004, ! dy2(1:10, 2, 2) . 026,-002, 042, 034,-007, 007, 017,-006, 007,-010, ! dy2(1:10, 3, 2) .-005,-014, 030, 016,-019,-006, 014,-018, 003,-014, ! dy2(1:10, 4, 2) . 005,-023, 006,-001,-027,-017, 000,-033,-011,-017, ! dy2(1:10, 5, 2) .-022,-025,-015,-019,-041,-024,-010,-054,-019,-028, ! dy2(1:10, 6, 2) .-015,-038,-017,-014,-037,-021,-011,-064,-011,-015, ! dy2(1:10, 7, 2) .-014,-040,-025,-019,-047,-028,-018,-068,-025,-033, ! dy2(1:10, 8, 2) .-025,-042,-031,-034,-040,-025,-026,-068,-018,-028, ! dy2(1:10, 9, 2) .-025,-041,-038,-031,-039,-026,-034,-064,-023,-031, ! dy2(1:10,10, 2) .-011,-034,-037,-028,-026,-025,-026,-046,-014,-035, ! dy2(1:10,11, 2) . 000,-010,-029,-021,-016,-012,-025,-025,-013,-016, ! dy2(1:10,12, 2) . 010,-003,-011,-011, 002, 007,-009, 006, 004,-016, ! dy2(1:10,13, 2) . 020, 006,-009,-007, 009, 010,-008, 019, 013, 002, ! dy2(1:10,14, 2) . 024, 029, 011, 009, 025, 021, 004, 044, 016, 007, ! dy2(1:10,15, 2) . 043, 036, 024, 016, 034, 033, 014, 062, 025, 014, ! dy2(1:10,16, 2) . 037, 048, 031, 021, 037, 036, 016, 070, 030, 022, ! dy2(1:10,17, 2) . 047, 059, 042, 033, 047, 047, 028, 079, 035, 035, ! dy2(1:10,18, 2) . 047, 058, 036, 036, 043, 032, 028, 065, 035, 031, ! dy2(1:10,19, 2) . 031, 049, 027, 034, 032, 028, 015, 058, 021, 018, ! dy2(1:10,20, 2) . 010, 027, 006, 018, 015, 006, 001, 022, 001, 003, ! dy2(1:10,21, 2) .-006, 002,-017, 001,-008,-008,-015,-003,-021, 000, ! dy2(1:10,22, 2) .-016,-014,-022,-014,-015,-023,-024,-021,-040,-025, ! dy2(1:10,23, 2) .-030,-032,-040,-031,-033,-037,-043,-045,-055,-033, ! dy2(1:10,24, 2) .-051,-046,-045,-042,-038,-045,-044,-064,-067,-037, ! dy2(1:10,25, 2) .-015,-018,-024,-017,-017,-013,-024,-041,-041,-020, ! dy2(1:10,26, 2) .-023,-018,-026,-029,-026,-023,-028,-048,-048,-012, ! dy2(1:10,27, 2) .-006,-025,-021,-018,-020,-019,-025,-040,-036,-024, ! dy2(1:10,28, 2) .-011,-010,-006,-010,-009,-013,-016,-024,-018,-011, ! dy2(1:10,29, 2) .-003,-008,-002,-003,-011,-013,-009,-014,-008,-005, ! dy2(1:10,30, 2) .-011,-005, 005,-001, 000,-001, 000, 006, 006,-005, ! dy2(1:10,31, 2) . 001, 001, 017, 011, 008, 011, 010, 017, 018, 005, ! dy2(1:10,32, 2) . 000, 006, 020, 015, 011, 004, 011, 030, 020, 007, ! dy2(1:10,33, 2) . 007, 019, 027, 031, 020, 014, 023, 040, 029, 007, ! dy2(1:10,34, 2) .-014, 001, 020, 015, 015, 012, 015, 031, 020, 015, ! dy2(1:10,35, 2) . 011, 003, 021, 020, 013, 013, 020, 026, 022, 012, ! dy2(1:10,36, 2) .-037,-002, 006, 003, 010, 013, 005, 004, 011, 005, ! dy2(1:10,37, 2) .-046,-047, 001,-004,-006, 003,-014,-024,-007,-011, ! dy2(1:10,38, 2) . 055, 042, 079, 075, 040, 060, 076, 054, 053, 036, ! dy2(1:10, 1, 3) . 073, 032, 079, 071, 035, 051, 058, 058, 045, 036, ! dy2(1:10, 2, 3) . 017, 009, 043, 028, 003, 017, 028, 031, 012, 011, ! dy2(1:10, 3, 3) . 009,-002, 021, 017,-002, 015, 017, 017, 010, 017, ! dy2(1:10, 4, 3) . 014, 000, 010, 007,-010, 017, 016, 008, 010, 010, ! dy2(1:10, 5, 3) .-003,-025,-006,-004,-025,-005,-002,-017,-007, 000, ! dy2(1:10, 6, 3) .-006,-028,-021,-016,-026,-007,-008,-035,-012,-019, ! dy2(1:10, 7, 3) .-015,-024,-022,-015,-019,-002,-009,-035,-002,-006, ! dy2(1:10, 8, 3) .-006,-039,-029,-025,-031,-018,-025,-047,-017,-022, ! dy2(1:10, 9, 3) .-009,-024,-027,-020,-020,-014,-022,-028,-009,-015, ! dy2(1:10,10, 3) .-004,-008,-018,-017,-009,-006,-012,-013, 003,-008, ! dy2(1:10,11, 3) .-010,-012,-021,-023,-003,-007,-022,-002,-006,-018, ! dy2(1:10,12, 3) . 027, 011,-006, 002, 016, 005,-001, 031, 010, 008, ! dy2(1:10,13, 3) . 022, 025, 012, 011, 029, 022, 013, 042, 020, 010, ! dy2(1:10,14, 3) . 017, 014, 005, 002, 025, 009,-002, 044, 015, 010, ! dy2(1:10,15, 3) . 041, 041, 028, 017, 041, 032, 016, 064, 026, 020, ! dy2(1:10,16, 3) . 057, 057, 051, 037, 052, 041, 034, 080, 043, 033, ! dy2(1:10,17, 3) . 054, 059, 039, 039, 049, 036, 026, 070, 038, 034, ! dy2(1:10,18, 3) . 054, 058, 045, 050, 047, 040, 034, 069, 041, 034, ! dy2(1:10,19, 3) . 038, 048, 031, 036, 039, 029, 029, 056, 034, 034, ! dy2(1:10,20, 3) . 021, 019, 008, 012, 012, 003, 000, 017, 001, 001, ! dy2(1:10,21, 3) .-006,-006,-008,-005, 001,-006,-007,-005,-016,-005, ! dy2(1:10,22, 3) .-021,-017,-022,-020,-017,-019,-024,-030,-032,-013, ! dy2(1:10,23, 3) .-037,-033,-044,-036,-036,-042,-043,-064,-060,-040, ! dy2(1:10,24, 3) .-029,-041,-053,-045,-040,-038,-044,-074,-070,-035, ! dy2(1:10,25, 3) .-017,-021,-027,-021,-019,-020,-023,-055,-048,-014, ! dy2(1:10,26, 3) .-023,-018,-021,-022,-026,-020,-028,-053,-050,-027, ! dy2(1:10,27, 3) .-027,-015,-021,-021,-018,-014,-021,-049,-034,-007, ! dy2(1:10,28, 3) .-003,-011,-005,-007,-011,-006,-012,-033,-019,-009, ! dy2(1:10,29, 3) .-010,-002,-004,-006,-010,-002,-013,-025,-013,-013, ! dy2(1:10,30, 3) .-009, 001, 009, 000, 005, 005,-002, 002, 014, 014, ! dy2(1:10,31, 3) . 004, 018, 018, 009, 014, 016, 013, 012, 021, 006, ! dy2(1:10,32, 3) . 012, 011, 015, 016, 012, 008, 008, 024, 024, 013, ! dy2(1:10,33, 3) . 029, 014, 034, 028, 023, 024, 022, 043, 031, 023, ! dy2(1:10,34, 3) . 010, 029, 033, 030, 027, 020, 023, 044, 032, 026, ! dy2(1:10,35, 3) .-018, 004, 016, 019, 016, 016, 009, 038, 014, 015, ! dy2(1:10,36, 3) .-003, 016, 020, 019, 019, 027, 016, 020, 023, 021, ! dy2(1:10,37, 3) .-033, 000, 003, 005, 001, 003,-005, 001, 007, 000, ! dy2(1:10,38, 3) . 066, 064, 058, 052, 026, 042, 042, 057, 035, 019, ! dy2(1:10, 1, 4) . 047, 036, 060, 050, 031, 037, 044, 057, 035, 037, ! dy2(1:10, 2, 4) . 008, 006, 024, 022, 001, 018, 024, 039, 010, 017, ! dy2(1:10, 3, 4) . 022, 006, 013, 009,-006, 017, 016, 030, 009, 015, ! dy2(1:10, 4, 4) .-002, 000, 003,-001,-005, 015, 018, 020, 003, 012, ! dy2(1:10, 5, 4) .-001,-008,-007,-005,-010, 006, 002, 003,-001, 008, ! dy2(1:10, 6, 4) . 009,-004, 000, 003,-004, 009, 000,-001, 008, 004, ! dy2(1:10, 7, 4) . 026,-007, 001, 004,-008, 013, 010,-002, 005,-004, ! dy2(1:10, 8, 4) .-021,-025,-032,-023,-024,-015,-028,-023,-015,-015, ! dy2(1:10, 9, 4) .-005,-023,-025,-020,-010,-010,-018,-011,-006,-010, ! dy2(1:10,10, 4) . 012, 004, 003,-001, 009, 006,-003, 004, 011, 005, ! dy2(1:10,11, 4) . 005, 001,-015,-013, 006,-002,-014, 004, 000,-010, ! dy2(1:10,12, 4) . 022, 012, 016, 002, 026, 010, 001, 039, 015, 016, ! dy2(1:10,13, 4) . 025, 035, 020, 010, 045, 025, 011, 050, 030, 019, ! dy2(1:10,14, 4) . 037, 028, 018, 005, 029, 015, 009, 048, 018, 011, ! dy2(1:10,15, 4) . 036, 036, 034, 026, 043, 025, 018, 059, 031, 026, ! dy2(1:10,16, 4) . 048, 044, 041, 043, 053, 040, 029, 068, 039, 031, ! dy2(1:10,17, 4) . 032, 042, 038, 034, 041, 031, 025, 063, 034, 024, ! dy2(1:10,18, 4) . 039, 037, 037, 032, 039, 030, 027, 048, 038, 028, ! dy2(1:10,19, 4) . 033, 031, 037, 027, 035, 027, 021, 047, 032, 025, ! dy2(1:10,20, 4) .-009, 006, 000,-001, 007, 001,-002, 002,-002,-003, ! dy2(1:10,21, 4) .-008,-003,-009,-007,-004,-005,-007,-015,-011,-010, ! dy2(1:10,22, 4) .-012,-014,-024,-021,-015,-012,-018,-038,-030,-015, ! dy2(1:10,23, 4) .-037,-046,-038,-038,-039,-036,-037,-065,-054,-031, ! dy2(1:10,24, 4) .-035,-030,-039,-040,-041,-030,-036,-075,-055,-033, ! dy2(1:10,25, 4) .-015,-008,-013,-013,-014,-008,-014,-053,-031,-011, ! dy2(1:10,26, 4) .-015,-012,-022,-015,-025,-018,-021,-059,-041,-017, ! dy2(1:10,27, 4) . 000,-012,-001,-005,-014,-005,-018,-048,-024,-017, ! dy2(1:10,28, 4) . 001, 004, 000, 000,-001, 005,-007,-034,-016, 002, ! dy2(1:10,29, 4) .-015,-002,-003,-006,-009, 009,-015,-029,-008,-005, ! dy2(1:10,30, 4) . 007, 013, 011, 006, 005, 002,-003,-010, 012, 000, ! dy2(1:10,31, 4) . 026, 029, 028, 024, 015, 027, 008, 010, 029, 026, ! dy2(1:10,32, 4) .-001, 008, 014, 014, 013, 015, 010, 018, 022, 018, ! dy2(1:10,33, 4) . 017, 035, 021, 020, 021, 019, 017, 035, 036, 019, ! dy2(1:10,34, 4) . 005, 018, 026, 027, 019, 023, 016, 041, 023, 032, ! dy2(1:10,35, 4) .-007, 012, 015, 013, 010, 013, 004, 032, 017, 017, ! dy2(1:10,36, 4) .-006,-001, 008, 008, 009, 017, 000, 025, 007, 010, ! dy2(1:10,37, 4) .-031,-020,-008,-008,-007, 005,-019, 003,-002, 005, ! dy2(1:10,38, 4) . 022, 022, 029, 025, 003, 014, 036, 061, 010, 039, ! dy2(1:10, 1, 5) . 029, 026, 039, 041, 021, 038, 042, 069, 020, 031, ! dy2(1:10, 2, 5) . 025, 010, 009, 009, 000, 019, 016, 048, 003, 025, ! dy2(1:10, 3, 5) . 011,-001, 003, 005, 002, 022, 014, 041, 004, 021, ! dy2(1:10, 4, 5) . 020, 001, 006,-001,-001, 014, 007, 025, 004, 012, ! dy2(1:10, 5, 5) . 017,-012, 004, 002, 000, 015, 011, 019, 006, 016, ! dy2(1:10, 6, 5) . 011, 005,-005,-002, 005, 015, 007, 008, 009, 018, ! dy2(1:10, 7, 5) . 008, 008, 000, 009, 005, 014, 008, 014, 011, 024, ! dy2(1:10, 8, 5) . 009,-016,-013,-010,-007,-001,-009,-006,-005,-001, ! dy2(1:10, 9, 5) . 001,-008,-017,-011,-010,-009,-018,-005,-004,-009, ! dy2(1:10,10, 5) . 009, 005,-004,-002, 013, 001,-002, 012, 013, 008, ! dy2(1:10,11, 5) . 009, 007,-001,-008, 009, 000,-006, 015, 009, 002, ! dy2(1:10,12, 5) . 038, 034, 014, 012, 033, 015, 013, 039, 024, 018, ! dy2(1:10,13, 5) . 043, 032, 032, 024, 045, 030, 026, 053, 037, 023, ! dy2(1:10,14, 5) . 033, 029, 027, 021, 036, 013, 013, 050, 025, 018, ! dy2(1:10,15, 5) . 046, 035, 030, 036, 044, 023, 023, 057, 036, 019, ! dy2(1:10,16, 5) . 040, 035, 040, 036, 045, 029, 030, 060, 038, 028, ! dy2(1:10,17, 5) . 021, 021, 021, 019, 026, 015, 013, 035, 024, 015, ! dy2(1:10,18, 5) . 014, 019, 021, 012, 029, 020, 019, 031, 029, 010, ! dy2(1:10,19, 5) . 016, 017, 010, 005, 018, 011, 011, 024, 019, 009, ! dy2(1:10,20, 5) .-009,-011,-003,-007,-006,-007,-003,-008,-005,-008, ! dy2(1:10,21, 5) .-022,-015,-012,-017,-015,-013,-011,-028,-019,-019, ! dy2(1:10,22, 5) .-020,-022,-017,-021,-015,-014,-014,-040,-024,-016, ! dy2(1:10,23, 5) .-033,-032,-027,-033,-032,-024,-026,-059,-043,-029, ! dy2(1:10,24, 5) .-025,-024,-030,-026,-037,-025,-029,-070,-043,-031, ! dy2(1:10,25, 5) .-004,-009,-002,-002,-015, 000,-003,-038,-016,-002, ! dy2(1:10,26, 5) .-020,-020,-018,-006,-021,-013,-024,-055,-033,-010, ! dy2(1:10,27, 5) .-002,-003,-001, 002,-010, 004,-009,-043,-019,-002, ! dy2(1:10,28, 5) .-009,-001,-002,-003,-003, 008,-018,-040,-005, 010, ! dy2(1:10,29, 5) .-014,-009,-009,-012,-008, 001,-020,-037,-012,-008, ! dy2(1:10,30, 5) . 020, 023, 016, 019, 013, 028, 003,-002, 019, 017, ! dy2(1:10,31, 5) . 035, 032, 021, 026, 020, 039, 012, 008, 032, 033, ! dy2(1:10,32, 5) . 004, 024, 016, 016, 016, 017, 008, 016, 019, 022, ! dy2(1:10,33, 5) . 014, 017, 017, 020, 016, 021, 014, 025, 022, 030, ! dy2(1:10,34, 5) .-004, 011, 009, 010, 009, 011, 007, 034, 018, 015, ! dy2(1:10,35, 5) . 012, 001, 000, 008, 008, 007, 002, 032, 007, 019, ! dy2(1:10,36, 5) .-034,-005, 000,-002,-002, 006,-002, 025, 000, 004, ! dy2(1:10,37, 5) .-042,-022,-013,-026,-014, 000,-025, 009,-027,-013, ! dy2(1:10,38, 5) . 021,-003, 000, 008,-001, 016, 010, 049,-022, 022, ! dy2(1:10, 1, 6) . 026, 014, 008, 004,-003, 009, 018, 055,-001, 022, ! dy2(1:10, 2, 6) . 019, 000, 008, 003, 001, 020, 008, 043, 003, 019, ! dy2(1:10, 3, 6) . 015, 001,-001, 000,-003, 009, 009, 033,-004, 016, ! dy2(1:10, 4, 6) . 012, 002, 001, 004, 002, 020, 014, 029, 009, 018, ! dy2(1:10, 5, 6) . 006, 000,-007,-009,-009, 004,-004, 012,-006, 010, ! dy2(1:10, 6, 6) . 029, 006, 004, 011, 007, 019, 013, 019, 016, 025, ! dy2(1:10, 7, 6) . 018, 004, 003, 008, 010, 022, 010, 023, 019, 024, ! dy2(1:10, 8, 6) . 001,-008,-013,-007,-001, 000,-008, 005,-002, 005, ! dy2(1:10, 9, 6) . 008,-007,-007, 001, 003, 000,-003, 008, 001, 001, ! dy2(1:10,10, 6) . 028, 011, 010, 006, 017, 011, 003, 022, 015, 012, ! dy2(1:10,11, 6) . 004, 001,-001,-002, 009, 000,-002, 020, 012, 005, ! dy2(1:10,12, 6) . 029, 020, 022, 011, 026, 008, 012, 035, 021, 009, ! dy2(1:10,13, 6) . 037, 029, 027, 032, 033, 022, 020, 045, 033, 029, ! dy2(1:10,14, 6) . 025, 030, 022, 023, 026, 016, 016, 040, 023, 004, ! dy2(1:10,15, 6) . 031, 022, 025, 030, 031, 025, 019, 045, 029, 013, ! dy2(1:10,16, 6) . 016, 025, 029, 024, 029, 016, 025, 047, 034, 016, ! dy2(1:10,17, 6) . 022, 015, 022, 019, 027, 019, 024, 035, 027, 012, ! dy2(1:10,18, 6) . 006, 012, 017, 008, 018, 010, 017, 019, 025, 017, ! dy2(1:10,19, 6) . 000, 018, 009, 006, 004, 006, 018, 012, 017, 000, ! dy2(1:10,20, 6) .-019,-021,-010,-015,-011,-014,-003,-022,-012,-016, ! dy2(1:10,21, 6) .-010,-010,-006,-011,-015,-010,-002,-026,-011,-016, ! dy2(1:10,22, 6) .-019,-019,-015,-017,-023,-017,-007,-043,-022,-022, ! dy2(1:10,23, 6) .-026,-026,-025,-023,-030,-026,-020,-054,-033,-030, ! dy2(1:10,24, 6) .-025,-029,-023,-018,-030,-017,-023,-052,-032,-025, ! dy2(1:10,25, 6) .-008,-005, 003, 002,-007, 003, 000,-033,-009,-003, ! dy2(1:10,26, 6) .-012,-010,-017,-017,-020,-010,-017,-046,-026,-022, ! dy2(1:10,27, 6) .-014,-010,-007,-013,-011, 000,-019,-039,-015,-003, ! dy2(1:10,28, 6) . 011, 014, 010, 000, 000, 016,-003,-026, 001, 004, ! dy2(1:10,29, 6) . 011, 004,-003, 000,-005, 011,-017,-027,-008, 008, ! dy2(1:10,30, 6) .-003, 028, 015, 018, 018, 020, 000,-005, 015, 017, ! dy2(1:10,31, 6) . 029, 032, 029, 029, 032, 036, 020, 014, 025, 032, ! dy2(1:10,32, 6) . 011, 020, 008, 013, 012, 009, 000, 006, 010, 022, ! dy2(1:10,33, 6) . 011, 019, 004, 008, 013, 009, 004, 023, 014, 016, ! dy2(1:10,34, 6) .-004, 017, 009, 007, 012, 004, 008, 029, 012, 029, ! dy2(1:10,35, 6) .-016, 008,-002,-004,-001,-003,-005, 025, 004, 009, ! dy2(1:10,36, 6) .-024,-018,-015,-012,-011,-003,-011, 021,-017, 000, ! dy2(1:10,37, 6) . 008,-022,-017,-027,-026,-034,-034, 003,-032,-020, ! dy2(1:10,38, 6) . 019,-010,-009,-015,-024,-007, 005, 022,-021, 002, ! dy2(1:10, 1, 7) .-005,-009,-013,-005,-025,-001,-004, 030,-021, 000, ! dy2(1:10, 2, 7) . 013,-003,-004,-010,-004, 012, 008, 023,-009, 016, ! dy2(1:10, 3, 7) . 004, 000,-003,-006,-001, 011, 002, 022, 004, 014, ! dy2(1:10, 4, 7) . 020, 010, 005, 000, 002, 018, 007, 022, 003, 012, ! dy2(1:10, 5, 7) . 001,-009,-012,-006,-006, 007,-004, 009, 000, 005, ! dy2(1:10, 6, 7) . 016, 007,-001, 000, 000, 012,-002, 012, 002, 015, ! dy2(1:10, 7, 7) . 028, 017, 000, 004, 005, 017, 002, 018, 008, 016, ! dy2(1:10, 8, 7) . 002,-016,-012, 004, 000, 003,-006, 007, 001, 005, ! dy2(1:10, 9, 7) . 009,-004,-003,-003, 002, 000,-007, 009, 006, 002, ! dy2(1:10,10, 7) . 022, 016, 011, 012, 015, 012, 009, 029, 020, 015, ! dy2(1:10,11, 7) . 019,-002, 000, 012, 004, 000,-003, 024, 009, 004, ! dy2(1:10,12, 7) . 001, 019, 014, 025, 017, 009, 003, 031, 020, 012, ! dy2(1:10,13, 7) . 022, 024, 021, 037, 026, 017, 015, 039, 032, 016, ! dy2(1:10,14, 7) . 022, 015, 012, 021, 021, 009, 010, 032, 023, 007, ! dy2(1:10,15, 7) . 020, 027, 021, 017, 021, 011, 013, 027, 026, 013, ! dy2(1:10,16, 7) . 018, 029, 020, 021, 027, 012, 021, 035, 032, 017, ! dy2(1:10,17, 7) . 007, 005, 018, 007, 016, 002, 017, 017, 020, 002, ! dy2(1:10,18, 7) . 000, 017, 014, 002, 005, 007, 022, 006, 018,-005, ! dy2(1:10,19, 7) .-018,-007, 004,-007, 000,-009, 002,-005, 006,-009, ! dy2(1:10,20, 7) .-025,-016,-011,-010,-020,-015,-005,-022,-009,-019, ! dy2(1:10,21, 7) .-022,-024,-018,-011,-024,-023,-006,-033,-016,-021, ! dy2(1:10,22, 7) .-022,-019,-020,-018,-027,-020,-008,-040,-021,-029, ! dy2(1:10,23, 7) .-037,-025,-024,-028,-035,-027,-020,-048,-026,-031, ! dy2(1:10,24, 7) .-018,-031,-021,-036,-031,-026,-025,-053,-029,-028, ! dy2(1:10,25, 7) .-013,-001,-003,-009,-011,-008,-005,-029,-009,-007, ! dy2(1:10,26, 7) .-019,-018,-006,-012,-018,-006,-015,-038,-014,-017, ! dy2(1:10,27, 7) . 000, 000,-005,-003,-009,-001,-013,-029,-010,-008, ! dy2(1:10,28, 7) . 006, 008, 002, 008, 005, 017,-005,-019,-001, 015, ! dy2(1:10,29, 7) .-006, 009, 000, 001, 005, 015,-011,-024,-008, 000, ! dy2(1:10,30, 7) . 011, 016, 004, 013, 018, 020, 000,-007, 001, 017, ! dy2(1:10,31, 7) . 030, 044, 022, 030, 033, 036, 016, 009, 019, 040, ! dy2(1:10,32, 7) .-009, 012, 000, 001, 011, 007,-006,-001,-006, 009, ! dy2(1:10,33, 7) . 007, 012, 004, 009, 015, 010, 003, 015, 000, 020, ! dy2(1:10,34, 7) .-006, 014,-001, 004, 008, 002, 006, 024, 008, 020, ! dy2(1:10,35, 7) .-013,-012,-020,-009,-004,-014,-006, 018,-013, 009, ! dy2(1:10,36, 7) .-069,-017,-018,-029,-027,-022,-025, 013,-018,-006, ! dy2(1:10,37, 7) .-054,-033,-050,-044,-052,-036,-037, 000,-045,-009, ! dy2(1:10,38, 7) .-046,-040,-016,-051,-025,-025,-024, 002,-038,-001, ! dy2(1:10, 1, 8) . 005,-018,-023,-023,-022,-011,-011, 005,-026,-006, ! dy2(1:10, 2, 8) . 005,-013,-011,-012,-017, 002,-005, 004,-020, 006, ! dy2(1:10, 3, 8) . 013,-004,-005,-008,-004, 007, 001, 004,-007, 020, ! dy2(1:10, 4, 8) . 015, 004,-008,-005,-007, 011, 000, 004,-003, 023, ! dy2(1:10, 5, 8) . 012, 000,-006,-004, 003, 004,-005, 000, 000, 010, ! dy2(1:10, 6, 8) . 017, 006,-005, 007, 000, 018, 003, 011, 006, 007, ! dy2(1:10, 7, 8) . 012, 003,-008, 003,-005, 009,-004, 011, 008, 001, ! dy2(1:10, 8, 8) . 000,-005,-011,-005,-002,-002,-008, 003, 000, 005, ! dy2(1:10, 9, 8) . 013,-004,-010,-001,-006,-008,-009, 006, 000,-004, ! dy2(1:10,10, 8) . 005, 000, 006, 020, 005, 001, 002, 022, 010, 006, ! dy2(1:10,11, 8) . 024, 003, 013, 027, 006, 004, 004, 027, 015, 008, ! dy2(1:10,12, 8) . 006,-004, 011, 029, 010,-006, 010, 028, 019, 008, ! dy2(1:10,13, 8) . 032, 018, 024, 022, 019, 012, 018, 039, 029, 019, ! dy2(1:10,14, 8) . 002, 005, 010, 008, 008,-005, 007, 018, 016, 000, ! dy2(1:10,15, 8) . 017, 017, 016, 014, 018, 005, 016, 021, 026, 005, ! dy2(1:10,16, 8) . 011, 017, 020, 016, 017, 008, 022, 020, 024, 000, ! dy2(1:10,17, 8) . 000, 016, 013, 007, 002, 000, 015, 004, 018,-001, ! dy2(1:10,18, 8) .-003, 001, 011, 008, 009,-007, 017, 004, 013, 003, ! dy2(1:10,19, 8) .-007,-002, 000, 003,-005,-009, 011,-008,-001,-015, ! dy2(1:10,20, 8) .-037,-026,-017,-018,-028,-021,-010,-030,-015,-034, ! dy2(1:10,21, 8) .-028,-023,-019,-024,-026,-020,-010,-033,-017,-030, ! dy2(1:10,22, 8) .-027,-024,-018,-026,-031,-026,-016,-031,-014,-028, ! dy2(1:10,23, 8) .-037,-038,-018,-035,-033,-027,-023,-041,-027,-039, ! dy2(1:10,24, 8) .-028,-029,-031,-028,-036,-028,-026,-044,-025,-031, ! dy2(1:10,25, 8) .-002,-017,-006,-009,-010, 001,-003,-020,-003,-009, ! dy2(1:10,26, 8) . 000, 002,-004, 001,-009,-004,-008,-019,-012,-006, ! dy2(1:10,27, 8) .-010, 003, 005, 005, 004, 009,-004,-015,-004, 003, ! dy2(1:10,28, 8) . 019, 020, 008, 013, 011, 014,-001,-007,-005, 005, ! dy2(1:10,29, 8) . 001, 007,-002, 001, 015, 015,-006,-011,-014, 007, ! dy2(1:10,30, 8) .-007, 026, 008, 012, 016, 024, 001, 002,-005, 017, ! dy2(1:10,31, 8) . 014, 029, 017, 019, 033, 036, 005, 012, 005, 027, ! dy2(1:10,32, 8) . 014, 018,-003, 005, 016, 009,-001, 008,-003, 021, ! dy2(1:10,33, 8) .-001, 018,-005, 006, 015, 009, 003, 013, 000, 020, ! dy2(1:10,34, 8) .-005, 006,-008,-002, 009, 005, 001, 021,-004, 018, ! dy2(1:10,35, 8) .-037,-018,-019,-022,-009,-009,-009, 010,-018, 003, ! dy2(1:10,36, 8) .-034,-037,-035,-044,-035,-046,-028,-005,-038,-026, ! dy2(1:10,37, 8) .-044,-073,-045,-057,-054,-051,-042,-022,-064,-053, ! dy2(1:10,38, 8) .-001,-029,-031,-030,-036,-025,-015,-019,-032,-017, ! dy2(1:10, 1, 9) .-011,-034,-020,-032,-030,-015,-020,-015,-026,-015, ! dy2(1:10, 2, 9) . 000,-017,-027,-033,-022,-010,-016,-023,-030, 007, ! dy2(1:10, 3, 9) . 008,-011,-016,-016,-012, 003,-002,-014,-013, 004, ! dy2(1:10, 4, 9) . 022, 002,-010,-006,-005, 007, 000,-005,-006, 015, ! dy2(1:10, 5, 9) . 003,-007,-017,-009,-014, 003,-014,-015,-011,-002, ! dy2(1:10, 6, 9) . 020, 010,-008,-007, 003, 000,-003, 000, 006, 024, ! dy2(1:10, 7, 9) . 017, 006,-005,-007, 005, 017,-003, 003, 003, 016, ! dy2(1:10, 8, 9) .-005,-015,-016,-008,-019,-009,-018,-004,-009,-007, ! dy2(1:10, 9, 9) .-011,-026,-013, 005,-015,-010,-016, 004,-006,-012, ! dy2(1:10,10, 9) . 012, 002, 002, 028, 001, 004,-003, 021, 006, 002, ! dy2(1:10,11, 9) .-009,-009,-003, 022,-007,-014,-002, 015, 003, 002, ! dy2(1:10,12, 9) . 010, 000, 007, 012, 003,-004, 005, 020, 013, 005, ! dy2(1:10,13, 9) . 007, 005, 015, 026, 008, 000, 012, 025, 020, 018, ! dy2(1:10,14, 9) . 003, 004, 010, 004, 003,-008, 013, 015, 017,-006, ! dy2(1:10,15, 9) .-002, 009, 011, 006, 001,-011, 010, 009, 013, 001, ! dy2(1:10,16, 9) . 000, 008, 013, 014, 004,-002, 019, 009, 021,-002, ! dy2(1:10,17, 9) .-001, 006, 012, 018, 001,-002, 016, 000, 010,-003, ! dy2(1:10,18, 9) .-014, 004, 011, 018,-003, 003, 017,-001, 010,-008, ! dy2(1:10,19, 9) .-026,-003, 000,-006,-017,-011, 005,-012, 000,-019, ! dy2(1:10,20, 9) .-012,-016,-005,-015,-018,-013,-005,-015,-006,-020, ! dy2(1:10,21, 9) .-029,-028,-007,-032,-030,-020,-013,-024,-013,-031, ! dy2(1:10,22, 9) .-030,-032,-024,-031,-030,-026,-022,-029,-020,-031, ! dy2(1:10,23, 9) .-032,-030,-022,-027,-039,-029,-027,-030,-023,-041, ! dy2(1:10,24, 9) .-032,-025,-021,-020,-022,-018,-022,-020,-017,-026, ! dy2(1:10,25, 9) .-008, 005, 001, 004,-005, 002,-004,-001, 000,-010, ! dy2(1:10,26, 9) .-006,-003,-010,-001,-001, 000,-012,-007,-007,-004, ! dy2(1:10,27, 9) . 009, 014, 001, 006, 007, 003,-002,-004,-006, 000, ! dy2(1:10,28, 9) . 022, 017, 007, 013, 024, 025, 005, 006,-002, 016, ! dy2(1:10,29, 9) . 002, 017, 000, 010, 015, 021,-004, 000,-013, 006, ! dy2(1:10,30, 9) . 011, 021, 003, 002, 026, 022, 000, 004,-005, 021, ! dy2(1:10,31, 9) . 024, 035, 013, 018, 033, 038, 010, 019, 006, 028, ! dy2(1:10,32, 9) . 000, 012,-008, 000, 019, 017,-001, 008,-007, 017, ! dy2(1:10,33, 9) . 014, 011, 004, 002, 021, 019, 009, 022, 005, 026, ! dy2(1:10,34, 9) .-009, 000,-007, 003, 007, 000, 011, 024, 003, 024, ! dy2(1:10,35, 9) .-025,-023,-027,-020,-010,-021,-010, 002,-021, 003, ! dy2(1:10,36, 9) .-069,-028,-033,-038,-031,-025,-013,-001,-027,-016, ! dy2(1:10,37, 9) .-044,-031,-048,-064,-052,-053,-041,-027,-061,-036, ! dy2(1:10,38, 9) .-023,-030,-023,-041,-039,-035,-035,-045,-033,-006, ! dy2(1:10, 1,10) . 006,-021,-023,-023,-028,-033,-018,-048,-026,-004, ! dy2(1:10, 2,10) . 000,-033,-035,-026,-038,-027,-024,-047,-034,-011, ! dy2(1:10, 3,10) . 008,-014,-025,-019,-026,-015,-025,-041,-036, 006, ! dy2(1:10, 4,10) . 007, 001,-009,-003, 000,-005,-006,-020,-008, 013, ! dy2(1:10, 5,10) . 000, 007,-018,-020,-010,-001,-010,-012,-013, 011, ! dy2(1:10, 6,10) . 000,-009,-010, 000,-010, 008,-008,-010,-002, 001, ! dy2(1:10, 7,10) . 004, 005,-011,-001,-004,-001,-007,-008,-005,-002, ! dy2(1:10, 8,10) .-018,-022,-028, 000,-024,-020,-032,-025,-028,-015, ! dy2(1:10, 9,10) .-006,-013,-024, 007,-027,-018,-028,-024,-024,-014, ! dy2(1:10,10,10) .-015,-025,-016, 007,-019,-019,-010,-008,-009,-009, ! dy2(1:10,11,10) .-012,-029,-016,-004,-020,-021,-014,-010,-014,-018, ! dy2(1:10,12,10) .-018,-026,-007,-005,-014,-021,-008,-007,-003,-003, ! dy2(1:10,13,10) . 003,-010,-002,-007,-007,-014, 002, 001, 003,-005, ! dy2(1:10,14,10) .-015,-020, 002, 009,-014,-031,-001,-008,-002,-004, ! dy2(1:10,15,10) . 000,-008, 015, 022,-002,-007, 016, 004, 012,-001, ! dy2(1:10,16,10) .-006, 008, 022, 038, 002,-009, 021, 008, 011, 003, ! dy2(1:10,17,10) . 005, 002, 014, 015,-011, 000, 011, 000, 011,-009, ! dy2(1:10,18,10) . 000, 007, 022,-006, 002,-003, 021, 006, 013,-001, ! dy2(1:10,19,10) .-015,-011, 013,-021,-011,-012, 005,-009,-004,-023, ! dy2(1:10,20,10) .-025,-019,-006,-025,-025,-024,-010,-011,-011,-026, ! dy2(1:10,21,10) .-028,-013,-004,-018,-023,-018,-012,-012,-012,-023, ! dy2(1:10,22,10) .-007,-009,-002,-009,-027,-018,-008,-007,-007,-032, ! dy2(1:10,23,10) .-024,-019,-013,-011,-019,-019,-021,-008,-018,-020, ! dy2(1:10,24,10) .-023,-018,-020,-016,-028,-026,-026, 001,-016,-028, ! dy2(1:10,25,10) .-001,-009, 002, 004,-002,-005,-002, 020, 004,-004, ! dy2(1:10,26,10) . 000,-005,-017,-002,-001,-004,-016, 004,-021,-006, ! dy2(1:10,27,10) . 006, 005,-012,-003, 013, 000,-012, 009,-012,-001, ! dy2(1:10,28,10) . 017, 015,-002, 007, 019, 002,-008, 010,-008, 007, ! dy2(1:10,29,10) . 010, 011,-005, 001, 022, 021,-005, 009,-006, 024, ! dy2(1:10,30,10) . 018, 020, 003, 007, 030, 035, 004, 015, 004, 021, ! dy2(1:10,31,10) . 044, 023, 017, 016, 046, 054, 025, 027, 025, 039, ! dy2(1:10,32,10) . 004, 026,-001, 001, 025, 026, 005, 014, 011, 028, ! dy2(1:10,33,10) . 006, 006,-006,-003, 016, 012, 013, 009, 011, 032, ! dy2(1:10,34,10) . 000, 009,-007,-006, 009, 011, 008, 009, 001, 008, ! dy2(1:10,35,10) .-006,-013,-014,-014,-003,-009, 002, 002,-014, 005, ! dy2(1:10,36,10) .-049,-043,-031,-036,-032,-033,-016,-036,-043,-025, ! dy2(1:10,37,10) .-033,-085,-067,-053,-052,-044,-026,-057,-054,-045, ! dy2(1:10,38,10) .-023,-008, 026, 023, 006, 013,-006,-006, 000, 014, ! dy2(1:10, 1,11) . 043, 016, 025, 009, 014, 007, 018,-010, 016, 023, ! dy2(1:10, 2,11) . 035, 009, 000, 009, 005, 009, 016,-009, 008, 018, ! dy2(1:10, 3,11) . 051, 021, 016, 022, 021, 034, 017, 000, 008, 047, ! dy2(1:10, 4,11) . 046, 036, 017, 022, 025, 025, 026, 013, 024, 039, ! dy2(1:10, 5,11) . 048, 030, 019, 022, 026, 035, 026, 019, 022, 041, ! dy2(1:10, 6,11) . 049, 049, 023, 028, 024, 035, 028, 031, 037, 039, ! dy2(1:10, 7,11) . 013, 024, 007, 019, 013, 017, 005, 016, 014, 023, ! dy2(1:10, 8,11) . 021,-010,-002, 026,-001, 006,-002,-007,-001, 006, ! dy2(1:10, 9,11) .-005, 001,-005, 020,-003, 001,-007,-002,-004, 000, ! dy2(1:10,10,11) . 027, 001, 011, 025, 006, 012, 007, 010, 009, 005, ! dy2(1:10,11,11) . 003,-006,-001, 016, 000, 003, 006, 006, 004, 008, ! dy2(1:10,12,11) . 010, 002, 012, 011, 005,-003, 015, 015, 018, 009, ! dy2(1:10,13,11) . 003, 000, 018, 016, 013, 006, 019, 017, 021, 003, ! dy2(1:10,14,11) . 019, 007, 025, 036, 010, 001, 026, 013, 024, 011, ! dy2(1:10,15,11) . 025, 034, 054, 068, 031, 019, 046, 031, 046, 023, ! dy2(1:10,16,11) . 028, 029, 041, 053, 022, 019, 038, 027, 030, 018, ! dy2(1:10,17,11) . 010, 020, 032, 030, 011, 011, 026, 017, 030, 008, ! dy2(1:10,18,11) . 016, 017, 029,-004, 008, 018, 034, 015, 019, 002, ! dy2(1:10,19,11) . 011, 015, 025,-003, 001, 003, 019, 004, 019,-005, ! dy2(1:10,20,11) . 021, 010, 025, 011, 002, 012, 015, 011, 016, 000, ! dy2(1:10,21,11) . 007, 019, 020, 013, 000, 012, 015, 013, 014, 008, ! dy2(1:10,22,11) . 000, 005, 018, 015, 002, 009, 010, 018, 016,-005, ! dy2(1:10,23,11) .-004, 010, 020, 012,-001, 007, 004, 021, 011,-002, ! dy2(1:10,24,11) .-022,-008,-006, 000, 000,-006,-006, 019,-008,-011, ! dy2(1:10,25,11) .-009, 005, 003,-004, 006, 001,-001, 018, 000,-003, ! dy2(1:10,26,11) . 000, 005,-012, 003, 003,-001,-016, 015,-009,-002, ! dy2(1:10,27,11) . 019, 021, 003, 014, 022, 014, 004, 021, 003, 012, ! dy2(1:10,28,11) . 017, 022, 011, 022, 037, 024, 009, 030, 009, 032, ! dy2(1:10,29,11) . 033, 021, 003, 011, 035, 038, 005, 019, 003, 026, ! dy2(1:10,30,11) . 024, 038, 018, 017, 037, 045, 022, 032, 015, 048, ! dy2(1:10,31,11) . 021, 023, 007, 015, 033, 033, 014, 023, 008, 032, ! dy2(1:10,32,11) . 001, 006,-007,-004, 024, 035, 007, 010, 010, 021, ! dy2(1:10,33,11) .-001, 012,-004,-001, 019, 014, 006, 009, 008, 020, ! dy2(1:10,34,11) .-003, 003,-013,-002, 005, 016, 009, 010,-004, 012, ! dy2(1:10,35,11) .-015,-036,-023,-031,-011,-017,-013,-014,-015, 002, ! dy2(1:10,36,11) .-058,-036,-036,-036,-042,-039,-018,-030,-048,-028, ! dy2(1:10,37,11) .-079,-061,-038,-045,-041,-048,-023,-037,-056,-035, ! dy2(1:10,38,11) . 004,-006, 011,-003,-008,-004, 014,-006, 005, 006, ! dy2(1:10, 1,12) . 016,-013, 000, 003,-011,-025, 008,-012, 006, 012, ! dy2(1:10, 2,12) . 045, 000, 008, 003, 000, 005, 010,-018, 007, 022, ! dy2(1:10, 3,12) . 020, 022, 007, 004, 011, 003, 015,-008, 018, 022, ! dy2(1:10, 4,12) . 047, 025, 012, 006, 020, 019, 018, 003, 017, 029, ! dy2(1:10, 5,12) . 032, 025, 019, 015, 016, 019, 013, 004, 015, 028, ! dy2(1:10, 6,12) . 056, 033, 020, 043, 029, 028, 025, 018, 025, 030, ! dy2(1:10, 7,12) . 036, 011, 003, 029, 006, 014, 008, 003, 007, 019, ! dy2(1:10, 8,12) .-011, 004,-008, 006,-009,-002,-010,-014,-011,-003, ! dy2(1:10, 9,12) . 000,-011,-006,-003,-006, 000,-006,-016,-009,-001, ! dy2(1:10,10,12) .-011,-002,-001, 005, 001, 006, 007,-008,-005, 004, ! dy2(1:10,11,12) .-006,-013,-007,-005,-009,-004,-005,-017,-009,-004, ! dy2(1:10,12,12) .-020,-015,-004, 013,-007, 001, 005,-004,-002,-005, ! dy2(1:10,13,12) .-010,-014, 001, 020, 000,-004, 008,-006, 001, 002, ! dy2(1:10,14,12) .-011,-005, 004, 025,-011,-002, 000,-003, 000,-009, ! dy2(1:10,15,12) .-006,-013, 005, 004,-012,-005, 006,-003,-003,-011, ! dy2(1:10,16,12) . 004, 002, 021, 002,-002, 001, 015, 005, 014, 000, ! dy2(1:10,17,12) . 010, 008, 024,-004, 000, 004, 013, 008, 006, 000, ! dy2(1:10,18,12) . 000, 002, 023, 015, 003,-001, 011, 009, 016,-005, ! dy2(1:10,19,12) .-011, 001, 018, 004,-006, 000, 006, 003, 002,-011, ! dy2(1:10,20,12) . 000,-006, 007, 001,-013,-016,-001, 000,-008,-011, ! dy2(1:10,21,12) . 006, 004, 012, 008,-004,-006,-001, 006, 001,-004, ! dy2(1:10,22,12) .-002, 003, 008, 007,-005,-008,-001, 012,-001,-007, ! dy2(1:10,23,12) . 004, 002, 003, 004, 000,-012,-007, 011,-005,-009, ! dy2(1:10,24,12) . 014, 011, 008, 003, 015, 006,-002, 029, 000, 006, ! dy2(1:10,25,12) . 021, 012, 004, 010, 013, 003,-003, 025, 001,-001, ! dy2(1:10,26,12) .-010, 004,-004, 001, 016, 006,-002, 024,-001, 002, ! dy2(1:10,27,12) . 010, 014,-005, 000, 024, 011,-004, 024, 003, 010, ! dy2(1:10,28,12) . 034, 027, 002, 013, 036, 030, 010, 036, 020, 032, ! dy2(1:10,29,12) . 007, 019, 003, 002, 028, 023, 005, 027, 012, 024, ! dy2(1:10,30,12) . 029, 026, 002, 015, 042, 044, 024, 031, 030, 034, ! dy2(1:10,31,12) . 014, 017,-005, 000, 030, 044, 016, 020, 027, 025, ! dy2(1:10,32,12) .-009,-004,-013,-016, 010, 013, 002, 005, 005, 019, ! dy2(1:10,33,12) .-006,-003,-012,-007, 012, 020, 016, 010, 014, 023, ! dy2(1:10,34,12) .-024,-015,-015,-018, 003, 002, 005,-006, 007, 011, ! dy2(1:10,35,12) .-032,-007,-017,-019,-018,-011,-002,-018,-019,-013, ! dy2(1:10,36,12) .-068,-050,-029,-041,-030,-026,-013,-049,-035,-021, ! dy2(1:10,37,12) .-030,-023,-023,-035,-035,-020,-018,-059,-036,-035, ! dy2(1:10,38,12) .-006,-006, 015,-019,-010,-024, 013,-008, 033, 035, ! dy2(1:10, 1,13) .-022,-010, 016,-001,-008, 005, 013, 003, 028, 015, ! dy2(1:10, 2,13) . 041,-001,-005,-013,-003,-028, 003,-018, 006, 011, ! dy2(1:10, 3,13) . 021,-001, 002,-002, 003, 007, 009,-002, 010, 027, ! dy2(1:10, 4,13) . 027, 022, 016, 005, 010, 007, 019, 003, 018, 027, ! dy2(1:10, 5,13) . 030, 013,-002, 014, 007, 006, 009,-001, 002, 017, ! dy2(1:10, 6,13) . 006, 002,-002, 010, 004, 014, 004, 005, 003, 013, ! dy2(1:10, 7,13) . 005,-008,-014, 004,-008, 000,-008,-012,-021,-007, ! dy2(1:10, 8,13) . 000,-005,-017,-020,-011,-001,-012,-026,-022,-010, ! dy2(1:10, 9,13) .-016,-010,-020,-015,-013,-005,-013,-028,-022,-005, ! dy2(1:10,10,13) . 007, 009, 000,-002, 002, 006, 004,-017,-008, 005, ! dy2(1:10,11,13) .-017,-004,-008, 003,-005, 003,-001,-020,-012,-005, ! dy2(1:10,12,13) .-001,-014,-007, 019,-005,-007, 001,-012,-006,-003, ! dy2(1:10,13,13) .-012,-007,-002, 013,-009,-001, 008,-012, 000,-006, ! dy2(1:10,14,13) .-018,-007, 000, 000,-010,-012,-003,-012,-010,-013, ! dy2(1:10,15,13) .-012,-001, 006,-012,-008,-003, 002,-008,-005,-004, ! dy2(1:10,16,13) .-003,-005, 006,-015,-010,-009,-002,-006,-003,-018, ! dy2(1:10,17,13) .-004,-003, 011, 000,-009,-012,-002,-005,-003,-010, ! dy2(1:10,18,13) . 001, 004, 012, 000,-006,-008, 003, 005,-003,-008, ! dy2(1:10,19,13) . 003,-002, 009, 004,-012,-018,-006,-004,-008,-015, ! dy2(1:10,20,13) .-009,-005, 005, 004,-008,-016,-009, 004,-002,-015, ! dy2(1:10,21,13) .-002, 000, 006, 009,-004,-010,-008, 010,-007,-011, ! dy2(1:10,22,13) . 004, 010, 005,-002, 001,-009,-009, 009,-008,-006, ! dy2(1:10,23,13) .-011, 000, 002,-002, 005,-007,-012, 014,-003,-008, ! dy2(1:10,24,13) . 014, 011, 000, 002, 013,-003,-004, 015, 000, 000, ! dy2(1:10,25,13) . 011, 015, 002, 000, 016, 001,-001, 018, 005, 002, ! dy2(1:10,26,13) . 003, 009,-005, 000, 019, 007,-005, 021, 009, 006, ! dy2(1:10,27,13) . 017, 013, 005, 003, 028, 016, 003, 031, 012, 012, ! dy2(1:10,28,13) . 016, 018,-002, 010, 037, 024, 009, 035, 018, 020, ! dy2(1:10,29,13) . 013, 004,-015,-005, 020, 021, 012, 027, 018, 019, ! dy2(1:10,30,13) . 005, 010,-001,-003, 026, 030, 015, 031, 027, 031, ! dy2(1:10,31,13) . 015, 010,-015,-004, 027, 025, 014, 025, 022, 031, ! dy2(1:10,32,13) .-016,-009,-017,-014, 004, 023, 006, 012, 011, 014, ! dy2(1:10,33,13) .-002, 002,-006,-004, 008, 018, 010, 008, 011, 007, ! dy2(1:10,34,13) .-017, 005,-003,-008, 004, 007, 011, 001, 006, 008, ! dy2(1:10,35,13) . 008,-028,-020,-022,-019,-014,-009,-028,-011,-004, ! dy2(1:10,36,13) .-052,-019,-006,-026,-031,-025,-012,-055,-037,-035, ! dy2(1:10,37,13) .-067,-067,-023,-044,-042,-019,-034,-055,-047,-033, ! dy2(1:10,38,13) . 015, 011, 031,-021, 001, 000, 012, 015, 037,-010, ! dy2(1:10, 1,14) . 027,-029, 013,-012,-019,-034, 016, 011, 028, 000, ! dy2(1:10, 2,14) . 014, 003, 005, 002,-007,-004, 008, 011, 017, 023, ! dy2(1:10, 3,14) . 054, 003,-001,-010, 001,-007, 011, 002, 014, 009, ! dy2(1:10, 4,14) . 011, 006, 000, 019, 006, 004, 016, 013, 018, 019, ! dy2(1:10, 5,14) . 019, 015, 011, 016, 008, 006, 012, 008, 010, 017, ! dy2(1:10, 6,14) . 043, 007,-002, 000, 004, 011, 009, 004, 000, 022, ! dy2(1:10, 7,14) . 012,-006,-010,-010,-010, 000,-002,-006,-006, 003, ! dy2(1:10, 8,14) .-008,-030,-034,-027,-025,-021,-022,-037,-038,-020, ! dy2(1:10, 9,14) . 001,-021,-022,-024,-012,-006,-014,-033,-027,-009, ! dy2(1:10,10,14) . 008, 005,-008, 002,-001, 008, 003,-020,-010, 003, ! dy2(1:10,11,14) . 002, 000,-010, 010,-005,-002,-002,-021,-012,-004, ! dy2(1:10,12,14) .-010, 007,-005, 000,-005, 001, 005,-018,-006,-001, ! dy2(1:10,13,14) .-006,-005,-012,-004,-006,-004, 000,-019,-008,-009, ! dy2(1:10,14,14) .-006, 001, 000,-020,-006, 000, 003,-011,-010,-008, ! dy2(1:10,15,14) .-002, 001, 002,-019,-009,-006, 000,-010,-010,-020, ! dy2(1:10,16,14) . 003, 007, 007,-002,-002,-002, 004,-001, 001,-004, ! dy2(1:10,17,14) .-005,-003, 004, 000,-010,-012,-004,-006,-007,-013, ! dy2(1:10,18,14) . 003, 015, 011, 015,-002,-017,-003, 003,-002,-017, ! dy2(1:10,19,14) . 000, 000, 000, 005,-007,-016,-015,-003,-012,-018, ! dy2(1:10,20,14) .-015, 000, 000,-002,-009,-028,-013, 000,-018,-022, ! dy2(1:10,21,14) . 012, 002, 000,-002,-002,-018,-014, 007,-012,-015, ! dy2(1:10,22,14) .-008, 007, 000, 004, 008,-015,-009, 019,-004,-003, ! dy2(1:10,23,14) . 002, 010, 005,-002, 006,-010,-010, 018,-001,-012, ! dy2(1:10,24,14) . 005, 012, 000, 014, 021, 006,-003, 023, 014, 007, ! dy2(1:10,25,14) . 009, 028, 017, 009, 028, 011, 009, 033, 019, 017, ! dy2(1:10,26,14) . 005, 003, 003, 007, 021, 009,-002, 023, 017, 012, ! dy2(1:10,27,14) . 003, 004,-013,-003, 021, 011, 000, 026, 018, 015, ! dy2(1:10,28,14) . 007, 007,-005, 000, 019, 017, 009, 032, 032, 027, ! dy2(1:10,29,14) . 000,-002,-018,-005, 016, 015, 001, 021, 024, 026, ! dy2(1:10,30,14) . 017, 013,-003, 002, 023, 035, 025, 032, 040, 033, ! dy2(1:10,31,14) . 016, 016,-005,-002, 022, 036, 017, 028, 032, 026, ! dy2(1:10,32,14) .-010,-008,-010,-010, 002, 018, 007, 007, 019, 014, ! dy2(1:10,33,14) .-018,-002,-003,-005, 003, 020, 007, 006, 011, 023, ! dy2(1:10,34,14) . 010,-007, 002,-012,-004, 008, 012,-009, 005, 003, ! dy2(1:10,35,14) .-049,-019,-012,-012,-017,-012,-003,-032,-016,-007, ! dy2(1:10,36,14) .-039,-043,-019,-035,-039,-033,-021,-070,-039,-048, ! dy2(1:10,37,14) .-048,-037,-026,-031,-041,-035,-019,-076,-040,-042, ! dy2(1:10,38,14) .-021,-035, 013, 018,-030,-021, 018, 035, 024, 015, ! dy2(1:10, 1,15) . 022,-030, 003, 003,-022,-032, 003, 031, 027, 010, ! dy2(1:10, 2,15) . 000,-023, 007,-003,-010,-026, 003, 028, 019, 003, ! dy2(1:10, 3,15) . 039, 022, 011, 029, 011, 001, 021, 039, 028, 035, ! dy2(1:10, 4,15) . 024, 004, 010, 013, 000, 002, 019, 024, 014, 019, ! dy2(1:10, 5,15) . 017,-012,-013, 000,-008,-011, 000, 002,-005,-004, ! dy2(1:10, 6,15) . 026, 007, 003, 002, 002, 009, 010, 013, 007, 016, ! dy2(1:10, 7,15) . 003,-016,-017,-014,-012,-010,-007,-008,-012,-003, ! dy2(1:10, 8,15) .-026,-022,-034,-037,-018,-014,-018,-029,-032,-017, ! dy2(1:10, 9,15) .-020,-023,-030,-018,-022,-019,-019,-031,-023,-019, ! dy2(1:10,10,15) . 007,-006,-025, 003,-009, 000,-009,-023,-019, 000, ! dy2(1:10,11,15) .-011,-005,-020,-003,-009,-006,-007,-027,-014,-013, ! dy2(1:10,12,15) . 008, 004,-004,-011, 000, 004, 003,-011,-008, 005, ! dy2(1:10,13,15) . 000, 010,-005,-013,-003, 000, 009,-014,-002,-008, ! dy2(1:10,14,15) .-004,-004,-011,-033,-008,-006,-006,-023,-013,-009, ! dy2(1:10,15,15) .-004, 008, 004,-001,-004,-001, 000,-012,-009,-006, ! dy2(1:10,16,15) . 010, 011, 003, 000, 000,-001, 003,-001,-012,-007, ! dy2(1:10,17,15) .-009, 003, 004, 008,-001,-013,-005,-001,-008,-016, ! dy2(1:10,18,15) . 007, 005, 002, 006, 004,-008,-002, 006,-007, 004, ! dy2(1:10,19,15) .-008,-001,-003, 000,-003,-016,-007,-001,-015,-016, ! dy2(1:10,20,15) . 008, 014,-002,-001, 004,-010,-006, 015,-007,-002, ! dy2(1:10,21,15) . 023, 018, 006, 000, 015,-005,-005, 023, 000, 006, ! dy2(1:10,22,15) . 003, 009, 007,-001, 011,-003,-009, 023, 004,-004, ! dy2(1:10,23,15) .-010, 010,-003, 001, 014,-006,-005, 022, 005, 002, ! dy2(1:10,24,15) . 011, 009, 010,-002, 022, 008,-001, 027, 022, 007, ! dy2(1:10,25,15) . 023, 016, 011, 001, 024, 008, 003, 029, 025, 013, ! dy2(1:10,26,15) .-013,-006,-014,-007, 006,-001,-003, 021, 016,-002, ! dy2(1:10,27,15) .-006,-006,-007,-007, 015, 011,-001, 023, 026, 009, ! dy2(1:10,28,15) . 011, 011,-004, 003, 017, 011, 012, 032, 041, 021, ! dy2(1:10,29,15) .-009,-007,-018,-007, 010, 018, 009, 027, 036, 013, ! dy2(1:10,30,15) . 011, 017, 001, 007, 018, 025, 020, 028, 039, 024, ! dy2(1:10,31,15) . 000, 008,-012,-003, 010, 021, 016, 022, 040, 015, ! dy2(1:10,32,15) .-009,-012, 000,-011,-004, 011, 009, 001, 007, 008, ! dy2(1:10,33,15) . 006, 012, 008, 006, 007, 022, 019, 001, 021, 003, ! dy2(1:10,34,15) .-009, 007, 013, 000, 000, 007, 016,-012, 002, 014, ! dy2(1:10,35,15) .-020,-010,-002,-012,-015,-012, 002,-041,-015,-018, ! dy2(1:10,36,15) .-057,-067,-012,-023,-035,-037,-017,-082,-040,-033, ! dy2(1:10,37,15) .-048,-042, 003,-020,-030,-024,-019,-075,-047,-050, ! dy2(1:10,38,15) . 012,-014, 046, 025,-014,-023, 028, 071, 065, 003, ! dy2(1:10, 1,16) .-020,-024, 040, 021,-020,-018, 013, 065, 047, 012, ! dy2(1:10, 2,16) . 002,-022, 007, 000,-021,-020,-002, 033, 023, 004, ! dy2(1:10, 3,16) . 013,-012, 004, 021,-010,-012, 008, 048, 020, 009, ! dy2(1:10, 4,16) . 006, 008, 018, 026, 017,-004, 022, 042, 034, 010, ! dy2(1:10, 5,16) . 016, 002, 001,-003,-002, 001, 007, 021, 010, 018, ! dy2(1:10, 6,16) . 012, 006, 000,-004, 006, 007, 009, 003, 006, 009, ! dy2(1:10, 7,16) . 000,-010,-011,-013,-004, 000, 003,-001,-006, 015, ! dy2(1:10, 8,16) . 001,-028,-032,-016,-025,-025,-018,-034,-026,-023, ! dy2(1:10, 9,16) .-004,-020,-019,-001,-012,-007,-010,-027,-023,-003, ! dy2(1:10,10,16) .-005, 008,-007, 007,-005,-003,-001,-021,-010,-013, ! dy2(1:10,11,16) . 016, 004,-020,-010,-005,-004,-006,-025,-016, 003, ! dy2(1:10,12,16) . 008, 006,-002,-026, 000,-003, 001,-029,-012,-017, ! dy2(1:10,13,16) . 004, 010,-004,-024,-002, 002,-001,-026,-019,-006, ! dy2(1:10,14,16) .-002,-010,-021,-020,-010,-013,-008,-037,-020,-027, ! dy2(1:10,15,16) .-009,-001,-017,-014,-012,-011,-009,-027,-021,-015, ! dy2(1:10,16,16) .-001,-004,-006, 000,-008,-019,-010,-019,-019,-021, ! dy2(1:10,17,16) .-016, 000,-009, 002,-006,-018,-002,-009,-021,-004, ! dy2(1:10,18,16) .-003, 005, 000,-012,-004,-024,-008,-001,-010,-020, ! dy2(1:10,19,16) . 001, 011,-005,-014,-003,-015,-010,-001,-013,-012, ! dy2(1:10,20,16) . 007, 000,-007,-014, 000,-018,-012, 008,-015,-016, ! dy2(1:10,21,16) .-007,-003,-008,-002, 005,-015,-009, 015,-012,-015, ! dy2(1:10,22,16) . 003, 006,-003,-004, 009,-011,-011, 016,-005,-006, ! dy2(1:10,23,16) . 001,-005,-007,-016, 007,-007,-015, 015,-002,-009, ! dy2(1:10,24,16) .-020,-005,-008,-011, 005,-006,-006, 017, 012,-007, ! dy2(1:10,25,16) .-010,-003,-007,-009, 009, 000,-008, 021, 011,-004, ! dy2(1:10,26,16) .-009,-008,-001,-012, 010, 004, 000, 024, 026, 002, ! dy2(1:10,27,16) .-009,-002,-014,-011, 011, 007, 005, 025, 033, 007, ! dy2(1:10,28,16) . 004, 000, 001,-005, 012, 022, 014, 028, 043, 024, ! dy2(1:10,29,16) .-008,-009,-007,-014, 003, 004, 005, 016, 031, 010, ! dy2(1:10,30,16) .-006, 022, 008, 012, 018, 035, 029, 028, 044, 027, ! dy2(1:10,31,16) . 000, 008, 013, 006, 015, 029, 023, 027, 043, 025, ! dy2(1:10,32,16) .-023, 006, 002, 000, 000, 018, 016,-001, 015, 008, ! dy2(1:10,33,16) .-004, 000, 011, 004,-004, 014, 019,-013, 006, 004, ! dy2(1:10,34,16) .-020,-017, 010,-001,-004, 002, 015,-034,-009,-015, ! dy2(1:10,35,16) .-025,-020, 005,-007,-014,-017, 005,-063,-028,-021, ! dy2(1:10,36,16) .-031,-024, 013,-004,-023,-022,-002,-079,-040,-036, ! dy2(1:10,37,16) .-048,-047, 001,-016,-035,-025,-015,-098,-040,-035, ! dy2(1:10,38,16) . 014,-023, 047, 034,-011,-030, 030, 093, 061, 000, ! dy2(1:10, 1,17) . 022,-006, 053, 034,-014,-012, 020, 097, 067,-016, ! dy2(1:10, 2,17) . 006,-019, 027, 033,-015,-024, 004, 063, 034,-002, ! dy2(1:10, 3,17) .-002,-017, 023, 029,-010,-011, 012, 058, 030,-011, ! dy2(1:10, 4,17) . 021, 001, 016, 022,-003, 007, 011, 056, 022, 023, ! dy2(1:10, 5,17) . 016,-013, 013, 010, 005, 002, 016, 033, 020, 013, ! dy2(1:10, 6,17) . 010, 044, 011, 021, 015, 022, 028, 028, 021, 023, ! dy2(1:10, 7,17) . 015,-018,-003, 002,-006,-003, 005, 002, 000,-005, ! dy2(1:10, 8,17) .-020,-010,-021,-001,-011,-012,-006,-026,-017,-006, ! dy2(1:10, 9,17) . 005,-007,-017,-012,-011,-017,-010,-034,-017,-021, ! dy2(1:10,10,17) . 025, 006,-006,-010, 000, 005, 004,-021,-011, 008, ! dy2(1:10,11,17) . 012, 002, 000,-019, 002, 000, 002,-028,-007,-010, ! dy2(1:10,12,17) . 002, 014,-006,-013, 001, 000, 007,-032,-012, 007, ! dy2(1:10,13,17) . 016,-001,-011,-013,-006,-006, 002,-036,-016,-002, ! dy2(1:10,14,17) .-014, 002,-008,-009,-004,-009,-006,-041,-024,-012, ! dy2(1:10,15,17) .-007,-007,-015,-002,-008,-020,-006,-038,-029,-014, ! dy2(1:10,16,17) .-030,-011,-019,-013,-009,-020,-009,-034,-026,-025, ! dy2(1:10,17,17) . 005,-003,-007,-009,-001,-014,-006,-021,-019,-014, ! dy2(1:10,18,17) . 004, 005,-008,-018, 005,-012,-004,-001,-015,-014, ! dy2(1:10,19,17) .-018, 000,-011,-020,-001,-022,-010,-011,-032,-023, ! dy2(1:10,20,17) . 004, 000,-014,-012,-001,-021,-012, 001,-021,-009, ! dy2(1:10,21,17) .-002, 005,-013,-007, 008,-013,-007, 004,-011,-011, ! dy2(1:10,22,17) . 001, 002,-007,-010, 006,-010,-007, 015,-007,-007, ! dy2(1:10,23,17) .-009,-002,-004,-010, 007,-001,-005, 017, 004,-005, ! dy2(1:10,24,17) . 004, 001,-003,-011, 011, 009,-001, 022, 012, 004, ! dy2(1:10,25,17) .-005,-004, 001,-009, 009, 011, 000, 021, 016,-011, ! dy2(1:10,26,17) .-009, 000,-011,-014, 006, 011, 000, 020, 019, 003, ! dy2(1:10,27,17) .-010,-002, 000,-006, 005, 009, 007, 020, 028,-003, ! dy2(1:10,28,17) . 000, 009,-001, 004, 013, 017, 015, 028, 036, 017, ! dy2(1:10,29,17) .-005, 009, 003, 000, 000, 021, 016, 027, 035, 013, ! dy2(1:10,30,17) . 016, 012, 022, 011, 017, 028, 026, 021, 034, 019, ! dy2(1:10,31,17) . 019, 003, 008, 012, 008, 018, 019, 013, 021, 016, ! dy2(1:10,32,17) .-014, 000, 007,-006,-016, 008, 006,-032,-002,-012, ! dy2(1:10,33,17) .-001, 001, 015,-002,-003, 011, 015,-036,-009, 001, ! dy2(1:10,34,17) .-020, 003, 022, 003,-003, 006, 017,-051,-005,-007, ! dy2(1:10,35,17) .-036,-013, 019,-005,-012,-009, 005,-079,-031,-020, ! dy2(1:10,36,17) .-057,-048, 012,-015,-033,-034,-004,-114,-058,-044, ! dy2(1:10,37,17) .-048,-028, 018,-010,-024,-031,-005,-112,-071,-047, ! dy2(1:10,38,17) . 034, 010, 126, 063,-001, 007, 028, 147, 094, 015, ! dy2(1:10, 1,18) . 000, 012, 131, 111, 012,-017, 043, 147, 094, 005, ! dy2(1:10, 2,18) .-003,-012, 067, 080,-002,-028, 019, 108, 062, 003, ! dy2(1:10, 3,18) . 025, 008, 072, 054, 008,-002, 023, 091, 053, 005, ! dy2(1:10, 4,18) .-007,-008, 042, 031, 010,-007, 020, 067, 034, 010, ! dy2(1:10, 5,18) . 004, 007, 030, 005, 000,-013, 008, 041, 014,-009, ! dy2(1:10, 6,18) . 043, 000, 026, 043, 022, 017, 028, 023, 021, 012, ! dy2(1:10, 7,18) . 007, 008, 019, 034, 008,-003, 016, 019, 012, 009, ! dy2(1:10, 8,18) . 026, 003, 009, 004,-002,-004, 001,-019,-003,-017, ! dy2(1:10, 9,18) . 003,-001, 009, 002, 001, 001, 010,-025,-004, 003, ! dy2(1:10,10,18) . 000, 022, 016,-018, 004,-001, 013,-040,-008, 000, ! dy2(1:10,11,18) . 022, 013, 004,-002, 002, 005, 011,-039,-011, 014, ! dy2(1:10,12,18) . 043, 038, 023, 022, 016, 016, 018,-040, 000, 012, ! dy2(1:10,13,18) . 004, 039, 011, 013, 012, 010, 016,-043,-013, 006, ! dy2(1:10,14,18) . 028, 014, 010, 005, 012, 000, 017,-045,-005, 000, ! dy2(1:10,15,18) . 020, 028, 010, 003, 019, 005, 014,-033,-011, 010, ! dy2(1:10,16,18) . 027, 011, 003,-004, 012, 000, 009,-035,-013, 005, ! dy2(1:10,17,18) .-002, 019,-002,-015, 015,-003, 007,-035,-016, 000, ! dy2(1:10,18,18) . 004, 003, 011, 011, 008,-008, 007,-013,-017, 006, ! dy2(1:10,19,18) . 009,-006,-008,-009,-002,-030,-012,-026,-028,-007, ! dy2(1:10,20,18) . 018, 011, 000, 000, 012, 000, 004,-001,-020,-013, ! dy2(1:10,21,18) . 004, 007, 006,-013, 005,-003,-008, 001,-021,-001, ! dy2(1:10,22,18) . 004, 003,-006,-005, 005, 004,-005, 005,-010, 005, ! dy2(1:10,23,18) . 012, 026, 004,-007, 015, 017, 007, 013, 000, 004, ! dy2(1:10,24,18) .-006, 014, 000, 000, 004, 019, 006, 015, 013, 002, ! dy2(1:10,25,18) . 006, 024, 003,-005, 012, 021, 010, 012, 009, 015, ! dy2(1:10,26,18) .-006, 010, 008, 001,-002, 024, 006, 013, 016, 000, ! dy2(1:10,27,18) .-010, 005, 005, 000, 007, 024, 013, 017, 017, 011, ! dy2(1:10,28,18) . 003, 013, 015,-002, 000, 032, 024, 010, 017,-003, ! dy2(1:10,29,18) . 000,-008, 004, 000,-004, 017, 008,-008,-002,-005, ! dy2(1:10,30,18) .-003, 038, 036, 028, 000, 024, 032,-008,-001, 017, ! dy2(1:10,31,18) . 003, 027, 027, 006,-002, 019, 025,-023,-001,-008, ! dy2(1:10,32,18) .-032,-008, 002, 002,-008, 002, 002,-057,-035,-022, ! dy2(1:10,33,18) .-032,-006, 023,-001,-010, 000, 013,-077,-024,-023, ! dy2(1:10,34,18) .-032,-023, 029, 007,-014, 008, 012,-095,-042,-027, ! dy2(1:10,35,18) .-034,-022, 029, 001,-021,-010,-004,-125,-055,-039, ! dy2(1:10,36,18) .-057,-041, 041,-010,-034,-004,-013,-156,-083,-062, ! dy2(1:10,37,18) .-110,-040, 041,-031,-052, 001,-004,-167,-067,-105/ ! dy2(1:10,38,18) c---------------------------------------------------------------------- LOOKUP = .true. if (LOOKUP) then CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC C C POLYNOMIAL COEFFICIENTS C CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC do i = 1, 9 a(i) = apoly(i,chip,1+filter) b(i) = bpoly(i,chip,1+filter) enddo CCCCCCCCCCCCCCCCCCCCCCCCCC CCCCCCCCCCCCCCCCCCCCCCCCCC C C CORRECTIONS C CCCCCCCCCCCCCCCCCCCCCCCCCC CCCCCCCCCCCCCCCCCCCCCCCCCC C C Compute where the input point is in terms of the x array C indices ; the goal is to just find the one below and the C one above; the challenge is that there are zones of 6, C and there's a repeat at the end of one and the beginning C of the next ; "nx" is the lower index and "fx" tells you C where you are between "nx" and "nx+1" C zx = int((xr-23.5)/675+100)-100 xr_zx = 23.5 + zx*675 rzx = (xr-xr_zx)/112.5 - 0.5 if (rzx.lt.0.000) rzx = 0.000 if (rzx.gt.4.999) rzx = 4.999 rx = 2 + (zx)*6 + rzx if (rx.lt. 2) rx = 2.0001 if (rx.gt.37) rx = 36.9999 if (zx.eq.-1) rx = 1.0001 if (zx.eq. 6) rx = 37.9999 nx = int(rx) fx = (xr -x_tab(nx)) / . (x_tab(nx+1)-x_tab(nx)) if (zx.eq.-1) then nx = 1 fx = 0.0001 endif if (zx.eq. 6) then nx = 37 fx = 0.9999 endif c c the y-index stuff is a bit easier, but only c a bit. Again, "ny" is the lower index and "fy" c tells you where you are between "ny" and "ny+1" c ry = 2 + (yr-171)/114 if (ry.lt.01.0001) ry = 01.0001 if (ry.gt.17.9999) ry = 17.9999 if (chip.eq.1) then if (yr.le. 911.and.ry.gt. 7.999) ry = 7.999 if (yr.gt. 911.and.ry.lt. 9.001) ry = 9.001 ny = int(ry) fy = (yr -y1_tab(ny)) / . (y1_tab(ny+1)-y1_tab(ny)) endif if (chip.eq.2) then if (yr.le.1140.and.ry.gt. 9.999) ry = 9.999 if (yr.gt.1140.and.ry.lt.11.001) ry = 11.001 ny = int(ry) fy = (yr -y2_tab(ny)) / . (y2_tab(ny+1)-y2_tab(ny)) endif if (chip.eq.1) then dxt = (1-fx)*(1-fy)*dx1(01+filter,nx, ny )*0.001 . + (1-fx)*( fy )*dx1(01+filter,nx, ny+1)*0.001 . + ( fx )*(1-fy)*dx1(01+filter,nx+1,ny )*0.001 . + ( fx )*( fy )*dx1(01+filter,nx+1,ny+1)*0.001 dyt = (1-fx)*(1-fy)*dy1(01+filter,nx ,ny )*0.001 . + (1-fx)*( fy )*dy1(01+filter,nx ,ny+1)*0.001 . + ( fx )*(1-fy)*dy1(01+filter,nx+1,ny )*0.001 . + ( fx )*( fy )*dy1(01+filter,nx+1,ny+1)*0.001 endif if (chip.eq.2) then dxt = (1-fx)*(1-fy)*dx2(01+filter,nx ,ny )*0.001 . + (1-fx)*( fy )*dx2(01+filter,nx ,ny+1)*0.001 . + ( fx )*(1-fy)*dx2(01+filter,nx+1,ny )*0.001 . + ( fx )*( fy )*dx2(01+filter,nx+1,ny+1)*0.001 dyt = (1-fx)*(1-fy)*dy2(01+filter,nx ,ny )*0.001 . + (1-fx)*( fy )*dy2(01+filter,nx ,ny+1)*0.001 . + ( fx )*(1-fy)*dy2(01+filter,nx+1,ny )*0.001 . + ( fx )*( fy )*dy2(01+filter,nx+1,ny+1)*0.001 endif else ! (if LOOKUP .eq. .false.) dxt = 0 dyt = 0 endif C MEMO C filter: C 0 -> F225W C 1 -> F275W C 2 -> F336W C 3 -> F390W C 4 -> F438W C 5 -> F555W C 6 -> F606W C 7 -> F775W C 8 -> F814W C 9 -> F850L CCCCCCCCCCCCCCCCCCCCCCCCCC C C POLYNOMIAL C CCCCCCCCCCCCCCCCCCCCCCCCCC C----> input xt, yt ----> output xc, yc (polynomial correction) C C J I did find it strange that you used (xt,yt) here and not C (xr,yr)... C C normalized positions x_cen=2048 y_cen=1025 xt = xr + dxt yt = yr + dyt rx=(xt-x_cen)/x_cen ry=(yt-y_cen)/y_cen C corrections dxp = (a(3)*rx*rx) . +(a(4)*rx*ry) . +(a(5)*ry*ry) . +(a(6)*rx*rx*rx) . +(a(7)*rx*rx*ry) . +(a(8)*rx*ry*ry) . +(a(9)*ry*ry*ry) dyp = (b(1)*rx) . +(b(2)*ry) . +(b(3)*rx*rx) . +(b(4)*rx*ry) . +(b(5)*ry*ry) . +(b(6)*rx*rx*rx) . +(b(7)*rx*rx*ry) . +(b(8)*rx*ry*ry) . +(b(9)*ry*ry*ry) xc = xr + dxp + dxt yc = yr + dyp + dyt return end ! subroutine wfc3uv_gc C-------------------------------------------------------- C C This is a wrapper that puts single-chip GD corrections into a C meta coordinate system. C C The properties of this system are that C 1) the bottom chip is in its frame but has y --> y+200 to prevent C negative coordinates C 2) the top chip is transformed using linear transformations C into the frame implied by the bottom chip C subroutine wfc3uv_gc_meta_k(xr,yr,chip,filter,xc,yc) implicit none real*8 xr, yr integer chip integer filter real*8 xc, yc real*8 xru, yru real*8 xcu, ycu real*8 fx, fy real*8 skew1 real*8 skew2 real*8 a(9), b(9) real rx, ry integer nx, ny real ddx, ddy real filt_shift_x(10) data filt_shift_x / 0.200, 0.265, 0.440, 0.280, -0.075, . -0.085, 0.000, 0.260, -0.070, 0.155/ real filt_shift_y(10) data filt_shift_y / 0.265, 0.120, -0.315, -0.330, -0.520, . -0.685, 0.000, -1.480, -0.455, -0.920/ real filt_scl(10) data filt_scl / 1.000110, 0.999997, 0.999851, 0.999894, 1.000007, . 1.000121, 0.999997, 1.000004, 1.000048, 1.000158/ real skewxx_(10), skewxy_(10), offxxx_(10) real skewyx_(10), skewyy_(10), offyyy_(10) real*8 xch, ych data offxxx_ / -2.024, -2.001, -2.023, -2.001, -2.003, . -1.996, -2.020, -1.975, -2.048, -1.969/ data offyyy_ / 2073.362, 2073.354, 2073.383, 2073.411, 2073.402, . 2073.434, 2073.410, 2073.409, 2073.463, 2073.389/ data skewxx_ / -12.152, -12.123, -12.068, -12.098, -12.097, . -12.063, -12.035, -11.995, -12.038, -12.027/ data skewxy_ / -2.355, -2.318, -2.384, -2.391, -2.368, . -2.356, -2.367, -2.346, -2.384, -2.299/ data skewyx_ / 2.306, 2.310, 2.367, 2.397, 2.367, . 2.360, 2.363, 2.339, 2.387, 2.300/ data skewyy_ / -12.146, -12.116, -12.068, -12.110, -12.096, . -12.046, -12.031, -11.987, -12.033, -12.017/ if (chip.ne.1.and.chip.ne.2) stop 'invalid chip' if (chip.eq.1) then xru = xr yru = yr call wfc3uv_gc(xru,yru,1,filter,xcu,ycu) xc = xcu yc = ycu endif if (chip.eq.2) then xru = xr yru = yr call wfc3uv_gc(xru,yru,2,filter,xcu,ycu) fx = (xcu-2048.00)/2048.0 fy = (ycu-1024.00)/2048.0 xc = xcu + offxxx_(1+filter) . + skewxx_(1+filter)*fx . + skewxy_(1+filter)*fy yc = ycu + offyyy_(1+filter) . + skewyx_(1+filter)*fx . + skewyy_(1+filter)*fy endif xc = xc + filt_shift_x(1+filter) yc = yc + filt_shift_y(1+filter) c------------------------------------------------------- c c include the field expansion c xc = 2048 + (xc-2048)/filt_scl(1+filter) yc = 2048 + (yc-2048)/filt_scl(1+filter) yc = yc + 200 c----------------------------- c new skew correction... c xc = xc + (xc-2048)/2048*0.01 ! skew correction yc = yc - (yc-2048)/2048*0.01 return end c-------------------------------------------------------- c c This particular wrapper takes a position in the c 4096x4096 abutted frame and finds the meta-frame c position. c subroutine wfc3uv_gc_meta(xr,yr,filter,xc,yc) implicit none real*8 xr, yr integer filter real*8 xc, yc real*8 xru real*8 yru integer chip if (yr.le.2048.5) then xru = xr yru = yr call wfc3uv_gc_meta_k(xru,yru,1,filter,xc,yc) return endif if (yr.ge.2048.5) then xru = xr yru = yr-2048 call wfc3uv_gc_meta_k(xru,yru,2,filter,xc,yc) return endif return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/WFC3UV/WFC3_UVIS_cg.f" c**** c********************************************* c---------------------------------------- c c this will perform the inverse c distortion correction... c subroutine wfc3uv_cg_meta(xc,yc,kin,f,xr,yr) implicit none real*8 xc,yc real*8 xr,yr integer kin, f integer k real*8 xt,yt real*8 dx, dy, dd integer NIT real*8 xr1, yr1 real*8 xr2, yr2 k = kin xr1 = xc yr1 = yc NIT = 0 1 continue NIT = NIT + 1 call wfc3uv_gc_meta_k(xr1,yr1,1,f,xt,yt) dx = xc-xt dy = yc-yt dd = sqrt(dx**2+dy**2) xr1 = xr1 + (xc-xt)*0.5 yr1 = yr1 + (yc-yt)*0.5 if (dd.gt.0.001.and.NIT.lt.99) goto 1 11 continue xr2 = xc yr2 = yc NIT = 0 2 continue NIT = NIT + 1 call wfc3uv_gc_meta_k(xr2,yr2,2,f,xt,yt) dx = xc-xt dy = yc-yt dd = sqrt(dx**2+dy**2) xr2 = xr2 + (xc-xt)*0.5 yr2 = yr2 + (yc-yt)*0.5 if (dd.gt.0.001.and.NIT.lt.99) goto 2 22 continue if (k.eq.1) then xr = xr1 yr = yr1 return endif if (k.eq.2) then xr = xr2 yr = yr2 return endif if (k.le.0) then if (yr2.gt.0001) then xr = xr2 yr = yr2+2048 if (xr.lt.0000.or. . xr.gt.4096.or. . yr.lt.2048.or. . yr.gt.4096) then xr = -1.00 yr = -1.00 endif return endif if (yr1.lt.2048) then xr = xr1 yr = yr1 if (xr.lt.0000.or. . xr.gt.4096.or. . yr.lt.0000.or. . yr.gt.2048) then xr = -1.00 yr = -1.00 endif return endif if (yr1.ge.2048.and.yr2.le.0001.and.k.eq.0) then xr = -1 yr = -1 return endif if (yr1.ge.2048.and.yr2.le.0001.and.k.eq.-1) then xr = xr2 yr = 2048 return endif xr = -1 yr = -1 endif return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/WFC3IR/wfc3ir_gc.f" c**** c********************************************* c c wfc3ir_gcY is an improved perturbation on wfc3ir_gcX c c--------------------------------------- c c developed by Jay at home Xmas 2009 c supplemented in 2020 with a look-up table c of corrections c subroutine wfc3ir_gcX(xr,yr,xc,yc) implicit none real*8 xr,yr real*8 xc,yc real xru,yru real x, y integer kinu real dxcor, dycor real polyx(10) common /IRpolyx_/polyx data polyx / . 507.000, 567.453, 1.767, -0.065, 7.171, . 0.033, -0.002, 0.007, 0.003, -0.012/ real polyy(10) common /IRpolyxyx_/polyy data polyy / . 507.000, 0.000, 507.000, 1.805, -0.049, . 7.866, 0.015, -0.022, 0.032, -0.012/ real xcor(11,11) common /IRxcor_/xcor data xcor / .0.1070,0.0915,0.0738,0.0580,0.0333,0.0178, . 0.0032,-.0196,-.0343,-.0387,-.0326, .0.0815,0.0691,0.0547,0.0387,0.0144,0.0040, . -.0156,-.0389,-.0477,-.0479,-.0376, .0.0589,0.0498,0.0386,0.0244,0.0032,-.0044, . -.0260,-.0462,-.0508,-.0468,-.0323, .0.0343,0.0328,0.0285,0.0243,0.0081,-.0089, . -.0303,-.0391,-.0442,-.0346,-.0142, .0.0146,0.0084,0.0065,0.0175,0.0076,-.0127, . -.0350,-.0348,-.0243,-.0165,-.0041, .0.0039,-.0020,-.0027,0.0071,0.0017,-.0049, . -.0175,-.0209,-.0111,-.0005,0.0163, .-.0204,-.0184,-.0137,-.0036,-.0070,-.0009, . -.0016,-.0085,-.0012,0.0149,0.0396, .-.0370,-.0347,-.0274,-.0081,-.0016,0.0032, . 0.0068,0.0141,0.0235,0.0401,0.0616, .-.0470,-.0455,-.0390,-.0224,-.0071,0.0043, . 0.0078,0.0223,0.0412,0.0543,0.0686, .-.0491,-.0480,-.0419,-.0229,-.0067,0.0074, . 0.0165,0.0343,0.0514,0.0656,0.0810, .-.0452,-.0444,-.0387,-.0196,-.0055,0.0127, . 0.0324,0.0497,0.0583,0.0736,0.0901/ real ycor(11,11) common /IRycor_/ycor data ycor / .0.1085,0.0819,0.0633,0.0621,0.0369,0.0438, . 0.0580,0.0933,0.1052,0.1388,0.1840, .0.0703,0.0479,0.0336,0.0389,0.0233,0.0340, . 0.0343,0.0532,0.0650,0.0919,0.1305, .0.0360,0.0178,0.0077,0.0158,0.0050,0.0172, . 0.0097,0.0176,0.0252,0.0455,0.0773, .0.0100,-.0094,-.0184,-.0146,-.0162,-.0056, . -.0190,-.0171,-.0240,-.0039,0.0324, .0.0013,-.0239,-.0373,-.0308,-.0363,-.0289, . -.0336,-.0329,-.0470,-.0272,0.0105, .0.0193,-.0198,-.0428,-.0377,-.0466,-.0465, . -.0521,-.0507,-.0556,-.0353,0.0008, .0.0367,-.0045,-.0324,-.0496,-.0577,-.0528, . -.0624,-.0599,-.0466,-.0249,0.0115, .0.0634,0.0252,-.0033,-.0346,-.0489,-.0462, . -.0542,-.0497,-.0351,-.0114,0.0275, .0.0930,0.0612,0.0357,0.0086,-.0063,-.0081, . -.0110,-.0046,0.0092,0.0289,0.0584, .0.1118,0.0855,0.0653,0.0459,0.0339,0.0313, . 0.0298,0.0350,0.0435,0.0594,0.0851, .0.1303,0.1093,0.0945,0.0889,0.0813,0.0766, . 0.0771,0.0781,0.0802,0.0923,0.1143/ real rx, ry integer ix, iy real fx, fy xc = xr yc = yr xru = xr yru = yr x = (xru-507.00)/507.0 y = (yru-507.00)/507.0 xc = polyx(01) . + polyx(02)*x . + polyx(03)*y . + polyx(04)*x*x . + polyx(05)*x*y . + polyx(06)*y*y . + polyx(07)*x*x*x . + polyx(08)*x*x*y . + polyx(09)*x*y*y . + polyx(10)*y*y*y yc = polyy(01) . + polyy(02)*x . + polyy(03)*y . + polyy(04)*x*x . + polyy(05)*x*y . + polyy(06)*y*y . + polyy(07)*x*x*x . + polyy(08)*x*x*y . + polyy(09)*x*y*y . + polyy(10)*y*y*y rx = 1 + xru/100 ry = 1 + yru/100 ix = int(rx) iy = int(ry) if (ix.lt.01) ix = 01 if (iy.lt.01) iy = 01 if (ix.gt.10) ix = 10 if (iy.gt.10) iy = 10 fx = rx-ix fy = ry-iy dxcor = (1-fx)*(1-fy)*xcor(ix ,iy ) . + (1-fx)*( fy )*xcor(ix ,iy+1) . + ( fx )*(1-fy)*xcor(ix+1,iy ) . + ( fx )*( fy )*xcor(ix+1,iy+1) dycor = (1-fx)*(1-fy)*ycor(ix ,iy ) . + (1-fx)*( fy )*ycor(ix ,iy+1) . + ( fx )*(1-fy)*ycor(ix+1,iy ) . + ( fx )*( fy )*ycor(ix+1,iy+1) xc = xc - dxcor yc = yc - dycor return end c-------------------------------------------- c c c subroutine wfc3ir_gcY(xr,yr,xc,yc) implicit none real*8 xr, yr real*8 xc, yc real dx_ij(21,21) data dx_ij / . 0.0017, 0.0002, 0.0001, 0.0013,-0.0016,-0.0069,-0.0105, . -0.0089,-0.0072,-0.0099,-0.0118,-0.0141,-0.0188,-0.0195, . -0.0184,-0.0193,-0.0219,-0.0234,-0.0224,-0.0242,-0.0274, . -0.0007,-0.0019,-0.0014, 0.0003,-0.0016,-0.0057,-0.0083, . -0.0048,-0.0032,-0.0088,-0.0122,-0.0134,-0.0157,-0.0156, . -0.0143,-0.0151,-0.0177,-0.0210,-0.0211,-0.0208,-0.0215, . -0.0009,-0.0014, 0.0001, 0.0010, 0.0001,-0.0019,-0.0041, . -0.0014, 0.0005,-0.0065,-0.0117,-0.0123,-0.0119,-0.0110, . -0.0098,-0.0122,-0.0098,-0.0136,-0.0193,-0.0155,-0.0147, . 0.0034, 0.0018, 0.0024, 0.0026, 0.0029, 0.0032, 0.0012, . 0.0017, 0.0029,-0.0042,-0.0102,-0.0098,-0.0098,-0.0093, . -0.0090,-0.0106,-0.0053,-0.0053,-0.0131,-0.0122,-0.0111, . 0.0057, 0.0041, 0.0027, 0.0027, 0.0047, 0.0059, 0.0053, . 0.0060, 0.0065,-0.0001,-0.0061,-0.0055,-0.0056,-0.0058, . -0.0055,-0.0062,-0.0069,-0.0040,-0.0046,-0.0085,-0.0072, . 0.0076, 0.0037, 0.0011, 0.0010, 0.0032, 0.0034, 0.0031, . 0.0045, 0.0046, 0.0010,-0.0022,-0.0015,-0.0017,-0.0039, . -0.0044,-0.0049,-0.0069,-0.0033,-0.0016,-0.0073,-0.0071, . 0.0101, 0.0041, 0.0011, 0.0034, 0.0053, 0.0022,-0.0001, . 0.0020, 0.0029, 0.0007,-0.0008, 0.0018, 0.0025,-0.0020, . -0.0058,-0.0044,-0.0031,-0.0016,-0.0017,-0.0064,-0.0055, . 0.0089, 0.0071, 0.0054, 0.0078, 0.0094, 0.0049, 0.0007, . 0.0018, 0.0023, 0.0026, 0.0022, 0.0062, 0.0088, 0.0029, . -0.0028,-0.0025,-0.0025,-0.0008,-0.0009,-0.0040, 0.0002, . 0.0084, 0.0074, 0.0073, 0.0107, 0.0122, 0.0056, 0.0022, . 0.0023, 0.0015, 0.0038, 0.0051, 0.0090, 0.0121, 0.0045, . 0.0002,-0.0003,-0.0043,-0.0014, 0.0009,-0.0000, 0.0056, . 0.0065, 0.0042, 0.0046, 0.0086, 0.0110, 0.0055, 0.0025, . 0.0052, 0.0050, 0.0038, 0.0026, 0.0062, 0.0088, 0.0027, . 0.0014, 0.0027,-0.0016, 0.0005, 0.0025, 0.0020, 0.0075, . 0.0010, 0.0006, 0.0022, 0.0048, 0.0066, 0.0047, 0.0034, . 0.0069, 0.0088, 0.0049, 0.0000, 0.0014, 0.0039, 0.0022, . 0.0028, 0.0032, 0.0021, 0.0053, 0.0054, 0.0034, 0.0075, . 0.0010, 0.0000, 0.0006, 0.0033, 0.0047, 0.0039, 0.0041, . 0.0078, 0.0111, 0.0063,-0.0006, 0.0001, 0.0026, 0.0029, . 0.0055, 0.0069, 0.0070, 0.0095, 0.0095, 0.0069, 0.0067, . 0.0027, 0.0013,-0.0006, 0.0010, 0.0026, 0.0017, 0.0022, . 0.0070, 0.0119, 0.0069, 0.0010, 0.0009, 0.0018, 0.0037, . 0.0086, 0.0113, 0.0109, 0.0114, 0.0103, 0.0067, 0.0047, . 0.0026, 0.0002,-0.0014,-0.0012,-0.0002,-0.0015,-0.0027, . 0.0020, 0.0064, 0.0038, 0.0019, 0.0005,-0.0005, 0.0024, . 0.0049, 0.0071, 0.0071, 0.0066, 0.0062, 0.0037, 0.0027, . 0.0017,-0.0013,-0.0032,-0.0022,-0.0005,-0.0022,-0.0064, . -0.0045,-0.0010,-0.0014, 0.0005, 0.0010, 0.0008,-0.0001, . 0.0002, 0.0032, 0.0034, 0.0028, 0.0034, 0.0028, 0.0032, . -0.0017,-0.0047,-0.0053,-0.0028,-0.0003,-0.0012,-0.0049, . -0.0039,-0.0022,-0.0021, 0.0008, 0.0033, 0.0040, 0.0018, . 0.0012, 0.0029, 0.0021, 0.0019, 0.0039, 0.0063, 0.0097, . -0.0043,-0.0076,-0.0081,-0.0051,-0.0020,-0.0034,-0.0052, . -0.0033,-0.0028,-0.0025,-0.0014, 0.0015, 0.0050, 0.0041, . 0.0018, 0.0008,-0.0001, 0.0026, 0.0063, 0.0084, 0.0127, . -0.0084,-0.0089,-0.0102,-0.0086,-0.0053,-0.0074,-0.0093, . -0.0079,-0.0065,-0.0053,-0.0049,-0.0012, 0.0030, 0.0023, . 0.0013,-0.0006,-0.0011, 0.0030, 0.0067, 0.0075, 0.0113, . -0.0142,-0.0152,-0.0166,-0.0139,-0.0112,-0.0119,-0.0136, . -0.0134,-0.0113,-0.0089,-0.0079,-0.0048,-0.0016,-0.0019, . -0.0012,-0.0014,-0.0022, 0.0002, 0.0036, 0.0061, 0.0087, . -0.0161,-0.0196,-0.0218,-0.0186,-0.0176,-0.0189,-0.0185, . -0.0163,-0.0140,-0.0109,-0.0112,-0.0101,-0.0068,-0.0057, . -0.0058,-0.0040,-0.0022,-0.0013, 0.0003, 0.0032, 0.0057, . -0.0161,-0.0203,-0.0216,-0.0178,-0.0175,-0.0205,-0.0197, . -0.0162,-0.0139,-0.0107,-0.0117,-0.0117,-0.0085,-0.0073, . -0.0072,-0.0051,-0.0019,-0.0005,-0.0010, 0.0009, 0.0046/ real dy_ij(21,21) data dy_ij / . 0.0053, 0.0093, 0.0127, 0.0170, 0.0180, 0.0087, 0.0021, . 0.0084, 0.0136, 0.0111, 0.0070, 0.0072, 0.0090, 0.0021, . -0.0060,-0.0039, 0.0000,-0.0024,-0.0068,-0.0091,-0.0111, . 0.0052, 0.0085, 0.0121, 0.0154, 0.0160, 0.0080, 0.0006, . 0.0081, 0.0139, 0.0099, 0.0054, 0.0056, 0.0080, 0.0024, . -0.0058,-0.0045,-0.0004,-0.0050,-0.0109,-0.0113,-0.0123, . 0.0063, 0.0077, 0.0106, 0.0150, 0.0178, 0.0089, 0.0008, . 0.0088, 0.0161, 0.0110, 0.0045, 0.0053, 0.0079, 0.0015, . -0.0065,-0.0068,-0.0049,-0.0108,-0.0162,-0.0147,-0.0139, . 0.0020, 0.0051, 0.0064, 0.0110, 0.0162, 0.0091, 0.0029, . 0.0083, 0.0144, 0.0089, 0.0011, 0.0030, 0.0064, 0.0020, . -0.0043,-0.0076,-0.0094,-0.0136,-0.0183,-0.0190,-0.0164, . 0.0018, 0.0049, 0.0049, 0.0068, 0.0111, 0.0071, 0.0026, . 0.0069, 0.0111, 0.0034,-0.0038,-0.0007, 0.0028, 0.0005, . -0.0054,-0.0084,-0.0114,-0.0149,-0.0179,-0.0199,-0.0185, . 0.0078, 0.0074, 0.0049, 0.0047, 0.0092, 0.0082, 0.0039, . 0.0075, 0.0106, 0.0017,-0.0052,-0.0012, 0.0029, 0.0006, . -0.0048,-0.0053,-0.0050,-0.0099,-0.0128,-0.0144,-0.0151, . 0.0021, 0.0033, 0.0011, 0.0023, 0.0068, 0.0070, 0.0046, . 0.0069, 0.0084, 0.0008,-0.0055,-0.0008, 0.0055, 0.0044, . 0.0009, 0.0015, 0.0028,-0.0034,-0.0074,-0.0089,-0.0106, . 0.0011, 0.0017, 0.0004, 0.0022, 0.0062, 0.0050, 0.0028, . 0.0063, 0.0081, 0.0027,-0.0027,-0.0004, 0.0044, 0.0023, . -0.0033,-0.0012, 0.0012,-0.0034,-0.0071,-0.0099,-0.0116, . 0.0025, 0.0029, 0.0023, 0.0025, 0.0055, 0.0031,-0.0012, . 0.0054, 0.0091, 0.0041,-0.0005,-0.0010,-0.0002,-0.0040, . -0.0101,-0.0052, 0.0001,-0.0029,-0.0073,-0.0125,-0.0146, . -0.0056,-0.0034,-0.0012, 0.0010, 0.0037,-0.0025,-0.0085, . -0.0010, 0.0056, 0.0033, 0.0002,-0.0007,-0.0011,-0.0045, . -0.0086,-0.0046, 0.0017, 0.0003,-0.0053,-0.0108,-0.0135, . -0.0112,-0.0072,-0.0029,-0.0003, 0.0031,-0.0027,-0.0115, . -0.0075, 0.0005, 0.0023, 0.0000, 0.0006, 0.0005,-0.0023, . -0.0051,-0.0042,-0.0000,-0.0010,-0.0050,-0.0081,-0.0090, . -0.0128,-0.0066,-0.0016,-0.0011, 0.0015,-0.0011,-0.0056, . -0.0049,-0.0006, 0.0006,-0.0033,-0.0017, 0.0013,-0.0020, . -0.0051,-0.0045,-0.0034,-0.0045,-0.0055,-0.0068,-0.0071, . -0.0132,-0.0076,-0.0042,-0.0047,-0.0027,-0.0008, 0.0003, . -0.0001,-0.0003,-0.0009,-0.0049,-0.0019, 0.0025, 0.0003, . -0.0014,-0.0030,-0.0045,-0.0035,-0.0022,-0.0031,-0.0031, . -0.0132,-0.0080,-0.0063,-0.0072,-0.0058,-0.0020, 0.0018, . 0.0017, 0.0022, 0.0006,-0.0026, 0.0007, 0.0051, 0.0031, . 0.0014, 0.0006,-0.0011, 0.0015, 0.0035, 0.0020, 0.0020, . -0.0126,-0.0083,-0.0063,-0.0070,-0.0074,-0.0026, 0.0028, . 0.0034, 0.0046, 0.0029,-0.0006, 0.0023, 0.0082, 0.0075, . 0.0041, 0.0032, 0.0040, 0.0087, 0.0093, 0.0046, 0.0029, . -0.0150,-0.0135,-0.0112,-0.0105,-0.0101,-0.0061,-0.0024, . -0.0011,-0.0007,-0.0020,-0.0033, 0.0007, 0.0063, 0.0067, . 0.0044, 0.0022, 0.0023, 0.0061, 0.0080, 0.0053, 0.0043, . -0.0186,-0.0175,-0.0163,-0.0149,-0.0129,-0.0102,-0.0081, . -0.0066,-0.0048,-0.0050,-0.0050,-0.0010, 0.0024, 0.0019, . 0.0017, 0.0023, 0.0006, 0.0018, 0.0041, 0.0041, 0.0050, . -0.0175,-0.0156,-0.0148,-0.0146,-0.0120,-0.0090,-0.0052, . -0.0031,-0.0025,-0.0015,-0.0002, 0.0017, 0.0030, 0.0033, . 0.0040, 0.0062, 0.0054, 0.0058, 0.0076, 0.0077, 0.0084, . -0.0197,-0.0146,-0.0106,-0.0105,-0.0091,-0.0067,-0.0021, . 0.0013, 0.0022, 0.0043, 0.0058, 0.0068, 0.0069, 0.0068, . 0.0083, 0.0104, 0.0114, 0.0126, 0.0145, 0.0139, 0.0125, . -0.0254,-0.0170,-0.0095,-0.0082,-0.0069,-0.0045,-0.0026, . -0.0002, 0.0019, 0.0047, 0.0068, 0.0066, 0.0067, 0.0079, . 0.0106, 0.0126, 0.0142, 0.0163, 0.0162, 0.0147, 0.0134, . -0.0294,-0.0204,-0.0132,-0.0107,-0.0056,-0.0044,-0.0050, . -0.0036,-0.0018, 0.0016, 0.0047, 0.0029, 0.0031, 0.0063, . 0.0089, 0.0119, 0.0145, 0.0163, 0.0148, 0.0123, 0.0119/ real*8 dx, dy real fi, fj real ri, rj integer i, j integer ii, jj integer N real xru, yru xru = xr yru = yr call wfc3ir_gcX(xr,yr,xc,yc) ri = 1 + xru/50.00 rj = 1 + yru/50.00 i = int(ri) j = int(rj) if (i.lt. 1) i = 1 if (j.lt. 1) j = 1 if (i.gt.20) i = 20 if (j.gt.20) j = 20 fi = ri-i fj = rj-j dx = (1-fi)*(1-fj)*dx_ij(i ,j ) . + (1-fi)*( fj )*dx_ij(i ,j+1) . + ( fi )*(1-fj)*dx_ij(i+1,j ) . + ( fi )*( fj )*dx_ij(i+1,j+1) dy = (1-fi)*(1-fj)*dy_ij(i ,j ) . + (1-fi)*( fj )*dy_ij(i ,j+1) . + ( fi )*(1-fj)*dy_ij(i+1,j ) . + ( fi )*( fj )*dy_ij(i+1,j+1) xc = xc - dx yc = yc - dy return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/WFC3IR/wfc3ir_cg.f" c**** c********************************************* c---------------------------------------- c c this will perform the inverse c distortion correction... c subroutine wfc3ir_cg(xc,yc,xr,yr) implicit none real*8 xc,yc real*8 xr,yr real*8 xt, yt real*8 dx, dy, dd integer NIT real*8 xru, yru xr = xc yr = yc c added--2014jun09 xru = xc yru = yc c----------------- NIT = 0 1 continue NIT = NIT + 1 call wfc3ir_gcX(xru,yru,xt,yt) dx = xc-xt dy = yc-yt dd = sqrt(dx**2+dy**2) xru = xru + (xc-xt)*0.5 yru = yru + (yc-yt)*0.5 if (dd.gt.0.001.and.NIT.lt.99) goto 1 11 continue xr = xru yr = yru return end c---------------------------------------- c c this will perform the inverse c distortion correction... c subroutine wfc3ir_cgY(xc,yc,xr,yr) implicit none real*8 xc,yc real*8 xr,yr real*8 xt, yt real*8 dx, dy, dd integer NIT real*8 xru, yru xr = xc yr = yc c added--2014jun09 xru = xc yru = yc c----------------- NIT = 0 1 continue NIT = NIT + 1 call wfc3ir_gcY(xru,yru,xt,yt) dx = xc-xt dy = yc-yt dd = sqrt(dx**2+dy**2) xru = xru + (xc-xt)*0.5 yru = yru + (yc-yt)*0.5 if (dd.gt.0.001.and.NIT.lt.99) goto 1 11 continue xr = xru yr = yru return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/ACSWFC/wfc_gcf.neww.f" c**** c********************************************* c c scale 0.0497248 c c------------------------------------ c c HERE IS THE LATEST WFC DISTORTION CORRECTION c c I have not put too much effort into documenting this c routine, so if you have any questions at all, don't c hesitate to e-mail me. c c c Jay Andeson c jay@eeyore.rice.edu c Jun 03, 2004 c c------------------------------------ c---------------------------- c c k = chip number c 1 = WFC1 top chip [4] c 2 = WFC2 bot chip [1] c 0 = equivalent to 2 c c if k==2 and yi>2048, then assume that it is c in an abutted system with y in the top chip c given by (yi-2048) c c---------------------------------- c---------------------------- c c f = filter number c c 0) use no table correction, only the polynomial c 1) F435W c 2) F475W c 3) F555W c 4) F606W c 5) F814W c 6) F850L c 7) F625W c 8) F658N c 9) F775W c 10) F660N c 11) F502N c 12) F550M c c---------------------------- subroutine wfc_gcf(xi,yi,xo,yo,ki,fi) implicit none real*8 xi, yi ! input raw (x,y) position in chip real*8 xo, yo ! output distortion corrected position in meta system integer ki ! chip #: ki=1 WFC1 (top chip) ki=2 WFC2 (bot chip) integer fi ! filt #: 1=F435W 2=F475W 3=F555W 4=F606W 5=F814W ! 0=NONE ---> so, no table correction real*8 xu, yu integer ku, fu real*8 fx, fy real*8 t(15) real*8 tab1xx_fn real*8 tab1yy_fn real*8 tab2xx_fn real*8 tab2yy_fn real*8 poly1x(15), poly1y(15) ! TOP CHIP WFC1 real*8 poly2x(15), poly2y(15) ! BOT CHIP WFC2 real*8 dxpoly, dypoly real*8 dxlut, dylut integer NORD real*8 rx, ry integer ix, iy real*8 dx, dy c---------------------------------------------------------- c in LINUX, the data statements have to come after the c common statements, for some bizarre reason c common /polyy/poly1x,poly1y,poly2x,poly2y data poly1x / . 4.222858,-25.810972, 7.522745, 35.110044,-15.458679, . 2.224611, -3.997423, -0.461412, -1.137435, 0.069899, . 0.365157, 0.297704, 0.451025, -0.059556, 0.164580/ data poly1y / . 2090.829009,166.636444,-22.581991, -9.224829, 11.854841, . -9.812475, 0.450533, -1.922356, -0.151181, -0.408813, . -0.294261, -0.302678, -0.414122, 0.101310, -0.188003/ data poly2x / . -0.013903, 0.115885, -0.014278, 35.845661,-10.955353, . 2.264019, -4.018862, -0.189312, -1.135375, 0.008529, . 0.419362, 0.099082, 0.167527, -0.036017, -0.000001/ data poly2y / . 0.023567,141.245503, 11.904442, -4.966731, 12.417648, . -7.488638, 0.463892, -2.239110, -0.249694, -0.464881, . -0.258344, -0.022357, -0.105517, -0.050072, -0.031641/ xu = xi call fixcoll(xi,xu) yu = yi ku = abs(ki) fu = fi if (ki.eq.0) ku = 2 if (yu.gt.2048.and.ki.eq.2) then ! in this case, we're dealing with yu = yu-2048.0 ! an abutted-chip system based on the ku = 1 ! bot chip, but really in top chip (WFC1) endif if (ku.ne.1.and.ku.ne.2) then print*,'wfc_gc: invalid chip number' print*,' ku: ',ku stop endif fx = (xu-2048.0)/2048.0 fy = (yu-1024.0)/1024.0 t(01) = 1.0 t(02) = fx t(03) = fy t(04) = fx*fx t(05) = fx*fy t(06) = fy*fy t(07) = fx*fx*fx t(08) = fx*fx*fy t(09) = fx*fy*fy t(10) = fy*fy*fy t(11) = fx*fx*fx*fx t(12) = fx*fx*fx*fy t(13) = fx*fx*fy*fy t(14) = fx*fy*fy*fy t(15) = fy*fy*fy*fy dxpoly = 0.0 dypoly = 0.0 if (ku.eq.1) then do NORD = 01, 15 dxpoly = dxpoly + t(NORD)*poly1x(NORD) dypoly = dypoly + t(NORD)*poly1y(NORD) enddo endif if (ku.eq.2) then do NORD = 01, 15 dxpoly = dxpoly + t(NORD)*poly2x(NORD) dypoly = dypoly + t(NORD)*poly2y(NORD) enddo endif rx = 1 + xu/64 ! the "real" location within the table ry = 1 + yu/64 if (rx.lt.01) rx = 01.000 ! don't let it go off the table if (ry.lt.01) ry = 01.000 if (rx.ge.65) rx = 64.999 if (ry.ge.33) ry = 32.999 ix = int(rx) iy = int(ry) dx = rx-ix dy = ry-iy dxlut = 0. dylut = 0. if (ku.eq.1.and.fu.ge.1.and.fu.le.12) then ! top chip dxlut = (1-dx)*(1-dy)*tab1xx_fn(ix ,iy ,fu) . + (1-dx)*( dy )*tab1xx_fn(ix ,iy+1,fu) . + ( dx )*(1-dy)*tab1xx_fn(ix+1,iy ,fu) . + ( dx )*( dy )*tab1xx_fn(ix+1,iy+1,fu) dylut = (1-dx)*(1-dy)*tab1yy_fn(ix ,iy ,fu) . + (1-dx)*( dy )*tab1yy_fn(ix ,iy+1,fu) . + ( dx )*(1-dy)*tab1yy_fn(ix+1,iy ,fu) . + ( dx )*( dy )*tab1yy_fn(ix+1,iy+1,fu) endif if (ku.eq.2.and.fu.ge.1.and.fu.le.12) then ! bot chip dxlut = (1-dx)*(1-dy)*tab2xx_fn(ix ,iy ,fu) . + (1-dx)*( dy )*tab2xx_fn(ix ,iy+1,fu) . + ( dx )*(1-dy)*tab2xx_fn(ix+1,iy ,fu) . + ( dx )*( dy )*tab2xx_fn(ix+1,iy+1,fu) dylut = (1-dx)*(1-dy)*tab2yy_fn(ix ,iy ,fu) . + (1-dx)*( dy )*tab2yy_fn(ix ,iy+1,fu) . + ( dx )*(1-dy)*tab2yy_fn(ix+1,iy ,fu) . + ( dx )*( dy )*tab2yy_fn(ix+1,iy+1,fu) endif xo = xu + dxpoly + dxlut yo = yu + dypoly + dylut return end c------------------------------------------ c c This routine will correct the column number (x value) c for the 68.266666-column periodicity found in the c flat fields. What I have done (below) is tabulate the c integrated correction at 500 points within the 68.2666-col c phase. The integrated correction came from the relative c intensity of each column in the flat fields. c c I take a given x-coord, find out what its phase is, c then interpolate the corr() array to get the correction. c c------------------------------------------ subroutine fixcoll(xi,xo) implicit none real*8 xi real*8 xo real*8 xiu real*8 pctphase real r integer i real f real corru real corr(501) data corr / . 0.00000,-0.00003,-0.00006,-0.00009,-0.00011, .-0.00014,-0.00016,-0.00018,-0.00020,-0.00022, .-0.00025,-0.00027,-0.00030,-0.00033,-0.00036, .-0.00040,-0.00045,-0.00049,-0.00053,-0.00058, .-0.00064,-0.00069,-0.00075,-0.00081,-0.00087, .-0.00093,-0.00100,-0.00107,-0.00114,-0.00121, .-0.00128,-0.00136,-0.00144,-0.00152,-0.00160, .-0.00168,-0.00175,-0.00182,-0.00189,-0.00196, .-0.00202,-0.00208,-0.00214,-0.00219,-0.00224, .-0.00229,-0.00235,-0.00240,-0.00246,-0.00252, .-0.00259,-0.00267,-0.00275,-0.00283,-0.00291, .-0.00299,-0.00305,-0.00311,-0.00315,-0.00318, .-0.00319,-0.00318,-0.00318,-0.00317,-0.00315, .-0.00313,-0.00311,-0.00309,-0.00307,-0.00304, .-0.00302,-0.00300,-0.00297,-0.00295,-0.00293, .-0.00292,-0.00291,-0.00291,-0.00290,-0.00290, .-0.00290,-0.00290,-0.00290,-0.00290,-0.00291, .-0.00292,-0.00293,-0.00294,-0.00296,-0.00297, .-0.00298,-0.00299,-0.00301,-0.00302,-0.00304, .-0.00307,-0.00310,-0.00314,-0.00318,-0.00322, .-0.00327,-0.00331,-0.00336,-0.00341,-0.00346, .-0.00352,-0.00357,-0.00363,-0.00369,-0.00375, .-0.00382,-0.00389,-0.00396,-0.00404,-0.00413, .-0.00421,-0.00430,-0.00439,-0.00447,-0.00456, .-0.00464,-0.00472,-0.00479,-0.00486,-0.00492, .-0.00497,-0.00502,-0.00507,-0.00511,-0.00515, .-0.00519,-0.00523,-0.00526,-0.00528,-0.00530, .-0.00532,-0.00532,-0.00532,-0.00532,-0.00530, .-0.00529,-0.00527,-0.00524,-0.00520,-0.00517, .-0.00513,-0.00509,-0.00504,-0.00499,-0.00494 , .-0.00488,-0.00482,-0.00475,-0.00468,-0.00461, .-0.00454,-0.00447,-0.00439,-0.00432,-0.00424, .-0.00416,-0.00408,-0.00400,-0.00391,-0.00383, .-0.00375,-0.00368,-0.00360,-0.00353,-0.00347, .-0.00341,-0.00337,-0.00333,-0.00331,-0.00329, .-0.00328,-0.00329,-0.00331,-0.00334,-0.00338, .-0.00344,-0.00350,-0.00356,-0.00364,-0.00372, .-0.00380,-0.00388,-0.00397,-0.00406,-0.00415, .-0.00424,-0.00434,-0.00444,-0.00454,-0.00463, .-0.00473,-0.00484,-0.00493,-0.00503,-0.00512, .-0.00521,-0.00529,-0.00536,-0.00543,-0.00550, .-0.00556,-0.00562,-0.00568,-0.00573,-0.00579, .-0.00583,-0.00586,-0.00589,-0.00591,-0.00592, .-0.00592,-0.00590,-0.00588,-0.00585,-0.00580, .-0.00574,-0.00566,-0.00557,-0.00546,-0.00534, .-0.00521,-0.00506,-0.00491,-0.00474,-0.00455, .-0.00437,-0.00418,-0.00397,-0.00377,-0.00356, .-0.00335,-0.00314,-0.00293,-0.00273,-0.00253, .-0.00234,-0.00215,-0.00198,-0.00182,-0.00167, .-0.00154,-0.00141,-0.00130,-0.00120,-0.00112, .-0.00104,-0.00097,-0.00091,-0.00086,-0.00081, .-0.00078,-0.00075,-0.00074,-0.00073,-0.00074, .-0.00076,-0.00079,-0.00083,-0.00089,-0.00097, .-0.00106,-0.00117,-0.00130,-0.00145,-0.00161, .-0.00179,-0.00199,-0.00219,-0.00242,-0.00265, .-0.00289,-0.00313,-0.00336,-0.00359,-0.00380, .-0.00399,-0.00415,-0.00429,-0.00437,-0.00442, .-0.00443,-0.00441,-0.00435,-0.00427,-0.00417, .-0.00408,-0.00400,-0.00396,-0.00396,-0.00402, .-0.00413,-0.00430,-0.00452,-0.00477,-0.00502, .-0.00526,-0.00548,-0.00564,-0.00557,-0.00520, .-0.00457,-0.00372,-0.00267,-0.00141,-0.00008, . 0.00114, 0.00214, 0.00291, 0.00348, 0.00386, . 0.00404, 0.00406, 0.00402, 0.00398, 0.00394, . 0.00391, 0.00389, 0.00388, 0.00387, 0.00386, . 0.00385, 0.00385, 0.00384, 0.00384, 0.00383, . 0.00383, 0.00382, 0.00382, 0.00381, 0.00380, . 0.00378, 0.00377, 0.00376, 0.00374, 0.00373, . 0.00372, 0.00371, 0.00370, 0.00369, 0.00369, . 0.00368, 0.00368, 0.00367, 0.00366, 0.00366, . 0.00365, 0.00364, 0.00363, 0.00362, 0.00361, . 0.00360, 0.00359, 0.00358, 0.00357, 0.00356, . 0.00354, 0.00353, 0.00351, 0.00349, 0.00347, . 0.00345, 0.00343, 0.00340, 0.00338, 0.00336, . 0.00335, 0.00333, 0.00331, 0.00330, 0.00328, . 0.00326, 0.00324, 0.00322, 0.00320, 0.00318, . 0.00316, 0.00313, 0.00311, 0.00309, 0.00307, . 0.00305, 0.00302, 0.00300, 0.00298, 0.00296, . 0.00294, 0.00291, 0.00289, 0.00286, 0.00284, . 0.00281, 0.00279, 0.00277, 0.00275, 0.00273, . 0.00272, 0.00272, 0.00271, 0.00270, 0.00270, . 0.00270, 0.00269, 0.00269, 0.00268, 0.00267, . 0.00266, 0.00265, 0.00264, 0.00263, 0.00263, . 0.00261, 0.00260, 0.00260, 0.00259, 0.00258, . 0.00257, 0.00257, 0.00257, 0.00257, 0.00257, . 0.00257, 0.00256, 0.00255, 0.00253, 0.00251, . 0.00250, 0.00248, 0.00246, 0.00244, 0.00243, . 0.00241, 0.00239, 0.00237, 0.00235, 0.00233, . 0.00230, 0.00227, 0.00224, 0.00221, 0.00217, . 0.00213, 0.00208, 0.00204, 0.00200, 0.00195, . 0.00190, 0.00186, 0.00182, 0.00177, 0.00173, . 0.00169, 0.00164, 0.00160, 0.00155, 0.00149, . 0.00143, 0.00137, 0.00131, 0.00124, 0.00118, . 0.00111, 0.00105, 0.00099, 0.00094, 0.00089, . 0.00084, 0.00080, 0.00076, 0.00072, 0.00069, . 0.00066, 0.00063, 0.00060, 0.00057, 0.00054, . 0.00051, 0.00048, 0.00045, 0.00042, 0.00039, . 0.00036, 0.00034, 0.00031, 0.00028, 0.00025, . 0.00023, 0.00020, 0.00017, 0.00015, 0.00013, . 0.00011, 0.00009, 0.00007, 0.00005, 0.00003, . 0.00000/ xiu = xi xo = xi if (xi.lt.0001.or.xi.gt.4096) return c if (xi.gt.2048) xiu = xi-2048 ! JAY WHY WAS THIS HERE?! pctphase = (xiu-int(xiu/68.266666)*68.266666)/68.266666*100.00 r = 1 + 5*pctphase i = int(r) f = r-i corru = (1-f)*corr(i) + (f)*corr(i+1) xo = xi + corru*0.68266 return end c---------------------------------------------------- c c the following routines will supply the table values c c real*8 function tab1xx_fn(i,j,g) implicit none integer i,j,g integer*2 wwtabx1(12,33,65) common /wwtabx1_/wwtabx1 tab1xx_fn = wwtabx1(g,j,i)/1000.0 return end real*8 function tab1yy_fn(i,j,g) implicit none integer i,j,g integer*2 wwtaby1(12,33,65) common /wwtaby1_/wwtaby1 tab1yy_fn = wwtaby1(g,j,i)/1000.0 if (g.eq.8.and.j.eq.1) tab1yy_fn = tab1yy_fn+0.01 return end real*8 function tab2xx_fn(i,j,g) implicit none integer i,j,g integer*2 wwtabx2(12,33,65) common /wwtabx2_/wwtabx2 tab2xx_fn = wwtabx2(g,j,i)/1000.0 return end real*8 function tab2yy_fn(i,j,g) implicit none integer i,j,g integer*2 wwtaby2(12,33,65) common /wwtaby2_/wwtaby2 tab2yy_fn = wwtaby2(g,j,i)/1000.0 return end block data xx1array integer*2 wwtabx1(12,33,65) common /wwtabx1_/wwtabx1 data wwtabx1/ c-249,-139, 86, 313, 40, 159, 354, 86, 392, 272, 349, 251, c-247,-136, 84, 317, 46, 166, 361, 91, 399, 215, 361, 260, c-244,-134, 83, 325, 53, 171, 368, 97, 406, 197, 367, 268, c-239,-127, 90, 336, 65, 181, 374, 104, 411, 224, 370, 274, c-236,-123, 88, 341, 73, 180, 382, 110, 417, 286, 372, 279, c-235,-118, 89, 351, 83, 188, 388, 117, 423, 335, 378, 285, c-231,-110, 99, 369, 96, 200, 395, 128, 430, 366, 385, 292, c-221,-100, 107, 381, 112, 203, 402, 137, 438, 391, 392, 300, c-210, -90, 111, 388, 121, 211, 407, 144, 446, 406, 399, 309, c-199, -83, 118, 397, 133, 217, 415, 151, 455, 392, 409, 319, c-189, -76, 125, 404, 146, 233, 423, 157, 462, 375, 415, 327, c-184, -71, 132, 407, 156, 235, 429, 165, 470, 375, 420, 333, c-183, -67, 141, 407, 162, 234, 436, 170, 477, 389, 423, 337, c-177, -63, 155, 413, 174, 249, 442, 173, 483, 407, 426, 341, c-164, -59, 164, 419, 177, 249, 447, 177, 486, 423, 428, 345, c-155, -56, 169, 421, 176, 255, 451, 179, 489, 444, 430, 348, c-152, -53, 171, 417, 172, 252, 449, 180, 489, 467, 431, 347, c-147, -49, 174, 419, 172, 260, 450, 179, 488, 500, 432, 346, c-149, -44, 167, 423, 172, 269, 450, 182, 488, 498, 431, 343, c-151, -38, 162, 428, 178, 266, 451, 186, 490, 473, 431, 342, c-147, -29, 166, 434, 184, 272, 458, 195, 496, 444, 437, 346, c-137, -16, 179, 442, 193, 282, 469, 212, 506, 438, 447, 355, c-121, 1, 198, 457, 211, 281, 486, 232, 521, 430, 457, 370, c -96, 21, 218, 480, 237, 310, 506, 255, 543, 444, 473, 388, c -64, 44, 235, 506, 257, 334, 531, 279, 568, 488, 493, 410, c -31, 68, 252, 527, 275, 351, 555, 301, 592, 575, 517, 433, c -2, 89, 273, 549, 293, 376, 576, 327, 613, 628, 539, 454, c 26, 109, 298, 566, 309, 396, 598, 341, 629, 666, 554, 471, c 46, 127, 315, 573, 317, 419, 610, 354, 643, 695, 562, 482, c 57, 141, 318, 573, 318, 426, 616, 353, 651, 738, 564, 487, c 58, 148, 313, 564, 306, 425, 614, 352, 658, 732, 564, 490, c 73, 161, 318, 557, 308, 424, 614, 343, 664, 681, 567, 490, c 87, 175, 323, 548, 307, 414, 613, 335, 671, 608, 574, 490, c-202, -90, 127, 369, 89, 193, 393, 117, 431, 414, 396, 298, c-198, -88, 125, 373, 94, 199, 398, 120, 436, 341, 407, 305, c-196, -85, 124, 378, 99, 213, 403, 124, 440, 309, 413, 310, c-192, -80, 124, 384, 105, 217, 408, 130, 444, 312, 414, 313, c-193, -76, 118, 384, 108, 218, 411, 134, 447, 349, 413, 315, c-194, -72, 115, 390, 114, 222, 416, 140, 451, 377, 415, 317, c-193, -66, 124, 404, 125, 227, 420, 147, 455, 389, 419, 321, c-185, -59, 132, 413, 136, 236, 425, 151, 462, 398, 421, 326, c-178, -53, 134, 415, 144, 237, 431, 156, 468, 401, 426, 333, c-171, -48, 139, 423, 153, 238, 437, 163, 474, 379, 431, 340, c-162, -45, 144, 429, 161, 246, 443, 169, 481, 358, 436, 347, c-159, -42, 149, 431, 165, 245, 448, 174, 487, 358, 439, 350, c-160, -40, 155, 429, 171, 241, 451, 179, 493, 377, 441, 353, c-155, -38, 167, 435, 180, 258, 456, 183, 497, 400, 444, 356, c-145, -36, 175, 440, 185, 264, 462, 186, 500, 421, 445, 359, c-137, -34, 178, 438, 184, 267, 463, 189, 500, 448, 445, 360, c-136, -33, 179, 434, 181, 264, 463, 187, 500, 472, 446, 358, c-132, -30, 180, 433, 179, 264, 461, 185, 497, 497, 445, 355, c-134, -26, 175, 434, 178, 269, 460, 183, 495, 484, 443, 351, c-136, -22, 171, 437, 183, 267, 461, 186, 496, 449, 443, 349, c-134, -15, 174, 441, 187, 269, 465, 191, 500, 407, 447, 350, c-125, -4, 186, 450, 195, 282, 476, 205, 509, 390, 455, 357, c-112, 9, 204, 462, 212, 292, 490, 223, 523, 380, 464, 370, c -87, 27, 220, 483, 236, 312, 509, 244, 541, 390, 476, 386, c -60, 45, 232, 503, 251, 335, 530, 267, 564, 435, 496, 405, c -32, 65, 247, 523, 267, 344, 552, 290, 587, 514, 518, 426, c -6, 82, 266, 542, 283, 362, 573, 312, 606, 558, 538, 444, c 19, 98, 286, 556, 297, 379, 591, 329, 620, 578, 553, 458, c 37, 113, 302, 561, 303, 388, 605, 342, 630, 588, 560, 465, c 46, 125, 304, 561, 304, 403, 609, 344, 638, 612, 562, 468, c 46, 129, 299, 553, 291, 401, 606, 341, 643, 597, 562, 469, c 60, 143, 303, 549, 294, 399, 605, 334, 649, 554, 565, 468, c 77, 158, 310, 539, 293, 407, 603, 327, 653, 487, 571, 466, c-154, -42, 168, 425, 136, 236, 438, 154, 469, 513, 441, 343, c-151, -39, 166, 428, 140, 243, 440, 156, 472, 426, 451, 347, c-148, -37, 165, 431, 146, 248, 442, 158, 475, 379, 456, 350, c-147, -32, 159, 432, 146, 247, 443, 159, 476, 364, 454, 349, c-148, -30, 149, 428, 145, 251, 446, 161, 478, 385, 452, 348, c-151, -28, 143, 430, 148, 251, 447, 161, 479, 401, 452, 347, c-154, -24, 148, 438, 154, 256, 449, 166, 481, 403, 452, 348, c-151, -19, 156, 445, 161, 257, 451, 168, 485, 406, 451, 351, c-146, -15, 157, 444, 165, 258, 457, 173, 489, 402, 453, 355, c-142, -14, 160, 449, 172, 259, 460, 181, 495, 378, 455, 360, c-135, -12, 164, 454, 175, 269, 465, 185, 498, 353, 458, 365, c-134, -12, 165, 455, 178, 265, 467, 189, 503, 351, 458, 366, c-137, -13, 169, 452, 180, 260, 470, 192, 508, 371, 458, 368, c-135, -13, 178, 454, 187, 269, 472, 194, 511, 397, 460, 369, c-125, -12, 185, 457, 190, 277, 476, 197, 512, 417, 461, 371, c-120, -13, 187, 455, 191, 277, 476, 197, 512, 446, 461, 370, c-120, -13, 187, 449, 188, 274, 476, 196, 510, 469, 461, 368, c-116, -12, 185, 446, 186, 273, 474, 193, 507, 487, 459, 364, c-120, -9, 183, 445, 184, 275, 470, 189, 504, 469, 456, 360, c-123, -7, 180, 445, 187, 269, 471, 190, 503, 431, 454, 356, c-122, -1, 183, 449, 189, 279, 475, 193, 505, 384, 457, 356, c-113, 6, 193, 456, 198, 286, 483, 205, 512, 366, 463, 361, c-102, 18, 210, 468, 213, 294, 497, 222, 524, 359, 471, 372, c -79, 31, 221, 485, 232, 315, 514, 242, 542, 370, 482, 386, c -57, 47, 229, 501, 246, 334, 532, 262, 563, 413, 499, 403, c -32, 63, 242, 518, 260, 342, 552, 284, 582, 484, 519, 420, c -10, 76, 259, 535, 273, 363, 570, 304, 598, 518, 538, 436, c 11, 88, 275, 545, 285, 373, 586, 321, 611, 520, 551, 447, c 28, 100, 288, 551, 291, 381, 597, 329, 619, 512, 558, 452, c 36, 109, 291, 552, 292, 385, 600, 333, 624, 521, 558, 453, c 36, 112, 285, 545, 279, 382, 597, 325, 628, 504, 558, 452, c 50, 125, 291, 540, 278, 388, 595, 321, 632, 468, 562, 451, c 65, 139, 295, 533, 275, 386, 593, 313, 636, 408, 567, 447, c-102, 13, 220, 481, 184, 276, 489, 204, 507, 561, 484, 385, c-102, 14, 213, 479, 186, 284, 489, 202, 509, 461, 493, 387, c-102, 15, 207, 479, 189, 288, 490, 201, 509, 401, 497, 387, c-103, 19, 194, 479, 183, 284, 486, 197, 509, 372, 494, 384, c-105, 21, 179, 477, 178, 283, 484, 194, 508, 385, 490, 380, c-107, 22, 170, 473, 177, 277, 484, 192, 505, 397, 487, 377, c-112, 23, 175, 474, 181, 275, 483, 191, 505, 403, 485, 375, c-114, 24, 182, 479, 186, 281, 484, 194, 508, 415, 482, 375, c-113, 24, 184, 479, 189, 278, 485, 197, 511, 417, 480, 377, c-109, 24, 186, 480, 192, 275, 488, 202, 514, 392, 481, 380, c-105, 22, 187, 480, 193, 278, 490, 204, 518, 364, 480, 381, c-104, 20, 185, 479, 193, 273, 489, 203, 521, 359, 479, 380, c-110, 17, 185, 473, 193, 266, 489, 206, 524, 375, 478, 380, c-112, 15, 191, 474, 196, 282, 490, 208, 526, 400, 478, 380, c-103, 14, 196, 477, 199, 291, 492, 211, 526, 419, 476, 381, c -98, 12, 196, 477, 198, 293, 494, 211, 523, 444, 475, 380, c-100, 10, 195, 470, 195, 285, 492, 207, 521, 459, 473, 378, c-103, 10, 191, 461, 192, 282, 488, 203, 517, 472, 471, 374, c-106, 11, 188, 458, 190, 279, 486, 199, 512, 452, 467, 369, c-106, 12, 185, 457, 189, 275, 484, 198, 510, 416, 465, 365, c-105, 16, 190, 460, 191, 284, 487, 198, 511, 376, 468, 365, c -99, 22, 198, 463, 198, 278, 495, 205, 518, 367, 473, 369, c -87, 31, 212, 472, 211, 288, 508, 218, 528, 368, 479, 378, c -67, 42, 220, 484, 226, 302, 522, 235, 543, 389, 489, 389, c -48, 53, 228, 499, 239, 319, 538, 253, 561, 434, 504, 403, c -31, 63, 239, 513, 251, 330, 554, 271, 578, 497, 522, 419, c -18, 71, 255, 528, 264, 353, 567, 289, 591, 513, 537, 432, c -3, 78, 265, 537, 269, 357, 579, 303, 600, 490, 548, 440, c 12, 85, 272, 540, 273, 361, 586, 310, 605, 459, 553, 442, c 22, 92, 272, 541, 276, 364, 588, 312, 609, 458, 553, 441, c 19, 93, 263, 534, 266, 354, 584, 306, 611, 444, 553, 439, c 32, 105, 273, 531, 262, 364, 582, 302, 615, 423, 556, 437, c 45, 117, 280, 526, 258, 365, 581, 297, 618, 391, 562, 434, c -54, 69, 258, 521, 223, 308, 535, 239, 544, 578, 524, 423, c -55, 69, 250, 518, 223, 312, 536, 238, 544, 472, 532, 423, c -57, 69, 241, 517, 221, 316, 533, 234, 544, 402, 534, 422, c -59, 72, 226, 515, 217, 316, 528, 228, 540, 363, 530, 416, c -64, 72, 210, 508, 208, 308, 522, 220, 536, 367, 524, 410, c -66, 71, 200, 502, 205, 301, 516, 217, 532, 378, 519, 405, c -73, 69, 202, 500, 206, 296, 514, 215, 530, 393, 516, 401, c -76, 67, 209, 503, 210, 295, 512, 216, 530, 421, 511, 399, c -79, 64, 213, 504, 211, 295, 511, 216, 532, 439, 507, 398, c -80, 59, 211, 502, 209, 294, 511, 216, 535, 416, 506, 398, c -80, 55, 208, 501, 208, 292, 509, 215, 537, 380, 504, 397, c -80, 50, 204, 499, 206, 290, 507, 215, 537, 364, 501, 393, c -86, 46, 203, 494, 205, 281, 505, 217, 538, 374, 498, 391, c -90, 42, 206, 493, 203, 290, 504, 218, 538, 394, 495, 389, c -86, 40, 208, 495, 204, 296, 503, 217, 537, 410, 491, 388, c -84, 35, 203, 490, 202, 290, 505, 218, 534, 425, 489, 386, c -89, 32, 202, 484, 198, 288, 502, 214, 530, 432, 485, 384, c -94, 29, 199, 476, 193, 279, 499, 211, 525, 445, 482, 380, c -95, 28, 192, 470, 191, 274, 497, 207, 521, 428, 477, 376, c -94, 28, 189, 468, 192, 279, 497, 208, 518, 402, 475, 373, c -92, 31, 194, 470, 192, 288, 497, 206, 518, 377, 477, 372, c -88, 36, 204, 474, 196, 286, 503, 211, 523, 385, 482, 375, c -75, 45, 215, 480, 211, 293, 515, 220, 532, 397, 488, 382, c -58, 53, 224, 491, 225, 305, 528, 237, 544, 431, 496, 391, c -44, 61, 233, 505, 235, 320, 541, 252, 559, 479, 507, 403, c -34, 67, 243, 516, 246, 331, 554, 265, 574, 532, 522, 416, c -24, 71, 253, 526, 255, 340, 563, 278, 584, 523, 534, 427, c -12, 73, 259, 531, 257, 339, 571, 290, 590, 484, 542, 433, c 0, 77, 263, 534, 260, 338, 576, 297, 594, 435, 547, 433, c 11, 79, 264, 532, 261, 339, 578, 298, 595, 422, 547, 432, c 12, 78, 259, 524, 253, 336, 573, 294, 597, 414, 547, 428, c 24, 88, 268, 522, 251, 344, 573, 292, 598, 408, 551, 426, c 34, 98, 277, 517, 244, 348, 571, 288, 601, 407, 557, 424, c -6, 127, 297, 553, 254, 342, 570, 269, 576, 601, 556, 452, c -8, 124, 286, 549, 251, 342, 569, 266, 576, 496, 564, 451, c -10, 121, 277, 547, 249, 340, 565, 262, 573, 423, 565, 449, c -18, 121, 262, 541, 243, 335, 556, 253, 568, 374, 559, 443, c -25, 119, 246, 529, 233, 323, 548, 243, 562, 366, 551, 435, c -32, 114, 235, 520, 228, 306, 539, 238, 555, 375, 545, 428, c -43, 110, 236, 517, 229, 304, 534, 233, 551, 404, 540, 423, c -48, 105, 237, 518, 229, 309, 534, 233, 550, 451, 535, 419, c -52, 98, 237, 519, 227, 309, 531, 230, 550, 484, 532, 417, c -56, 89, 232, 517, 226, 308, 528, 228, 550, 461, 528, 414, c -61, 81, 227, 515, 223, 305, 523, 223, 550, 413, 525, 410, c -66, 74, 221, 513, 218, 300, 519, 220, 549, 380, 520, 403, c -71, 68, 220, 509, 212, 292, 514, 219, 548, 375, 515, 399, c -76, 62, 222, 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-61, c-168, -89, -5, 268,-187,-105, 258,-285, 315,-292, 309, -49, c-152, -73, 10, 290,-164, -94, 275,-266, 328,-280, 326, -38, c-130, -51, 31, 306,-145, -73, 293,-249, 344,-309, 343, -24, c-117, -37, 44, 316,-134, -64, 304,-234, 359,-343, 357, -11, c-102, -24, 59, 327,-123, -49, 314,-225, 373,-360, 368, 1, c -91, -15, 71, 337,-114, -39, 325,-214, 386,-358, 376, 12, c -83, -10, 84, 348,-102, -33, 336,-203, 397,-339, 384, 23, c -72, -6, 99, 364, -87, -15, 349,-190, 410,-310, 395, 34, c -59, -1, 108, 379, -71, 0, 363,-178, 423,-270, 408, 46, c -45, 5, 116, 393, -57, 17, 377,-166, 438,-246, 419, 58, c -32, 14, 120, 407, -42, 31, 388,-152, 451,-228, 428, 69, c -24, 21, 121, 421, -30, 45, 398,-143, 464,-206, 436, 78, c -20, 26, 124, 429, -24, 48, 404,-134, 473,-190, 441, 84, c -18, 30, 134, 435, -20, 50, 405,-129, 475,-218, 444, 86, c -14, 28, 139, 434, -18, 48, 404,-129, 472,-267, 445, 84, c -16, 21, 136, 426, -23, 40, 399,-135, 463,-312, 442, 76, c -27, 13, 131, 416, -35, 31, 389,-148, 451,-336, 437, 66, c -40, 6, 120, 403, -47, 20, 377,-161, 437,-347, 429, 55, c -49, 1, 109, 389, -56, 4, 368,-174, 423,-340, 421, 42, c -58, -3, 99, 377, -65, -7, 359,-184, 410,-327, 417, 32, c -72, -11, 90, 367, -76, -17, 351,-200, 400,-325, 415, 23, c -81, -16, 84, 360, -86, -30, 343,-207, 394,-325, 416, 18, c -84, -15, 80, 362, -89, -33, 342,-210, 391,-313, 418, 16, c -79, -9, 82, 369, -88, -26, 349,-202, 395,-286, 421, 18, c -66, 1, 87, 375, -85, -19, 356,-193, 402,-281, 425, 25, c -48, 13, 96, 382, -82, -13, 369,-179, 413,-311, 431, 35, c -34, 25, 108, 392, -73, -1, 384,-166, 423,-352, 436, 44, c -24, 32, 121, 404, -66, 8, 395,-154, 431,-366, 440, 51, c -21, 31, 133, 408, -65, 10, 403,-144, 436,-368, 445, 55, c -21, 29, 140, 412, -62, 11, 406,-142, 435,-365, 446, 57, c -32, 16, 131, 410, -68, 2, 405,-137, 432,-342, 446, 57, c -45, 2, 121, 406, -77, -4, 397,-141, 426,-303, 444, 55, c-202,-113, -26, 229,-228,-139, 225,-328, 284,-371, 271, -80, c-183, -98, -9, 256,-202,-118, 245,-308, 300,-334, 294, -66, c-164, -83, 7, 283,-175,-106, 264,-284, 318,-327, 315, -51, c-133, -58, 32, 307,-149, -78, 288,-264, 337,-361, 336, -33, c-113, -40, 49, 324,-130, -63, 306,-245, 357,-392, 356, -17, c -98, -23, 65, 340,-113, -41, 320,-231, 375,-400, 373, 0, c -84, -9, 81, 353, -97, -31, 334,-216, 391,-387, 384, 13, c -71, 0, 98, 366, -85, -21, 347,-202, 406,-348, 395, 25, c -57, 7, 114, 385, -66, 0, 361,-185, 420,-302, 407, 37, c -41, 13, 127, 400, -49, 13, 376,-169, 433,-259, 418, 50, c -28, 21, 132, 412, -35, 28, 388,-156, 447,-235, 428, 61, c -20, 27, 133, 423, -28, 41, 398,-146, 460,-227, 436, 72, c -14, 33, 131, 434, -22, 49, 404,-136, 471,-221, 441, 79, c -10, 38, 133, 440, -17, 54, 406,-131, 477,-219, 445, 83, c -11, 41, 139, 442, -14, 54, 406,-130, 477,-251, 446, 83, c -12, 40, 144, 438, -14, 51, 404,-134, 471,-296, 445, 79, c -15, 33, 143, 429, -19, 41, 397,-143, 461,-322, 443, 71, c -26, 25, 137, 417, -30, 24, 386,-157, 446,-325, 435, 60, c -38, 18, 123, 405, -47, 17, 375,-172, 429,-323, 426, 47, c -46, 13, 108, 390, -59, -1, 364,-185, 414,-317, 419, 34, c -57, 7, 94, 377, -68, -14, 355,-200, 401,-312, 414, 23, c -69, 0, 86, 367, -79, -22, 346,-215, 392,-322, 414, 14, c -79, -4, 80, 366, -93, -27, 337,-221, 386,-336, 414, 8, c -83, -5, 78, 366, -94, -31, 336,-224, 386,-341, 417, 6, c -79, 0, 81, 370, -94, -28, 341,-216, 389,-324, 419, 9, c -66, 7, 87, 376, -95, -23, 350,-208, 397,-330, 423, 16, c -47, 18, 97, 386, -91, -12, 362,-192, 407,-369, 428, 25, c -31, 29, 111, 398, -79, 1, 376,-179, 417,-408, 432, 33, c -19, 35, 127, 409, -73, 12, 389,-167, 424,-414, 434, 38, c -17, 35, 138, 412, -71, 13, 394,-160, 425,-408, 436, 41, c -26, 26, 136, 408, -74, 6, 395,-155, 423,-406, 438, 41, c -41, 12, 127, 405, -80, -5, 391,-152, 417,-387, 436, 40, c -54, 0, 118, 401, -87, -8, 383,-156, 408,-358, 432, 36, c-205,-111, -25, 222,-242,-143, 211,-343, 270,-382, 255, -98, c-186, -96, -8, 251,-212,-122, 235,-320, 289,-349, 282, -81, c-166, -80, 8, 278,-187,-106, 258,-293, 310,-346, 307, -62, c-134, -57, 34, 306,-155, -77, 286,-268, 332,-382, 333, -42, c-110, -37, 54, 330,-129, -56, 307,-247, 354,-415, 357, -23, c -94, -18, 72, 351,-109, -33, 325,-229, 376,-424, 375, -4, c -79, -2, 88, 365, -90, -23, 340,-210, 394,-412, 389, 12, c -65, 8, 107, 377, -74, -12, 357,-195, 411,-378, 401, 26, c -48, 17, 124, 395, -56, 10, 372,-179, 426,-340, 414, 39, c -31, 25, 138, 412, -38, 24, 385,-165, 441,-305, 426, 52, c -19, 33, 142, 422, -28, 37, 398,-151, 453,-294, 436, 63, c -11, 40, 141, 434, -22, 51, 404,-142, 465,-299, 441, 73, c -6, 45, 138, 442, -20, 57, 409,-134, 474,-301, 446, 79, c -4, 50, 138, 443, -18, 59, 410,-132, 479,-299, 449, 82, c -5, 53, 143, 442, -17, 57, 410,-136, 477,-325, 449, 81, c -8, 50, 146, 438, -20, 53, 405,-143, 470,-358, 448, 76, c -14, 44, 144, 429, -23, 43, 396,-151, 458,-369, 444, 66, c -25, 34, 137, 415, -37, 24, 386,-165, 443,-358, 436, 55, c -39, 26, 120, 402, -57, 11, 373,-179, 426,-346, 426, 42, c -49, 20, 102, 390, -69, -6, 362,-193, 409,-334, 418, 27, c -60, 12, 87, 373, -80, -25, 352,-208, 397,-329, 413, 17, c -74, 2, 76, 364, -93, -36, 341,-220, 388,-342, 412, 8, c -84, -4, 69, 364,-105, -38, 334,-228, 382,-363, 414, 1, c -91, -8, 67, 362,-108, -43, 331,-230, 382,-373, 415, 0, c -88, -6, 68, 365,-108, -43, 335,-222, 387,-365, 417, 2, c -77, -1, 73, 372,-109, -42, 343,-214, 394,-376, 421, 7, c -61, 6, 83, 380,-108, -32, 355,-200, 404,-416, 425, 16, c -47, 14, 96, 389, -99, -18, 366,-190, 412,-455, 427, 24, c -37, 20, 110, 400, -94, -5, 377,-180, 416,-460, 427, 28, c -37, 17, 118, 400, -94, -6, 381,-175, 415,-452, 428, 29, c -49, 10, 115, 395, -96, -14, 380,-173, 410,-447, 427, 29, c -63, -4, 105, 390,-103, -25, 375,-170, 402,-430, 425, 26, c -77, -18, 96, 384,-111, -34, 366,-171, 392,-403, 421, 21, c-207,-109, -26, 212,-258,-158, 203,-360, 256,-367, 243,-116, c-188, -94, -9, 243,-227,-132, 230,-334, 279,-339, 274, -95, c-169, -79, 7, 271,-197,-117, 256,-304, 304,-341, 304, -73, c-133, -55, 36, 307,-159, -84, 286,-272, 329,-375, 332, -50, c-109, -34, 57, 335,-128, -57, 308,-250, 354,-415, 357, -29, c -91, -14, 78, 360,-105, -32, 328,-229, 377,-435, 378, -7, c -74, 3, 95, 376, -84, -20, 347,-209, 397,-434, 393, 10, c -58, 17, 117, 392, -64, -4, 364,-192, 414,-419, 405, 25, c -41, 27, 134, 409, -46, 19, 380,-177, 431,-406, 418, 39, c -23, 37, 148, 423, -28, 33, 394,-160, 444,-395, 431, 53, c -10, 45, 152, 433, -20, 44, 405,-148, 457,-407, 439, 63, c -1, 52, 149, 444, -20, 58, 413,-139, 466,-429, 446, 72, c 1, 57, 143, 449, -21, 59, 417,-131, 474,-436, 451, 78, c 2, 61, 144, 447, -20, 60, 417,-133, 477,-427, 454, 80, c -1, 63, 146, 442, -21, 57, 415,-139, 476,-442, 454, 78, c -5, 60, 147, 437, -23, 48, 411,-150, 468,-456, 452, 72, c -12, 54, 146, 430, -27, 34, 402,-159, 455,-448, 447, 63, c -25, 44, 137, 414, -44, 12, 389,-173, 440,-421, 439, 52, c -41, 34, 116, 401, -66, 1, 376,-189, 423,-400, 427, 37, c -52, 26, 95, 388, -81, -14, 364,-203, 408,-379, 418, 24, c -64, 16, 78, 371, -93, -28, 351,-221, 396,-368, 413, 13, c -78, 6, 66, 363,-106, -39, 340,-231, 387,-380, 412, 4, c -91, -4, 58, 363,-117, -43, 330,-238, 383,-401, 413, -2, c -98, -10, 55, 361,-119, -52, 327,-240, 382,-411, 414, -4, c -97, -12, 56, 361,-120, -60, 330,-235, 386,-407, 415, -4, c -89, -10, 60, 368,-121, -54, 335,-230, 392,-421, 417, 1, c -76, -5, 68, 375,-121, -45, 346,-218, 400,-462, 419, 9, c -63, 0, 79, 382,-116, -38, 355,-206, 406,-501, 421, 16, c -54, 4, 94, 392,-112, -25, 364,-199, 408,-506, 420, 20, c -58, 0, 100, 391,-114, -27, 364,-192, 405,-496, 419, 20, c -73, -7, 92, 382,-120, -37, 364,-188, 397,-487, 418, 19, c -87, -21, 83, 376,-128, -47, 357,-187, 387,-473, 415, 14, c-100, -35, 75, 371,-134, -56, 347,-187, 374,-447, 409, 7/ end block data yy1array integer*2 wwtaby1(12,33,65) common /wwtaby1_/wwtaby1 data wwtaby1/ c 608, 227, 555, 764, 591, 52, 284, -36, 452, 815, 335, 66, c 598, 213, 546, 750, 576, 49, 270, -51, 443, 806, 339, 53, c 587, 199, 535, 732, 557, 41, 258, -67, 436, 793, 339, 42, c 576, 183, 518, 715, 537, 33, 247, -80, 427, 776, 334, 32, c 562, 177, 505, 703, 522, 14, 238, -93, 415, 754, 327, 19, c 552, 178, 494, 687, 504, 0, 225,-109, 401, 724, 317, 6, c 542, 175, 477, 667, 481, -23, 208,-126, 384, 689, 305, -11, c 525, 168, 464, 649, 466, -42, 190,-149, 367, 657, 289, -28, c 509, 158, 449, 635, 448, -53, 172,-169, 352, 637, 275, -47, c 500, 144, 433, 621, 430, -72, 157,-188, 340, 627, 267, -63, c 488, 127, 416, 606, 412, -92, 144,-203, 332, 617, 258, -76, c 474, 113, 404, 599, 403, -96, 135,-217, 326, 604, 245, -87, c 464, 105, 400, 598, 396,-105, 125,-229, 320, 592, 232, -95, c 457, 99, 397, 591, 382,-124, 115,-243, 315, 576, 221,-103, c 453, 97, 391, 582, 370,-138, 107,-253, 308, 555, 209,-111, c 445, 95, 380, 577, 364,-145, 100,-263, 302, 523, 196,-118, c 439, 89, 370, 579, 361,-147, 95,-271, 296, 482, 189,-124, c 435, 83, 366, 576, 356,-151, 91,-284, 292, 447, 191,-129, c 429, 81, 366, 566, 348,-167, 87,-293, 289, 441, 193,-132, c 428, 82, 365, 563, 340,-169, 81,-301, 283, 449, 193,-135, c 427, 81, 358, 558, 329,-182, 73,-312, 277, 454, 191,-141, c 425, 80, 356, 549, 318,-192, 63,-328, 266, 444, 184,-151, c 414, 79, 355, 536, 300,-202, 50,-347, 252, 447, 175,-165, c 395, 72, 345, 518, 276,-223, 35,-369, 234, 443, 159,-183, c 367, 56, 324, 496, 254,-244, 15,-392, 213, 409, 140,-207, c 336, 31, 303, 474, 232,-262, -9,-419, 191, 343, 119,-232, c 306, 0, 274, 450, 200,-293, -34,-452, 170, 259, 99,-257, c 278, -34, 238, 422, 164,-329, -60,-481, 150, 171, 77,-280, c 254, -64, 199, 400, 135,-353, -78,-500, 133, 117, 61,-298, c 239, -82, 180, 392, 119,-364, -86,-515, 123, 106, 53,-308, c 234, -93, 186, 392, 114,-360, -84,-517, 118, 105, 53,-312, c 236, -94, 189, 397, 110,-358, -80,-513, 117, 101, 51,-313, c 237, -96, 193, 404, 109,-351, -73,-500, 121, 88, 49,-309, c 551, 172, 497, 697, 528, -2, 235, -78, 400, 759, 281, 15, c 542, 159, 488, 683, 513, -5, 224, -91, 396, 753, 285, 5, c 531, 144, 477, 668, 496, -10, 215,-105, 390, 743, 286, -3, c 523, 131, 466, 656, 481, -16, 204,-119, 384, 731, 284, -10, c 515, 129, 461, 650, 470, -33, 197,-129, 377, 713, 278, -19, c 509, 133, 452, 639, 456, -44, 187,-142, 368, 689, 271, -31, c 503, 134, 442, 625, 440, -57, 175,-158, 354, 659, 262, -44, c 489, 131, 430, 612, 429, -82, 159,-174, 341, 633, 250, -60, c 476, 123, 418, 603, 416, -92, 145,-193, 330, 619, 241, -75, c 469, 111, 404, 591, 402,-101, 131,-208, 321, 612, 236, -87, c 461, 96, 391, 580, 387,-118, 123,-221, 314, 605, 231, -98, c 451, 86, 380, 575, 380,-121, 115,-232, 309, 593, 223,-107, c 442, 80, 376, 575, 374,-130, 107,-242, 305, 580, 212,-114, c 439, 77, 376, 570, 362,-148, 99,-258, 299, 564, 204,-120, c 436, 78, 374, 563, 352,-157, 91,-269, 293, 544, 195,-127, c 430, 80, 365, 559, 347,-165, 87,-278, 288, 512, 184,-133, c 425, 77, 358, 560, 344,-166, 83,-285, 284, 475, 179,-138, c 423, 72, 358, 558, 340,-164, 82,-292, 280, 446, 182,-140, c 421, 72, 361, 553, 335,-176, 79,-299, 279, 448, 188,-141, c 420, 74, 359, 552, 330,-178, 75,-306, 277, 464, 190,-142, c 422, 75, 352, 550, 324,-188, 69,-315, 272, 471, 189,-146, c 421, 74, 349, 544, 316,-196, 59,-328, 263, 458, 185,-154, c 410, 73, 345, 531, 298,-205, 47,-346, 251, 448, 176,-167, c 392, 68, 336, 516, 277,-231, 32,-367, 235, 425, 161,-183, c 368, 54, 318, 497, 256,-245, 14,-389, 215, 383, 142,-206, c 341, 32, 300, 474, 235,-264, -6,-416, 193, 314, 122,-229, c 315, 3, 276, 453, 206,-291, -29,-447, 172, 239, 101,-253, c 291, -26, 248, 430, 174,-317, -52,-475, 153, 172, 81,-273, c 271, -52, 214, 411, 148,-346, -68,-494, 136, 147, 63,-289, c 259, -67, 198, 403, 135,-356, -75,-508, 126, 161, 57,-296, c 256, -76, 201, 403, 131,-356, -71,-508, 121, 186, 58,-299, c 256, -78, 205, 408, 126,-349, -67,-504, 122, 191, 57,-297, c 258, -80, 209, 416, 126,-352, -59,-495, 125, 186, 57,-292, c 495, 118, 440, 626, 463, -56, 180,-131, 348, 716, 226, -36, c 484, 104, 431, 616, 450, -61, 172,-142, 345, 712, 233, -44, c 473, 89, 420, 604, 435, -69, 165,-153, 343, 705, 236, -50, c 471, 80, 415, 596, 424, -73, 157,-164, 342, 697, 234, -55, c 468, 82, 415, 595, 418, -83, 153,-173, 338, 682, 230, -62, c 465, 89, 412, 592, 409, -87, 147,-181, 332, 661, 227, -70, c 463, 93, 404, 582, 397, -97, 139,-192, 323, 635, 221, -81, c 454, 93, 397, 576, 393,-115, 127,-206, 313, 612, 213, -92, c 443, 88, 386, 568, 382,-121, 115,-220, 304, 600, 207,-104, c 439, 77, 374, 561, 371,-131, 105,-235, 298, 595, 206,-114, c 434, 66, 365, 553, 361,-145, 98,-247, 293, 589, 204,-122, c 427, 58, 356, 552, 359,-144, 94,-256, 290, 577, 199,-128, c 421, 54, 352, 551, 352,-150, 88,-265, 286, 564, 192,-133, c 420, 55, 355, 549, 342,-164, 82,-276, 282, 546, 188,-138, c 418, 59, 356, 544, 334,-173, 77,-284, 277, 527, 181,-143, c 415, 64, 349, 540, 328,-178, 74,-291, 272, 497, 172,-148, c 412, 64, 346, 541, 326,-181, 73,-295, 270, 464, 168,-151, c 412, 62, 349, 541, 325,-180, 73,-303, 269, 439, 173,-152, c 412, 63, 355, 539, 321,-189, 72,-308, 269, 448, 179,-152, c 413, 67, 352, 543, 319,-188, 69,-313, 269, 466, 183,-152, c 417, 68, 345, 543, 316,-192, 63,-321, 266, 474, 183,-154, c 418, 68, 341, 539, 311,-198, 55,-332, 259, 457, 181,-160, c 406, 68, 338, 528, 298,-206, 44,-349, 250, 437, 172,-170, c 388, 64, 328, 515, 279,-229, 29,-367, 235, 403, 160,-186, c 370, 52, 314, 498, 259,-242, 14,-389, 216, 359, 141,-205, c 346, 32, 297, 477, 237,-268, -4,-414, 196, 294, 122,-228, c 325, 8, 279, 458, 211,-290, -24,-442, 175, 226, 102,-249, c 303, -19, 258, 437, 183,-317, -43,-467, 157, 177, 84,-267, c 288, -40, 229, 420, 162,-336, -57,-483, 142, 175, 68,-280, c 279, -52, 216, 413, 153,-344, -63,-495, 132, 204, 63,-286, c 275, -61, 217, 414, 147,-349, -57,-495, 127, 245, 65,-287, c 277, -62, 221, 420, 146,-342, -52,-490, 128, 257, 65,-284, c 279, -63, 225, 428, 145,-340, -45,-484, 132, 261, 67,-278, c 423, 57, 372, 553, 392,-122, 116,-200, 294, 687, 174, -94, c 418, 47, 366, 550, 384,-118, 109,-208, 295, 687, 180, -99, c 413, 35, 359, 541, 373,-127, 105,-218, 294, 683, 184,-103, c 415, 29, 362, 541, 371,-127, 101,-226, 295, 677, 184,-105, c 421, 34, 371, 544, 371,-137, 103,-230, 295, 665, 183,-108, c 422, 45, 373, 544, 367,-137, 102,-232, 294, 646, 182,-113, c 419, 53, 369, 541, 359,-141, 97,-238, 289, 620, 179,-119, c 416, 57, 363, 539, 357,-151, 89,-245, 282, 595, 173,-128, c 412, 53, 356, 535, 351,-158, 79,-257, 277, 581, 171,-136, c 411, 46, 348, 532, 345,-163, 73,-266, 272, 575, 173,-143, c 407, 36, 343, 526, 338,-174, 70,-274, 269, 567, 176,-148, c 403, 31, 338, 525, 336,-178, 69,-278, 267, 553, 174,-151, c 402, 32, 337, 527, 331,-178, 68,-286, 265, 539, 172,-153, c 409, 37, 340, 529, 324,-188, 66,-293, 263, 521, 170,-156, c 408, 44, 339, 524, 318,-199, 64,-298, 259, 502, 165,-160, c 404, 51, 336, 518, 311,-206, 62,-306, 255, 474, 159,-163, c 400, 54, 336, 520, 310,-205, 61,-310, 254, 444, 157,-166, c 404, 54, 341, 523, 309,-197, 62,-314, 255, 426, 162,-166, c 408, 56, 345, 524, 311,-203, 62,-314, 257, 438, 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c 427, 17, 314, 490, 280,-264, 37,-380, 207, 373, 128,-266, c 427, 8, 318, 490, 272,-271, 38,-389, 205, 374, 130,-265, c 421, -7, 308, 489, 265,-279, 33,-398, 201, 354, 130,-270, c 411, -20, 288, 486, 253,-292, 27,-411, 195, 307, 126,-280, c 398, -20, 274, 478, 231,-308, 15,-425, 186, 258, 118,-292, c 390, -9, 267, 469, 212,-326, 3,-441, 174, 227, 106,-306, c 389, -2, 264, 459, 193,-341, -6,-459, 161, 176, 93,-320, c 388, 1, 259, 456, 182,-343, -17,-470, 148, 140, 83,-333, c 366, -15, 234, 445, 162,-364, -26,-483, 136, 161, 76,-345, c 344, -31, 209, 434, 142,-378, -37,-493, 125, 229, 71,-357, c 514, 76, 413, 606, 462, -85, 142,-168, 340, 651, 195,-108, c 497, 61, 395, 580, 430,-102, 127,-188, 314, 646, 188,-129, c 478, 46, 376, 555, 399,-127, 110,-207, 292, 634, 178,-149, c 463, 26, 358, 536, 375,-153, 87,-232, 274, 616, 166,-166, c 448, 4, 338, 524, 362,-172, 74,-249, 260, 595, 151,-180, c 438, -4, 328, 518, 354,-185, 65,-261, 250, 576, 139,-190, c 434, 0, 329, 515, 348,-191, 59,-268, 246, 561, 134,-200, c 437, 8, 332, 512, 345,-193, 57,-275, 242, 552, 130,-207, c 436, 10, 323, 502, 338,-201, 53,-287, 236, 536, 124,-216, c 428, 1, 307, 489, 329,-214, 45,-301, 227, 519, 115,-228, c 410, -14, 288, 480, 316,-231, 33,-319, 215, 509, 103,-243, c 390, -29, 270, 468, 297,-252, 20,-337, 200, 509, 86,-260, c 376, -46, 259, 454, 277,-268, 3,-356, 184, 502, 68,-278, c 367, -67, 249, 438, 258,-286, -11,-375, 167, 476, 53,-297, c 362, -89, 235, 424, 241,-306, -23,-392, 153, 434, 41,-314, c 357,-103, 216, 414, 228,-319, -32,-405, 145, 402, 32,-324, c 352,-108, 205, 415, 220,-322, -34,-417, 144, 381, 31,-328, c 351,-102, 212, 422, 223,-314, -30,-415, 150, 366, 40,-325, c 357, -90, 231, 431, 231,-307, -19,-411, 161, 363, 54,-315, c 369, -73, 255, 444, 242,-295, -6,-399, 173, 380, 69,-303, c 385, -45, 279, 461, 256,-282, 9,-388, 186, 395, 89,-290, c 404, -9, 297, 476, 271,-272, 25,-380, 196, 390, 108,-278, c 422, 17, 311, 487, 281,-264, 36,-374, 203, 381, 124,-270, c 435, 24, 320, 493, 282,-261, 42,-376, 207, 373, 131,-265, c 438, 16, 322, 494, 273,-270, 43,-382, 207, 367, 135,-264, c 431, 1, 312, 492, 262,-281, 38,-390, 204, 334, 136,-269, c 417, -10, 294, 488, 248,-293, 30,-403, 197, 279, 133,-280, c 403, -14, 280, 479, 226,-313, 18,-418, 188, 236, 126,-293, c 396, -8, 273, 471, 206,-328, 7,-436, 176, 216, 114,-306, c 397, -3, 268, 463, 190,-340, -2,-452, 163, 174, 102,-321, c 397, 2, 260, 462, 181,-342, -12,-467, 150, 135, 92,-333, c 378, -12, 234, 454, 165,-357, -20,-475, 139, 145, 86,-345, c 357, -26, 209, 447, 146,-373, -29,-483, 128, 194, 85,-356, c 517, 80, 412, 617, 473, -77, 149,-160, 351, 659, 195, -98, c 496, 63, 392, 586, 435, -98, 131,-181, 321, 654, 187,-124, c 475, 47, 372, 556, 399,-131, 111,-208, 295, 640, 175,-148, c 457, 25, 353, 533, 370,-160, 82,-236, 271, 621, 160,-168, c 439, 0, 332, 514, 353,-182, 63,-259, 253, 597, 143,-186, c 424, -16, 319, 503, 341,-201, 50,-274, 239, 575, 128,-202, c 416, -21, 315, 496, 333,-208, 42,-289, 230, 559, 121,-214, c 413, -21, 310, 488, 325,-218, 34,-300, 223, 545, 114,-225, c 411, -23, 298, 478, 313,-228, 27,-314, 214, 524, 105,-238, c 400, -34, 280, 466, 299,-243, 16,-331, 202, 503, 92,-253, c 382, -48, 257, 454, 286,-264, 4,-348, 189, 492, 78,-270, c 365, -60, 239, 442, 268,-283, -8,-366, 174, 489, 61,-286, c 355, -72, 232, 431, 251,-296, -20,-383, 158, 477, 44,-304, c 350, -89, 231, 420, 237,-308, -33,-398, 142, 447, 31,-321, c 349,-105, 220, 407, 224,-325, -42,-412, 130, 404, 22,-334, c 351,-115, 205, 400, 212,-337, -46,-421, 123, 379, 17,-341, c 353,-114, 197, 405, 208,-337, -41,-427, 125, 372, 22,-342, c 358,-103, 208, 415, 215,-324, -33,-422, 136, 374, 36,-335, c 367, -86, 231, 429, 228,-311, -19,-415, 150, 380, 55,-323, c 381, -65, 260, 446, 243,-298, -3,-404, 165, 400, 72,-307, c 397, -34, 285, 466, 258,-284, 14,-393, 179, 414, 91,-293, c 414, 0, 299, 477, 270,-278, 28,-383, 192, 402, 110,-281, c 430, 25, 312, 489, 276,-268, 40,-377, 202, 383, 123,-272, c 443, 31, 324, 497, 278,-263, 44,-377, 206, 364, 130,-267, c 447, 23, 327, 500, 273,-265, 44,-382, 207, 345, 136,-266, c 439, 10, 316, 495, 261,-278, 40,-391, 204, 308, 138,-271, c 423, -1, 304, 491, 243,-288, 30,-403, 197, 252, 137,-281, c 411, -5, 295, 484, 224,-309, 19,-418, 187, 221, 130,-295, c 405, -3, 289, 477, 209,-322, 8,-436, 175, 216, 119,-309, c 403, 0, 280, 470, 193,-333, -2,-452, 163, 188, 108,-322, c 402, 1, 264, 464, 180,-339, -9,-468, 150, 146, 99,-334, c 388, -9, 240, 464, 170,-350, -16,-469, 139, 151, 95,-345, c 373, -19, 216, 462, 160,-360, -22,-473, 130, 186, 95,-354, c 523, 88, 418, 629, 486, -72, 157,-156, 360, 676, 197, -86, c 503, 71, 396, 596, 445, -97, 137,-178, 325, 669, 185,-117, c 483, 55, 377, 565, 408,-127, 112,-209, 295, 653, 171,-145, c 462, 29, 354, 537, 375,-160, 80,-239, 269, 630, 155,-171, c 441, 0, 330, 512, 350,-186, 57,-264, 246, 602, 135,-193, c 421, -22, 313, 494, 333,-210, 40,-285, 229, 574, 118,-213, c 406, -34, 304, 481, 322,-224, 27,-304, 217, 553, 108,-228, c 399, -39, 295, 471, 307,-237, 17,-321, 206, 534, 100,-242, c 392, -47, 279, 458, 292,-250, 5,-338, 196, 507, 88,-257, c 380, -60, 257, 445, 277,-272, -5,-355, 183, 479, 74,-275, c 360, -75, 232, 432, 262,-292, -19,-374, 169, 462, 61,-291, c 342, -87, 215, 420, 244,-308, -32,-389, 152, 453, 43,-309, c 333, -97, 210, 411, 228,-319, -44,-406, 137, 436, 27,-326, c 329,-112, 210, 401, 216,-332, -53,-417, 122, 403, 15,-341, c 333,-124, 203, 391, 207,-346, -57,-432, 110, 362, 9,-352, c 337,-131, 191, 385, 197,-358, -58,-437, 106, 340, 8,-356, c 343,-127, 185, 392, 193,-356, -52,-439, 110, 344, 15,-354, c 351,-113, 197, 407, 203,-345, -40,-432, 122, 353, 32,-344, c 365, -93, 223, 425, 218,-331, -23,-424, 138, 368, 52,-330, c 379, -70, 253, 443, 233,-313, -6,-413, 156, 391, 69,-313, c 393, -39, 277, 461, 245,-298, 11,-400, 172, 402, 89,-298, c 407, -4, 290, 473, 255,-289, 25,-391, 186, 385, 107,-284, c 426, 21, 305, 486, 263,-278, 37,-383, 198, 358, 121,-275, c 440, 26, 315, 496, 266,-270, 41,-380, 203, 332, 127,-270, c 443, 19, 319, 498, 264,-275, 40,-384, 205, 310, 133,-268, c 435, 5, 311, 494, 253,-286, 34,-394, 202, 275, 136,-273, c 421, -6, 301, 488, 237,-295, 25,-406, 194, 225, 135,-283, c 410, -11, 293, 480, 217,-319, 15,-421, 184, 207, 129,-296, c 402, -9, 287, 474, 202,-332, 5,-437, 172, 215, 119,-309, c 399, -8, 276, 471, 191,-342, -4,-452, 160, 199, 108,-322, c 405, -3, 262, 475, 186,-349, -9,-466, 149, 162, 99,-333, c 391, -13, 239, 471, 176,-357, -14,-464, 138, 166, 96,-342, c 375, -25, 214, 472, 168,-371, -18,-466, 129, 201, 97,-351, c 531, 95, 422, 642, 496, -63, 167,-147, 367, 700, 198, -75, c 510, 78, 402, 608, 455, -88, 142,-170, 328, 690, 185,-110, c 490, 62, 382, 575, 416,-123, 114,-207, 294, 672, 169,-143, c 465, 34, 355, 541, 377,-159, 79,-241, 264, 643, 150,-173, c 440, 0, 328, 509, 348,-191, 52,-269, 239, 609, 127,-199, c 415, -29, 306, 485, 327,-218, 31,-292, 219, 575, 108,-222, c 397, -46, 294, 468, 309,-237, 15,-314, 205, 546, 97,-240, c 385, -58, 281, 454, 291,-253, 0,-334, 193, 519, 86,-258, c 375, -71, 260, 438, 271,-268, -13,-355, 181, 484, 74,-275, c 358, -87, 235, 423, 253,-295, -27,-375, 166, 448, 61,-293, c 337,-103, 207, 410, 236,-315, -42,-396, 151, 422, 46,-311, c 318,-114, 189, 398, 220,-332, -54,-408, 136, 405, 30,-328, c 309,-123, 188, 389, 205,-341, -64,-425, 119, 382, 14,-343, c 309,-133, 192, 382, 197,-352, -70,-436, 105, 344, 5,-356, c 315,-144, 187, 374, 190,-369, -73,-450, 94, 303, 0,-365, c 325,-147, 179, 371, 182,-377, -71,-452, 91, 288, 1,-367, c 333,-140, 174, 380, 179,-378, -62,-453, 96, 299, 9,-364, c 346,-122, 188, 400, 193,-362, -48,-442, 109, 315, 27,-353, c 361,-100, 216, 421, 210,-345, -30,-434, 127, 336, 47,-337, c 378, -75, 246, 440, 223,-326, -13,-423, 146, 360, 64,-320, c 390, -43, 268, 457, 232,-310, 4,-411, 165, 371, 83,-303, c 402, -7, 283, 471, 240,-297, 18,-399, 180, 350, 101,-288, c 421, 16, 297, 483, 247,-287, 29,-392, 192, 314, 115,-278, c 436, 21, 308, 495, 253,-278, 33,-389, 198, 282, 122,-272, c 439, 14, 311, 497, 253,-280, 31,-392, 200, 260, 126,-270, c 432, 0, 306, 492, 247,-293, 25,-401, 197, 231, 130,-275, c 420, -11, 298, 484, 233,-305, 17,-414, 189, 192, 129,-284, c 407, -17, 291, 478, 212,-327, 7,-426, 179, 193, 122,-296, c 398, -16, 284, 474, 198,-345, -1,-442, 168, 219, 112,-309, c 396, -16, 273, 472, 189,-353, -8,-456, 156, 216, 101,-321, c 407, -9, 260, 482, 187,-351, -12,-465, 145, 191, 94,-331, c 392, -19, 236, 481, 182,-360, -16,-462, 135, 195, 92,-340, c 378, -30, 212, 484, 176,-371, -18,-458, 127, 230, 94,-348/ end block data xx2array integer*2 wwtabx2(12,33,65) common /wwtabx2_/wwtabx2 data wwtabx2/ c -75, 65, 194, 431, 254, 267, 505, 196, 539, 390, 454, 379, c -80, 64, 189, 438, 244, 274, 506, 199, 541, 388, 465, 384, c -86, 63, 182, 443, 237, 269, 509, 208, 545, 394, 475, 390, c -83, 72, 181, 454, 237, 279, 513, 220, 549, 413, 480, 398, c -76, 79, 190, 461, 242, 295, 519, 237, 556, 429, 489, 408, c -63, 86, 205, 470, 252, 308, 528, 250, 563, 437, 499, 418, c -54, 89, 221, 480, 258, 323, 532, 260, 570, 448, 507, 427, c -48, 87, 229, 484, 256, 328, 536, 261, 574, 463, 510, 433, c -51, 78, 228, 491, 253, 327, 537, 263, 575, 463, 511, 435, c -60, 63, 226, 493, 250, 338, 533, 261, 573, 443, 508, 434, c -73, 43, 225, 485, 245, 345, 525, 258, 568, 427, 504, 432, c -88, 20, 220, 478, 237, 352, 517, 251, 563, 423, 496, 429, c-101, 0, 216, 478, 229, 363, 509, 246, 557, 427, 489, 427, c-107, -17, 210, 478, 224, 368, 502, 241, 551, 440, 482, 426, c-111, -26, 201, 471, 217, 356, 499, 238, 545, 461, 477, 423, c-119, -24, 197, 467, 220, 346, 498, 230, 540, 464, 473, 420, c-117, -13, 198, 471, 215, 335, 497, 228, 533, 447, 471, 415, c-113, -3, 200, 473, 208, 323, 494, 219, 526, 427, 469, 410, c-117, 0, 196, 470, 203, 304, 489, 214, 519, 412, 468, 403, c-129, -3, 192, 460, 199, 283, 481, 200, 508, 394, 463, 396, c-142, -13, 186, 446, 189, 276, 471, 192, 500, 372, 456, 388, c-156, -24, 176, 431, 178, 260, 460, 181, 491, 362, 449, 381, c-166, -32, 162, 426, 171, 253, 450, 173, 485, 361, 444, 374, c-171, -39, 154, 422, 165, 258, 445, 168, 483, 355, 441, 370, c-171, -42, 151, 422, 163, 252, 444, 167, 482, 345, 443, 366, c-168, -43, 151, 428, 169, 249, 448, 169, 485, 348, 447, 365, c-162, -43, 153, 434, 178, 251, 452, 174, 489, 360, 453, 368, c-156, -42, 160, 440, 184, 250, 458, 178, 494, 368, 457, 372, c-152, -42, 165, 444, 186, 257, 460, 186, 499, 357, 461, 376, c-153, -45, 166, 447, 184, 256, 461, 184, 502, 342, 463, 378, c-160, -51, 165, 443, 178, 258, 457, 184, 505, 336, 463, 379, c-163, -52, 168, 442, 173, 256, 453, 178, 505, 340, 461, 378, c-166, -52, 170, 441, 168, 256, 449, 177, 504, 348, 457, 374, c -60, 70, 208, 447, 261, 282, 515, 211, 554, 370, 471, 398, c -65, 69, 202, 453, 251, 280, 515, 213, 555, 362, 480, 400, c -70, 67, 195, 458, 243, 288, 516, 216, 556, 363, 490, 404, c -70, 73, 194, 466, 241, 294, 518, 227, 559, 371, 497, 409, c -65, 78, 200, 471, 244, 306, 524, 238, 564, 384, 506, 417, c -56, 81, 210, 477, 249, 318, 530, 250, 570, 392, 515, 424, c -49, 83, 225, 486, 254, 327, 534, 259, 575, 411, 521, 431, c -44, 81, 230, 491, 253, 335, 538, 262, 577, 438, 523, 436, c -47, 74, 228, 497, 250, 340, 538, 264, 577, 450, 521, 437, c -54, 63, 227, 498, 247, 346, 535, 263, 573, 439, 517, 435, c -65, 46, 226, 490, 243, 354, 529, 258, 568, 429, 512, 432, c -77, 28, 225, 484, 236, 365, 522, 252, 562, 423, 505, 429, c -88, 9, 221, 485, 228, 378, 514, 247, 556, 422, 498, 426, c -95, -5, 216, 483, 220, 373, 508, 241, 550, 429, 491, 423, c-100, -14, 208, 475, 215, 362, 503, 235, 545, 445, 485, 419, c-109, -14, 201, 469, 214, 335, 499, 227, 538, 442, 480, 415, c-111, -7, 199, 469, 207, 319, 495, 220, 532, 422, 476, 408, c-109, 0, 195, 468, 199, 311, 491, 212, 524, 401, 473, 402, c-113, 2, 190, 464, 195, 295, 485, 203, 516, 386, 470, 394, c-126, -3, 183, 454, 190, 283, 475, 194, 506, 369, 465, 387, c-139, -12, 177, 440, 180, 277, 464, 184, 496, 351, 458, 379, c-152, -22, 168, 427, 169, 256, 454, 173, 488, 347, 451, 373, c-159, -29, 157, 423, 162, 258, 446, 168, 483, 352, 447, 367, c-164, -35, 151, 421, 158, 267, 440, 163, 480, 351, 445, 363, c-164, -38, 148, 422, 157, 256, 441, 164, 480, 346, 448, 360, c-161, -39, 148, 428, 162, 253, 445, 167, 484, 352, 453, 361, c-155, -38, 151, 436, 171, 258, 450, 172, 488, 370, 459, 365, c-149, -36, 159, 445, 178, 253, 457, 178, 494, 384, 465, 371, c-144, -34, 165, 451, 183, 256, 461, 185, 499, 380, 469, 375, c-142, -35, 169, 457, 185, 263, 464, 183, 504, 372, 472, 378, c-149, -39, 170, 454, 182, 259, 459, 184, 507, 372, 474, 381, c-152, -39, 172, 453, 178, 263, 457, 180, 507, 377, 472, 380, c-155, -39, 174, 452, 173, 261, 454, 178, 507, 386, 468, 376, c -45, 75, 221, 460, 268, 295, 527, 225, 566, 369, 482, 412, c -49, 73, 215, 468, 257, 294, 523, 224, 565, 356, 490, 412, c -55, 72, 209, 473, 248, 299, 522, 225, 564, 352, 497, 413, c -57, 74, 206, 479, 244, 307, 523, 232, 566, 353, 505, 416, c -55, 75, 208, 480, 244, 312, 526, 240, 569, 362, 513, 421, c -51, 76, 215, 483, 245, 322, 530, 250, 573, 367, 521, 426, c -45, 77, 227, 490, 250, 331, 536, 257, 575, 388, 526, 432, c -41, 76, 231, 495, 251, 338, 538, 261, 576, 418, 527, 435, c -44, 70, 227, 500, 245, 352, 538, 262, 575, 436, 526, 435, c -47, 62, 228, 502, 244, 364, 537, 260, 571, 429, 522, 434, c -56, 49, 228, 495, 241, 367, 532, 255, 565, 421, 517, 430, c -66, 36, 229, 489, 235, 369, 526, 251, 560, 412, 512, 427, c -76, 21, 227, 491, 228, 379, 518, 244, 554, 408, 506, 424, c -83, 7, 223, 489, 219, 367, 512, 238, 548, 409, 499, 420, c -91, -2, 214, 479, 210, 345, 506, 231, 543, 421, 492, 415, c -99, -5, 206, 472, 207, 328, 500, 222, 537, 416, 486, 410, c-104, 0, 199, 467, 199, 311, 494, 211, 529, 398, 480, 402, c-106, 3, 190, 464, 190, 308, 488, 203, 522, 378, 476, 395, c-111, 4, 183, 457, 186, 291, 480, 195, 513, 367, 473, 388, c-124, -1, 174, 448, 182, 273, 468, 186, 503, 353, 467, 379, c-135, -10, 170, 435, 171, 271, 458, 177, 493, 339, 461, 373, c-147, 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-15, 341,-190, 389,-290, 411, 42, c -89, 26, 76, 369,-109, -12, 340,-190, 391,-287, 411, 41, c -88, 20, 77, 364,-110, -15, 338,-193, 392,-271, 409, 40, c -88, 15, 77, 360,-113, -14, 336,-194, 393,-254, 407, 37, c -87, 11, 79, 363,-113, -6, 334,-194, 394,-238, 406, 36, c -90, 5, 75, 363,-113, -13, 333,-195, 395,-242, 407, 33, c -93, 0, 74, 364,-113, -15, 333,-194, 396,-256, 408, 30, c -63, 30, 141, 424, -83, 3, 384,-167, 416,-149, 457, 90, c -61, 35, 137, 421, -83, 0, 381,-171, 413, -73, 452, 85, c -59, 40, 133, 420, -83, 0, 379,-176, 410, -31, 450, 79, c -55, 43, 123, 416, -83, -6, 375,-183, 407, -28, 449, 73, c -55, 41, 113, 411, -86, -10, 371,-191, 403, -31, 446, 65, c -63, 32, 104, 403, -92, -17, 365,-197, 398, -23, 438, 58, c -76, 23, 95, 395, -98, -24, 358,-205, 393, -55, 428, 50, c -87, 20, 85, 385,-106, -28, 350,-209, 389,-133, 417, 43, c -94, 21, 76, 377,-114, -34, 341,-211, 387,-194, 408, 37, c -95, 23, 74, 375,-116, -31, 335,-216, 385,-202, 402, 32, c -98, 18, 70, 376,-117, -30, 328,-216, 383,-210, 398, 29, c-102, 5, 69, 370,-118, -33, 326,-216, 382,-223, 399, 27, c-105, -7, 66, 366,-120, -38, 325,-218, 381,-217, 401, 28, c-104, -15, 62, 365,-122, -40, 325,-219, 379,-194, 402, 27, c-102, -14, 63, 365,-121, -37, 326,-217, 377,-196, 400, 27, c-102, -12, 63, 364,-119, -38, 328,-219, 376,-213, 396, 27, c -99, -15, 62, 363,-119, -34, 328,-221, 375,-211, 395, 27, c -98, -24, 58, 359,-118, -34, 328,-222, 376,-169, 397, 28, c-101, -37, 55, 358,-115, -31, 330,-220, 376,-113, 402, 29, c-104, -44, 54, 359,-113, -31, 330,-214, 376, -76, 406, 32, c-105, -39, 52, 359,-112, -30, 332,-215, 377, -63, 407, 34, c-105, -22, 53, 357,-110, -30, 333,-210, 377, -98, 404, 35, c-104, 0, 59, 356,-110, -30, 334,-208, 378,-179, 400, 36, c -96, 21, 69, 361,-108, -20, 337,-205, 378,-252, 402, 36, c -88, 34, 75, 360,-105, -17, 337,-203, 380,-281, 403, 36, c -90, 35, 75, 359,-108, -19, 338,-201, 381,-284, 403, 35, c -95, 29, 72, 360,-110, -26, 337,-203, 380,-284, 403, 33, c -96, 21, 69, 359,-115, -22, 333,-202, 380,-273, 401, 31, c -96, 15, 71, 357,-118, -23, 330,-207, 380,-246, 397, 28, c -98, 6, 72, 351,-123, -22, 326,-207, 379,-218, 392, 24, c -99, 0, 72, 352,-123, -16, 323,-210, 379,-211, 390, 20, c-106, -8, 68, 349,-123, -29, 318,-215, 378,-216, 388, 16, c-111, -16, 65, 346,-126, -34, 315,-216, 378,-236, 388, 12, c -65, 21, 131, 421, -90, -7, 384,-171, 416,-111, 461, 90, c -63, 27, 126, 420, -88, -11, 382,-175, 413, -42, 457, 84, c -61, 34, 123, 419, -85, -8, 381,-180, 411, -11, 455, 79, c -53, 41, 115, 419, -86, -13, 380,-185, 408, -24, 456, 73, c -51, 41, 110, 416, -87, -13, 376,-193, 405, -37, 454, 67, c -59, 34, 104, 411, -93, -13, 372,-200, 400, -43, 447, 60, c -70, 26, 98, 403, -98, -18, 366,-209, 396, -73, 436, 54, c -80, 20, 89, 394,-103, -25, 356,-213, 393,-133, 425, 46, c -85, 20, 82, 387,-111, -30, 349,-217, 389,-174, 416, 39, c -87, 23, 79, 384,-112, -27, 341,-221, 387,-181, 409, 34, c -91, 21, 76, 383,-112, -26, 334,-220, 385,-186, 405, 30, c -95, 12, 71, 379,-116, -29, 331,-219, 385,-200, 404, 29, c -96, 0, 67, 377,-116, -33, 330,-218, 384,-201, 407, 30, c -97, -9, 64, 377,-115, -33, 330,-216, 383,-177, 409, 30, c -98, -11, 64, 377,-115, -31, 330,-214, 382,-167, 406, 30, c -96, -9, 65, 376,-116, -33, 329,-214, 382,-177, 402, 29, c -90, -6, 64, 376,-113, -32, 330,-215, 381,-177, 402, 28, c -91, -8, 63, 373,-112, -30, 329,-215, 381,-140, 402, 29, c -93, -11, 64, 371,-111, -29, 330,-216, 381,-108, 404, 29, c -95, -15, 63, 370,-110, -31, 332,-215, 380, -98, 407, 29, c -96, -13, 61, 368,-109, -29, 332,-218, 378,-103, 407, 30, c-101, -7, 59, 362,-111, -34, 332,-216, 376,-143, 402, 29, c-103, 3, 60, 356,-112, -37, 332,-216, 375,-223, 396, 29, c -98, 13, 66, 356,-111, -32, 331,-216, 373,-286, 395, 27, c -93, 16, 69, 355,-111, -28, 332,-216, 371,-297, 394, 25, c -99, 14, 65, 351,-112, -29, 330,-217, 370,-283, 392, 22, c-107, 7, 57, 345,-120, -39, 327,-222, 368,-269, 390, 18, c-108, 0, 54, 343,-128, -39, 324,-224, 365,-246, 386, 14, c-110, -5, 56, 340,-130, -42, 319,-229, 362,-213, 379, 10, c-117, -12, 59, 335,-133, -42, 312,-232, 359,-180, 371, 3, c-121, -19, 57, 332,-135, -40, 306,-237, 358,-177, 366, -2, c-130, -29, 53, 327,-140, -52, 299,-240, 357,-186, 362, -7, c-138, -39, 47, 319,-144, -59, 293,-243, 356,-207, 361, -11, c -63, 19, 117, 422, -95, -7, 383,-180, 413, -85, 462, 86, c -60, 27, 115, 422, -91, -8, 384,-181, 412, -26, 460, 81, c -57, 34, 112, 421, -88, -9, 385,-183, 411, -6, 460, 77, c -51, 42, 106, 420, -91, -13, 384,-186, 410, -41, 462, 73, c -48, 47, 109, 419, -90, -13, 381,-191, 407, -77, 461, 68, c -54, 45, 107, 417, -93, -17, 376,-198, 404, -88, 455, 62, c -63, 38, 103, 410, -99, -18, 371,-204, 399,-118, 444, 56, c -71, 33, 98, 402,-104, -23, 362,-210, 396,-163, 434, 48, c -76, 31, 95, 397,-106, -26, 354,-215, 393,-172, 425, 41, c -79, 32, 91, 394,-109, -24, 349,-220, 390,-154, 417, 35, c -83, 31, 85, 389,-111, -25, 343,-220, 388,-162, 412, 31, c -86, 23, 79, 384,-113, -30, 339,-221, 387,-186, 411, 30, c -86, 12, 73, 384,-113, -30, 336,-219, 387,-188, 414, 30, c -88, 0, 67, 384,-113, -31, 336,-215, 386,-175, 414, 31, c -89, -4, 65, 384,-112, -30, 335,-212, 385,-162, 413, 30, c -89, -3, 64, 381,-113, -36, 334,-212, 386,-163, 409, 29, c -86, 3, 63, 381,-112, -35, 332,-212, 386,-156, 408, 27, c -85, 11, 64, 378,-113, -32, 332,-214, 386,-132, 407, 27, c -86, 18, 70, 377,-112, -31, 333,-215, 385,-118, 408, 25, c -86, 20, 71, 375,-110, -33, 332,-217, 383,-134, 410, 25, c -89, 16, 68, 372,-110, -35, 331,-220, 380,-148, 408, 23, c -97, 10, 63, 365,-115, -40, 328,-221, 375,-184, 401, 21, c-102, 4, 61, 357,-118, -47, 325,-223, 371,-253, 394, 18, c-102, -2, 60, 353,-120, -44, 321,-226, 366,-291, 390, 14, c-103, -9, 57, 348,-123, -45, 319,-228, 362,-277, 387, 10, c-110, -17, 50, 342,-125, -47, 315,-233, 358,-252, 381, 5, c-118, -23, 40, 334,-133, -57, 310,-241, 353,-228, 375, -1, c-122, -28, 33, 326,-142, -62, 303,-245, 348,-201, 367, -7, c-128, -31, 36, 321,-148, -66, 296,-253, 344,-164, 356, -13, c-137, -35, 36, 317,-150, -66, 289,-256, 339,-144, 345, -21, c-146, -42, 35, 310,-155, -72, 280,-264, 334,-145, 337, -29, c-155, -51, 27, 301,-162, -86, 272,-268, 332,-153, 332, -35, c-165, -61, 20, 292,-167, -96, 266,-275, 330,-174, 329, -40, c -55, 28, 108, 422,-100, -11, 383,-183, 409, -80, 462, 79, c -52, 35, 108, 423, -96, -9, 386,-185, 410, -33, 461, 76, c -48, 43, 109, 423, -92, -11, 387,-188, 409, -26, 462, 73, c -45, 52, 108, 422, -90, -11, 387,-187, 409, -74, 465, 71, c -43, 59, 115, 421, -89, -12, 386,-191, 409,-127, 467, 68, c -48, 60, 117, 419, -91, -13, 380,-197, 408,-154, 462, 63, c -55, 58, 116, 414, -95, -16, 374,-203, 404,-179, 452, 58, c -61, 53, 110, 408,-101, -23, 367,-209, 401,-199, 442, 51, c -65, 50, 108, 404,-103, -27, 360,-214, 397,-187, 432, 43, c -69, 49, 105, 402,-106, -22, 356,-220, 393,-157, 425, 37, c -73, 47, 99, 396,-108, -25, 350,-223, 390,-161, 420, 32, c -76, 41, 90, 391,-110, -29, 346,-223, 390,-191, 418, 30, c -76, 31, 81, 390,-112, -28, 344,-221, 389,-204, 418, 30, c -77, 20, 73, 390,-113, -30, 342,-219, 389,-193, 419, 31, c -77, 12, 70, 390,-110, -30, 340,-216, 389,-182, 417, 29, c -79, 12, 65, 388,-111, -34, 339,-214, 390,-182, 414, 27, c -80, 20, 63, 385,-114, -36, 337,-213, 390,-163, 411, 26, c -78, 33, 65, 382,-115, -33, 336,-215, 389,-135, 408, 23, c -78, 45, 72, 382,-114, -32, 334,-219, 389,-137, 408, 20, c -81, 49, 73, 378,-114, -33, 331,-222, 385,-163, 409, 18, c -86, 43, 71, 375,-116, -35, 327,-227, 379,-173, 405, 15, c -96, 27, 64, 366,-120, -44, 322,-232, 373,-200, 396, 11, c-103, 7, 60, 357,-123, -50, 315,-239, 366,-253, 389, 6, c-109, -13, 53, 350,-129, -55, 308,-246, 360,-276, 383, 0, c-113, -29, 48, 343,-133, -55, 302,-252, 352,-243, 377, -6, c-121, -40, 38, 337,-138, -61, 294,-258, 346,-207, 368, -13, c-128, -48, 26, 326,-147, -68, 287,-267, 339,-189, 358, -22, c-136, -50, 18, 315,-156, -77, 279,-274, 332,-171, 347, -31, c-145, -50, 17, 307,-162, -84, 271,-284, 324,-142, 333, -39, c-154, -53, 11, 302,-169, -82, 262,-293, 317,-126, 318, -48, c-165, -61, 3, 291,-179, -95, 250,-301, 312,-134, 308, -57, c-173, -69, -3, 280,-186,-111, 243,-310, 308,-145, 301, -64, c-182, -77, -11, 271,-193,-119, 236,-316, 304,-166, 296, -70, c -52, 34, 102, 420,-109, -17, 382,-184, 404, -52, 457, 72, c -48, 42, 102, 420,-105, -16, 385,-188, 406, -17, 458, 72, c -44, 49, 103, 422, -99, -16, 388,-189, 408, -23, 460, 70, c -41, 59, 107, 424, -94, -11, 389,-190, 410, -82, 465, 69, c -39, 67, 116, 424, -90, -13, 387,-191, 411,-143, 468, 67, c -44, 71, 121, 423, -91, -13, 383,-196, 410,-175, 465, 64, c -52, 69, 121, 419, -94, -13, 377,-200, 408,-203, 455, 59, c -54, 67, 116, 415,-100, -17, 370,-208, 405,-225, 445, 52, c -58, 63, 115, 411,-103, -22, 365,-213, 401,-210, 435, 44, c -62, 62, 113, 410,-106, -18, 360,-222, 397,-177, 428, 38, c -66, 61, 106, 405,-108, -21, 355,-224, 393,-183, 423, 33, c -70, 55, 96, 398,-112, -27, 351,-227, 392,-215, 421, 31, c -71, 45, 84, 395,-114, -25, 349,-226, 392,-226, 421, 30, c -71, 34, 75, 395,-115, -27, 345,-225, 391,-216, 422, 29, c -74, 25, 69, 394,-112, -29, 344,-222, 391,-204, 419, 27, c -78, 24, 61, 390,-114, -36, 342,-221, 391,-197, 415, 25, c -79, 32, 59, 387,-118, -40, 339,-220, 391,-173, 411, 22, c -81, 45, 60, 385,-120, -38, 337,-222, 391,-141, 407, 18, c -82, 57, 65, 384,-121, -40, 334,-224, 389,-137, 405, 14, c -85, 59, 66, 379,-122, -42, 328,-229, 385,-158, 403, 10, c -95, 49, 62, 371,-126, -49, 321,-237, 378,-168, 399, 5, c-106, 27, 54, 360,-132, -60, 311,-246, 370,-190, 388, 0, c-117, -1, 45, 347,-140, -74, 303,-255, 361,-233, 378, -7, c-124, -28, 38, 339,-147, -81, 293,-263, 352,-249, 371, -16, c-131, -51, 30, 330,-152, -81, 284,-272, 344,-213, 362, -24, c-140, -66, 18, 320,-160, -88, 274,-281, 334,-173, 351, -33, c-149, -74, 2, 307,-171, -91, 264,-292, 326,-157, 339, -44, c-160, -77, -8, 295,-183,-101, 255,-300, 316,-147, 326, -54, c-171, -77, -13, 283,-191,-113, 246,-312, 307,-126, 310, -63, c-183, -79, -21, 275,-199,-114, 236,-320, 300,-115, 295, -74, c-192, -84, -31, 262,-208,-128, 226,-328, 292,-129, 283, -84, c-200, -93, -38, 252,-218,-141, 217,-337, 287,-142, 274, -91, c-210,-101, -46, 243,-225,-149, 210,-343, 282,-164, 268, -98, c -48, 41, 97, 418,-118, -21, 378,-189, 399, -12, 449, 65, c -45, 48, 98, 417,-112, -17, 384,-190, 403, 8, 451, 66, c -41, 56, 97, 419,-107, -18, 387,-195, 405, -9, 455, 66, c -38, 66, 104, 425, -99, -9, 388,-195, 409, -72, 462, 67, c -35, 76, 118, 428, -91, -11, 387,-196, 411,-139, 466, 66, c -39, 81, 127, 429, -87, -12, 384,-199, 412,-175, 463, 64, c -46, 82, 127, 426, -91, -12, 378,-202, 411,-209, 455, 59, c -47, 80, 123, 423, -98, -16, 373,-210, 408,-248, 444, 53, c -50, 78, 123, 419,-101, -21, 367,-214, 404,-240, 436, 44, c -55, 77, 122, 418,-107, -18, 364,-221, 400,-212, 430, 37, c -58, 74, 113, 414,-111, -18, 359,-223, 396,-224, 425, 32, c -64, 68, 102, 408,-113, -26, 355,-228, 395,-258, 422, 30, c -66, 60, 88, 403,-115, -26, 351,-227, 393,-263, 423, 28, c -66, 47, 77, 401,-116, -26, 350,-231, 393,-257, 423, 28, c -69, 38, 68, 399,-113, -28, 347,-229, 393,-239, 418, 25, c -75, 36, 59, 392,-116, -35, 345,-229, 393,-222, 412, 21, c -78, 43, 54, 388,-122, -39, 341,-229, 393,-187, 406, 18, c -81, 57, 55, 388,-125, -35, 337,-231, 391,-142, 401, 13, c -86, 67, 57, 384,-129, -43, 332,-234, 389,-121, 397, 7, c -92, 69, 57, 379,-131, -44, 323,-241, 383,-134, 395, 1, c-102, 55, 52, 371,-136, -54, 313,-251, 376,-138, 389, -5, c-116, 27, 42, 354,-144, -70, 301,-261, 366,-156, 377, -14, c-130, -8, 32, 338,-153, -84, 288,-272, 356,-198, 364, -23, c-139, -44, 22, 328,-162, -96, 276,-283, 346,-212, 354, -34, c-148, -72, 11, 317,-171, -96, 263,-294, 335,-178, 343, -44, c-159, -92, -2, 303,-182,-108, 252,-304, 324,-139, 329, -55, c-171,-102, -20, 287,-195,-116, 241,-314, 314,-130, 316, -67, c-185,-104, -35, 274,-210,-127, 231,-324, 303,-131, 303, -77, c-197,-104, -44, 260,-218,-143, 221,-331, 293,-121, 287, -87, c-210,-103, -54, 249,-227,-145, 212,-343, 283,-116, 273, -99, c-219,-108, -66, 235,-238,-158, 203,-348, 275,-136, 260,-109, c-229,-116, -74, 224,-248,-178, 194,-361, 267,-150, 250,-117, c-237,-124, -81, 215,-254,-188, 187,-367, 261,-175, 242,-125/ end block data yy2array integer*2 wwtaby2(12,33,65) common /wwtaby2_/wwtaby2 data wwtaby2/ c 325, 7, 339, 473, 534, -67, 71,-131, 304, 925, 121, -6, c 331, 5, 347, 482, 533, -60, 78,-115, 308, 913, 123, -2, c 338, 3, 354, 490, 531, -60, 86,-101, 310, 919, 125, -1, c 345, 3, 364, 503, 516, -56, 96, -93, 309, 952, 130, -2, c 351, 5, 367, 515, 509, -49, 103, -93, 307, 986, 134, -6, c 354, 4, 355, 520, 503, -48, 102, -97, 305,1017, 137, -10, c 356, 0, 340, 520, 492, -53, 100, -97, 303,1049, 140, -15, c 354, -3, 333, 515, 482, -54, 96, -98, 302,1074, 145, -18, c 355, 0, 340, 520, 479, -51, 97, -96, 305,1055, 150, -19, c 367, 7, 352, 531, 478, -30, 105, -95, 308,1000, 152, -20, c 378, 17, 355, 538, 476, -20, 117, -91, 313, 956, 158, -18, c 389, 31, 358, 547, 478, -3, 128, -86, 316, 934, 164, -16, c 400, 49, 369, 557, 478, 3, 135, -76, 320, 922, 171, -14, c 414, 68, 391, 566, 480, 1, 142, -75, 323, 935, 175, -13, c 428, 77, 415, 573, 477, 0, 149, -76, 325, 965, 178, -11, c 433, 62, 432, 574, 473, -20, 152, -82, 325, 962, 182, -7, c 429, 32, 434, 570, 467, -35, 156, -88, 328, 924, 188, -3, c 429, 8, 426, 571, 466, -57, 157, -89, 331, 890, 195, 0, c 440, 4, 419, 583, 471, -55, 162, -90, 336, 869, 203, 3, c 453, 18, 414, 594, 475, -46, 166, -87, 341, 847, 210, 5, c 463, 39, 414, 602, 475, -37, 170, -86, 346, 825, 216, 5, c 466, 53, 419, 603, 471, -35, 173, -84, 351, 821, 221, 7, c 469, 61, 430, 602, 468, -49, 175, -85, 355, 823, 228, 8, c 472, 69, 443, 602, 467, -53, 178, -88, 358, 820, 236, 7, c 475, 84, 456, 606, 472, -52, 181, -91, 357, 815, 241, 5, c 478, 95, 454, 605, 469, -46, 181, -99, 355, 822, 241, -2, c 479, 93, 439, 596, 455, -58, 177,-105, 349, 835, 234, -14, c 469, 76, 419, 586, 437, -78, 168,-118, 340, 834, 225, -30, c 456, 58, 409, 583, 428, -87, 154,-136, 331, 808, 214, -44, c 448, 48, 402, 580, 423, -97, 141,-147, 323, 765, 205, -58, c 438, 49, 392, 572, 415,-114, 133,-165, 318, 727, 201, -69, c 436, 58, 393, 572, 411, -99, 129,-175, 315, 699, 201, -74, c 434, 67, 395, 568, 404, -88, 130,-185, 315, 678, 206, -76, c 317, -2, 332, 472, 524, -67, 68,-130, 298, 885, 126, -13, c 324, -3, 339, 481, 523, -62, 74,-117, 301, 862, 127, -9, c 330, -5, 347, 488, 517, -59, 82,-103, 303, 858, 130, -8, c 338, -5, 356, 496, 503, -60, 91, -96, 303, 875, 134, -10, c 343, -4, 358, 506, 497, -51, 96, -95, 301, 903, 138, -13, c 348, -5, 348, 510, 490, -53, 95, -98, 298, 933, 139, -18, c 350, -10, 334, 510, 481, -57, 92,-101, 295, 979, 140, -23, c 348, -14, 329, 507, 471, -62, 87,-102, 294,1027, 143, -26, c 346, -13, 336, 510, 468, -59, 87,-105, 295,1033, 145, -27, c 355, -7, 346, 521, 468, -38, 93,-105, 299,1000, 148, -27, c 366, 0, 348, 527, 466, -29, 105,-100, 302, 971, 154, -26, c 377, 12, 350, 536, 465, -16, 116, -94, 306, 953, 160, -24, c 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554, 424, -89, 121,-165, 317, 742, 183, -77, c 415, 28, 379, 554, 420, -93, 121,-171, 314, 744, 187, -81, c 415, 33, 383, 551, 414, -98, 117,-175, 309, 750, 191, -85, c 407, 31, 380, 543, 401,-112, 111,-185, 304, 753, 193, -91, c 401, 28, 379, 533, 391,-111, 104,-194, 299, 742, 195, -96, c 395, 24, 377, 525, 384,-120, 97,-204, 292, 722, 195,-103, c 348, -21, 364, 537, 492, -33, 111, -51, 301, 961, 170, 16, c 357, -11, 372, 539, 489, -20, 117, -52, 301, 998, 176, 13, c 366, -1, 379, 541, 485, -21, 122, -51, 303,1011, 178, 11, c 370, 6, 387, 542, 485, -18, 127, -55, 305, 993, 174, 9, c 370, 4, 387, 543, 484, -17, 129, -58, 308, 958, 168, 6, c 370, -3, 380, 542, 480, -24, 132, -64, 312, 926, 163, 3, c 375, -7, 371, 544, 476, -28, 132, -72, 316, 908, 162, 1, c 384, -1, 367, 550, 470, -28, 132, -77, 319, 899, 166, -2, c 388, 9, 365, 554, 464, -30, 129, -82, 321, 913, 172, -9, c 391, 18, 365, 553, 459, -41, 126, -87, 322, 968, 175, -16, c 394, 20, 364, 552, 457, -42, 124, -94, 320,1022, 177, 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428, -89, 127,-157, 324, 745, 188, -72, c 419, 34, 388, 561, 423, -89, 127,-165, 321, 747, 193, -74, c 418, 39, 393, 558, 418, -94, 123,-169, 317, 757, 197, -78, c 412, 38, 392, 549, 407,-105, 118,-178, 312, 761, 200, -83, c 407, 34, 390, 540, 398,-106, 111,-186, 307, 752, 202, -88, c 402, 31, 388, 532, 392,-114, 105,-193, 302, 733, 202, -94, c 347, -17, 362, 538, 494, -27, 115, -46, 300, 960, 177, 19, c 355, -8, 370, 538, 490, -22, 119, -50, 301, 993, 181, 15, c 363, 0, 378, 539, 486, -19, 122, -50, 303,1005, 181, 12, c 370, 8, 385, 541, 483, -14, 128, -52, 306, 994, 177, 8, c 372, 7, 387, 544, 485, -13, 130, -55, 310, 960, 171, 6, c 374, 0, 382, 545, 481, -22, 133, -61, 314, 929, 167, 3, c 380, -5, 374, 550, 475, -26, 136, -67, 318, 909, 167, 0, c 388, 0, 368, 556, 470, -28, 134, -73, 323, 901, 171, -3, c 391, 10, 365, 558, 466, -35, 133, -82, 324, 913, 175, -9, c 393, 17, 366, 558, 462, -43, 130, -90, 323, 965, 178, -17, c 394, 18, 366, 556, 462, -44, 128, -97, 322,1015, 178, -23, c 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135,-149, 328, 746, 194, -66, c 426, 43, 399, 567, 426, -90, 137,-153, 326, 746, 199, -67, c 424, 45, 402, 565, 422, -93, 134,-160, 323, 755, 202, -70, c 420, 44, 402, 557, 413,-103, 127,-170, 320, 761, 205, -75, c 416, 41, 400, 550, 405,-102, 122,-179, 315, 753, 208, -80, c 412, 37, 398, 542, 398,-106, 116,-186, 310, 734, 209, -84, c 345, -18, 358, 537, 495, -24, 117, -43, 299, 936, 179, 20, c 353, -9, 366, 537, 488, -21, 120, -50, 300, 966, 181, 16, c 360, -1, 372, 534, 483, -23, 122, -51, 302, 984, 180, 11, c 367, 6, 377, 538, 479, -16, 127, -52, 305, 985, 176, 8, c 371, 6, 382, 543, 483, -12, 130, -54, 310, 968, 171, 5, c 376, 0, 385, 549, 482, -17, 133, -58, 315, 941, 169, 2, c 383, -4, 378, 555, 476, -20, 135, -63, 320, 922, 169, 0, c 388, 0, 369, 561, 471, -28, 136, -71, 323, 915, 174, -3, c 391, 9, 366, 563, 468, -34, 135, -82, 326, 918, 179, -9, c 393, 16, 368, 563, 466, -41, 132, -91, 324, 955, 180, -17, c 395, 18, 368, 559, 466, -42, 131, -95, 321, 997, 180, -23, c 397, 15, 365, 555, 466, -42, 130, -98, 318, 998, 179, -29, c 397, 10, 359, 553, 464, -58, 127,-104, 313, 950, 177, -34, c 395, 6, 352, 550, 463, -55, 123,-110, 308, 889, 171, -39, c 393, 2, 349, 550, 462, -65, 119,-111, 305, 837, 164, -41, c 394, 0, 352, 551, 460, -67, 119,-114, 305, 802, 160, -42, c 396, 1, 360, 555, 456, -61, 121,-112, 309, 797, 162, -41, c 400, 7, 374, 561, 456, -60, 123,-116, 315, 809, 167, -41, c 407, 16, 389, 568, 459, -50, 123,-118, 321, 816, 174, -42, c 410, 20, 391, 569, 456, -58, 121,-126, 325, 825, 178, -45, c 408, 19, 383, 568, 454, -62, 118,-132, 328, 826, 180, -50, c 405, 14, 376, 567, 453, -63, 118,-135, 328, 818, 181, -54, c 403, 8, 373, 567, 452, -69, 119,-137, 328, 803, 183, -58, c 403, 6, 376, 570, 448, -67, 122,-138, 328, 794, 186, -60, c 408, 13, 384, 570, 444, -70, 128,-138, 330, 782, 189, -62, c 416, 26, 395, 571, 443, -74, 132,-139, 331, 769, 192, -62, c 420, 38, 399, 569, 439, -81, 137,-140, 333, 755, 195, -61, c 427, 47, 401, 571, 435, -86, 141,-143, 333, 742, 199, -61, c 431, 52, 406, 572, 431, -87, 142,-144, 331, 739, 205, -61, c 431, 54, 410, 572, 428, -89, 141,-150, 329, 747, 208, -64, c 428, 52, 409, 566, 419, -92, 135,-161, 325, 754, 211, -67, c 425, 48, 407, 560, 411, -89, 131,-171, 322, 746, 213, -71, c 421, 44, 404, 554, 403, -97, 126,-178, 319, 728, 215, -75, c 346, -18, 354, 535, 496, -24, 120, -44, 298, 870, 176, 20, c 352, -12, 358, 533, 488, -21, 121, -52, 299, 909, 175, 15, c 360, -5, 363, 531, 481, -21, 123, -54, 301, 940, 174, 11, c 366, 1, 369, 534, 479, -15, 125, -56, 305, 964, 171, 8, c 369, 1, 378, 542, 483, -13, 128, -57, 310, 962, 168, 4, c 374, -3, 383, 549, 483, -24, 132, -57, 316, 944, 167, 0, c 382, -6, 379, 557, 478, -23, 134, -65, 319, 928, 170, -2, c 387, -2, 370, 564, 471, -29, 134, -74, 323, 917, 175, -5, c 391, 6, 369, 568, 470, -34, 134, -85, 324, 911, 180, -11, c 394, 15, 369, 564, 469, -39, 133, -92, 323, 935, 180, -18, c 397, 18, 366, 561, 468, -42, 132, -97, 321, 967, 180, -25, c 399, 17, 364, 556, 467, -45, 131,-100, 317, 963, 180, -29, c 397, 13, 357, 550, 468, -61, 127,-105, 313, 915, 177, -35, c 394, 9, 347, 547, 465, -60, 123,-108, 309, 859, 173, -38, c 393, 5, 343, 549, 463, -65, 118,-113, 306, 811, 167, -41, c 393, 0, 348, 550, 461, -68, 118,-116, 307, 782, 163, -42, c 395, -1, 359, 555, 459, -60, 118,-117, 310, 784, 162, -41, c 399, 2, 373, 562, 460, -59, 119,-119, 317, 802, 167, -42, c 404, 11, 387, 566, 460, -51, 119,-120, 323, 810, 172, -43, c 408, 19, 390, 567, 458, -58, 119,-128, 328, 820, 178, -46, c 408, 22, 385, 567, 455, -60, 119,-131, 330, 828, 181, -49, c 407, 19, 377, 567, 453, -61, 120,-135, 331, 829, 184, -54, c 406, 14, 375, 567, 451, -68, 123,-133, 331, 819, 186, -57, c 407, 13, 381, 569, 446, -69, 128,-133, 332, 813, 190, -57, c 413, 21, 390, 573, 443, -69, 133,-132, 333, 801, 193, -58, c 418, 35, 400, 576, 440, -71, 137,-133, 335, 782, 197, -58, c 424, 50, 405, 576, 438, -79, 141,-136, 336, 760, 200, -57, c 430, 59, 410, 577, 438, -83, 144,-137, 336, 741, 204, -56, c 434, 62, 414, 579, 438, -84, 148,-140, 334, 735, 208, -56, c 435, 61, 416, 577, 435, -87, 146,-147, 333, 741, 211, -58, c 435, 59, 414, 573, 426, -92, 142,-158, 331, 747, 214, -61, c 433, 55, 412, 568, 417, -91, 139,-166, 328, 739, 218, -63, c 432, 51, 412, 565, 409, -88, 135,-170, 326, 722, 221, -65, c 352, -16, 355, 534, 498, -14, 121, -45, 297, 784, 170, 19, c 357, -12, 356, 532, 489, -18, 122, -51, 299, 835, 168, 15, c 363, -7, 359, 531, 482, -18, 125, -56, 302, 880, 166, 11, c 365, -3, 361, 534, 479, -18, 125, -58, 306, 929, 165, 6, c 367, -3, 371, 542, 482, -19, 126, -60, 311, 946, 164, 3, c 369, -8, 377, 545, 479, -29, 130, -61, 315, 936, 164, -1, c 377, -10, 376, 553, 476, -27, 130, -70, 318, 915, 167, -5, c 385, -5, 370, 563, 472, -31, 131, -78, 321, 892, 172, -9, c 390, 2, 365, 564, 470, -33, 132, -84, 322, 878, 177, -14, c 394, 11, 363, 561, 467, -40, 132, -89, 320, 895, 179, -20, c 398, 17, 365, 558, 468, -44, 131, -93, 318, 926, 178, -26, c 399, 18, 365, 554, 469, -46, 131, -98, 315, 920, 177, -29, c 397, 17, 358, 548, 469, -61, 127,-103, 312, 874, 176, -34, c 393, 14, 346, 547, 464, -57, 123,-106, 309, 825, 173, -39, c 392, 8, 341, 546, 462, -65, 118,-111, 308, 786, 167, -41, c 392, 2, 344, 548, 459, -65, 116,-118, 308, 769, 162, -42, c 392, -2, 356, 554, 456, -57, 115,-122, 313, 781, 162, -43, c 395, 0, 371, 561, 459, -57, 115,-123, 318, 807, 165, -45, c 402, 9, 382, 563, 458, -53, 117,-125, 324, 819, 170, -46, c 406, 19, 388, 564, 454, -60, 118,-126, 328, 830, 175, -48, c 409, 25, 385, 568, 454, -63, 120,-128, 331, 842, 179, -51, c 411, 24, 382, 569, 453, -60, 123,-126, 333, 847, 183, -54, c 411, 21, 382, 569, 450, -69, 126,-127, 334, 844, 188, -56, c 414, 19, 386, 573, 445, -73, 132,-126, 334, 842, 193, -57, c 417, 27, 395, 577, 440, -70, 136,-126, 336, 830, 197, -57, c 420, 42, 403, 579, 437, -74, 140,-130, 337, 804, 199, -56, c 426, 57, 410, 581, 438, -77, 144,-134, 339, 774, 203, -55, c 431, 66, 414, 582, 440, -84, 145,-138, 338, 749, 207, -55, c 434, 68, 418, 582, 441, -89, 147,-141, 337, 738, 210, -54, c 438, 68, 421, 579, 440, -89, 148,-145, 335, 739, 215, -54, c 440, 65, 422, 577, 433, -89, 147,-154, 335, 743, 219, -54, c 440, 61, 420, 573, 424, -85, 145,-160, 335, 736, 222, -55, c 440, 57, 419, 569, 416, -85, 144,-162, 333, 719, 227, -56, c 359, -14, 359, 536, 500, -10, 123, -44, 298, 715, 167, 18, c 363, -11, 359, 534, 491, -10, 124, -51, 300, 766, 164, 14, c 366, -8, 358, 535, 485, -14, 124, -58, 304, 817, 161, 9, c 366, -6, 357, 539, 480, -15, 126, -62, 308, 893, 159, 5, c 364, -9, 363, 544, 481, -23, 127, -63, 312, 929, 159, 0, c 365, -14, 370, 546, 477, -34, 126, -65, 315, 917, 160, -4, c 374, -15, 371, 550, 472, -32, 127, -75, 317, 892, 163, -8, c 383, -10, 368, 557, 469, -40, 127, -82, 318, 859, 169, -12, c 387, -2, 362, 557, 466, -41, 128, -88, 319, 841, 174, -17, c 390, 6, 359, 553, 464, -48, 128, -93, 317, 863, 175, -23, c 395, 14, 364, 552, 467, -46, 128, -96, 316, 902, 175, -27, c 397, 18, 367, 550, 471, -51, 127,-100, 314, 904, 175, -31, c 394, 19, 361, 547, 470, -60, 124,-104, 312, 862, 174, -34, c 391, 16, 349, 545, 468, -56, 122,-108, 309, 817, 171, -38, c 390, 12, 344, 546, 466, -68, 117,-111, 308, 783, 167, -41, c 389, 5, 345, 550, 462, -61, 113,-117, 310, 772, 163, -44, c 389, 2, 354, 554, 460, -56, 109,-122, 313, 791, 161, -45, c 391, 3, 365, 558, 459, -60, 110,-126, 319, 820, 164, -47, c 397, 12, 378, 561, 458, -53, 112,-128, 324, 833, 167, -49, c 403, 23, 384, 563, 455, -58, 117,-127, 329, 837, 173, -52, c 407, 29, 384, 564, 452, -63, 120,-127, 333, 847, 178, -54, c 410, 28, 382, 567, 451, -63, 124,-125, 334, 854, 183, -56, c 412, 25, 386, 571, 450, -70, 128,-123, 335, 853, 189, -56, c 414, 24, 391, 574, 444, -78, 132,-124, 336, 855, 195, -57, c 417, 30, 397, 576, 437, -78, 136,-125, 336, 844, 198, -57, c 420, 43, 403, 578, 433, -78, 139,-132, 339, 815, 202, -56, c 425, 58, 409, 581, 437, -84, 139,-137, 339, 780, 204, -56, c 432, 68, 415, 583, 441, 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577, 440, -84, 135,-147, 338, 744, 207, -59, c 439, 70, 419, 579, 442, -89, 140,-145, 338, 729, 212, -56, c 446, 73, 422, 575, 440, -86, 147,-143, 339, 728, 219, -52, c 453, 74, 427, 575, 439, -81, 154,-144, 342, 730, 225, -48, c 456, 73, 428, 578, 439, -78, 160,-142, 345, 724, 231, -45, c 458, 70, 429, 580, 436, -72, 166,-143, 348, 713, 238, -42, c 357, -18, 365, 533, 497, -13, 117, -54, 299, 666, 170, 10, c 356, -17, 362, 533, 490, -15, 119, -60, 303, 737, 167, 6, c 357, -16, 358, 534, 484, -15, 120, -62, 307, 795, 163, 2, c 355, -17, 355, 541, 478, -19, 120, -66, 311, 861, 161, -2, c 354, -20, 358, 547, 477, -21, 120, -71, 312, 890, 159, -7, c 357, -24, 362, 548, 471, -30, 119, -76, 313, 878, 159, -14, c 365, -22, 366, 551, 467, -30, 118, -84, 314, 832, 161, -20, c 372, -17, 363, 552, 464, -34, 118, -89, 312, 780, 163, -24, c 378, -9, 356, 548, 466, -42, 118, -94, 312, 771, 165, -28, c 381, 0, 354, 545, 466, -48, 118,-101, 311, 834, 163, -32, c 386, 8, 360, 546, 467, -52, 118,-103, 310, 907, 162, -34, c 390, 15, 365, 549, 468, -55, 117,-105, 310, 927, 161, -35, c 391, 18, 365, 549, 469, -62, 118,-107, 309, 898, 162, -37, c 389, 17, 358, 551, 469, -65, 115,-110, 309, 857, 162, -40, c 389, 14, 351, 551, 467, -70, 111,-118, 309, 829, 161, -45, c 388, 9, 348, 552, 463, -62, 108,-119, 310, 819, 159, -49, c 385, 9, 351, 552, 461, -62, 103,-125, 313, 830, 159, -53, c 382, 12, 357, 551, 457, -65, 103,-128, 318, 845, 160, -57, c 386, 21, 367, 554, 452, -60, 107,-130, 323, 845, 163, -60, c 391, 32, 375, 557, 447, -66, 112,-130, 328, 825, 169, -62, c 395, 37, 377, 558, 442, -73, 115,-128, 332, 811, 174, -63, c 398, 36, 381, 563, 441, -77, 118,-128, 334, 807, 180, -65, c 399, 29, 386, 568, 438, -83, 120,-130, 334, 813, 186, -63, c 401, 24, 391, 568, 432, -85, 123,-136, 335, 822, 192, -63, c 403, 24, 392, 566, 426, -89, 121,-143, 334, 821, 195, -64, c 407, 33, 394, 565, 425, -91, 122,-151, 335, 799, 198, -65, c 416, 47, 399, 566, 430, -92, 123,-154, 335, 767, 199, -65, c 429, 59, 409, 569, 438, -89, 129,-150, 335, 741, 204, -63, c 439, 66, 416, 571, 440, -96, 135,-147, 337, 727, 210, -59, c 448, 73, 422, 572, 441, -85, 145,-141, 341, 725, 218, -53, c 459, 79, 431, 578, 445, -75, 159,-137, 345, 728, 227, -47, c 464, 78, 434, 586, 448, -71, 168,-131, 350, 724, 236, -42, c 469, 77, 437, 593, 451, -61, 179,-128, 355, 717, 244, -37, c 350, -24, 369, 532, 500, -22, 112, -62, 299, 745, 172, 4, c 351, -22, 365, 534, 492, -19, 115, -62, 303, 812, 169, 1, c 351, -21, 360, 533, 484, -21, 115, -64, 306, 861, 165, -3, c 349, -22, 356, 537, 476, -24, 116, -69, 309, 902, 161, -7, c 349, -25, 356, 542, 472, -25, 116, -75, 310, 906, 159, -14, c 353, -26, 359, 545, 466, -33, 114, -81, 311, 875, 158, -19, c 361, -23, 360, 545, 462, -38, 114, -87, 310, 804, 159, -25, c 369, -18, 357, 545, 462, -45, 113, -92, 309, 733, 160, -30, c 376, -11, 352, 545, 464, -49, 115, -97, 308, 725, 161, -34, c 378, -2, 351, 543, 466, -51, 114,-102, 308, 805, 157, -37, c 385, 7, 357, 544, 467, -56, 114,-106, 307, 898, 154, -38, c 389, 13, 365, 548, 469, -57, 114,-109, 307, 939, 153, -38, c 387, 16, 366, 552, 468, -61, 112,-111, 307, 928, 155, -40, c 385, 15, 360, 553, 467, -61, 111,-115, 306, 904, 156, -43, c 386, 12, 351, 550, 464, -68, 106,-121, 307, 883, 156, -47, c 384, 8, 344, 548, 460, -67, 104,-125, 310, 874, 154, -52, c 380, 9, 345, 546, 455, -69, 101,-129, 313, 877, 155, -57, c 378, 15, 351, 547, 452, -69, 102,-132, 317, 879, 158, -61, c 380, 25, 362, 550, 448, -68, 104,-133, 322, 861, 162, -64, c 386, 35, 370, 553, 442, -72, 109,-133, 326, 826, 166, -67, c 390, 39, 378, 558, 439, -72, 113,-130, 330, 795, 171, -68, c 394, 36, 383, 565, 436, -79, 116,-132, 332, 782, 177, -68, c 397, 29, 388, 571, 434, -81, 117,-135, 333, 791, 182, -68, c 398, 21, 390, 569, 429, -82, 115,-143, 332, 806, 187, -69, c 398, 20, 387, 563, 425, -91, 114,-155, 332, 810, 190, -70, c 400, 27, 386, 557, 424, -94, 112,-160, 331, 794, 191, -71, c 412, 42, 393, 558, 430, -94, 116,-161, 330, 768, 194, -71, c 424, 54, 400, 561, 434, -92, 122,-155, 331, 742, 199, -69, c 437, 63, 409, 564, 437, -93, 133,-149, 335, 726, 207, -63, c 449, 71, 419, 568, 440, -92, 145,-141, 341, 721, 218, -56, c 463, 79, 434, 584, 451, -72, 162,-134, 348, 725, 229, -46, c 470, 79, 439, 596, 457, -66, 175,-127, 355, 724, 239, -39, c 477, 79, 445, 608, 466, -49, 187,-122, 361, 721, 248, -33, c 343, -31, 369, 532, 500, -31, 108, -63, 297, 851, 168, 0, c 345, -28, 364, 532, 491, -28, 111, -66, 301, 908, 164, -5, c 346, -25, 360, 533, 482, -27, 112, -68, 304, 945, 161, -9, c 345, -24, 354, 534, 472, -27, 112, -74, 306, 966, 158, -13, c 346, -25, 351, 538, 467, -28, 112, -79, 306, 947, 157, -19, c 352, -25, 352, 541, 463, -33, 111, -84, 305, 887, 156, -26, c 359, -23, 351, 539, 460, -36, 111, -91, 305, 791, 156, -31, c 367, -18, 347, 538, 460, -46, 110, -96, 305, 705, 157, -36, c 374, -12, 345, 538, 461, -51, 111,-100, 304, 695, 156, -39, c 378, -4, 346, 538, 464, -52, 112,-106, 304, 779, 153, -42, c 382, 4, 354, 540, 466, -57, 111,-109, 303, 883, 149, -42, c 384, 10, 362, 544, 468, -58, 109,-113, 303, 941, 147, -42, c 381, 14, 364, 549, 467, -63, 106,-114, 304, 947, 149, -43, c 377, 12, 358, 551, 466, -63, 104,-119, 305, 939, 151, -46, c 379, 8, 350, 548, 463, -69, 103,-123, 307, 928, 152, -50, c 381, 5, 342, 546, 458, -69, 101,-127, 309, 921, 152, -55, c 378, 8, 340, 544, 452, -70, 100,-129, 314, 915, 154, -59, c 376, 15, 345, 544, 448, -70, 101,-133, 318, 904, 157, -64, c 378, 25, 358, 546, 446, -73, 104,-132, 322, 870, 162, -67, c 383, 35, 369, 552, 441, -74, 108,-133, 326, 817, 166, -69, c 386, 39, 376, 557, 436, -76, 109,-133, 329, 771, 171, -70, c 393, 36, 383, 564, 434, -86, 113,-135, 331, 753, 175, -72, c 396, 27, 389, 569, 433, -86, 113,-143, 330, 764, 179, -71, c 396, 20, 390, 568, 428, -85, 110,-152, 330, 781, 183, -72, c 396, 17, 384, 558, 423, -96, 108,-163, 328, 789, 184, -74, c 400, 24, 380, 550, 424,-104, 108,-165, 327, 781, 186, -76, c 407, 38, 383, 550, 429,-103, 111,-164, 326, 760, 188, -78, c 419, 50, 392, 555, 432, -96, 119,-155, 328, 736, 195, -75, c 433, 59, 403, 562, 436, -97, 129,-151, 333, 716, 205, -68, c 447, 67, 416, 571, 443, -87, 144,-142, 341, 709, 218, -58, c 464, 76, 431, 590, 456, -69, 162,-133, 350, 712, 231, -47, c 472, 76, 439, 604, 465, -59, 178,-124, 359, 712, 242, -38, c 481, 78, 448, 621, 477, -35, 192,-116, 367, 713, 250, -30, c 334, -38, 361, 528, 492, -31, 106, -69, 296, 923, 160, -4, c 335, -34, 357, 527, 484, -24, 106, -72, 298, 986, 157, -8, c 337, -30, 352, 529, 475, -28, 108, -73, 300,1019, 155, -12, c 338, -26, 346, 532, 468, -27, 107, -78, 300,1013, 154, -18, c 343, -25, 343, 535, 463, -32, 108, -81, 300, 972, 153, -23, c 352, -24, 343, 537, 463, -44, 108, -87, 299, 901, 152, -30, c 359, -22, 343, 536, 462, -45, 105, -95, 299, 793, 152, -37, c 364, -20, 339, 535, 460, -54, 105,-102, 299, 694, 152, -41, c 371, -16, 336, 533, 460, -58, 107,-105, 300, 676, 152, -45, c 377, -7, 340, 535, 463, -57, 108,-108, 301, 754, 148, -46, c 378, 0, 349, 536, 465, -58, 107,-112, 301, 850, 145, -46, c 378, 7, 355, 538, 465, -63, 104,-117, 301, 906, 143, -46, c 374, 10, 356, 542, 463, -65, 101,-120, 302, 923, 146, -46, c 371, 9, 352, 544, 464, -59, 100,-122, 304, 927, 149, -49, c 374, 5, 346, 543, 463, -65, 99,-125, 306, 928, 151, -53, c 378, 1, 342, 546, 457, -65, 100,-128, 310, 928, 151, -57, c 379, 5, 343, 547, 452, -67, 100,-130, 315, 919, 153, -60, c 378, 14, 349, 546, 449, -71, 103,-133, 319, 902, 158, -64, c 378, 24, 359, 547, 445, -78, 104,-132, 323, 861, 163, -67, c 381, 34, 368, 552, 440, -80, 108,-132, 327, 798, 167, -70, c 385, 38, 377, 558, 434, -80, 108,-134, 328, 743, 171, -71, c 390, 35, 383, 562, 432, -94, 109,-139, 329, 721, 174, -73, c 393, 28, 388, 564, 430, -92, 108,-145, 329, 735, 176, -74, c 395, 20, 387, 560, 426, -94, 105,-155, 326, 754, 178, -77, c 396, 17, 380, 550, 422,-107, 103,-166, 324, 766, 179, -80, c 398, 24, 374, 542, 423,-113, 104,-166, 321, 762, 180, -83, c 404, 37, 376, 543, 425,-114, 108,-164, 320, 747, 184, -83, c 415, 49, 385, 551, 429,-106, 115,-156, 323, 723, 191, -81, c 428, 57, 396, 563, 435, -99, 128,-149, 330, 702, 203, -73, c 445, 65, 410, 578, 444, -91, 144,-141, 341, 694, 218, -61, c 463, 73, 428, 598, 458, -71, 164,-132, 352, 697, 233, -48, c 472, 73, 438, 611, 468, -58, 180,-120, 362, 698, 245, -38, c 482, 73, 447, 624, 479, -34, 196,-113, 371, 700, 254, -28, c 322, -45, 353, 520, 483, -34, 100, -73, 295, 964, 152, -4, c 324, -40, 348, 520, 477, -32, 101, -76, 297,1017, 151, -9, c 327, -35, 342, 523, 469, -36, 101, -80, 297,1036, 149, -15, c 330, -29, 337, 529, 463, -32, 100, -86, 296,1026, 148, -20, c 339, -25, 336, 533, 462, -36, 102, -87, 295, 974, 148, -28, c 348, -22, 338, 535, 461, -45, 101, -92, 294, 890, 147, -34, c 354, -22, 337, 533, 460, -49, 100,-100, 294, 778, 147, -40, c 362, -22, 334, 531, 458, -57, 101,-106, 295, 680, 147, -46, c 368, -20, 334, 531, 459, -58, 102,-109, 297, 658, 145, -49, c 372, -13, 338, 533, 462, -61, 102,-109, 298, 724, 143, -50, c 376, -4, 343, 534, 463, -61, 102,-116, 299, 802, 139, -51, c 374, 2, 346, 532, 461, -68, 100,-120, 299, 849, 139, -50, c 369, 8, 347, 533, 459, -71, 96,-121, 300, 867, 143, -51, c 367, 9, 348, 538, 461, -56, 96,-125, 302, 877, 147, -52, c 371, 4, 346, 541, 462, -56, 98,-124, 306, 887, 148, -55, c 377, 1, 346, 546, 459, -57, 100,-127, 310, 897, 150, -58, c 379, 3, 349, 548, 455, -59, 102,-129, 317, 895, 154, -60, c 379, 10, 355, 550, 450, -66, 105,-131, 321, 882, 159, -63, c 378, 20, 362, 551, 444, -76, 105,-131, 325, 846, 164, -68, c 378, 30, 369, 554, 436, -80, 105,-134, 326, 785, 167, -70, c 381, 36, 376, 557, 431, -84, 106,-137, 327, 728, 170, -73, c 386, 36, 382, 561, 429, -89, 106,-143, 327, 708, 171, -75, c 389, 30, 386, 560, 426, -93, 103,-152, 325, 722, 173, -78, c 391, 24, 383, 551, 422,-100, 99,-163, 322, 738, 173, -80, c 394, 21, 376, 542, 421,-113, 98,-169, 319, 749, 172, -85, c 397, 24, 370, 536, 421,-120, 99,-169, 316, 749, 174, -88, c 402, 35, 371, 539, 423,-121, 104,-165, 316, 739, 179, -90, c 411, 48, 379, 551, 426,-111, 112,-159, 320, 718, 188, -86, c 423, 58, 389, 566, 433,-103, 126,-151, 329, 697, 202, -77, c 441, 67, 404, 582, 442, -91, 143,-140, 342, 690, 220, -64, c 462, 73, 424, 604, 459, -70, 165,-131, 354, 691, 236, -50, c 472, 72, 435, 616, 468, -50, 182,-121, 366, 693, 248, -38, c 482, 69, 445, 626, 478, -25, 197,-111, 375, 696, 256, -27, c 315, -47, 351, 517, 480, -28, 95, -81, 295, 948, 146, -4, c 317, -42, 345, 517, 475, -34, 95, -83, 296, 998, 145, -10, c 318, -37, 339, 520, 467, -41, 94, -85, 295,1014, 145, -16, c 322, -30, 332, 524, 459, -42, 93, -90, 293, 995, 145, -22, c 332, -24, 332, 530, 458, -48, 93, -95, 291, 934, 145, -31, c 341, -23, 332, 531, 456, -54, 94, -99, 289, 845, 142, -39, c 348, -23, 329, 527, 453, -58, 92,-105, 290, 736, 140, -46, c 356, -26, 329, 524, 451, -65, 93,-111, 292, 651, 138, -52, c 362, -25, 332, 524, 455, -64, 96,-115, 295, 645, 138, -55, c 366, -19, 336, 528, 459, -62, 99,-115, 297, 711, 136, -55, c 371, -9, 339, 531, 461, -61, 97,-118, 298, 778, 135, -55, c 374, 0, 340, 530, 458, -67, 96,-121, 298, 812, 136, -55, c 370, 7, 342, 530, 458, -71, 92,-122, 299, 825, 139, -54, c 368, 9, 345, 534, 458, -63, 95,-123, 301, 836, 144, -56, c 371, 6, 345, 540, 460, -61, 98,-124, 304, 848, 148, -58, c 374, 0, 344, 544, 459, -65, 101,-128, 311, 864, 151, -61, c 376, 0, 349, 548, 454, -70, 103,-129, 317, 872, 154, -63, c 375, 6, 358, 552, 450, -69, 104,-129, 321, 867, 160, -66, c 375, 16, 365, 553, 445, -76, 104,-130, 325, 839, 164, -69, c 374, 25, 368, 554, 433, -86, 103,-134, 326, 786, 166, -73, c 376, 32, 374, 557, 426, -89, 102,-140, 324, 734, 168, -76, c 381, 36, 381, 561, 425, -95, 101,-146, 323, 715, 169, -80, c 384, 34, 381, 556, 424,-101, 97,-158, 321, 725, 167, -83, c 386, 28, 376, 543, 420,-113, 93,-169, 317, 734, 167, -86, c 389, 23, 368, 535, 418,-127, 93,-173, 314, 738, 166, -91, c 393, 25, 362, 532, 418,-128, 94,-174, 311, 740, 168, -94, c 398, 34, 364, 539, 421,-125, 99,-171, 311, 734, 175, -95, c 407, 48, 373, 554, 423,-116, 108,-162, 317, 719, 185, -91, c 420, 61, 385, 571, 430,-101, 124,-151, 327, 702, 201, -81, c 438, 70, 400, 590, 441, -88, 143,-142, 342, 697, 221, -67, c 460, 74, 421, 612, 457, -66, 165,-131, 357, 700, 238, -51, c 472, 70, 433, 622, 466, -45, 182,-123, 368, 701, 250, -38, c 483, 66, 443, 632, 476, -19, 199,-112, 378, 704, 258, -26, c 314, -45, 353, 516, 480, -26, 93, -80, 296, 926, 143, -5, c 317, -40, 347, 517, 474, -31, 93, -83, 295, 970, 144, -11, c 317, -36, 341, 519, 467, -40, 90, -87, 293, 981, 143, -18, c 317, -30, 331, 523, 459, -45, 86, -94, 290, 958, 142, -27, c 326, -26, 326, 529, 456, -51, 86,-100, 287, 890, 141, -35, c 335, -24, 325, 528, 452, -57, 86,-108, 285, 799, 136, -45, c 342, -25, 323, 522, 448, -63, 85,-114, 285, 697, 131, -53, c 348, -29, 325, 517, 445, -69, 86,-117, 288, 634, 130, -58, c 355, -30, 331, 518, 449, -67, 90,-120, 292, 652, 131, -60, c 361, -24, 336, 525, 455, -62, 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821, 146, -53, c 367, 4, 341, 539, 473, -51, 93,-108, 306, 813, 148, -54, c 377, 17, 345, 541, 477, -50, 97,-110, 310, 829, 151, -55, c 382, 17, 350, 540, 476, -51, 104,-114, 311, 832, 152, -57, c 385, 6, 355, 537, 470, -56, 107,-119, 310, 814, 152, -59, c 387, -6, 363, 533, 462, -62, 108,-125, 306, 761, 150, -65, c 386, -16, 368, 529, 457, -72, 103,-129, 302, 737, 147, -71, c 386, -17, 368, 528, 456, -78, 98,-132, 298, 752, 143, -76, c 389, -13, 365, 529, 456, -79, 92,-136, 297, 779, 141, -79, c 388, -7, 358, 532, 451, -83, 89,-141, 296, 790, 140, -81, c 387, -2, 349, 532, 446, -90, 91,-142, 297, 800, 142, -82, c 386, 1, 346, 536, 444, -84, 91,-148, 299, 802, 145, -85, c 390, 3, 346, 539, 443, -83, 91,-155, 300, 792, 147, -89, c 393, 2, 343, 535, 436, -93, 90,-160, 300, 777, 148, -96, c 394, 3, 346, 533, 428,-100, 89,-165, 299, 758, 149,-103, c 394, 14, 352, 532, 419,-102, 87,-172, 298, 750, 152,-109, c 393, 35, 353, 530, 412,-104, 87,-177, 297, 756, 154,-112, c 392, 53, 352, 527, 407,-109, 91,-182, 299, 752, 157,-115, c 394, 52, 353, 529, 406,-104, 94,-184, 301, 732, 162,-117, c 394, 31, 353, 534, 406,-105, 99,-185, 302, 715, 168,-119, c 398, 3, 355, 539, 407,-101, 101,-188, 302, 702, 171,-119, c 402, -16, 357, 541, 409,-102, 101,-190, 301, 684, 173,-119, c 406, -21, 361, 539, 406,-112, 100,-193, 302, 668, 175,-120, c 411, -8, 364, 541, 406,-114, 104,-194, 304, 666, 176,-120, c 413, -2, 366, 545, 406,-106, 108,-193, 307, 670, 180,-120, c 416, 3, 367, 548, 406,-100, 116,-191, 312, 681, 186,-119, c 332, -41, 354, 522, 508, -27, 110, -65, 327, 848, 157, -7, c 334, -38, 357, 520, 497, -25, 110, -70, 322, 906, 157, -14, c 334, -34, 361, 517, 489, -26, 107, -75, 316, 930, 156, -20, c 333, -33, 363, 518, 484, -26, 100, -84, 310, 916, 154, -28, c 332, -39, 360, 517, 478, -29, 98, -90, 304, 893, 152, -35, c 336, -42, 357, 522, 474, -34, 94, -96, 300, 871, 149, -41, c 346, -34, 352, 531, 473, -36, 93, -98, 302, 834, 148, -45, c 359, -17, 348, 539, 474, -44, 94,-101, 305, 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412,-102, 97,-175, 301, 756, 163,-109, c 401, 60, 353, 535, 410,-100, 102,-178, 303, 738, 169,-111, c 403, 41, 356, 539, 409, -97, 105,-181, 305, 722, 174,-112, c 405, 10, 358, 544, 411,-101, 107,-184, 305, 712, 177,-113, c 410, -11, 361, 545, 413,-104, 106,-186, 305, 696, 179,-114, c 414, -16, 365, 543, 410,-111, 106,-188, 305, 683, 182,-113, c 420, -5, 371, 547, 410,-112, 109,-189, 308, 681, 185,-114, c 422, 0, 372, 549, 410,-104, 115,-187, 311, 685, 189,-113, c 425, 8, 373, 553, 411, -97, 123,-186, 316, 694, 193,-114, c 329, -45, 358, 520, 506, -21, 110, -61, 333, 862, 159, -5, c 332, -37, 362, 519, 498, -17, 109, -65, 329, 915, 158, -11, c 334, -29, 366, 519, 492, -15, 106, -74, 324, 938, 157, -18, c 337, -22, 369, 518, 488, -20, 101, -83, 317, 925, 155, -25, c 339, -25, 365, 517, 483, -25, 98, -88, 311, 897, 153, -32, c 344, -30, 363, 521, 479, -30, 96, -93, 308, 864, 151, -38, c 354, -29, 359, 530, 478, -31, 98, -94, 307, 813, 152, -40, c 364, -18, 355, 539, 477, -37, 99, -97, 311, 765, 157, -42, c 372, -1, 355, 546, 476, -35, 100, -98, 316, 729, 160, -43, c 381, 12, 359, 551, 482, -38, 102,-101, 320, 725, 162, -45, c 387, 15, 363, 555, 485, -34, 107,-103, 323, 735, 162, -48, c 388, 7, 367, 552, 483, -39, 110,-109, 323, 747, 163, -51, c 390, -6, 370, 546, 476, -50, 113,-119, 321, 718, 162, -55, c 393, -17, 373, 545, 471, -55, 113,-122, 318, 700, 161, -61, c 399, -17, 376, 546, 469, -60, 110,-123, 313, 713, 159, -67, c 403, -11, 375, 545, 467, -65, 107,-129, 310, 755, 155, -70, c 402, -2, 369, 542, 460, -75, 102,-133, 308, 781, 153, -72, c 402, 7, 366, 542, 453, -77, 104,-136, 307, 806, 154, -73, c 402, 14, 366, 543, 451, -80, 104,-140, 307, 823, 157, -76, c 405, 16, 367, 544, 450, -75, 105,-146, 306, 821, 159, -80, c 410, 14, 365, 543, 446, -80, 105,-152, 305, 800, 158, -86, c 409, 10, 361, 541, 438, -90, 102,-156, 302, 774, 158, -92, c 407, 16, 360, 540, 429, -93, 100,-159, 301, 761, 160, -97, c 406, 37, 359, 543, 422, -96, 100,-166, 300, 764, 162,-100, c 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479, -35, 102, -92, 316, 756, 163, -37, c 377, -8, 357, 545, 477, -29, 104, -94, 320, 710, 166, -38, c 385, 5, 363, 552, 483, -32, 105, -95, 325, 697, 166, -41, c 392, 13, 370, 557, 487, -30, 109, -99, 329, 704, 166, -43, c 392, 8, 371, 555, 486, -36, 114,-103, 331, 722, 167, -47, c 393, -5, 377, 552, 480, -45, 119,-110, 330, 704, 168, -50, c 400, -16, 381, 551, 478, -46, 121,-116, 327, 698, 167, -56, c 406, -19, 383, 554, 475, -48, 119,-118, 323, 722, 165, -61, c 407, -13, 380, 552, 470, -54, 113,-125, 319, 767, 162, -66, c 406, -2, 373, 547, 463, -65, 109,-129, 317, 793, 159, -69, c 407, 11, 371, 545, 457, -72, 106,-134, 315, 814, 159, -72, c 409, 21, 375, 545, 456, -73, 109,-136, 314, 829, 163, -75, c 410, 21, 376, 546, 453, -72, 110,-141, 311, 824, 164, -80, c 411, 16, 372, 546, 448, -72, 108,-147, 309, 799, 163, -85, c 409, 9, 367, 544, 441, -85, 106,-151, 306, 770, 162, -89, c 407, 13, 363, 544, 434, -89, 105,-156, 303, 755, 162, -93, c 408, 35, 360, 545, 428, -94, 105,-164, 303, 751, 164, -98, c 411, 64, 358, 544, 424, -97, 104,-170, 304, 734, 167,-100, c 418, 74, 360, 545, 423, -97, 108,-175, 306, 705, 172,-103, c 421, 55, 365, 547, 421, -91, 111,-178, 308, 695, 176,-105, c 422, 21, 369, 550, 420, -97, 114,-180, 310, 698, 179,-107, c 424, -5, 372, 551, 420,-102, 113,-179, 311, 696, 183,-107, c 426, -14, 373, 550, 420,-101, 115,-179, 312, 691, 188,-108, c 431, -2, 378, 553, 420,-101, 119,-181, 315, 693, 193,-106, c 435, 5, 380, 556, 422, -89, 124,-178, 319, 693, 197,-107, c 439, 13, 383, 560, 424, -83, 133,-176, 325, 690, 203,-106, c 330, -52, 355, 518, 505, -5, 106, -56, 349, 886, 165, -5, c 335, -38, 360, 520, 501, -1, 106, -62, 345, 942, 163, -12, c 339, -24, 366, 523, 499, -1, 105, -69, 340, 964, 161, -17, c 345, -7, 370, 528, 499, -1, 101, -77, 333, 937, 159, -23, c 351, -6, 366, 528, 495, -11, 101, -83, 325, 911, 157, -27, c 358, -13, 364, 530, 492, -18, 102, -87, 320, 883, 158, -30, c 364, -23, 361, 535, 488, -21, 106, -88, 317, 833, 163, -32, c 374, -23, 359, 540, 485, -26, 108, -85, 320, 788, 169, -32, c 384, -14, 360, 546, 482, -26, 110, -87, 324, 749, 172, -34, c 393, 2, 369, 552, 486, -27, 110, -88, 329, 727, 171, -36, c 399, 15, 377, 557, 487, -28, 113, -91, 334, 715, 169, -38, c 403, 15, 382, 559, 488, -31, 120, -97, 338, 731, 170, -41, c 404, 2, 388, 559, 486, -41, 126,-101, 338, 726, 172, -46, c 409, -12, 392, 560, 485, -38, 129,-106, 336, 732, 173, -51, c 412, -18, 391, 560, 481, -40, 126,-109, 332, 758, 172, -57, c 412, -14, 385, 557, 473, -46, 120,-120, 328, 802, 168, -62, c 411, 0, 380, 552, 467, -56, 115,-127, 325, 820, 166, -66, c 413, 17, 381, 550, 462, -62, 112,-134, 322, 824, 166, -70, c 416, 28, 383, 549, 458, -65, 113,-137, 320, 821, 169, -75, c 418, 27, 384, 548, 455, -66, 113,-141, 318, 807, 170, -80, c 416, 17, 379, 549, 450, -67, 112,-147, 315, 777, 168, -86, c 412, 5, 370, 547, 444, -79, 109,-151, 310, 747, 166, -90, c 408, 7, 361, 545, 436, -88, 107,-156, 308, 734, 166, -93, c 410, 34, 357, 547, 432, -92, 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159,-112, c 415, 9, 346, 534, 414,-100, 102,-170, 302, 672, 154,-117, c 416, 30, 348, 529, 409,-106, 99,-177, 300, 698, 153,-122, c 420, 47, 351, 524, 407,-109, 98,-184, 297, 720, 154,-127, c 423, 40, 356, 523, 408,-113, 96,-191, 294, 729, 151,-132, c 424, 9, 360, 525, 409,-110, 95,-193, 292, 727, 146,-135, c 419, -26, 356, 530, 409,-113, 94,-198, 293, 710, 146,-136, c 419, -39, 350, 533, 409,-117, 95,-196, 297, 686, 156,-131, c 429, -23, 355, 542, 413,-114, 104,-192, 304, 665, 170,-122, c 450, 14, 372, 560, 427,-100, 116,-183, 314, 654, 184,-114, c 466, 38, 383, 573, 439, -86, 134,-172, 325, 646, 194,-107, c 482, 63, 395, 589, 452, -72, 155,-159, 337, 639, 204, -99, c 317, -70, 328, 494, 495, -23, 84, -81, 328, 824, 135, -37, c 327, -63, 330, 497, 490, -22, 86, -80, 325, 808, 139, -34, c 335, -56, 330, 502, 488, -20, 88, -81, 324, 782, 141, -35, c 347, -45, 332, 505, 487, -23, 91, -80, 324, 727, 140, -36, c 361, -30, 340, 511, 488, -19, 95, -84, 324, 688, 138, -39, c 369, -18, 351, 514, 489, -16, 102, -83, 324, 673, 139, -42, c 374, -18, 361, 518, 488, -24, 109, -85, 324, 724, 148, -43, c 381, -25, 368, 523, 487, -26, 115, -84, 325, 788, 161, -42, c 383, -33, 370, 526, 483, -33, 117, -86, 327, 823, 174, -39, c 386, -32, 376, 529, 482, -36, 117, -92, 329, 819, 180, -39, c 395, -22, 389, 536, 481, -30, 119, -95, 330, 829, 182, -40, c 407, -6, 402, 541, 480, -31, 123, -99, 332, 828, 180, -45, c 421, 7, 406, 543, 479, -38, 126,-100, 330, 809, 179, -52, c 427, 11, 402, 543, 476, -42, 127,-106, 327, 785, 179, -60, c 425, 6, 395, 546, 471, -50, 124,-111, 322, 786, 179, -67, c 418, -3, 385, 542, 463, -62, 117,-118, 317, 791, 179, -71, c 419, -12, 378, 541, 458, -61, 114,-125, 314, 794, 177, -76, c 416, -16, 373, 542, 451, -68, 109,-135, 311, 761, 175, -83, c 408, -15, 367, 539, 442, -77, 103,-143, 309, 700, 172, -91, c 404, -9, 361, 534, 433, -81, 99,-154, 305, 649, 166,-102, c 405, 0, 351, 532, 425, -94, 97,-160, 302, 641, 157,-112, c 408, 12, 346, 530, 416, -98, 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365, -31, 337, 504, 479, -25, 98, -89, 318, 672, 127, -51, c 371, -28, 348, 507, 481, -27, 103, -90, 319, 712, 137, -52, c 376, -29, 356, 513, 478, -31, 107, -89, 319, 771, 152, -52, c 381, -31, 365, 520, 477, -30, 110, -91, 321, 789, 165, -49, c 383, -33, 372, 524, 475, -35, 110, -95, 321, 781, 174, -47, c 387, -33, 382, 528, 472, -36, 111, -99, 321, 798, 176, -49, c 397, -25, 394, 533, 468, -40, 114,-107, 321, 813, 175, -55, c 411, -12, 400, 533, 467, -49, 116,-111, 319, 799, 170, -61, c 415, -2, 395, 532, 463, -55, 116,-118, 314, 778, 169, -70, c 413, -2, 386, 531, 457, -67, 111,-125, 309, 774, 169, -78, c 407, -12, 376, 530, 451, -72, 106,-134, 303, 775, 168, -83, c 405, -26, 366, 529, 444, -72, 101,-141, 299, 773, 166, -89, c 404, -35, 361, 529, 437, -75, 97,-147, 296, 739, 162, -95, c 398, -34, 353, 524, 428, -87, 94,-156, 294, 681, 158,-104, c 395, -22, 348, 522, 421, -91, 89,-166, 292, 637, 152,-112, c 397, -3, 342, 518, 412,-100, 89,-169, 289, 634, 144,-121, c 405, 22, 340, 518, 407,-108, 90,-172, 288, 663, 139,-129, c 411, 43, 341, 514, 399,-114, 91,-179, 287, 697, 141,-134, c 414, 55, 345, 513, 393,-116, 90,-186, 286, 721, 147,-139, c 417, 50, 347, 510, 391,-124, 89,-194, 284, 727, 150,-143, c 417, 22, 347, 510, 390,-128, 85,-197, 283, 721, 151,-148, c 413, -21, 347, 512, 391,-127, 83,-203, 282, 702, 148,-151, c 408, -54, 343, 519, 397,-128, 81,-207, 284, 674, 149,-150, c 414, -58, 338, 525, 401,-129, 83,-210, 290, 646, 159,-143, c 430, -33, 343, 533, 408,-124, 95,-205, 301, 631, 175,-132, c 456, 3, 365, 555, 426,-104, 113,-189, 315, 629, 189,-119, c 474, 29, 380, 574, 440, -87, 135,-168, 330, 626, 204,-107, c 491, 53, 395, 591, 454, -73, 163,-150, 345, 625, 216, -95, c 319, -54, 321, 488, 488, -32, 78, -87, 321, 741, 125, -52, c 326, -50, 322, 492, 484, -27, 80, -91, 316, 724, 129, -51, c 332, -47, 320, 494, 481, -27, 82, -91, 313, 712, 127, -52, c 342, -44, 316, 494, 476, -32, 82, -96, 311, 701, 119, -55, c 350, -44, 315, 492, 469, -34, 84, -99, 310, 698, 111, -59, c 355, -43, 323, 494, 470, -34, 89, -99, 311, 707, 111, -62, c 360, -41, 335, 497, 470, -39, 92, -99, 311, 745, 122, -64, c 368, -35, 347, 505, 470, -40, 95, -99, 312, 777, 136, -62, c 375, -32, 355, 511, 469, -41, 97,-100, 313, 765, 151, -59, c 377, -35, 363, 517, 467, -48, 97,-104, 313, 743, 160, -58, c 377, -44, 373, 519, 461, -48, 98,-108, 312, 760, 163, -60, c 385, -45, 382, 520, 457, -55, 101,-115, 311, 779, 160, -65, c 396, -35, 385, 517, 454, -64, 102,-123, 307, 770, 155, -73, c 400, -22, 381, 516, 449, -72, 101,-131, 302, 757, 153, -83, c 399, -15, 372, 516, 445, -85, 99,-139, 294, 755, 152, -91, c 396, -19, 363, 515, 438, -89, 92,-146, 288, 754, 152, -98, c 395, -31, 355, 514, 430, -90, 88,-153, 284, 745, 151,-103, c 395, -41, 349, 513, 424, -96, 84,-160, 281, 710, 150,-110, c 392, -45, 342, 512, 416,-100, 83,-167, 279, 655, 146,-117, c 388, -35, 334, 509, 409,-107, 81,-175, 278, 619, 140,-125, c 389, -12, 329, 505, 402,-114, 81,-181, 276, 625, 134,-132, c 398, 16, 331, 504, 399,-120, 81,-184, 275, 659, 131,-137, c 405, 40, 334, 503, 392,-124, 82,-190, 276, 689, 136,-143, c 409, 53, 338, 504, 387,-123, 82,-195, 276, 707, 144,-147, c 410, 44, 338, 502, 384,-133, 82,-202, 275, 707, 149,-151, c 411, 13, 340, 505, 384,-133, 80,-205, 275, 698, 149,-154, c 406, -31, 340, 506, 385,-135, 78,-210, 276, 679, 146,-157, c 404, -61, 340, 517, 394,-132, 77,-210, 279, 654, 148,-155, c 413, -59, 338, 522, 400,-133, 81,-210, 288, 632, 158,-146, c 435, -31, 348, 534, 409,-123, 94,-203, 302, 625, 175,-133, c 463, 6, 373, 557, 428, -99, 116,-187, 318, 628, 192,-118, c 482, 30, 389, 577, 446, -80, 140,-167, 333, 628, 208,-104, c 499, 53, 403, 597, 464, -69, 168,-148, 350, 629, 223, -90, c 312, -48, 319, 483, 479, -37, 71, -96, 319, 720, 124, -58, c 318, -46, 317, 484, 475, -36, 74,-100, 313, 706, 126, -57, c 323, -44, 315, 485, 472, -33, 75,-104, 309, 705, 123, -60, c 333, -43, 311, 484, 468, -38, 74,-109, 305, 722, 110, -65, c 339, -48, 313, 484, 463, -38, 74,-114, 304, 751, 99, -69, c 341, -51, 319, 484, 461, -41, 75,-116, 304, 772, 97, -73, c 346, -50, 330, 486, 462, -49, 77,-116, 303, 798, 108, -74, c 355, -43, 340, 493, 461, -50, 79,-115, 303, 808, 123, -73, c 363, -38, 344, 500, 460, -53, 82,-116, 304, 773, 137, -72, c 366, -43, 351, 507, 457, -59, 82,-118, 303, 732, 146, -70, c 367, -57, 361, 508, 452, -61, 82,-121, 301, 734, 149, -73, c 374, -64, 369, 506, 448, -67, 85,-127, 300, 753, 146, -77, c 382, -59, 368, 503, 444, -78, 87,-137, 296, 751, 140, -85, c 389, -42, 365, 504, 439, -85, 88,-143, 289, 744, 137, -95, c 388, -29, 359, 504, 434, -94, 84,-151, 283, 741, 137,-105, c 389, -25, 350, 501, 427, -99, 80,-160, 275, 738, 138,-112, c 390, -31, 345, 500, 420, -99, 77,-166, 270, 724, 140,-118, c 391, -41, 343, 503, 415,-101, 76,-173, 267, 685, 138,-124, c 387, -48, 333, 500, 408,-113, 74,-178, 266, 637, 135,-131, c 382, -45, 322, 495, 398,-120, 72,-186, 265, 615, 130,-136, c 381, -29, 316, 490, 392,-129, 71,-191, 263, 629, 125,-142, c 387, -3, 319, 489, 387,-135, 71,-193, 264, 663, 125,-147, c 395, 20, 324, 489, 380,-134, 73,-197, 264, 690, 131,-151, c 400, 34, 330, 492, 376,-133, 73,-201, 266, 697, 140,-154, c 401, 29, 328, 491, 377,-142, 75,-207, 267, 688, 144,-157, c 403, 1, 330, 495, 376,-141, 74,-211, 269, 674, 144,-160, c 402, -38, 335, 499, 378,-142, 74,-214, 271, 658, 141,-161, c 406, -61, 341, 511, 389,-137, 75,-214, 276, 635, 144,-158, c 418, -54, 344, 520, 400,-133, 83,-208, 287, 618, 155,-148, c 444, -23, 359, 535, 412,-121, 98,-200, 303, 615, 174,-133, c 473, 13, 384, 560, 433, -95, 121,-180, 320, 621, 193,-116, c 492, 35, 398, 581, 451, -78, 146,-157, 337, 623, 212,-100, c 509, 56, 411, 602, 471, -63, 176,-140, 356, 624, 229, -83, c 309, -46, 317, 479, 471, -37, 67,-102, 318, 687, 132, -60, c 314, -44, 315, 480, 472, -44, 68,-105, 311, 691, 130, -62, c 320, -43, 313, 480, 469, -37, 69,-112, 305, 709, 124, -65, c 327, -44, 308, 476, 462, -45, 65,-118, 301, 741, 110, -70, c 330, -51, 308, 474, 455, -47, 64,-123, 299, 783, 96, -77, c 331, -57, 314, 475, 452, -52, 63,-127, 297, 810, 93, -82, c 334, -58, 322, 476, 451, -60, 63,-129, 296, 840, 103, -84, c 344, -52, 329, 480, 451, -62, 66,-131, 296, 849, 117, -84, c 351, -49, 332, 485, 447, -67, 68,-131, 295, 804, 131, -83, c 353, -56, 336, 492, 444, -72, 68,-134, 295, 750, 138, -83, c 354, -73, 346, 494, 439, -73, 67,-137, 293, 746, 139, -85, c 360, -83, 352, 491, 434, -81, 70,-142, 292, 756, 135, -91, c 368, -78, 351, 489, 430, -93, 72,-148, 287, 748, 130, -99, c 373, -62, 348, 488, 424,-101, 75,-155, 282, 740, 127,-109, c 375, -45, 343, 488, 420,-109, 74,-162, 273, 739, 126,-119, c 378, -35, 337, 486, 413,-111, 69,-168, 266, 734, 129,-126, c 380, -37, 335, 486, 407,-109, 66,-175, 261, 718, 130,-132, c 382, -45, 333, 488, 403,-113, 66,-180, 258, 680, 129,-138, c 381, -53, 324, 486, 395,-124, 67,-187, 256, 634, 127,-143, c 377, -52, 314, 482, 388,-132, 65,-195, 254, 616, 123,-149, c 376, -39, 308, 477, 381,-138, 64,-203, 254, 635, 118,-153, c 383, -16, 313, 478, 377,-145, 64,-205, 253, 669, 116,-157, c 391, 7, 319, 480, 375,-139, 66,-209, 255, 692, 123,-160, c 398, 24, 327, 487, 376,-137, 68,-210, 257, 693, 131,-162, c 398, 22, 325, 485, 375,-145, 71,-212, 259, 678, 135,-164, c 402, -1, 329, 491, 376,-142, 72,-217, 262, 659, 134,-165, c 404, -37, 337, 497, 378,-142, 73,-218, 266, 642, 133,-166, c 410, -57, 346, 510, 388,-137, 76,-214, 274, 619, 137,-162, c 425, -47, 352, 520, 399,-130, 84,-206, 287, 603, 151,-149, c 453, -15, 371, 538, 417,-114, 100,-194, 304, 601, 173,-132, c 483, 20, 395, 564, 439, -88, 126,-175, 323, 609, 195,-113, c 501, 42, 408, 585, 457, -72, 153,-155, 341, 612, 216, -94, c 519, 64, 421, 608, 478, -59, 182,-137, 360, 614, 236, -76, c 306, -45, 314, 475, 467, -41, 63,-110, 318, 659, 146, -60, c 311, -43, 313, 476, 467, -41, 63,-115, 310, 683, 141, -62, c 316, -42, 309, 476, 466, -38, 61,-121, 303, 720, 131, -67, c 320, -44, 305, 470, 458, -46, 57,-128, 298, 761, 115, -74, c 321, -54, 305, 466, 447, -52, 53,-137, 294, 814, 101, -82, c 321, -62, 309, 464, 442, -59, 51,-141, 291, 846, 97, -89, c 322, -66, 314, 464, 440, -74, 51,-145, 288, 887, 104, -93, c 332, -62, 319, 466, 438, -80, 53,-145, 287, 907, 118, -94, c 339, -60, 319, 471, 435, -87, 53,-147, 286, 859, 128, -95, c 341, -70, 324, 477, 430, -89, 53,-147, 286, 794, 135, -95, c 342, -88, 330, 479, 426, -91, 52,-150, 285, 785, 134, -99, c 348,-100, 337, 477, 422, -93, 55,-154, 284, 783, 129,-104, c 354, -98, 336, 474, 416,-104, 59,-158, 282, 760, 123,-112, c 360, -80, 332, 473, 410,-108, 62,-163, 276, 751, 119,-122, c 364, -59, 328, 473, 405,-117, 61,-169, 268, 752, 120,-132, c 366, -46, 324, 470, 399,-123, 60,-176, 260, 740, 121,-140, c 371, -44, 323, 471, 395,-126, 59,-183, 254, 722, 124,-146, c 374, -50, 323, 473, 390,-129, 60,-185, 250, 683, 123,-151, c 373, -57, 315, 471, 382,-143, 59,-193, 248, 641, 120,-157, c 371, -60, 307, 467, 376,-147, 57,-200, 247, 626, 115,-160, c 371, -50, 301, 463, 370,-153, 57,-206, 244, 650, 109,-164, c 378, -29, 306, 466, 367,-156, 57,-209, 245, 683, 107,-166, c 388, -4, 314, 472, 367,-151, 60,-211, 246, 702, 112,-168, c 393, 12, 323, 481, 371,-145, 63,-213, 248, 695, 119,-170, c 397, 13, 320, 482, 372,-153, 69,-215, 253, 672, 122,-172, c 402, -4, 328, 489, 374,-145, 71,-217, 258, 646, 121,-172, c 406, -35, 339, 497, 377,-142, 74,-218, 263, 626, 122,-171, c 416, -52, 353, 512, 389,-132, 79,-216, 272, 603, 128,-164, c 433, -40, 361, 521, 404,-125, 88,-205, 286, 586, 146,-150, c 462, -7, 381, 538, 422,-110, 107,-193, 304, 584, 170,-131, c 491, 27, 404, 566, 445, -82, 132,-170, 325, 594, 196,-110, c 510, 49, 418, 589, 463, -64, 158,-151, 345, 597, 220, -89, c 528, 70, 431, 611, 482, -50, 188,-133, 365, 600, 242, -68/ end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/ACSWFC/wfc_gcf_rdate.f" c**** c********************************************* c---------------------------- c c this program is a wrapper for wfc_gcf, c which computes the correction using the c standard procedure, then it implements c the time-dependent skew correction c c---------------------------- subroutine wfc_gcf_rdate(xi,yi,xo,yo,ki,fi,rdate) implicit none real*8 xi, yi ! input raw (x,y) position in chip real*8 xo, yo ! output distortion corrected position in meta system integer ki ! chip #: ki=1 WFC1 (top chip) ki=2 WFC2 (bot chip) integer fi ! filt #: 1=F435W 2=F475W 3=F555W 4=F606W 5=F814W ! 0=NONE ---> so, no table correction real rdate ! in units of years 2000.0 is 01jan2000 ! 2006.5 is 30jun2006, etc real rdateu real*8 xtemp, ytemp real alpha, beta real fx, fy rdateu = rdate if (rdate.eq.2002.0) then call wfc_gcf(xi,yi,xo,yo,ki,fi) return endif if (rdate.lt.2002.0.or.rdate.gt.2015) then print*,' problem in wfc_gcf_rdate: ' print*,' ' print*,' rdate: ',rdate print*,' ' print*,' ... should be between 2002 and 2015.' print*,' ' stop endif if (rdateu.gt.2007.5) rdateu = rdateu - 2.4 ! ACS was off for about 2 years + 4 months c c Compute the coefficients for the appropriate date; note c that alpha and beta are pretty much zero at 2002.0, no surprise c there, since that's when the linear terms of the standard c solution were constrained. c alpha = 0.095 + 0.090*(rdateu-2004.5)/2.5 beta = -0.029 - 0.030*(rdateu-2004.5)/2.5 c c call the original wfc_gcf to get the standard correction c call wfc_gcf(xi,yi,xtemp,ytemp,ki,fi) c c compute the scaled mapping of the frame (note we use c distortion corrected coords!) c fx = (xtemp-2048)/2048 fy = (ytemp-2048)/2048 c c implement the correction c xo = xtemp + beta*fx + alpha*fy yo = ytemp - beta*fy + alpha*fx return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/ACSWFC/wfc_cgf.f" c**** c********************************************* c---------------------------------------- c c this will perform the inverse c distortion correction... c subroutine wfc_cgf(xc,yc,xr,yr,kin,f) implicit none real*8 xc,yc real*8 xr,yr integer kin, f integer k real*8 xt,yt real*8 dx, dy, dd integer NIT real*8 xr1, yr1 real*8 xr2, yr2 k = kin xr1 = xc yr1 = yc NIT = 0 1 continue NIT = NIT + 1 call wfc_gcf(xr1,yr1,xt,yt,-1,f) dx = xc-xt dy = yc-yt dd = sqrt(dx**2+dy**2) xr1 = xr1 + (xc-xt)*0.5 yr1 = yr1 + (yc-yt)*0.5 if (dd.gt.0.001.and.NIT.lt.99) goto 1 11 continue xr2 = xc yr2 = yc NIT = 0 2 continue NIT = NIT + 1 call wfc_gcf(xr2,yr2,xt,yt,-2,f) dx = xc-xt dy = yc-yt dd = sqrt(dx**2+dy**2) xr2 = xr2 + (xc-xt)*0.5 yr2 = yr2 + (yc-yt)*0.5 c if (yr2.gt.2048) yr2 = 2048 if (dd.gt.0.001.and.NIT.lt.99) goto 2 22 continue if (k.eq.1) then xr = xr1 yr = yr1 return endif if (k.eq.2) then xr = xr2 yr = yr2 return endif if (k.le.0) then if (yr1.gt.0001) then xr = xr1 yr = yr1+2048 if (xr.lt.-0500) xr = -500.0 if (xr.gt.+5000) xr = 5000.0 if (yr.lt.-0500) yr = -500.0 if (yr.gt.+5000) yr = 5000.0 return endif if (yr2.lt.2048) then xr = xr2 yr = yr2 if (xr.lt.-0500) xr = -500.0 if (xr.gt.+5000) xr = 5000.0 if (yr.lt.-0500) yr = -500.0 if (yr.gt.+5000) yr = 5000.0 return endif if (yr2.ge.2048.and.yr1.le.0001.and.k.eq.0) then xr = -1 yr = -1 return endif if (yr2.ge.2048.and.yr1.le.0001.and.k.eq.-1) then xr = xr2 yr = 2048 return endif xr = -1 yr = -1 endif return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/ACSWFC/wfc_zpa.f" c**** c********************************************* c--------------------------------------------------------------------------- c c wfc_zpa.f --- routine to correct photometry for the fact that c the flat-fields were designed to preserve surface c brightness, not flux. This is a pretty sizeable c correction... from 0.127 in the upper left corner, c to -0.085 in the lower right corner. c c--------------------------------------------------------------------------- c c On the off chance that it might be useful, I will reproduce here the table c that samples the following correction: c c c 4096 0.127 0.118 0.109 0.100 0.092 0.084 0.077 0.070 0.063 0.057 0.050 0.045 0.039 0.034 0.029 0.024 0.019 c 3840 0.118 0.108 0.100 0.091 0.083 0.075 0.068 0.061 0.054 0.048 0.042 0.036 0.030 0.025 0.020 0.015 0.011 c 3584 0.109 0.099 0.091 0.082 0.074 0.067 0.059 0.052 0.046 0.039 0.033 0.027 0.022 0.017 0.012 0.007 0.002 c 3328 0.100 0.091 0.082 0.074 0.066 0.058 0.051 0.044 0.038 0.031 0.025 0.019 0.014 0.009 0.004 -0.001 -0.006 c 3072 0.092 0.083 0.075 0.066 0.058 0.051 0.043 0.037 0.030 0.024 0.017 0.012 0.006 0.001 -0.004 -0.009 -0.013 c 2816 0.085 0.076 0.067 0.059 0.051 0.043 0.036 0.029 0.023 0.016 0.010 0.004 -0.001 -0.007 -0.012 -0.016 -0.021 c 2560 0.077 0.068 0.060 0.052 0.044 0.036 0.029 0.022 0.015 0.009 0.003 -0.003 -0.009 -0.014 -0.019 -0.024 -0.028 c 2304 0.070 0.062 0.053 0.045 0.037 0.029 0.022 0.015 0.008 0.002 -0.004 -0.010 -0.016 -0.021 -0.026 -0.031 -0.036 c 2048 0.066 0.057 0.048 0.039 0.031 0.024 0.016 0.010 0.003 -0.003 -0.010 -0.015 -0.021 -0.026 -0.031 -0.036 -0.040 c c 2048 0.066 0.057 0.048 0.039 0.031 0.024 0.016 0.009 0.003 -0.004 -0.010 -0.015 -0.021 -0.026 -0.031 -0.036 -0.040 c 1792 0.059 0.050 0.041 0.033 0.025 0.017 0.010 0.003 -0.004 -0.010 -0.016 -0.022 -0.027 -0.033 -0.038 -0.042 -0.047 c 1536 0.053 0.044 0.035 0.027 0.019 0.011 0.004 -0.003 -0.010 -0.016 -0.022 -0.028 -0.034 -0.039 -0.044 -0.049 -0.053 c 1280 0.047 0.038 0.029 0.021 0.013 0.005 -0.002 -0.009 -0.016 -0.022 -0.028 -0.034 -0.039 -0.045 -0.050 -0.054 -0.059 c 1024 0.041 0.032 0.023 0.015 0.007 -0.001 -0.008 -0.015 -0.021 -0.028 -0.034 -0.040 -0.045 -0.050 -0.055 -0.060 -0.065 c 0768 0.036 0.027 0.018 0.010 0.002 -0.006 -0.013 -0.020 -0.027 -0.033 -0.039 -0.045 -0.050 -0.056 -0.061 -0.065 -0.070 c 0512 0.031 0.022 0.013 0.005 -0.003 -0.011 -0.018 -0.025 -0.032 -0.038 -0.044 -0.050 -0.055 -0.061 -0.066 -0.071 -0.075 c 0256 0.026 0.017 0.008 0.000 -0.008 -0.016 -0.023 -0.030 -0.037 -0.043 -0.049 -0.055 -0.060 -0.066 -0.071 -0.075 -0.080 c 0000 0.021 0.012 0.004 -0.005 -0.013 -0.020 -0.028 -0.035 -0.041 -0.048 -0.054 -0.059 -0.065 -0.070 -0.075 -0.080 -0.085 c c c AVG: 0.0000 c c---------------------------------------------------------------------------------------- c c this is the photometric correction for the ACS/WFC camera c c this corrects an observed magnitude as measured by aperture or c psf-fitting photometry for the fact that the area subtended by c each pixel varies because of distortion and the flat fields have c been constructed to conserve surfact brightness and not flux. c c this correction should be ADDED to a magnitude to correct c it for the pixel area c c mcorr = mraw + wfc_zpa() c c real function wfc_zpa(x,y,k) implicit none real*8 x, y integer k integer i, j real*8 pixarea_wfc real*8 pa if (k.eq.0) then i = x j = y endif if (k.eq.1) then i = x j = y+2048 endif if (k.eq.2) then i = x j = y endif pa = pixarea_wfc(i,j) wfc_zpa = -2.5*log10(pa) ! I have found experimentally ! that this is the right sign to ! use wfc_zpa = wfc_zpa - 0.03018 return end c--------------------------------------------- c c routine to determine the area on the sky for a given pixel, c using just the polynomials c real*8 function pixarea_wfc(i,j) implicit none integer i,j real fx, fy real dxdx, dxdy real dydx, dydy real dxdx0,dxdy0 real dydx0,dydy0 c c in LINUX you need to do this to make sure c that the variables stay in memory c real poly1x(15), poly1y(15) ! TOP CHIP WFC1 real poly2x(15), poly2y(15) ! BOT CHIP WFC2 common /polya/poly1x,poly1y,poly2x,poly2y data poly1x / . 4.222858,-25.810972, 7.522745, 35.110044,-15.458679, . 2.224611, -3.997423, -0.461412, -1.137435, 0.069899, . 0.365157, 0.297704, 0.451025, -0.059556, 0.164580/ data poly1y / . 2090.829009,166.636444,-22.581991, -9.224829, 11.854841, . -9.812475, 0.450533, -1.922356, -0.151181, -0.408813, . -0.294261, -0.302678, -0.414122, 0.101310, -0.188003/ data poly2x / . -0.013903, 0.115885, -0.014278, 35.845661,-10.955353, . 2.264019, -4.018862, -0.189312, -1.135375, 0.008529, . 0.419362, 0.099082, 0.167527, -0.036017, -0.000001/ data poly2y / . 0.023567,141.245503, 11.904442, -4.966731, 12.417648, . -7.488638, 0.463892, -2.239110, -0.249694, -0.464881, . -0.258344, -0.022357, -0.105517, -0.050072, -0.031641/ if (j.le.2048) then fx = (i-2048.0)/2048.0 fy = (j-1024.0)/1024.0 dxdx = 1*(poly2x(02)+2048) . + 2*poly2x(04)*fx . + 1*poly2x(05)*fy . + 3*poly2x(07)*fx*fx . + 2*poly2x(08)*fx*fy . + 1*poly2x(09)*fy*fy . + 4*poly2x(11)*fx*fx*fx . + 3*poly2x(12)*fx*fx*fy . + 2*poly2x(13)*fx*fy*fy . + 1*poly2x(14)*fy*fy*fy dydx = 1*poly2y(02) . + 2*poly2y(04)*fx . + 1*poly2y(05)*fy . + 3*poly2y(07)*fx*fx . + 2*poly2y(08)*fx*fy . + 1*poly2y(09)*fy*fy . + 4*poly2y(11)*fx*fx*fx . + 3*poly2y(12)*fx*fx*fy . + 2*poly2y(13)*fx*fy*fy . + 1*poly2y(14)*fy*fy*fy dxdy = 1*poly2x(03) . + 2*poly2x(06)*fy . + 1*poly2x(05)*fx . + 3*poly2x(10)*fy*fy . + 2*poly2x(09)*fx*fy . + 1*poly2x(08)*fx*fx . + 4*poly2x(15)*fy*fy*fy . + 3*poly2x(14)*fx*fy*fy . + 2*poly2x(13)*fx*fx*fy . + 1*poly2x(12)*fx*fx*fx dydy = 1*(poly2y(03)+1024) . + 2*poly2y(06)*fy . + 1*poly2y(05)*fx . + 3*poly2y(10)*fy*fy . + 2*poly2y(09)*fx*fy . + 1*poly2y(08)*fx*fx . + 4*poly2y(15)*fy*fy*fy . + 3*poly2y(14)*fx*fy*fy . + 2*poly2y(13)*fx*fx*fy . + 1*poly2y(12)*fx*fx*fx endif if (j.gt.2048) then fx = (i-2048.0)/2048.0 fy = (j-3072.0)/1024.0 dxdx = 1*(poly1x(02)+2048) . + 2*poly1x(04)*fx . + 1*poly1x(05)*fy . + 3*poly1x(07)*fx*fx . + 2*poly1x(08)*fx*fy . + 1*poly1x(09)*fy*fy . + 4*poly1x(11)*fx*fx*fx . + 3*poly1x(12)*fx*fx*fy . + 2*poly1x(13)*fx*fy*fy . + 1*poly1x(14)*fy*fy*fy dydx = 1*poly1y(02) . + 2*poly1y(04)*fx . + 1*poly1y(05)*fy . + 3*poly1y(07)*fx*fx . + 2*poly1y(08)*fx*fy . + 1*poly1y(09)*fy*fy . + 4*poly1y(11)*fx*fx*fx . + 3*poly1y(12)*fx*fx*fy . + 2*poly1y(13)*fx*fy*fy . + 1*poly1y(14)*fy*fy*fy dxdy = 1*poly1x(03) . + 2*poly1x(06)*fy . + 1*poly1x(05)*fx . + 3*poly1x(10)*fy*fy . + 2*poly1x(09)*fx*fy . + 1*poly1x(08)*fx*fx . + 4*poly1x(15)*fy*fy*fy . + 3*poly1x(14)*fx*fy*fy . + 2*poly1x(13)*fx*fx*fy . + 1*poly1x(12)*fx*fx*fx dydy = 1*(poly1y(03)+1024) . + 2*poly1y(06)*fy . + 1*poly1y(05)*fx . + 3*poly1y(10)*fy*fy . + 2*poly1y(09)*fx*fy . + 1*poly1y(08)*fx*fx . + 4*poly1y(15)*fy*fy*fy . + 3*poly1y(14)*fx*fy*fy . + 2*poly1y(13)*fx*fx*fy . + 1*poly1y(12)*fx*fx*fx endif dxdx0 = poly2x(02)+2048 dydx0 = poly2y(02) dxdy0 = poly2x(03) dydy0 = poly2y(03)+1024 pixarea_wfc = (dxdx *dydy - dxdy *dydx )/ . (dxdx0*dydy0 - dxdy0*dydx0) return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/ACSHRC/hrc_gcf.f" c**** c********************************************* c----------------------------------- c c this FORTRAN SUBROUTINE performs the filter-dependent c HRC distortion correction c c (x ,y ) = the input position (real*8) c (xx,yy) = the output position (real*8) c c f = the filter number for look-up table correction c 0 = (only polynomial solution) c 1 = F220W 6 = F606W c 2 = F330W 7 = F625W c 3 = F435W 8 = F775W c 4 = F475W 9 = F814W c 5 = F555W 10 = F850LP c subroutine hrc_gcf(x,y,xx,yy,f) implicit none real*8 x, y ! raw position real*8 xx, yy ! distortion-corrected position integer f real*8 xh, yh real dx, dy, rtab real htabx(10,65,65) real htaby(10,65,65) common /htabx_/htabx common /htaby_/htaby xh = x yh = y call hrc_gc(xh,yh,xx,yy) ! this is the filter-independent solution if (f.eq.0) return ! (no lookup table) dx = rtab(xh,yh,f,htabx) dy = rtab(xh,yh,f,htaby) xx = xx + dx yy = yy + dy return end c---------------------------------------- c c 2-d table interpolation c real function rtab(x,y,f,tab) implicit none integer f real*8 x, y real tab(10,65,65) real rx, ry integer ix, iy real fx, fy rtab = 0. if (f.lt.1.or.f.gt.10) return rx = 1 + (x/1024)*64 ry = 1 + (y/1024)*64 if (rx.lt.01) rx = 01 if (ry.lt.01) ry = 01 if (rx.gt.65) rx = 64.99 if (ry.gt.65) ry = 64.99 ix = int(rx) iy = int(ry) if (ix.lt.01) ix = 01 if (iy.lt.01) iy = 01 if (ix.gt.64) ix = 64 if (iy.gt.64) iy = 64 fx = rx-ix fy = ry-iy rtab = (1-fx)*(1-fy)*tab(f,iy ,ix ) . + (1-fx)*( fy )*tab(f,iy+1,ix ) . + ( fx )*(1-fy)*tab(f,iy ,ix+1) . + ( fx )*( fy )*tab(f,iy+1,ix+1) return end c--------------------------------------------------- c c this performs the polynomial portion of the c solution (based on the polynomial found for F475W) c subroutine hrc_gc(x,y,xx,yy) implicit none real*8 x, y real*8 xx, yy real fx, fy integer i real polyx(15) real polyy(15) real polyr(15) c c in LINUX you need to do this to make sure c that the variables stay in memory c common /qq/ polyx,polyy logical first common /qqq/first data first / .true. / data polyx/ . 0.000000, 0.000000, 0.000000, -0.864121, 2.355129, . -0.183590, 0.009942, 0.000208, 0.051272, 0.001016, . 0.017420, -0.140388, -0.099512, 0.002582, 0.002776/ data polyy/ . 0.000000, 51.845219,-62.457410, 0.361129, -0.380593, . 2.622087, 0.053201, 0.034940, -0.072759, 0.067124, . 0.026491, -0.095819, 0.047346, -0.029614, -0.070042/ xx = x yy = y fx = (x-512)/512.0 fy = (y-512)/512.0 polyr(01) = 1.0 polyr(02) = fx polyr(03) = fy polyr(04) = fx*fx polyr(05) = fx*fy polyr(06) = fy*fy polyr(07) = fx*fx*fx polyr(08) = fx*fx*fy polyr(09) = fx*fy*fy polyr(10) = fy*fy*fy polyr(11) = fx*fx*fx*fx polyr(12) = fx*fx*fx*fy polyr(13) = fx*fx*fy*fy polyr(14) = fx*fy*fy*fy polyr(15) = fy*fy*fy*fy xx = x yy = y do i = 2, 15 xx = xx + polyx(i)*polyr(i) yy = yy + polyy(i)*polyr(i) enddo return end block data xarray real htabx(10,65,65) common /htabx_/htabx data htabx/ c 0.632,0.462,0.428,0.070,0.209,0.462,0.298,0.327,0.452,0.016, c 0.642,0.451,0.426,0.065,0.205,0.460,0.296,0.321,0.446,0.018, c 0.653,0.438,0.423,0.060,0.201,0.458,0.295,0.315,0.440,0.020, c 0.658,0.423,0.420,0.053,0.195,0.454,0.292,0.308,0.434,0.022, c 0.661,0.409,0.417,0.046,0.189,0.449,0.287,0.301,0.428,0.023, c 0.657,0.396,0.413,0.038,0.184,0.442,0.282,0.294,0.422,0.024, c 0.655,0.388,0.408,0.030,0.177,0.433,0.277,0.288,0.417,0.024, c 0.652,0.381,0.402,0.022,0.169,0.425,0.272,0.281,0.412,0.023, c 0.652,0.378,0.397,0.014,0.161,0.418,0.266,0.275,0.407,0.022, c 0.652,0.372,0.393,0.008,0.153,0.412,0.261,0.268,0.402,0.021, c 0.652,0.364,0.390,0.002,0.146,0.407,0.256,0.261,0.397,0.021, c 0.652,0.352,0.387,-.001,0.140,0.404,0.252,0.255,0.391,0.025, c 0.654,0.341,0.382,-.004,0.135,0.401,0.249,0.249,0.386,0.031, c 0.657,0.330,0.376,-.004,0.131,0.398,0.246,0.242,0.380,0.038, c 0.661,0.321,0.370,-.003,0.127,0.394,0.242,0.236,0.375,0.045, c 0.661,0.314,0.365,-.002,0.123,0.390,0.239,0.229,0.370,0.050, c 0.657,0.307,0.360,0.000,0.120,0.387,0.234,0.223,0.367,0.054, c 0.649,0.301,0.357,0.003,0.117,0.384,0.231,0.219,0.365,0.058, c 0.636,0.293,0.354,0.006,0.115,0.384,0.227,0.216,0.365,0.062, c 0.620,0.286,0.352,0.009,0.115,0.383,0.225,0.214,0.367,0.068, c 0.604,0.280,0.348,0.011,0.114,0.383,0.224,0.213,0.369,0.073, c 0.589,0.276,0.344,0.013,0.114,0.382,0.223,0.211,0.370,0.078, c 0.575,0.272,0.340,0.015,0.113,0.381,0.222,0.208,0.369,0.079, c 0.563,0.269,0.335,0.016,0.111,0.379,0.221,0.204,0.367,0.077, c 0.555,0.266,0.330,0.016,0.107,0.377,0.220,0.200,0.364,0.073, c 0.550,0.263,0.325,0.016,0.104,0.374,0.219,0.196,0.361,0.069, c 0.546,0.260,0.321,0.015,0.101,0.372,0.218,0.194,0.359,0.063, c 0.543,0.256,0.317,0.014,0.098,0.370,0.216,0.193,0.358,0.056, c 0.542,0.253,0.315,0.014,0.095,0.370,0.215,0.191,0.358,0.050, c 0.540,0.248,0.313,0.014,0.093,0.370,0.213,0.189,0.357,0.044, c 0.538,0.245,0.313,0.013,0.090,0.371,0.212,0.187,0.355,0.038, c 0.534,0.243,0.312,0.013,0.088,0.370,0.211,0.184,0.352,0.032, c 0.530,0.242,0.312,0.012,0.086,0.368,0.209,0.181,0.349,0.024, c 0.524,0.242,0.312,0.011,0.084,0.366,0.208,0.179,0.346,0.015, c 0.517,0.241,0.311,0.009,0.084,0.363,0.205,0.177,0.343,0.004, c 0.512,0.241,0.310,0.006,0.084,0.361,0.202,0.176,0.341,-.007, c 0.510,0.238,0.308,0.004,0.085,0.359,0.199,0.174,0.338,-.019, c 0.510,0.235,0.305,0.002,0.085,0.358,0.197,0.173,0.335,-.030, c 0.511,0.231,0.304,-.001,0.086,0.358,0.195,0.171,0.332,-.041, c 0.514,0.229,0.303,-.002,0.088,0.358,0.193,0.170,0.330,-.051, c 0.517,0.229,0.303,-.004,0.089,0.359,0.193,0.169,0.328,-.062, c 0.521,0.233,0.304,-.006,0.092,0.359,0.193,0.169,0.326,-.072, c 0.523,0.238,0.305,-.008,0.094,0.359,0.194,0.170,0.325,-.082, c 0.525,0.243,0.305,-.010,0.096,0.359,0.195,0.172,0.325,-.091, c 0.527,0.248,0.305,-.012,0.098,0.358,0.195,0.174,0.325,-.099, c 0.527,0.253,0.303,-.014,0.097,0.358,0.195,0.174,0.327,-.106, c 0.530,0.255,0.301,-.016,0.095,0.356,0.193,0.173,0.328,-.113, c 0.533,0.259,0.300,-.018,0.093,0.355,0.192,0.172,0.329,-.121, c 0.539,0.264,0.300,-.020,0.092,0.355,0.192,0.172,0.331,-.130, c 0.544,0.270,0.301,-.021,0.091,0.355,0.193,0.171,0.333,-.138, c 0.550,0.278,0.303,-.022,0.091,0.356,0.197,0.173,0.335,-.144, c 0.552,0.286,0.305,-.023,0.091,0.358,0.202,0.174,0.336,-.147, c 0.554,0.294,0.307,-.025,0.092,0.361,0.207,0.177,0.338,-.145, c 0.553,0.303,0.308,-.027,0.092,0.362,0.211,0.179,0.339,-.140, c 0.555,0.311,0.309,-.029,0.093,0.365,0.213,0.181,0.340,-.134, c 0.556,0.319,0.311,-.032,0.094,0.367,0.215,0.183,0.341,-.128, c 0.559,0.327,0.313,-.035,0.096,0.371,0.217,0.187,0.344,-.123, c 0.560,0.335,0.315,-.039,0.098,0.374,0.219,0.190,0.347,-.120, c 0.563,0.343,0.317,-.043,0.102,0.377,0.221,0.194,0.352,-.119, c 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0.524,0.379,0.308,0.001,0.134,0.423,0.216,0.263,0.404,-.104, c 0.528,0.376,0.309,0.004,0.133,0.424,0.218,0.264,0.404,-.104, c 0.533,0.373,0.312,0.008,0.134,0.427,0.220,0.266,0.404,-.103, c 0.538,0.374,0.316,0.012,0.138,0.430,0.224,0.269,0.405,-.101, c 0.542,0.376,0.321,0.016,0.143,0.435,0.226,0.272,0.407,-.098, c 0.545,0.379,0.325,0.021,0.148,0.439,0.227,0.275,0.409,-.093, c 0.546,0.383,0.328,0.026,0.152,0.442,0.226,0.276,0.409,-.090, c 0.547,0.387,0.331,0.030,0.155,0.445,0.226,0.276,0.409,-.088, c 0.545,0.390,0.334,0.033,0.157,0.446,0.225,0.275,0.407,-.089, c 0.545,0.392,0.336,0.035,0.158,0.448,0.225,0.274,0.405,-.088, c 0.545,0.395,0.338,0.037,0.159,0.450,0.226,0.273,0.404,-.088/ end block data yarray real htaby(10,65,65) common /htaby_/htaby data htaby/ c 0.178,0.150,-.125,0.079,0.269,0.247,0.108,0.196,0.023,0.132, c 0.160,0.139,-.133,0.069,0.257,0.241,0.101,0.188,0.018,0.131, c 0.142,0.130,-.141,0.059,0.244,0.235,0.094,0.180,0.012,0.130, c 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-.025,0.045,-.244,0.019,0.184,0.188,-.017,0.116,-.043,0.012, c -.030,0.041,-.245,0.012,0.181,0.183,-.021,0.113,-.047,0.008, c -.033,0.039,-.247,0.005,0.177,0.179,-.024,0.109,-.053,0.003, c -.036,0.038,-.249,-.002,0.174,0.175,-.029,0.104,-.058,-.001, c -.038,0.039,-.252,-.007,0.170,0.173,-.035,0.101,-.064,-.002, c -.042,0.041,-.257,-.013,0.166,0.170,-.042,0.097,-.069,-.001, c -.045,0.042,-.261,-.018,0.163,0.166,-.049,0.093,-.073,-.000/ end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/ACSHRC/hrc_cgf.f" c**** c********************************************* c-------------------------------------------- c c this performs the inverse HRC distortion correction c subroutine hrc_cgf(xx,yy,x,y,ifilt) implicit none real*8 xx,yy real*8 x, y integer ifilt real*8 xe, ye real*8 xxe,yye real dd integer NIT c if (xx.lt.-200.or.xx.gt.1200.or. c . yy.lt.-200.or.yy.gt.1200) continue xe = xx ye = yy do NIT = 01,25 call hrc_gcf(xe,ye,xxe,yye,ifilt) xe = xe + (xx-xxe)*0.90 ye = ye + (yy-yye)*0.90 dd = sqrt((xx-xxe)**2+(yy-yye)**2) x = xe y = ye if (dd.lt.0.001) return enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/ACSHRC/hrc_zpa.f" c**** c********************************************* c---------------------------------------------------------------- c Here is a tabulation of the following correction, you may find c this useful: c c 0000 0064 0128 0192 0256 0320 0384 0448 0512 0576 0640 0704 0768 0832 0896 0960 1024 c c 1024 -0.023 -0.023 -0.022 -0.021 -0.021 -0.020 -0.019 -0.018 -0.018 -0.017 -0.016 -0.015 -0.014 -0.014 -0.013 -0.012 -0.011 c 960 -0.021 -0.020 -0.020 -0.019 -0.018 -0.018 -0.017 -0.016 -0.015 -0.015 -0.014 -0.013 -0.012 -0.012 -0.011 -0.010 -0.009 c 896 -0.019 -0.018 -0.017 -0.017 -0.016 -0.015 -0.015 -0.014 -0.013 -0.013 -0.012 -0.011 -0.010 -0.010 -0.009 -0.008 -0.007 c 832 -0.017 -0.016 -0.015 -0.015 -0.014 -0.013 -0.013 -0.012 -0.011 -0.010 -0.010 -0.009 -0.008 -0.008 -0.007 -0.006 -0.005 c 768 -0.014 -0.014 -0.013 -0.012 -0.012 -0.011 -0.010 -0.010 -0.009 -0.008 -0.008 -0.007 -0.006 -0.005 -0.005 -0.004 -0.003 c 704 -0.012 -0.011 -0.011 -0.010 -0.009 -0.009 -0.008 -0.007 -0.007 -0.006 -0.005 -0.005 -0.004 -0.003 -0.003 -0.002 -0.001 c 640 -0.010 -0.009 -0.008 -0.008 -0.007 -0.006 -0.006 -0.005 -0.004 -0.004 -0.003 -0.002 -0.002 -0.001 0.000 0.000 0.001 c 576 -0.008 -0.007 -0.006 -0.006 -0.005 -0.004 -0.004 -0.003 -0.002 -0.002 -0.001 0.000 0.000 0.001 0.002 0.002 0.003 c 512 -0.005 -0.005 -0.004 -0.003 -0.003 -0.002 -0.001 -0.001 0.000 0.001 0.001 0.002 0.003 0.003 0.004 0.004 0.005 c 448 -0.003 -0.002 -0.002 -0.001 0.000 0.000 0.001 0.002 0.002 0.003 0.003 0.004 0.005 0.005 0.006 0.007 0.007 c 384 -0.001 0.000 0.000 0.001 0.002 0.002 0.003 0.004 0.004 0.005 0.006 0.006 0.007 0.007 0.008 0.009 0.009 c 320 0.001 0.002 0.002 0.003 0.004 0.005 0.005 0.006 0.007 0.007 0.008 0.008 0.009 0.010 0.010 0.011 0.011 c 256 0.003 0.004 0.005 0.005 0.006 0.007 0.007 0.008 0.009 0.009 0.010 0.011 0.011 0.012 0.012 0.013 0.013 c 192 0.005 0.006 0.007 0.007 0.008 0.009 0.009 0.010 0.011 0.011 0.012 0.013 0.013 0.014 0.014 0.015 0.015 c 128 0.007 0.008 0.008 0.009 0.010 0.011 0.011 0.012 0.013 0.013 0.014 0.015 0.015 0.016 0.016 0.017 0.017 c 64 0.009 0.009 0.010 0.011 0.012 0.013 0.013 0.014 0.015 0.015 0.016 0.017 0.017 0.018 0.018 0.019 0.019 c 0 0.010 0.011 0.012 0.013 0.014 0.014 0.015 0.016 0.017 0.017 0.018 0.019 0.019 0.020 0.020 0.021 0.021 c c 0000 0064 0128 0192 0256 0320 0384 0448 0512 0576 0640 0704 0768 0832 0896 0960 1024 c c---------------------------------------- c c this routine will return the photometric correction c that will account for the fact that the flat-fields c have been constructed to preserve surface brightness c rather than flux; photometry wants to measure flux c so we must multiply by the pixel area c c this correction should be ADDED to an instrumental c magnitude measured in a raw image: c c c mcor = mraw + hrc_zpa(x,y) c c real function hrc_zpa(x,y) implicit none real*8 x, y integer i, j real*8 pixarea i = x j = y hrc_zpa = -2.5*log10(pixarea(i,j)) ! I have found experimentally ! that this is the right sign to ! use return end real*8 function pixarea(i,j) implicit none integer i,j real fx, fy real dxdx, dxdy real dydx, dydy real dxdx0,dxdy0 real dydx0,dydy0 c c in LINUX you need to do this to make sure c that the variables stay in memory c real polyx(15) real polyy(15) common /pareaq/ polyx,polyy data polyx/ . -0.000180,512.000000, 0.000000, -0.864121, 2.355129, . -0.183590, 0.009942, 0.000208, 0.051272, 0.001016, . 0.017420, -0.140388, -0.099512, 0.002582, 0.002776/ data polyy/ . 0.013041, 51.847919,449.539581, 0.361129, -0.380593, . 2.622087, 0.053201, 0.034940, -0.072759, 0.067124, . 0.026491, -0.095819, 0.047346, -0.029614, -0.070042/ fx = (i-512.0)/512.0 fy = (j-512.0)/512.0 dxdx = 1*polyx(02) . + 2*polyx(04)*fx . + 1*polyx(05)*fy . + 3*polyx(07)*fx*fx . + 2*polyx(08)*fx*fy . + 1*polyx(09)*fy*fy . + 4*polyx(11)*fx*fx*fx . + 3*polyx(12)*fx*fx*fy . + 2*polyx(13)*fx*fy*fy . + 1*polyx(14)*fy*fy*fy dydx = 1*polyy(02) . + 2*polyy(04)*fx . + 1*polyy(05)*fy . + 3*polyy(07)*fx*fx . + 2*polyy(08)*fx*fy . + 1*polyy(09)*fy*fy . + 4*polyy(11)*fx*fx*fx . + 3*polyy(12)*fx*fx*fy . + 2*polyy(13)*fx*fy*fy . + 1*polyy(14)*fy*fy*fy dxdy = 1*polyx(03) . + 2*polyx(06)*fy . + 1*polyx(05)*fx . + 3*polyx(10)*fy*fy . + 2*polyx(09)*fx*fy . + 1*polyx(08)*fx*fx . + 4*polyx(15)*fy*fy*fy . + 3*polyx(14)*fx*fy*fy . + 2*polyx(13)*fx*fx*fy . + 1*polyx(12)*fx*fx*fx dydy = 1*polyy(03) . + 2*polyy(06)*fy . + 1*polyy(05)*fx . + 3*polyy(10)*fy*fy . + 2*polyy(09)*fx*fy . + 1*polyy(08)*fx*fx . + 4*polyy(15)*fy*fy*fy . + 3*polyy(14)*fx*fy*fy . + 2*polyy(13)*fx*fx*fy . + 1*polyy(12)*fx*fx*fx dxdx0 = polyx(02) dxdy0 = polyx(03) dydx0 = polyy(02) dydy0 = polyy(03) pixarea = (dxdx *dydy - dxdy *dydx )/ . (dxdx0*dydy0 - dxdy0*dydx0) return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/WFC3UV/wfc3uv_zpa.f" c**** c********************************************* c---------------------------------------- c c c real function wfc3uv_zpa(xr,yr,kin) implicit none real*8 xr, yr integer kin real ri,rj integer ii,jj real fi,fj real wfc3uv_zp_arr(64,64) common /wfc3uv_zp_arr_/wfc3uv_zp_arr ri = 1 + (xr-32)/64.0 rj = 1 + (yr-32)/64.0 if (ri.le. 1.0) ri = 1.00 if (rj.le. 1.0) rj = 1.00 if (ri.ge.64.0) ri = 63.99 if (rj.ge.64.0) rj = 63.99 ii = int(ri) jj = int(rj) fi = ri-ii fj = rj-jj wfc3uv_zpa = (1-fi)*(1-fj)*wfc3uv_zp_arr(ii ,jj ) . + (1-fi)*( fj )*wfc3uv_zp_arr(ii ,jj+1) . + ( fi )*(1-fj)*wfc3uv_zp_arr(ii+1,jj ) . + ( fi )*( fj )*wfc3uv_zp_arr(ii+1,jj+1) return end c-------------------------------- c c block data wfc3uv_zp_arr_BD real wfc3uv_zp_arr(64,64) common /wfc3uv_zp_arr_/wfc3uv_zp_arr data wfc3uv_zp_arr/ .-0.0008,-0.0014,-0.0020,-0.0026,-0.0033,-0.0038,-0.0044,-0.0051, .-0.0055,-0.0060,-0.0066,-0.0071,-0.0078,-0.0084,-0.0090,-0.0095, .-0.0101,-0.0107,-0.0113,-0.0119,-0.0126,-0.0132,-0.0137,-0.0143, .-0.0148,-0.0155,-0.0161,-0.0167,-0.0172,-0.0177,-0.0183,-0.0188, .-0.0194,-0.0200,-0.0208,-0.0214,-0.0220,-0.0225,-0.0230,-0.0236, .-0.0242,-0.0247,-0.0252,-0.0258,-0.0264,-0.0271,-0.0277,-0.0283, .-0.0289,-0.0295,-0.0302,-0.0308,-0.0314,-0.0319,-0.0326,-0.0332, .-0.0339,-0.0345,-0.0351,-0.0356,-0.0361,-0.0368,-0.0374,-0.0380, .-0.0001,-0.0007,-0.0013,-0.0018,-0.0025,-0.0031,-0.0037,-0.0043, .-0.0048,-0.0053,-0.0058,-0.0064,-0.0071,-0.0077,-0.0082,-0.0088, .-0.0094,-0.0100,-0.0106,-0.0112,-0.0119,-0.0125,-0.0130,-0.0136, .-0.0141,-0.0148,-0.0154,-0.0160,-0.0165,-0.0170,-0.0176,-0.0181, .-0.0188,-0.0194,-0.0201,-0.0207,-0.0213,-0.0218,-0.0223,-0.0229, .-0.0235,-0.0240,-0.0246,-0.0252,-0.0258,-0.0265,-0.0270,-0.0276, .-0.0283,-0.0289,-0.0295,-0.0302,-0.0307,-0.0313,-0.0319,-0.0326, .-0.0332,-0.0338,-0.0345,-0.0350,-0.0355,-0.0361,-0.0368,-0.0374, . 0.0006, 0.0000,-0.0006,-0.0011,-0.0018,-0.0024,-0.0030,-0.0036, .-0.0041,-0.0046,-0.0051,-0.0057,-0.0063,-0.0070,-0.0075,-0.0081, .-0.0086,-0.0093,-0.0099,-0.0105,-0.0112,-0.0118,-0.0123,-0.0129, .-0.0134,-0.0141,-0.0147,-0.0153,-0.0158,-0.0164,-0.0169,-0.0175, .-0.0181,-0.0187,-0.0195,-0.0201,-0.0207,-0.0212,-0.0217,-0.0223, .-0.0229,-0.0234,-0.0240,-0.0246,-0.0251,-0.0259,-0.0264,-0.0270, .-0.0276,-0.0283,-0.0289,-0.0295,-0.0301,-0.0307,-0.0313,-0.0319, .-0.0326,-0.0332,-0.0338,-0.0344,-0.0349,-0.0355,-0.0361,-0.0367, . 0.0014, 0.0008, 0.0001,-0.0004,-0.0010,-0.0017,-0.0022,-0.0028, .-0.0033,-0.0038,-0.0043,-0.0050,-0.0056,-0.0063,-0.0069,-0.0074, .-0.0079,-0.0086,-0.0092,-0.0098,-0.0105,-0.0111,-0.0116,-0.0122, .-0.0127,-0.0134,-0.0140,-0.0145,-0.0150,-0.0156,-0.0161,-0.0167, .-0.0174,-0.0180,-0.0188,-0.0194,-0.0199,-0.0205,-0.0210,-0.0216, .-0.0221,-0.0227,-0.0233,-0.0239,-0.0244,-0.0252,-0.0258,-0.0264, .-0.0270,-0.0276,-0.0282,-0.0288,-0.0294,-0.0300,-0.0307,-0.0313, .-0.0319,-0.0325,-0.0331,-0.0337,-0.0342,-0.0349,-0.0354,-0.0360, . 0.0020, 0.0015, 0.0009, 0.0003,-0.0003,-0.0009,-0.0015,-0.0021, .-0.0027,-0.0031,-0.0036,-0.0042,-0.0049,-0.0055,-0.0061,-0.0066, .-0.0072,-0.0078,-0.0084,-0.0091,-0.0097,-0.0104,-0.0110,-0.0115, .-0.0120,-0.0127,-0.0133,-0.0139,-0.0144,-0.0149,-0.0155,-0.0161, .-0.0168,-0.0174,-0.0182,-0.0188,-0.0193,-0.0199,-0.0204,-0.0210, .-0.0216,-0.0221,-0.0227,-0.0233,-0.0239,-0.0246,-0.0252,-0.0258, .-0.0264,-0.0270,-0.0277,-0.0283,-0.0289,-0.0295,-0.0301,-0.0307, .-0.0314,-0.0320,-0.0326,-0.0332,-0.0336,-0.0343,-0.0349,-0.0355, . 0.0027, 0.0021, 0.0016, 0.0010, 0.0003,-0.0002,-0.0008,-0.0015, .-0.0020,-0.0024,-0.0030,-0.0036,-0.0043,-0.0049,-0.0055,-0.0060, .-0.0066,-0.0072,-0.0078,-0.0084,-0.0091,-0.0097,-0.0103,-0.0109, .-0.0114,-0.0121,-0.0127,-0.0133,-0.0139,-0.0144,-0.0150,-0.0156, .-0.0163,-0.0169,-0.0176,-0.0182,-0.0188,-0.0193,-0.0198,-0.0205, .-0.0210,-0.0216,-0.0221,-0.0227,-0.0233,-0.0240,-0.0246,-0.0252, .-0.0258,-0.0264,-0.0270,-0.0276,-0.0282,-0.0288,-0.0294,-0.0300, .-0.0307,-0.0313,-0.0320,-0.0325,-0.0329,-0.0337,-0.0343,-0.0349, . 0.0033, 0.0027, 0.0021, 0.0016, 0.0009, 0.0003,-0.0002,-0.0009, .-0.0014,-0.0019,-0.0024,-0.0030,-0.0037,-0.0044,-0.0049,-0.0054, .-0.0060,-0.0066,-0.0071,-0.0078,-0.0085,-0.0091,-0.0097,-0.0103, .-0.0108,-0.0115,-0.0121,-0.0127,-0.0133,-0.0139,-0.0145,-0.0151, .-0.0156,-0.0163,-0.0170,-0.0176,-0.0182,-0.0188,-0.0193,-0.0199, .-0.0204,-0.0210,-0.0216,-0.0222,-0.0227,-0.0234,-0.0240,-0.0245, .-0.0251,-0.0257,-0.0264,-0.0270,-0.0276,-0.0281,-0.0288,-0.0294, .-0.0301,-0.0307,-0.0313,-0.0319,-0.0323,-0.0330,-0.0337,-0.0343, . 0.0038, 0.0033, 0.0027, 0.0022, 0.0015, 0.0009, 0.0003,-0.0003, .-0.0008,-0.0013,-0.0018,-0.0024,-0.0030,-0.0037,-0.0043,-0.0049, .-0.0054,-0.0060,-0.0065,-0.0072,-0.0079,-0.0085,-0.0090,-0.0096, .-0.0101,-0.0109,-0.0115,-0.0121,-0.0127,-0.0132,-0.0138,-0.0145, .-0.0150,-0.0157,-0.0163,-0.0169,-0.0176,-0.0181,-0.0187,-0.0193, .-0.0198,-0.0204,-0.0210,-0.0216,-0.0222,-0.0228,-0.0234,-0.0240, .-0.0245,-0.0251,-0.0257,-0.0263,-0.0269,-0.0275,-0.0281,-0.0287, .-0.0295,-0.0301,-0.0307,-0.0313,-0.0318,-0.0325,-0.0331,-0.0337, . 0.0045, 0.0039, 0.0033, 0.0028, 0.0022, 0.0016, 0.0010, 0.0003, .-0.0001,-0.0006,-0.0012,-0.0017,-0.0024,-0.0031,-0.0036,-0.0042, .-0.0047,-0.0054,-0.0059,-0.0066,-0.0072,-0.0079,-0.0085,-0.0090, .-0.0095,-0.0102,-0.0108,-0.0115,-0.0121,-0.0127,-0.0133,-0.0139, .-0.0145,-0.0150,-0.0157,-0.0163,-0.0169,-0.0175,-0.0181,-0.0187, .-0.0193,-0.0198,-0.0204,-0.0210,-0.0216,-0.0222,-0.0227,-0.0233, .-0.0239,-0.0245,-0.0251,-0.0257,-0.0262,-0.0269,-0.0275,-0.0281, .-0.0288,-0.0295,-0.0301,-0.0307,-0.0312,-0.0319,-0.0325,-0.0332, . 0.0050, 0.0045, 0.0039, 0.0034, 0.0028, 0.0023, 0.0016, 0.0010, . 0.0004, 0.0000,-0.0005,-0.0011,-0.0017,-0.0024,-0.0030,-0.0036, .-0.0042,-0.0048,-0.0053,-0.0061,-0.0067,-0.0073,-0.0079,-0.0084, .-0.0090,-0.0097,-0.0103,-0.0109,-0.0115,-0.0121,-0.0127,-0.0133, .-0.0138,-0.0144,-0.0150,-0.0157,-0.0163,-0.0169,-0.0174,-0.0180, .-0.0186,-0.0192,-0.0198,-0.0203,-0.0209,-0.0216,-0.0222,-0.0228, .-0.0233,-0.0239,-0.0245,-0.0251,-0.0257,-0.0263,-0.0269,-0.0275, .-0.0282,-0.0289,-0.0295,-0.0301,-0.0306,-0.0314,-0.0320,-0.0326, . 0.0057, 0.0051, 0.0046, 0.0040, 0.0035, 0.0029, 0.0023, 0.0017, . 0.0011, 0.0006, 0.0001,-0.0005,-0.0011,-0.0019,-0.0024,-0.0030, .-0.0036,-0.0042,-0.0048,-0.0055,-0.0061,-0.0067,-0.0073,-0.0078, .-0.0083,-0.0091,-0.0097,-0.0103,-0.0109,-0.0115,-0.0121,-0.0127, .-0.0133,-0.0138,-0.0144,-0.0151,-0.0157,-0.0163,-0.0168,-0.0174, .-0.0179,-0.0186,-0.0192,-0.0197,-0.0204,-0.0210,-0.0216,-0.0222, .-0.0228,-0.0233,-0.0239,-0.0245,-0.0251,-0.0257,-0.0263,-0.0269, .-0.0276,-0.0282,-0.0289,-0.0295,-0.0299,-0.0307,-0.0314,-0.0320, . 0.0063, 0.0057, 0.0052, 0.0046, 0.0041, 0.0035, 0.0029, 0.0022, . 0.0017, 0.0013, 0.0007, 0.0001,-0.0006,-0.0013,-0.0018,-0.0024, 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0.0076, 0.0071, 0.0065, 0.0059, 0.0053, 0.0046, . 0.0041, 0.0035, 0.0030, 0.0024, 0.0017, 0.0011, 0.0004,-0.0002, .-0.0008,-0.0013,-0.0019,-0.0025,-0.0031,-0.0037,-0.0043,-0.0050, .-0.0056,-0.0063,-0.0069,-0.0075,-0.0080,-0.0085,-0.0091,-0.0097, .-0.0103,-0.0109,-0.0115,-0.0121,-0.0127,-0.0133,-0.0138,-0.0145, .-0.0149,-0.0155,-0.0161,-0.0167,-0.0173,-0.0180,-0.0186,-0.0192, .-0.0198,-0.0203,-0.0209,-0.0216,-0.0223,-0.0228,-0.0235,-0.0240, .-0.0246,-0.0252,-0.0258,-0.0264,-0.0271,-0.0276,-0.0281,-0.0286, . 0.0093, 0.0087, 0.0082, 0.0077, 0.0071, 0.0065, 0.0059, 0.0052, . 0.0047, 0.0042, 0.0036, 0.0030, 0.0024, 0.0017, 0.0011, 0.0005, .-0.0001,-0.0007,-0.0013,-0.0018,-0.0024,-0.0030,-0.0036,-0.0042, .-0.0049,-0.0055,-0.0061,-0.0067,-0.0072,-0.0078,-0.0084,-0.0089, .-0.0095,-0.0102,-0.0108,-0.0114,-0.0120,-0.0125,-0.0131,-0.0137, .-0.0142,-0.0148,-0.0153,-0.0159,-0.0165,-0.0173,-0.0178,-0.0184, .-0.0190,-0.0196,-0.0201,-0.0208,-0.0214,-0.0221,-0.0227,-0.0232, 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0.0001,-0.0005,-0.0011,-0.0016,-0.0022,-0.0028,-0.0034,-0.0040, .-0.0046,-0.0052,-0.0058,-0.0064,-0.0070,-0.0076,-0.0080,-0.0086, .-0.0091,-0.0096,-0.0103,-0.0109,-0.0116,-0.0123,-0.0128,-0.0134, .-0.0141,-0.0146,-0.0152,-0.0159,-0.0166,-0.0171,-0.0177,-0.0182, .-0.0188,-0.0195,-0.0201,-0.0207,-0.0213,-0.0218,-0.0223,-0.0228, . 0.0150, 0.0144, 0.0138, 0.0131, 0.0126, 0.0120, 0.0115, 0.0110, . 0.0103, 0.0098, 0.0093, 0.0087, 0.0081, 0.0074, 0.0068, 0.0062, . 0.0057, 0.0051, 0.0044, 0.0038, 0.0031, 0.0025, 0.0019, 0.0014, . 0.0007, 0.0001,-0.0004,-0.0010,-0.0016,-0.0021,-0.0027,-0.0033, .-0.0039,-0.0045,-0.0051,-0.0057,-0.0064,-0.0069,-0.0074,-0.0079, .-0.0084,-0.0090,-0.0097,-0.0103,-0.0110,-0.0117,-0.0122,-0.0128, .-0.0135,-0.0140,-0.0146,-0.0154,-0.0160,-0.0165,-0.0171,-0.0176, .-0.0182,-0.0189,-0.0195,-0.0201,-0.0207,-0.0212,-0.0217,-0.0222, . 0.0155, 0.0149, 0.0143, 0.0137, 0.0132, 0.0126, 0.0121, 0.0116, . 0.0109, 0.0104, 0.0099, 0.0093, 0.0087, 0.0080, 0.0074, 0.0068, . 0.0063, 0.0057, 0.0051, 0.0044, 0.0037, 0.0032, 0.0026, 0.0020, . 0.0013, 0.0007, 0.0002,-0.0004,-0.0010,-0.0015,-0.0022,-0.0027, .-0.0033,-0.0039,-0.0045,-0.0051,-0.0058,-0.0063,-0.0067,-0.0073, .-0.0078,-0.0084,-0.0090,-0.0096,-0.0103,-0.0110,-0.0116,-0.0122, .-0.0128,-0.0134,-0.0141,-0.0147,-0.0154,-0.0159,-0.0165,-0.0170, .-0.0176,-0.0183,-0.0188,-0.0194,-0.0200,-0.0205,-0.0210,-0.0216, . 0.0161, 0.0155, 0.0150, 0.0144, 0.0138, 0.0132, 0.0127, 0.0121, . 0.0116, 0.0110, 0.0104, 0.0099, 0.0093, 0.0086, 0.0080, 0.0074, . 0.0069, 0.0063, 0.0057, 0.0050, 0.0044, 0.0038, 0.0032, 0.0026, . 0.0020, 0.0013, 0.0008, 0.0002,-0.0004,-0.0009,-0.0015,-0.0021, .-0.0027,-0.0032,-0.0039,-0.0045,-0.0051,-0.0057,-0.0062,-0.0067, .-0.0072,-0.0078,-0.0084,-0.0090,-0.0097,-0.0104,-0.0109,-0.0115, .-0.0122,-0.0127,-0.0134,-0.0141,-0.0147,-0.0153,-0.0158,-0.0164, .-0.0170,-0.0177,-0.0182,-0.0188,-0.0194,-0.0199,-0.0204,-0.0209, . 0.0166, 0.0161, 0.0156, 0.0149, 0.0144, 0.0138, 0.0133, 0.0128, . 0.0121, 0.0115, 0.0110, 0.0104, 0.0099, 0.0092, 0.0086, 0.0080, . 0.0074, 0.0069, 0.0064, 0.0057, 0.0051, 0.0045, 0.0039, 0.0033, . 0.0027, 0.0020, 0.0015, 0.0009, 0.0003,-0.0003,-0.0009,-0.0015, .-0.0020,-0.0026,-0.0032,-0.0039,-0.0045,-0.0050,-0.0056,-0.0062, .-0.0067,-0.0073,-0.0079,-0.0084,-0.0091,-0.0098,-0.0102,-0.0109, .-0.0115,-0.0121,-0.0128,-0.0135,-0.0141,-0.0147,-0.0153,-0.0158, .-0.0163,-0.0170,-0.0176,-0.0182,-0.0188,-0.0193,-0.0198,-0.0203, . 0.0173, 0.0167, 0.0161, 0.0155, 0.0151, 0.0144, 0.0139, 0.0134, . 0.0127, 0.0121, 0.0116, 0.0110, 0.0105, 0.0098, 0.0091, 0.0086, . 0.0081, 0.0075, 0.0069, 0.0063, 0.0057, 0.0051, 0.0045, 0.0039, . 0.0033, 0.0026, 0.0020, 0.0014, 0.0009, 0.0003,-0.0004,-0.0009, .-0.0014,-0.0020,-0.0026,-0.0033,-0.0039,-0.0045,-0.0050,-0.0057, .-0.0061,-0.0067,-0.0073,-0.0078,-0.0085,-0.0092,-0.0097,-0.0103, .-0.0110,-0.0115,-0.0122,-0.0129,-0.0136,-0.0142,-0.0147,-0.0152, .-0.0158,-0.0164,-0.0170,-0.0176,-0.0181,-0.0186,-0.0192,-0.0197, . 0.0179, 0.0173, 0.0167, 0.0161, 0.0157, 0.0151, 0.0145, 0.0140, . 0.0133, 0.0127, 0.0122, 0.0116, 0.0110, 0.0104, 0.0097, 0.0092, . 0.0087, 0.0081, 0.0075, 0.0069, 0.0063, 0.0057, 0.0051, 0.0045, . 0.0039, 0.0033, 0.0026, 0.0020, 0.0014, 0.0009, 0.0002,-0.0003, .-0.0009,-0.0014,-0.0020,-0.0026,-0.0033,-0.0039,-0.0045,-0.0051, .-0.0055,-0.0061,-0.0067,-0.0073,-0.0079,-0.0086,-0.0091,-0.0097, .-0.0104,-0.0109,-0.0116,-0.0123,-0.0130,-0.0136,-0.0141,-0.0146, .-0.0152,-0.0159,-0.0164,-0.0170,-0.0175,-0.0180,-0.0186,-0.0191, . 0.0185, 0.0179, 0.0174, 0.0168, 0.0163, 0.0157, 0.0152, 0.0145, . 0.0139, 0.0133, 0.0128, 0.0122, 0.0116, 0.0109, 0.0103, 0.0098, . 0.0093, 0.0087, 0.0081, 0.0075, 0.0069, 0.0064, 0.0058, 0.0052, . 0.0045, 0.0039, 0.0033, 0.0026, 0.0020, 0.0015, 0.0009, 0.0003, .-0.0002,-0.0008,-0.0014,-0.0020,-0.0027,-0.0033,-0.0039,-0.0045, .-0.0050,-0.0056,-0.0061,-0.0067,-0.0073,-0.0079,-0.0085,-0.0091, .-0.0098,-0.0103,-0.0110,-0.0117,-0.0124,-0.0130,-0.0135,-0.0140, .-0.0147,-0.0153,-0.0158,-0.0164,-0.0170,-0.0174,-0.0180,-0.0185, . 0.0188, 0.0182, 0.0176, 0.0170, 0.0164, 0.0158, 0.0153, 0.0146, . 0.0140, 0.0135, 0.0130, 0.0124, 0.0118, 0.0111, 0.0105, 0.0100, . 0.0093, 0.0088, 0.0080, 0.0077, 0.0071, 0.0066, 0.0060, 0.0054, . 0.0046, 0.0041, 0.0035, 0.0029, 0.0023, 0.0017, 0.0010, 0.0004, .-0.0001,-0.0008,-0.0013,-0.0019,-0.0024,-0.0030,-0.0034,-0.0042, .-0.0046,-0.0051,-0.0055,-0.0061,-0.0067,-0.0076,-0.0080,-0.0086, .-0.0092,-0.0098,-0.0104,-0.0110,-0.0116,-0.0122,-0.0128,-0.0135, .-0.0142,-0.0148,-0.0154,-0.0158,-0.0165,-0.0170,-0.0176,-0.0181, . 0.0195, 0.0189, 0.0183, 0.0177, 0.0171, 0.0165, 0.0159, 0.0152, . 0.0147, 0.0142, 0.0136, 0.0131, 0.0124, 0.0117, 0.0111, 0.0106, . 0.0100, 0.0094, 0.0086, 0.0083, 0.0078, 0.0072, 0.0066, 0.0060, . 0.0052, 0.0047, 0.0040, 0.0034, 0.0029, 0.0023, 0.0016, 0.0010, . 0.0005,-0.0001,-0.0007,-0.0013,-0.0018,-0.0023,-0.0028,-0.0036, .-0.0040,-0.0045,-0.0050,-0.0056,-0.0062,-0.0070,-0.0075,-0.0081, .-0.0086,-0.0092,-0.0099,-0.0104,-0.0110,-0.0116,-0.0122,-0.0129, .-0.0135,-0.0142,-0.0147,-0.0153,-0.0159,-0.0164,-0.0170,-0.0175, . 0.0202, 0.0196, 0.0189, 0.0183, 0.0178, 0.0171, 0.0166, 0.0159, . 0.0153, 0.0148, 0.0142, 0.0137, 0.0131, 0.0124, 0.0118, 0.0112, . 0.0106, 0.0101, 0.0093, 0.0089, 0.0084, 0.0079, 0.0073, 0.0066, . 0.0058, 0.0053, 0.0046, 0.0040, 0.0035, 0.0029, 0.0022, 0.0017, . 0.0011, 0.0005,-0.0001,-0.0006,-0.0012,-0.0017,-0.0023,-0.0030, .-0.0034,-0.0039,-0.0045,-0.0051,-0.0057,-0.0064,-0.0070,-0.0075, .-0.0081,-0.0087,-0.0093,-0.0099,-0.0104,-0.0110,-0.0116,-0.0123, .-0.0129,-0.0136,-0.0141,-0.0147,-0.0153,-0.0158,-0.0164,-0.0169, . 0.0208, 0.0202, 0.0196, 0.0190, 0.0184, 0.0178, 0.0173, 0.0166, . 0.0160, 0.0155, 0.0149, 0.0144, 0.0138, 0.0131, 0.0125, 0.0119, . 0.0113, 0.0107, 0.0099, 0.0096, 0.0091, 0.0085, 0.0079, 0.0072, . 0.0064, 0.0059, 0.0052, 0.0046, 0.0041, 0.0035, 0.0029, 0.0023, . 0.0018, 0.0012, 0.0006, 0.0001,-0.0005,-0.0010,-0.0016,-0.0024, .-0.0028,-0.0033,-0.0039,-0.0045,-0.0052,-0.0059,-0.0064,-0.0069, .-0.0075,-0.0081,-0.0087,-0.0093,-0.0099,-0.0105,-0.0111,-0.0118, .-0.0124,-0.0130,-0.0135,-0.0141,-0.0147,-0.0152,-0.0158,-0.0164, . 0.0216, 0.0209, 0.0203, 0.0196, 0.0191, 0.0184, 0.0179, 0.0172, . 0.0166, 0.0161, 0.0155, 0.0149, 0.0143, 0.0136, 0.0130, 0.0125, . 0.0119, 0.0113, 0.0105, 0.0102, 0.0096, 0.0091, 0.0085, 0.0078, . 0.0069, 0.0064, 0.0057, 0.0052, 0.0046, 0.0041, 0.0035, 0.0030, . 0.0024, 0.0018, 0.0012, 0.0006, 0.0001,-0.0005,-0.0011,-0.0018, .-0.0023,-0.0029,-0.0034,-0.0040,-0.0046,-0.0054,-0.0059,-0.0065, .-0.0069,-0.0075,-0.0081,-0.0087,-0.0093,-0.0099,-0.0105,-0.0111, .-0.0118,-0.0123,-0.0129,-0.0135,-0.0141,-0.0146,-0.0151,-0.0157, . 0.0222, 0.0216, 0.0210, 0.0203, 0.0197, 0.0190, 0.0185, 0.0177, . 0.0172, 0.0167, 0.0160, 0.0154, 0.0148, 0.0141, 0.0136, 0.0131, . 0.0125, 0.0119, 0.0111, 0.0107, 0.0102, 0.0096, 0.0089, 0.0082, . 0.0074, 0.0069, 0.0063, 0.0057, 0.0052, 0.0047, 0.0041, 0.0036, . 0.0030, 0.0025, 0.0019, 0.0012, 0.0006, 0.0001,-0.0005,-0.0013, .-0.0017,-0.0023,-0.0028,-0.0034,-0.0040,-0.0048,-0.0052,-0.0059, .-0.0063,-0.0069,-0.0075,-0.0081,-0.0087,-0.0093,-0.0099,-0.0105, .-0.0111,-0.0117,-0.0122,-0.0128,-0.0135,-0.0139,-0.0145,-0.0150, . 0.0229, 0.0222, 0.0216, 0.0209, 0.0203, 0.0196, 0.0190, 0.0183, . 0.0178, 0.0173, 0.0166, 0.0160, 0.0154, 0.0147, 0.0142, 0.0136, . 0.0131, 0.0125, 0.0117, 0.0114, 0.0108, 0.0102, 0.0095, 0.0088, . 0.0080, 0.0075, 0.0069, 0.0064, 0.0058, 0.0054, 0.0048, 0.0042, . 0.0038, 0.0031, 0.0025, 0.0019, 0.0012, 0.0006, 0.0001,-0.0007, .-0.0012,-0.0017,-0.0022,-0.0028,-0.0034,-0.0042,-0.0046,-0.0052, .-0.0057,-0.0063,-0.0069,-0.0075,-0.0081,-0.0088,-0.0093,-0.0099, .-0.0105,-0.0111,-0.0116,-0.0122,-0.0129,-0.0133,-0.0139,-0.0144, . 0.0235, 0.0229, 0.0222, 0.0215, 0.0209, 0.0203, 0.0196, 0.0190, . 0.0184, 0.0179, 0.0173, 0.0166, 0.0160, 0.0153, 0.0148, 0.0142, . 0.0137, 0.0131, 0.0123, 0.0119, 0.0114, 0.0108, 0.0102, 0.0095, . 0.0086, 0.0082, 0.0076, 0.0071, 0.0065, 0.0060, 0.0054, 0.0049, . 0.0043, 0.0037, 0.0031, 0.0024, 0.0018, 0.0012, 0.0006,-0.0001, .-0.0006,-0.0011,-0.0016,-0.0022,-0.0028,-0.0035,-0.0040,-0.0045, .-0.0051,-0.0057,-0.0063,-0.0069,-0.0075,-0.0081,-0.0087,-0.0093, .-0.0099,-0.0105,-0.0111,-0.0116,-0.0123,-0.0127,-0.0133,-0.0138, . 0.0242, 0.0235, 0.0228, 0.0221, 0.0215, 0.0208, 0.0202, 0.0196, . 0.0190, 0.0186, 0.0180, 0.0174, 0.0166, 0.0160, 0.0154, 0.0149, . 0.0143, 0.0137, 0.0129, 0.0125, 0.0120, 0.0114, 0.0108, 0.0101, . 0.0093, 0.0089, 0.0083, 0.0077, 0.0072, 0.0066, 0.0060, 0.0055, . 0.0049, 0.0043, 0.0037, 0.0030, 0.0024, 0.0018, 0.0012, 0.0005, . 0.0001,-0.0005,-0.0009,-0.0015,-0.0021,-0.0028,-0.0034,-0.0039, .-0.0045,-0.0052,-0.0058,-0.0063,-0.0070,-0.0075,-0.0081,-0.0087, .-0.0093,-0.0099,-0.0105,-0.0110,-0.0117,-0.0122,-0.0127,-0.0131, . 0.0248, 0.0241, 0.0234, 0.0227, 0.0221, 0.0215, 0.0208, 0.0202, . 0.0197, 0.0192, 0.0186, 0.0180, 0.0173, 0.0166, 0.0160, 0.0155, . 0.0149, 0.0142, 0.0135, 0.0131, 0.0126, 0.0120, 0.0114, 0.0108, . 0.0100, 0.0095, 0.0089, 0.0083, 0.0078, 0.0072, 0.0066, 0.0060, . 0.0054, 0.0048, 0.0042, 0.0036, 0.0030, 0.0024, 0.0018, 0.0011, . 0.0007, 0.0002,-0.0003,-0.0009,-0.0015,-0.0022,-0.0028,-0.0034, .-0.0039,-0.0046,-0.0052,-0.0057,-0.0063,-0.0069,-0.0075,-0.0081, .-0.0087,-0.0093,-0.0099,-0.0104,-0.0111,-0.0114,-0.0119,-0.0125, . 0.0255, 0.0248, 0.0241, 0.0234, 0.0227, 0.0220, 0.0214, 0.0207, . 0.0203, 0.0198, 0.0193, 0.0186, 0.0179, 0.0172, 0.0166, 0.0161, . 0.0155, 0.0148, 0.0141, 0.0137, 0.0132, 0.0127, 0.0121, 0.0114, . 0.0107, 0.0102, 0.0096, 0.0090, 0.0083, 0.0077, 0.0071, 0.0065, . 0.0060, 0.0054, 0.0048, 0.0043, 0.0036, 0.0031, 0.0025, 0.0018, . 0.0014, 0.0009, 0.0004,-0.0002,-0.0009,-0.0016,-0.0021,-0.0028, .-0.0033,-0.0040,-0.0046,-0.0051,-0.0057,-0.0063,-0.0069,-0.0075, .-0.0081,-0.0087,-0.0093,-0.0099,-0.0105,-0.0109,-0.0114,-0.0118, . 0.0260, 0.0254, 0.0247, 0.0240, 0.0233, 0.0226, 0.0220, 0.0213, . 0.0208, 0.0204, 0.0199, 0.0193, 0.0186, 0.0178, 0.0173, 0.0167, . 0.0161, 0.0154, 0.0147, 0.0143, 0.0139, 0.0133, 0.0127, 0.0121, . 0.0113, 0.0108, 0.0102, 0.0096, 0.0089, 0.0083, 0.0077, 0.0071, . 0.0066, 0.0060, 0.0054, 0.0049, 0.0043, 0.0037, 0.0032, 0.0024, . 0.0020, 0.0015, 0.0009, 0.0003,-0.0003,-0.0011,-0.0015,-0.0022, .-0.0028,-0.0034,-0.0040,-0.0045,-0.0050,-0.0057,-0.0063,-0.0069, .-0.0075,-0.0081,-0.0088,-0.0093,-0.0099,-0.0103,-0.0108,-0.0113, . 0.0266, 0.0260, 0.0253, 0.0246, 0.0240, 0.0233, 0.0226, 0.0220, . 0.0215, 0.0210, 0.0205, 0.0199, 0.0192, 0.0185, 0.0179, 0.0173, . 0.0167, 0.0161, 0.0154, 0.0150, 0.0145, 0.0140, 0.0134, 0.0127, . 0.0119, 0.0115, 0.0108, 0.0102, 0.0095, 0.0089, 0.0083, 0.0077, . 0.0071, 0.0066, 0.0061, 0.0055, 0.0049, 0.0043, 0.0037, 0.0030, . 0.0026, 0.0021, 0.0015, 0.0009, 0.0002,-0.0006,-0.0011,-0.0017, .-0.0022,-0.0028,-0.0034,-0.0039,-0.0045,-0.0051,-0.0057,-0.0063, .-0.0070,-0.0076,-0.0082,-0.0088,-0.0094,-0.0098,-0.0103,-0.0107, . 0.0272, 0.0265, 0.0259, 0.0252, 0.0246, 0.0239, 0.0233, 0.0226, . 0.0221, 0.0217, 0.0211, 0.0205, 0.0198, 0.0191, 0.0185, 0.0179, . 0.0173, 0.0168, 0.0160, 0.0157, 0.0152, 0.0146, 0.0140, 0.0133, . 0.0125, 0.0120, 0.0113, 0.0106, 0.0100, 0.0094, 0.0088, 0.0083, . 0.0077, 0.0072, 0.0066, 0.0061, 0.0055, 0.0048, 0.0042, 0.0036, . 0.0031, 0.0026, 0.0020, 0.0014, 0.0008, 0.0000,-0.0005,-0.0010, .-0.0016,-0.0022,-0.0028,-0.0033,-0.0039,-0.0045,-0.0051,-0.0058, .-0.0064,-0.0070,-0.0076,-0.0081,-0.0088,-0.0092,-0.0097,-0.0102, . 0.0278, 0.0272, 0.0265, 0.0259, 0.0253, 0.0246, 0.0240, 0.0233, . 0.0227, 0.0223, 0.0218, 0.0211, 0.0204, 0.0197, 0.0191, 0.0186, . 0.0180, 0.0175, 0.0168, 0.0164, 0.0159, 0.0153, 0.0146, 0.0139, . 0.0131, 0.0125, 0.0118, 0.0112, 0.0106, 0.0101, 0.0095, 0.0090, . 0.0084, 0.0079, 0.0073, 0.0067, 0.0061, 0.0055, 0.0049, 0.0041, . 0.0037, 0.0032, 0.0027, 0.0021, 0.0015, 0.0007, 0.0002,-0.0003, .-0.0009,-0.0016,-0.0021,-0.0026,-0.0032,-0.0038,-0.0044,-0.0050, .-0.0057,-0.0063,-0.0069,-0.0075,-0.0081,-0.0084,-0.0090,-0.0095, . 0.0283, 0.0276, 0.0270, 0.0264, 0.0257, 0.0251, 0.0245, 0.0238, . 0.0233, 0.0228, 0.0222, 0.0216, 0.0209, 0.0202, 0.0196, 0.0191, . 0.0186, 0.0180, 0.0174, 0.0170, 0.0164, 0.0158, 0.0152, 0.0144, . 0.0136, 0.0130, 0.0124, 0.0118, 0.0112, 0.0107, 0.0102, 0.0096, . 0.0091, 0.0084, 0.0078, 0.0072, 0.0066, 0.0060, 0.0054, 0.0047, . 0.0043, 0.0038, 0.0033, 0.0028, 0.0022, 0.0015, 0.0010, 0.0004, .-0.0002,-0.0009,-0.0014,-0.0019,-0.0025,-0.0031,-0.0037,-0.0043, .-0.0050,-0.0056,-0.0062,-0.0067,-0.0073,-0.0078,-0.0083,-0.0088, . 0.0287, 0.0281, 0.0274, 0.0268, 0.0262, 0.0255, 0.0250, 0.0243, . 0.0237, 0.0233, 0.0227, 0.0221, 0.0215, 0.0208, 0.0203, 0.0198, . 0.0193, 0.0187, 0.0180, 0.0176, 0.0170, 0.0164, 0.0157, 0.0150, . 0.0141, 0.0136, 0.0130, 0.0125, 0.0119, 0.0114, 0.0109, 0.0103, . 0.0098, 0.0091, 0.0084, 0.0078, 0.0072, 0.0066, 0.0060, 0.0054, . 0.0049, 0.0044, 0.0040, 0.0034, 0.0029, 0.0022, 0.0017, 0.0011, . 0.0005,-0.0002,-0.0008,-0.0013,-0.0018,-0.0024,-0.0030,-0.0037, .-0.0044,-0.0050,-0.0056,-0.0061,-0.0067,-0.0072,-0.0077,-0.0082, . 0.0293, 0.0286, 0.0280, 0.0274, 0.0268, 0.0262, 0.0256, 0.0249, . 0.0244, 0.0239, 0.0233, 0.0227, 0.0221, 0.0215, 0.0210, 0.0205, . 0.0200, 0.0194, 0.0186, 0.0182, 0.0177, 0.0170, 0.0163, 0.0156, . 0.0148, 0.0144, 0.0138, 0.0133, 0.0127, 0.0122, 0.0117, 0.0111, . 0.0105, 0.0098, 0.0091, 0.0084, 0.0078, 0.0072, 0.0067, 0.0060, . 0.0056, 0.0051, 0.0045, 0.0040, 0.0035, 0.0028, 0.0023, 0.0017, . 0.0011, 0.0005,-0.0001,-0.0006,-0.0012,-0.0018,-0.0024,-0.0031, .-0.0037,-0.0044,-0.0050,-0.0056,-0.0061,-0.0066,-0.0072,-0.0077, . 0.0300, 0.0294, 0.0288, 0.0282, 0.0276, 0.0269, 0.0263, 0.0257, . 0.0251, 0.0246, 0.0241, 0.0235, 0.0229, 0.0223, 0.0218, 0.0213, . 0.0207, 0.0201, 0.0193, 0.0188, 0.0182, 0.0176, 0.0170, 0.0164, . 0.0156, 0.0152, 0.0146, 0.0141, 0.0136, 0.0130, 0.0124, 0.0118, . 0.0111, 0.0105, 0.0097, 0.0091, 0.0085, 0.0079, 0.0074, 0.0067, . 0.0062, 0.0057, 0.0051, 0.0046, 0.0040, 0.0034, 0.0029, 0.0023, . 0.0017, 0.0011, 0.0005, 0.0000,-0.0006,-0.0012,-0.0018,-0.0025, .-0.0033,-0.0038,-0.0045,-0.0050,-0.0056,-0.0061,-0.0067,-0.0072, . 0.0307, 0.0301, 0.0295, 0.0289, 0.0283, 0.0277, 0.0271, 0.0264, . 0.0258, 0.0254, 0.0248, 0.0243, 0.0237, 0.0231, 0.0225, 0.0221, . 0.0214, 0.0207, 0.0198, 0.0194, 0.0188, 0.0182, 0.0177, 0.0171, . 0.0164, 0.0160, 0.0153, 0.0148, 0.0142, 0.0136, 0.0131, 0.0124, . 0.0117, 0.0111, 0.0103, 0.0097, 0.0091, 0.0086, 0.0080, 0.0073, . 0.0068, 0.0063, 0.0057, 0.0051, 0.0046, 0.0039, 0.0034, 0.0028, . 0.0023, 0.0017, 0.0011, 0.0006, 0.0000,-0.0005,-0.0012,-0.0020, .-0.0027,-0.0033,-0.0039,-0.0045,-0.0051,-0.0056,-0.0062,-0.0068, . 0.0316, 0.0310, 0.0303, 0.0297, 0.0291, 0.0285, 0.0278, 0.0271, . 0.0266, 0.0262, 0.0256, 0.0251, 0.0245, 0.0238, 0.0233, 0.0227, . 0.0220, 0.0213, 0.0204, 0.0200, 0.0195, 0.0189, 0.0184, 0.0179, . 0.0171, 0.0167, 0.0160, 0.0154, 0.0147, 0.0142, 0.0137, 0.0130, . 0.0124, 0.0117, 0.0110, 0.0104, 0.0098, 0.0093, 0.0087, 0.0080, . 0.0075, 0.0069, 0.0063, 0.0057, 0.0051, 0.0045, 0.0040, 0.0034, . 0.0029, 0.0023, 0.0017, 0.0013, 0.0007, 0.0001,-0.0006,-0.0014, .-0.0021,-0.0026,-0.0033,-0.0039,-0.0045,-0.0050,-0.0056,-0.0062, . 0.0322, 0.0316, 0.0309, 0.0302, 0.0296, 0.0289, 0.0284, 0.0277, . 0.0272, 0.0268, 0.0263, 0.0257, 0.0251, 0.0244, 0.0238, 0.0232, . 0.0225, 0.0217, 0.0209, 0.0205, 0.0200, 0.0195, 0.0190, 0.0185, . 0.0177, 0.0172, 0.0165, 0.0159, 0.0152, 0.0146, 0.0141, 0.0135, . 0.0129, 0.0123, 0.0116, 0.0111, 0.0105, 0.0099, 0.0094, 0.0086, . 0.0081, 0.0075, 0.0069, 0.0063, 0.0058, 0.0051, 0.0046, 0.0041, . 0.0036, 0.0029, 0.0023, 0.0018, 0.0012, 0.0007, 0.0000,-0.0008, .-0.0015,-0.0021,-0.0027,-0.0033,-0.0039,-0.0044,-0.0050,-0.0055, . 0.0327, 0.0321, 0.0314, 0.0307, 0.0301, 0.0294, 0.0288, 0.0282, . 0.0277, 0.0273, 0.0268, 0.0263, 0.0257, 0.0250, 0.0243, 0.0237, . 0.0229, 0.0223, 0.0215, 0.0211, 0.0206, 0.0202, 0.0197, 0.0191, . 0.0183, 0.0177, 0.0170, 0.0163, 0.0156, 0.0151, 0.0146, 0.0140, . 0.0136, 0.0129, 0.0122, 0.0116, 0.0110, 0.0105, 0.0100, 0.0092, . 0.0087, 0.0081, 0.0075, 0.0070, 0.0064, 0.0057, 0.0053, 0.0047, . 0.0041, 0.0035, 0.0028, 0.0024, 0.0018, 0.0012, 0.0005,-0.0002, .-0.0009,-0.0015,-0.0022,-0.0027,-0.0033,-0.0038,-0.0044,-0.0050, . 0.0333, 0.0327, 0.0320, 0.0313, 0.0306, 0.0300, 0.0294, 0.0289, . 0.0284, 0.0280, 0.0275, 0.0269, 0.0262, 0.0255, 0.0248, 0.0242, . 0.0235, 0.0228, 0.0221, 0.0218, 0.0214, 0.0209, 0.0203, 0.0197, . 0.0188, 0.0182, 0.0175, 0.0168, 0.0161, 0.0156, 0.0152, 0.0147, . 0.0142, 0.0135, 0.0128, 0.0122, 0.0116, 0.0111, 0.0105, 0.0098, . 0.0093, 0.0087, 0.0081, 0.0076, 0.0070, 0.0064, 0.0059, 0.0053, . 0.0047, 0.0040, 0.0034, 0.0030, 0.0024, 0.0018, 0.0010, 0.0004, .-0.0003,-0.0010,-0.0016,-0.0022,-0.0027,-0.0033,-0.0039,-0.0044, . 0.0339, 0.0332, 0.0326, 0.0319, 0.0313, 0.0306, 0.0300, 0.0295, . 0.0290, 0.0287, 0.0281, 0.0275, 0.0268, 0.0260, 0.0253, 0.0248, . 0.0241, 0.0235, 0.0228, 0.0225, 0.0220, 0.0216, 0.0209, 0.0202, . 0.0193, 0.0187, 0.0180, 0.0174, 0.0167, 0.0162, 0.0158, 0.0154, . 0.0148, 0.0142, 0.0134, 0.0128, 0.0123, 0.0117, 0.0111, 0.0105, . 0.0099, 0.0093, 0.0088, 0.0082, 0.0076, 0.0070, 0.0064, 0.0058, . 0.0053, 0.0046, 0.0040, 0.0035, 0.0029, 0.0023, 0.0016, 0.0009, . 0.0002,-0.0003,-0.0010,-0.0015,-0.0021,-0.0027,-0.0033,-0.0039, . 0.0344, 0.0338, 0.0331, 0.0324, 0.0319, 0.0313, 0.0307, 0.0302, . 0.0296, 0.0293, 0.0287, 0.0281, 0.0272, 0.0265, 0.0258, 0.0253, . 0.0247, 0.0242, 0.0235, 0.0232, 0.0227, 0.0221, 0.0214, 0.0207, . 0.0199, 0.0193, 0.0186, 0.0180, 0.0174, 0.0169, 0.0165, 0.0160, . 0.0155, 0.0148, 0.0141, 0.0134, 0.0129, 0.0123, 0.0117, 0.0110, . 0.0105, 0.0099, 0.0094, 0.0089, 0.0082, 0.0076, 0.0071, 0.0064, . 0.0059, 0.0052, 0.0046, 0.0041, 0.0035, 0.0028, 0.0022, 0.0015, . 0.0008, 0.0002,-0.0004,-0.0009,-0.0015,-0.0020,-0.0026,-0.0032, . 0.0349, 0.0343, 0.0337, 0.0330, 0.0325, 0.0320, 0.0314, 0.0308, . 0.0303, 0.0298, 0.0292, 0.0285, 0.0277, 0.0270, 0.0264, 0.0259, . 0.0253, 0.0248, 0.0241, 0.0238, 0.0232, 0.0227, 0.0219, 0.0212, . 0.0203, 0.0198, 0.0192, 0.0186, 0.0181, 0.0176, 0.0171, 0.0167, . 0.0161, 0.0154, 0.0147, 0.0141, 0.0135, 0.0129, 0.0123, 0.0117, . 0.0112, 0.0106, 0.0100, 0.0094, 0.0088, 0.0082, 0.0076, 0.0070, . 0.0064, 0.0058, 0.0051, 0.0046, 0.0040, 0.0035, 0.0028, 0.0021, . 0.0014, 0.0008, 0.0002,-0.0003,-0.0010,-0.0015,-0.0020,-0.0025, . 0.0353, 0.0348, 0.0342, 0.0336, 0.0331, 0.0326, 0.0320, 0.0314, . 0.0308, 0.0303, 0.0297, 0.0290, 0.0282, 0.0275, 0.0270, 0.0266, . 0.0260, 0.0255, 0.0248, 0.0244, 0.0238, 0.0231, 0.0224, 0.0217, . 0.0209, 0.0204, 0.0198, 0.0193, 0.0187, 0.0183, 0.0178, 0.0173, . 0.0167, 0.0161, 0.0153, 0.0147, 0.0141, 0.0135, 0.0130, 0.0123, . 0.0117, 0.0112, 0.0106, 0.0101, 0.0094, 0.0087, 0.0082, 0.0076, . 0.0070, 0.0063, 0.0057, 0.0053, 0.0046, 0.0040, 0.0034, 0.0027, . 0.0020, 0.0015, 0.0008, 0.0003,-0.0003,-0.0009,-0.0014,-0.0019, . 0.0359, 0.0353, 0.0348, 0.0343, 0.0338, 0.0332, 0.0326, 0.0320, . 0.0313, 0.0309, 0.0302, 0.0295, 0.0288, 0.0281, 0.0276, 0.0273, . 0.0267, 0.0262, 0.0255, 0.0250, 0.0243, 0.0236, 0.0229, 0.0222, . 0.0214, 0.0210, 0.0205, 0.0200, 0.0194, 0.0189, 0.0184, 0.0179, . 0.0173, 0.0166, 0.0158, 0.0152, 0.0147, 0.0141, 0.0135, 0.0128, . 0.0123, 0.0117, 0.0111, 0.0105, 0.0099, 0.0092, 0.0087, 0.0081, . 0.0075, 0.0068, 0.0062, 0.0058, 0.0052, 0.0046, 0.0039, 0.0032, . 0.0026, 0.0021, 0.0014, 0.0009, 0.0003,-0.0002,-0.0008,-0.0014, . 0.0364, 0.0359, 0.0354, 0.0348, 0.0344, 0.0338, 0.0332, 0.0325, . 0.0319, 0.0314, 0.0308, 0.0301, 0.0294, 0.0288, 0.0282, 0.0279, . 0.0273, 0.0267, 0.0259, 0.0254, 0.0248, 0.0241, 0.0235, 0.0228, . 0.0220, 0.0216, 0.0210, 0.0205, 0.0199, 0.0194, 0.0189, 0.0184, . 0.0178, 0.0171, 0.0164, 0.0158, 0.0153, 0.0147, 0.0141, 0.0134, . 0.0129, 0.0123, 0.0117, 0.0111, 0.0105, 0.0098, 0.0093, 0.0087, . 0.0081, 0.0074, 0.0069, 0.0065, 0.0059, 0.0053, 0.0046, 0.0039, . 0.0033, 0.0027, 0.0021, 0.0016, 0.0010, 0.0004,-0.0001,-0.0007, . 0.0369, 0.0364, 0.0359, 0.0353, 0.0349, 0.0344, 0.0337, 0.0330, . 0.0324, 0.0320, 0.0314, 0.0308, 0.0301, 0.0294, 0.0288, 0.0285, . 0.0279, 0.0273, 0.0264, 0.0260, 0.0253, 0.0247, 0.0240, 0.0233, . 0.0226, 0.0221, 0.0216, 0.0210, 0.0204, 0.0199, 0.0194, 0.0189, . 0.0183, 0.0177, 0.0169, 0.0164, 0.0158, 0.0152, 0.0147, 0.0140, . 0.0134, 0.0128, 0.0122, 0.0116, 0.0110, 0.0104, 0.0098, 0.0093, . 0.0087, 0.0080, 0.0075, 0.0071, 0.0065, 0.0059, 0.0053, 0.0046, . 0.0039, 0.0034, 0.0028, 0.0023, 0.0017, 0.0011, 0.0005,-0.0001, . 0.0375, 0.0370, 0.0365, 0.0359, 0.0355, 0.0350, 0.0342, 0.0336, . 0.0330, 0.0326, 0.0320, 0.0314, 0.0306, 0.0300, 0.0295, 0.0291, . 0.0284, 0.0278, 0.0270, 0.0265, 0.0258, 0.0252, 0.0245, 0.0239, . 0.0231, 0.0227, 0.0221, 0.0215, 0.0209, 0.0204, 0.0199, 0.0194, . 0.0188, 0.0182, 0.0175, 0.0169, 0.0164, 0.0158, 0.0152, 0.0145, . 0.0139, 0.0133, 0.0127, 0.0122, 0.0115, 0.0109, 0.0104, 0.0098, . 0.0092, 0.0087, 0.0081, 0.0077, 0.0071, 0.0066, 0.0058, 0.0053, . 0.0045, 0.0040, 0.0034, 0.0029, 0.0023, 0.0017, 0.0011, 0.0006/ end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/WFC3IR/wfc3ir_zpa.f" c**** c********************************************* c---------------------------------------- c c c real function wfc3ir_zpa(xr,yr) implicit none real*8 xr, yr real ri,rj integer ii,jj real fi,fj real wfc3ir_zp_arr(64,64) common /wfc3ir_zp_arr_/wfc3ir_zp_arr ri = 1 + (xr-8)/16.0 rj = 1 + (yr-8)/16.0 if (ri.le. 1.0) ri = 1.00 if (rj.le. 1.0) rj = 1.00 if (ri.ge.64.0) ri = 63.99 if (rj.ge.64.0) rj = 63.99 ii = int(ri) jj = int(rj) fi = ri-ii fj = rj-jj wfc3ir_zpa = (1-fi)*(1-fj)*wfc3ir_zp_arr(ii ,jj ) . + (1-fi)*( fj )*wfc3ir_zp_arr(ii ,jj+1) . + ( fi )*(1-fj)*wfc3ir_zp_arr(ii+1,jj ) . + ( fi )*( fj )*wfc3ir_zp_arr(ii+1,jj+1) return end c--------------------------------------------------------------------- c c c block data wfc3ir_zp_arr_BD real wfc3ir_zp_arr(64,64) common /wfc3ir_zp_arr_/wfc3ir_zp_arr data wfc3ir_zp_arr/ . 0.0469, 0.0469, 0.0469, 0.0469, 0.0469, 0.0469, 0.0469, 0.0470, . 0.0470, 0.0470, 0.0470, 0.0470, 0.0471, 0.0471, 0.0471, 0.0471, . 0.0472, 0.0472, 0.0472, 0.0472, 0.0472, 0.0472, 0.0472, 0.0473, . 0.0473, 0.0474, 0.0475, 0.0475, 0.0475, 0.0475, 0.0475, 0.0476, . 0.0476, 0.0475, 0.0475, 0.0475, 0.0475, 0.0475, 0.0474, 0.0474, . 0.0474, 0.0474, 0.0474, 0.0474, 0.0475, 0.0475, 0.0475, 0.0476, . 0.0476, 0.0476, 0.0477, 0.0477, 0.0477, 0.0478, 0.0478, 0.0478, . 0.0479, 0.0479, 0.0479, 0.0479, 0.0479, 0.0480, 0.0480, 0.0480, . 0.0453, 0.0454, 0.0454, 0.0454, 0.0454, 0.0454, 0.0454, 0.0454, . 0.0454, 0.0455, 0.0455, 0.0455, 0.0455, 0.0456, 0.0456, 0.0456, . 0.0456, 0.0456, 0.0457, 0.0456, 0.0456, 0.0457, 0.0457, 0.0457, . 0.0458, 0.0459, 0.0459, 0.0459, 0.0460, 0.0460, 0.0460, 0.0460, . 0.0460, 0.0460, 0.0460, 0.0460, 0.0460, 0.0459, 0.0459, 0.0459, . 0.0459, 0.0459, 0.0459, 0.0459, 0.0460, 0.0460, 0.0460, 0.0460, . 0.0460, 0.0461, 0.0462, 0.0462, 0.0462, 0.0462, 0.0462, 0.0462, . 0.0463, 0.0464, 0.0464, 0.0464, 0.0464, 0.0464, 0.0464, 0.0465, . 0.0438, 0.0438, 0.0438, 0.0439, 0.0439, 0.0439, 0.0439, 0.0439, . 0.0439, 0.0439, 0.0440, 0.0440, 0.0440, 0.0440, 0.0440, 0.0441, . 0.0441, 0.0441, 0.0441, 0.0441, 0.0441, 0.0441, 0.0442, 0.0442, . 0.0442, 0.0444, 0.0444, 0.0444, 0.0444, 0.0445, 0.0445, 0.0445, . 0.0445, 0.0445, 0.0444, 0.0444, 0.0444, 0.0444, 0.0444, 0.0443, . 0.0443, 0.0443, 0.0443, 0.0443, 0.0444, 0.0444, 0.0445, 0.0445, . 0.0445, 0.0445, 0.0446, 0.0447, 0.0447, 0.0447, 0.0447, 0.0447, . 0.0448, 0.0448, 0.0448, 0.0449, 0.0449, 0.0449, 0.0449, 0.0449, . 0.0423, 0.0423, 0.0423, 0.0423, 0.0423, 0.0424, 0.0424, 0.0424, . 0.0424, 0.0424, 0.0424, 0.0424, 0.0425, 0.0425, 0.0425, 0.0425, . 0.0426, 0.0426, 0.0426, 0.0425, 0.0426, 0.0426, 0.0426, 0.0427, . 0.0427, 0.0428, 0.0429, 0.0429, 0.0429, 0.0429, 0.0430, 0.0429, . 0.0429, 0.0429, 0.0429, 0.0429, 0.0429, 0.0429, 0.0428, 0.0428, . 0.0428, 0.0428, 0.0428, 0.0428, 0.0429, 0.0429, 0.0429, 0.0430, . 0.0430, 0.0430, 0.0431, 0.0431, 0.0431, 0.0432, 0.0432, 0.0432, . 0.0433, 0.0433, 0.0433, 0.0433, 0.0433, 0.0434, 0.0434, 0.0434, . 0.0408, 0.0408, 0.0408, 0.0408, 0.0408, 0.0408, 0.0408, 0.0409, . 0.0409, 0.0409, 0.0409, 0.0409, 0.0409, 0.0410, 0.0410, 0.0410, . 0.0410, 0.0410, 0.0411, 0.0410, 0.0410, 0.0411, 0.0411, 0.0411, . 0.0412, 0.0413, 0.0413, 0.0414, 0.0414, 0.0414, 0.0414, 0.0414, . 0.0414, 0.0414, 0.0414, 0.0414, 0.0413, 0.0413, 0.0413, 0.0413, . 0.0413, 0.0413, 0.0412, 0.0412, 0.0414, 0.0414, 0.0414, 0.0414, . 0.0415, 0.0415, 0.0416, 0.0416, 0.0416, 0.0416, 0.0416, 0.0416, . 0.0417, 0.0418, 0.0418, 0.0418, 0.0418, 0.0418, 0.0418, 0.0419, . 0.0392, 0.0393, 0.0393, 0.0393, 0.0393, 0.0393, 0.0393, 0.0393, . 0.0393, 0.0394, 0.0394, 0.0394, 0.0394, 0.0394, 0.0394, 0.0395, . 0.0395, 0.0395, 0.0395, 0.0395, 0.0395, 0.0395, 0.0396, 0.0396, . 0.0396, 0.0398, 0.0398, 0.0398, 0.0399, 0.0399, 0.0399, 0.0399, . 0.0398, 0.0398, 0.0398, 0.0398, 0.0398, 0.0398, 0.0397, 0.0397, . 0.0397, 0.0397, 0.0397, 0.0397, 0.0398, 0.0399, 0.0399, 0.0399, . 0.0399, 0.0400, 0.0401, 0.0401, 0.0401, 0.0401, 0.0401, 0.0401, . 0.0402, 0.0402, 0.0403, 0.0403, 0.0403, 0.0403, 0.0403, 0.0403, . 0.0378, 0.0378, 0.0378, 0.0378, 0.0378, 0.0378, 0.0378, 0.0378, . 0.0379, 0.0379, 0.0379, 0.0379, 0.0379, 0.0379, 0.0379, 0.0380, . 0.0380, 0.0380, 0.0380, 0.0380, 0.0380, 0.0380, 0.0380, 0.0380, . 0.0381, 0.0382, 0.0382, 0.0383, 0.0383, 0.0383, 0.0383, 0.0382, . 0.0382, 0.0382, 0.0382, 0.0382, 0.0382, 0.0382, 0.0382, 0.0382, . 0.0382, 0.0382, 0.0382, 0.0382, 0.0384, 0.0384, 0.0384, 0.0384, . 0.0384, 0.0384, 0.0385, 0.0385, 0.0385, 0.0386, 0.0386, 0.0386, . 0.0387, 0.0387, 0.0387, 0.0387, 0.0387, 0.0388, 0.0388, 0.0388, . 0.0362, 0.0363, 0.0363, 0.0363, 0.0363, 0.0363, 0.0363, 0.0363, . 0.0363, 0.0364, 0.0364, 0.0364, 0.0364, 0.0364, 0.0364, 0.0364, . 0.0365, 0.0365, 0.0365, 0.0364, 0.0365, 0.0365, 0.0365, 0.0365, . 0.0365, 0.0367, 0.0367, 0.0367, 0.0367, 0.0368, 0.0368, 0.0367, . 0.0367, 0.0367, 0.0367, 0.0367, 0.0367, 0.0367, 0.0367, 0.0367, . 0.0367, 0.0367, 0.0367, 0.0367, 0.0368, 0.0369, 0.0369, 0.0369, . 0.0369, 0.0369, 0.0370, 0.0370, 0.0370, 0.0370, 0.0370, 0.0371, . 0.0372, 0.0372, 0.0372, 0.0372, 0.0372, 0.0372, 0.0373, 0.0373, . 0.0347, 0.0347, 0.0347, 0.0348, 0.0348, 0.0348, 0.0348, 0.0348, . 0.0348, 0.0348, 0.0349, 0.0349, 0.0349, 0.0349, 0.0349, 0.0349, . 0.0349, 0.0349, 0.0350, 0.0349, 0.0349, 0.0350, 0.0350, 0.0350, . 0.0350, 0.0352, 0.0352, 0.0352, 0.0352, 0.0352, 0.0353, 0.0352, . 0.0352, 0.0352, 0.0352, 0.0352, 0.0352, 0.0352, 0.0352, 0.0352, . 0.0352, 0.0352, 0.0352, 0.0352, 0.0353, 0.0353, 0.0353, 0.0354, . 0.0354, 0.0354, 0.0355, 0.0355, 0.0355, 0.0355, 0.0355, 0.0355, . 0.0356, 0.0357, 0.0357, 0.0357, 0.0357, 0.0357, 0.0357, 0.0357, . 0.0332, 0.0332, 0.0332, 0.0333, 0.0333, 0.0333, 0.0333, 0.0333, . 0.0333, 0.0333, 0.0333, 0.0334, 0.0334, 0.0334, 0.0334, 0.0334, . 0.0334, 0.0334, 0.0334, 0.0334, 0.0334, 0.0334, 0.0335, 0.0335, . 0.0335, 0.0337, 0.0337, 0.0337, 0.0337, 0.0337, 0.0337, 0.0336, . 0.0336, 0.0336, 0.0336, 0.0336, 0.0337, 0.0336, 0.0336, 0.0336, . 0.0336, 0.0336, 0.0336, 0.0337, 0.0338, 0.0338, 0.0338, 0.0338, . 0.0338, 0.0339, 0.0340, 0.0340, 0.0340, 0.0340, 0.0340, 0.0340, . 0.0341, 0.0341, 0.0341, 0.0342, 0.0342, 0.0342, 0.0342, 0.0342, . 0.0317, 0.0317, 0.0317, 0.0317, 0.0317, 0.0318, 0.0318, 0.0318, . 0.0318, 0.0318, 0.0318, 0.0318, 0.0318, 0.0318, 0.0319, 0.0319, . 0.0319, 0.0319, 0.0319, 0.0319, 0.0319, 0.0319, 0.0319, 0.0320, . 0.0320, 0.0321, 0.0321, 0.0322, 0.0322, 0.0322, 0.0322, 0.0321, . 0.0321, 0.0321, 0.0321, 0.0321, 0.0321, 0.0321, 0.0321, 0.0321, . 0.0321, 0.0321, 0.0321, 0.0321, 0.0323, 0.0323, 0.0323, 0.0323, . 0.0323, 0.0323, 0.0324, 0.0324, 0.0324, 0.0325, 0.0325, 0.0325, . 0.0326, 0.0326, 0.0326, 0.0326, 0.0326, 0.0327, 0.0327, 0.0327, . 0.0302, 0.0302, 0.0302, 0.0302, 0.0302, 0.0303, 0.0302, 0.0303, . 0.0303, 0.0303, 0.0303, 0.0303, 0.0303, 0.0303, 0.0303, 0.0304, . 0.0304, 0.0304, 0.0304, 0.0304, 0.0304, 0.0304, 0.0304, 0.0304, . 0.0305, 0.0306, 0.0306, 0.0306, 0.0307, 0.0307, 0.0307, 0.0306, . 0.0306, 0.0306, 0.0306, 0.0306, 0.0306, 0.0306, 0.0306, 0.0306, . 0.0306, 0.0306, 0.0306, 0.0306, 0.0308, 0.0308, 0.0308, 0.0308, . 0.0308, 0.0308, 0.0309, 0.0309, 0.0309, 0.0309, 0.0310, 0.0310, . 0.0311, 0.0311, 0.0311, 0.0311, 0.0311, 0.0311, 0.0311, 0.0312, . 0.0287, 0.0287, 0.0287, 0.0287, 0.0287, 0.0288, 0.0287, 0.0288, . 0.0288, 0.0288, 0.0288, 0.0288, 0.0288, 0.0288, 0.0288, 0.0288, . 0.0288, 0.0288, 0.0288, 0.0288, 0.0288, 0.0288, 0.0289, 0.0289, . 0.0289, 0.0291, 0.0291, 0.0291, 0.0291, 0.0291, 0.0291, 0.0290, . 0.0290, 0.0290, 0.0290, 0.0290, 0.0290, 0.0290, 0.0291, 0.0291, . 0.0291, 0.0291, 0.0291, 0.0291, 0.0292, 0.0292, 0.0292, 0.0292, . 0.0292, 0.0292, 0.0293, 0.0294, 0.0294, 0.0294, 0.0294, 0.0294, . 0.0295, 0.0296, 0.0296, 0.0296, 0.0296, 0.0297, 0.0297, 0.0297, . 0.0272, 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, . 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, . 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, 0.0273, 0.0274, . 0.0274, 0.0275, 0.0275, 0.0275, 0.0276, 0.0276, 0.0276, 0.0275, . 0.0275, 0.0275, 0.0275, 0.0275, 0.0275, 0.0275, 0.0275, 0.0275, . 0.0276, 0.0276, 0.0276, 0.0276, 0.0277, 0.0277, 0.0277, 0.0277, . 0.0277, 0.0277, 0.0278, 0.0278, 0.0278, 0.0278, 0.0279, 0.0279, . 0.0280, 0.0280, 0.0281, 0.0281, 0.0281, 0.0282, 0.0282, 0.0282, . 0.0257, 0.0257, 0.0257, 0.0258, 0.0258, 0.0258, 0.0257, 0.0258, . 0.0258, 0.0258, 0.0258, 0.0258, 0.0258, 0.0258, 0.0258, 0.0258, . 0.0258, 0.0258, 0.0258, 0.0257, 0.0258, 0.0258, 0.0258, 0.0259, . 0.0259, 0.0260, 0.0260, 0.0260, 0.0260, 0.0260, 0.0260, 0.0260, . 0.0259, 0.0260, 0.0260, 0.0260, 0.0260, 0.0260, 0.0260, 0.0260, . 0.0260, 0.0261, 0.0261, 0.0261, 0.0262, 0.0262, 0.0262, 0.0262, . 0.0262, 0.0262, 0.0263, 0.0263, 0.0263, 0.0263, 0.0263, 0.0264, . 0.0265, 0.0265, 0.0266, 0.0266, 0.0266, 0.0267, 0.0267, 0.0267, . 0.0242, 0.0242, 0.0243, 0.0243, 0.0243, 0.0243, 0.0242, 0.0243, . 0.0243, 0.0243, 0.0243, 0.0243, 0.0243, 0.0243, 0.0243, 0.0243, . 0.0243, 0.0243, 0.0243, 0.0242, 0.0243, 0.0243, 0.0243, 0.0243, . 0.0244, 0.0245, 0.0245, 0.0245, 0.0245, 0.0245, 0.0245, 0.0244, . 0.0244, 0.0244, 0.0244, 0.0244, 0.0245, 0.0245, 0.0245, 0.0245, . 0.0245, 0.0246, 0.0246, 0.0246, 0.0247, 0.0247, 0.0246, 0.0246, . 0.0246, 0.0246, 0.0247, 0.0248, 0.0248, 0.0248, 0.0248, 0.0249, . 0.0250, 0.0250, 0.0250, 0.0251, 0.0251, 0.0251, 0.0252, 0.0252, . 0.0227, 0.0227, 0.0227, 0.0228, 0.0228, 0.0228, 0.0227, 0.0228, . 0.0228, 0.0228, 0.0228, 0.0228, 0.0228, 0.0228, 0.0228, 0.0228, . 0.0228, 0.0228, 0.0228, 0.0227, 0.0228, 0.0228, 0.0228, 0.0228, . 0.0229, 0.0229, 0.0229, 0.0229, 0.0230, 0.0230, 0.0230, 0.0229, . 0.0229, 0.0229, 0.0229, 0.0229, 0.0229, 0.0230, 0.0230, 0.0230, . 0.0230, 0.0231, 0.0231, 0.0231, 0.0231, 0.0231, 0.0231, 0.0231, . 0.0231, 0.0231, 0.0232, 0.0233, 0.0233, 0.0233, 0.0233, 0.0233, . 0.0235, 0.0235, 0.0235, 0.0236, 0.0236, 0.0236, 0.0237, 0.0237, . 0.0212, 0.0212, 0.0212, 0.0213, 0.0213, 0.0213, 0.0212, 0.0213, . 0.0213, 0.0213, 0.0213, 0.0213, 0.0213, 0.0213, 0.0213, 0.0213, . 0.0213, 0.0213, 0.0213, 0.0212, 0.0212, 0.0213, 0.0213, 0.0213, . 0.0214, 0.0214, 0.0214, 0.0214, 0.0214, 0.0214, 0.0214, 0.0214, . 0.0214, 0.0214, 0.0214, 0.0214, 0.0214, 0.0215, 0.0215, 0.0215, . 0.0215, 0.0216, 0.0216, 0.0216, 0.0216, 0.0216, 0.0216, 0.0216, . 0.0216, 0.0216, 0.0217, 0.0217, 0.0218, 0.0218, 0.0218, 0.0218, . 0.0219, 0.0220, 0.0220, 0.0220, 0.0221, 0.0221, 0.0221, 0.0222, . 0.0198, 0.0198, 0.0198, 0.0198, 0.0198, 0.0198, 0.0198, 0.0198, . 0.0198, 0.0198, 0.0198, 0.0198, 0.0198, 0.0198, 0.0198, 0.0198, . 0.0198, 0.0198, 0.0198, 0.0197, 0.0198, 0.0198, 0.0198, 0.0198, . 0.0199, 0.0199, 0.0199, 0.0199, 0.0199, 0.0199, 0.0199, 0.0199, . 0.0199, 0.0199, 0.0199, 0.0199, 0.0199, 0.0200, 0.0200, 0.0201, . 0.0201, 0.0201, 0.0201, 0.0201, 0.0201, 0.0201, 0.0201, 0.0201, . 0.0201, 0.0201, 0.0202, 0.0203, 0.0203, 0.0203, 0.0203, 0.0203, . 0.0205, 0.0205, 0.0205, 0.0206, 0.0206, 0.0206, 0.0207, 0.0207, . 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, . 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, . 0.0184, 0.0185, 0.0185, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, . 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, 0.0184, . 0.0184, 0.0184, 0.0185, 0.0185, 0.0185, 0.0186, 0.0187, 0.0187, . 0.0187, 0.0187, 0.0188, 0.0188, 0.0188, 0.0188, 0.0188, 0.0188, . 0.0188, 0.0189, 0.0190, 0.0190, 0.0190, 0.0190, 0.0191, 0.0191, . 0.0192, 0.0192, 0.0193, 0.0193, 0.0193, 0.0193, 0.0194, 0.0194, . 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, . 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, . 0.0170, 0.0170, 0.0170, 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, . 0.0169, 0.0168, 0.0168, 0.0169, 0.0169, 0.0169, 0.0169, 0.0169, . 0.0169, 0.0169, 0.0169, 0.0170, 0.0170, 0.0171, 0.0172, 0.0172, . 0.0172, 0.0172, 0.0173, 0.0173, 0.0173, 0.0173, 0.0173, 0.0174, . 0.0174, 0.0174, 0.0175, 0.0175, 0.0175, 0.0175, 0.0175, 0.0176, . 0.0177, 0.0177, 0.0177, 0.0178, 0.0178, 0.0178, 0.0178, 0.0179, . 0.0154, 0.0154, 0.0154, 0.0154, 0.0154, 0.0154, 0.0154, 0.0154, . 0.0154, 0.0154, 0.0154, 0.0154, 0.0154, 0.0154, 0.0154, 0.0155, . 0.0155, 0.0155, 0.0155, 0.0154, 0.0154, 0.0154, 0.0154, 0.0154, . 0.0154, 0.0153, 0.0153, 0.0153, 0.0153, 0.0154, 0.0154, 0.0153, . 0.0154, 0.0154, 0.0154, 0.0155, 0.0155, 0.0156, 0.0157, 0.0157, . 0.0157, 0.0157, 0.0158, 0.0158, 0.0158, 0.0159, 0.0159, 0.0159, . 0.0159, 0.0159, 0.0160, 0.0160, 0.0160, 0.0160, 0.0160, 0.0161, . 0.0161, 0.0162, 0.0162, 0.0162, 0.0162, 0.0163, 0.0163, 0.0163, . 0.0139, 0.0139, 0.0139, 0.0139, 0.0139, 0.0139, 0.0139, 0.0139, . 0.0139, 0.0139, 0.0139, 0.0139, 0.0139, 0.0140, 0.0140, 0.0140, . 0.0140, 0.0140, 0.0140, 0.0139, 0.0139, 0.0139, 0.0139, 0.0139, . 0.0139, 0.0138, 0.0138, 0.0138, 0.0138, 0.0138, 0.0138, 0.0138, . 0.0139, 0.0139, 0.0139, 0.0139, 0.0140, 0.0141, 0.0142, 0.0142, . 0.0142, 0.0142, 0.0143, 0.0143, 0.0144, 0.0144, 0.0144, 0.0144, . 0.0144, 0.0144, 0.0144, 0.0145, 0.0145, 0.0145, 0.0145, 0.0145, . 0.0146, 0.0146, 0.0147, 0.0147, 0.0147, 0.0147, 0.0148, 0.0148, . 0.0124, 0.0124, 0.0124, 0.0124, 0.0123, 0.0123, 0.0124, 0.0124, . 0.0124, 0.0124, 0.0124, 0.0124, 0.0124, 0.0125, 0.0125, 0.0125, . 0.0125, 0.0125, 0.0125, 0.0124, 0.0124, 0.0124, 0.0124, 0.0124, . 0.0124, 0.0123, 0.0123, 0.0123, 0.0123, 0.0123, 0.0123, 0.0123, . 0.0124, 0.0124, 0.0124, 0.0124, 0.0125, 0.0126, 0.0127, 0.0127, . 0.0127, 0.0128, 0.0128, 0.0128, 0.0129, 0.0129, 0.0129, 0.0129, . 0.0129, 0.0129, 0.0129, 0.0129, 0.0130, 0.0130, 0.0130, 0.0130, . 0.0131, 0.0131, 0.0131, 0.0132, 0.0132, 0.0132, 0.0132, 0.0133, . 0.0109, 0.0109, 0.0109, 0.0108, 0.0108, 0.0108, 0.0109, 0.0109, . 0.0109, 0.0109, 0.0109, 0.0109, 0.0109, 0.0110, 0.0110, 0.0110, . 0.0110, 0.0110, 0.0110, 0.0109, 0.0109, 0.0109, 0.0109, 0.0109, . 0.0109, 0.0108, 0.0108, 0.0108, 0.0108, 0.0108, 0.0108, 0.0108, . 0.0108, 0.0109, 0.0109, 0.0109, 0.0110, 0.0111, 0.0112, 0.0112, . 0.0112, 0.0113, 0.0113, 0.0113, 0.0114, 0.0114, 0.0114, 0.0114, . 0.0114, 0.0114, 0.0114, 0.0114, 0.0114, 0.0115, 0.0115, 0.0115, . 0.0116, 0.0116, 0.0116, 0.0116, 0.0117, 0.0117, 0.0117, 0.0117, . 0.0096, 0.0096, 0.0096, 0.0096, 0.0096, 0.0095, 0.0096, 0.0096, . 0.0095, 0.0095, 0.0095, 0.0095, 0.0096, 0.0096, 0.0096, 0.0097, . 0.0097, 0.0097, 0.0096, 0.0095, 0.0095, 0.0095, 0.0095, 0.0095, . 0.0095, 0.0094, 0.0094, 0.0094, 0.0094, 0.0094, 0.0094, 0.0094, . 0.0094, 0.0094, 0.0094, 0.0094, 0.0094, 0.0096, 0.0097, 0.0097, . 0.0097, 0.0097, 0.0097, 0.0098, 0.0099, 0.0099, 0.0100, 0.0100, . 0.0100, 0.0101, 0.0101, 0.0101, 0.0101, 0.0101, 0.0101, 0.0102, . 0.0102, 0.0102, 0.0103, 0.0103, 0.0103, 0.0103, 0.0103, 0.0104, . 0.0081, 0.0081, 0.0081, 0.0081, 0.0081, 0.0080, 0.0081, 0.0081, . 0.0081, 0.0080, 0.0080, 0.0080, 0.0081, 0.0081, 0.0081, 0.0081, . 0.0082, 0.0082, 0.0081, 0.0080, 0.0080, 0.0080, 0.0080, 0.0080, . 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.-0.0457,-0.0457,-0.0457,-0.0456,-0.0456,-0.0456,-0.0456,-0.0456/ end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/FITS/fits4096_gc.f" c**** c********************************************* c----------------------------------------------- c c this routine will return the distortion-corrected c position based on a fits image... c subroutine fits4096_gc(xr,yr,xc,yc,k,GCFILE) implicit none real*8 xr, yr real*8 xc, yc integer k character*80 GCFILE character*80 GCFILEU common /GCFILEU_/GCFILEU data GCFILEU/'EMPTY'/ character*80 GCFILEX character*80 GCFILEY logical DONE real image_gcx(4096,4096) real image_gcy(4096,4096) integer i integer ix, iy real fx, fy integer ix1, iy1 integer ix2, iy2 integer id integer ixmin, ixmax integer iymin, iymax if (GCFILEU.ne.GCFILE) then GCFILEU = GCFILE GCFILEX = GCFILE GCFILEY = GCFILE DONE = .false. do i = 01, 75 if (GCFILEU(i:i).eq.'?') then GCFILEX(i:i) = 'x' GCFILEY(i:i) = 'y' DONE = .true. endif if (GCFILEU(i:i+4).eq.'.fits') goto 1 enddo 1 continue if (.not.DONE) then write(*,'(''GFILEU: '',80a)') GCFILEU stop 'NO ? CHAR IN GCFILEU...' endif call readfits_r4gc(GCFILEX,image_gcx) call readfits_r4gc(GCFILEY,image_gcy) c print*,'GC_READIN: ',image_gcx(1000,1000), c . image_gcy(1000,1000) endif ix = int(xr+1000.0)-1000.0 iy = int(yr+1000.0)-1000.0 ix1 = ix ix2 = ix+1 iy1 = iy iy2 = iy+1 ixmin = 0001 ixmax = 4096 iymin = 0001 iymax = 4096 if (k.eq.2) iymax = 2048 if (k.eq.1) iymin = 2049 if (ix.le.ixmin) then ix1 = ixmin ix2 = ixmin+(ixmin-ix) + 1 if (ix2.gt.ixmax) ix2 = ixmax endif if (iy.le.iymin) then iy1 = iymin iy2 = iymin+(iymin-iy) + 1 if (iy2.gt.iymax) iy2 = iymax endif if (ix.ge.ixmax) then ix1 = ixmax-(ix-ixmax) - 1 ix2 = ixmax if (ix1.lt.ixmin) ix1 = ixmin endif if (iy.ge.iymax) then iy1 = iymax-(iy-iymax) - 1 iy2 = iymax if (iy1.lt.iymin) iy1 = iymin endif if (k.eq.2.and.iy.gt.2047) iy = 2047 ! bottom chip if (k.eq.1.and.iy.lt.2049) iy = 2049 ! top chip fx = (xr-ix1)/(ix2-ix1) fy = (yr-iy1)/(iy2-iy1) xc = (1-fx)*(1-fy)*image_gcx(ix1,iy1) . + (1-fx)*( fy )*image_gcx(ix1,iy2) . + ( fx )*(1-fy)*image_gcx(ix2,iy1) . + ( fx )*( fy )*image_gcx(ix2,iy2) yc = (1-fx)*(1-fy)*image_gcy(ix1,iy1) . + (1-fx)*( fy )*image_gcy(ix1,iy2) . + ( fx )*(1-fy)*image_gcy(ix2,iy1) . + ( fx )*( fy )*image_gcy(ix2,iy2) c write(69,169) k,xr,yr,ix1,ix2,iy1,iy2,fx,fy,xc,yc c 169 format(1x,i1,3x,2f9.2,3x,i4,1x,i4,3x,i4,1x,i4, c . 3x,f8.4,1x,f8.4, c . 3x,f8.2,1x,f8.2) return end c---------------------------------------------- c c special made... c subroutine readfits_r4gc(FILE,pix) implicit none character*80 FILE real pix(4096,4096) character*80 FILEU integer naxes integer laxis(2) character*8 field character*70 stream integer nbyte0 integer nbyteE integer nbyte1 integer nbyte2 integer nbper integer i,ios, k integer j character*2880 buffc byte buffb(2880) equivalence (buffc,buffb) real*4 buffr(0720) integer ii,nn,nx,ny integer nxx, nyy integer ifirst, i1, i2 integer np1, np2, npt integer nextend integer nread real bscale, bzero integer bitpix integer*2 word byte byte(2) equivalence (word,byte) logical LINUX word = 1 c print*,' byte(1): ',byte(1) c print*,' byte(2): ',byte(2) LINUX = byte(1).eq.1 FILEU = FILE do i = 75,2,-1 if (FILE(i:i+4).eq.'.fits') FILEU = FILE(1:i+4) enddo open(10,file=FILEU,status='old', . err=900,recl=2880,form='UNFORMATTED', . access='DIRECT') naxes = -1 laxis(1) = 1 laxis(2) = 1 nextend = 0 i = 0 nread = 0 100 continue i = i + 1 read(10,rec=i,iostat=ios) buffc do k = 0, 35, 1 field = buffc(k*80+01:k*80+08) stream = buffc(k*80+10:k*80+79) if (field.eq.'NAXIS ') read(stream,*) naxes if (field.eq.'NAXIS1 ') read(stream,*) laxis(1) if (field.eq.'NAXIS2 ') read(stream,*) laxis(2) if (field.eq.'BITPIX ') read(stream,*) bitpix if (field.eq.'END ') goto 101 enddo goto 100 101 continue if (naxes .ne. 2) stop 'readfits_r4gc: naxes.ne.2' if (laxis(1).ne.4096) stop 'readfits_r4gc: laxis(1).ne.4096' if (laxis(2).ne.4096) stop 'readfits_r4gc: laxis(2).ne.4096' if (bitpix .ne. -32) stop 'readfits_r4gc: bitpix unreal!' nread = nread + 1 ifirst = i+1 i1 = i i2 = i nbper = 4*laxis(1)*laxis(2) npt = laxis(1)*laxis(2) nbyte1 = 1 nbyte2 = nbper i1 = i+1 + nbyte1/2880 i2 = i+1 + nbyte2/2880 do i = i1, i2, 1 read(10,rec=i,iostat=ios) buffc nbyte0 = (i-ifirst)*2880+ 1 nbyteE = (i-ifirst)*2880+2880 np1 = (nbyte0-nbyte1)/4 + 1 np2 = (nbyteE-nbyte1)/4 + 1 call buff2pix_r4gc(buffb,buffr,0001,0720,LINUX) do ii = 001, 720 nn = np1 + (ii-1) ny = 1 + (nn-1)/laxis(1) nx = nn-(ny-1)*laxis(1) if (nx.ge.001.and.nx.le.4096.and. . ny.ge.001.and.ny.le.4096) then pix(nx,ny) = buffr(ii) nxx = nx nyy = ny endif enddo if (ny.gt.4096) goto 899 enddo 899 close(10) return 900 continue print*,' ' print*,'READFITS_R4GC ERROR: ' print*,' ' write(*,'('' could not read in file: '',80a)') FILEU print*,' ' stop end subroutine buff2pix_r4gc(buff,pix,n1,nt,LINUX) implicit none byte buff(2880) real pix(*) integer n1,nt logical LINUX byte b(4) real r equivalence(r,b) integer i, npu, nbu do i = 1, 720 npu = n1+i-1 nbu = (i-1)*4 if (.not.LINUX) then b(1) = buff(nbu+1) b(2) = buff(nbu+2) b(3) = buff(nbu+3) b(4) = buff(nbu+4) endif if (LINUX) then b(4) = buff(nbu+1) b(3) = buff(nbu+2) b(2) = buff(nbu+3) b(1) = buff(nbu+4) endif if (npu.ge.1.and.npu.le.nt) pix(npu) = r enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/FITS/fits4096_cg.f" c**** c********************************************* c------------------------------------------------- c c c subroutine fits4096_cg(xc,yc,xr,yr,k,GCFILE) implicit none real*8 xc, yc real*8 xr, yr integer k character*80 GCFILE real*8 xru, yru real*8 xcu, ycu real dx, dy, dd integer NIT real*8 xr1, yr1 real*8 xr2, yr2 if (k.eq.0.or.k.eq.1.or.k.eq.-1) then xru = xc yru = yc if (xru.gt.4095) xru = 4095 if (yru.gt.4095) yru = 4095 if (xru.lt.0002) xru = 0002 if (yru.lt.0002) yru = 0002 NIT = 0 1 continue NIT = NIT + 1 call fits4096_gc(xru,yru,xcu,ycu,1,GCFILE) dx = xc-xcu dy = yc-ycu dd = sqrt(dx**2+dy**2) xru = xru + (xc-xcu) yru = yru + (yc-ycu) if (dd.gt.0.001.and.NIT.le.25) goto 1 xr1 = xru yr1 = yru if (k.eq.1) then xr = xr1 yr = yr1 return endif endif if (k.eq.0.or.k.eq.2.or.k.eq.-1) then xru = xc yru = yc if (xru.gt.4095) xru = 4095 if (yru.gt.4095) yru = 4095 if (xru.lt.0002) xru = 0002 if (yru.lt.0002) yru = 0002 NIT = 0 2 continue NIT = NIT + 1 call fits4096_gc(xru,yru,xcu,ycu,2,GCFILE) dx = xc-xcu dy = yc-ycu dd = sqrt(dx**2+dy**2) xru = xru + (xc-xcu) yru = yru + (yc-ycu) if (dd.gt.0.001.and.NIT.le.25) goto 2 xr2 = xru yr2 = yru if (k.eq.2) then xr = xr2 yr = yr2 return endif endif if (k.eq.0) then xr = -1 yr = -1 if (xr1.ge.0001.and.xr1.le.4096.and. . yr1.ge.2049.and.yr1.le.4096) then xr = xr1 yr = yr1 return endif if (xr2.ge.0001.and.xr2.le.4096.and. . yr2.ge.0001.and.yr2.le.2048) then xr = xr2 yr = yr2 return endif return endif if (k.eq.-1) then xr = xr2 yr = yr2 if (yr1.ge.2049) then xr = xr1 yr = yr1 return endif if (yr1.le.2049.and.yr2.ge.2048) then yr = 2048.5 return endif return endif return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/FITS/fits4096_zp.f" c**** c********************************************* c----------------------------------------------- c c this routine will return the distortion-corrected c position based on a fits image... c real function fits4096_zp(xr,yr,GCFILE) implicit none real*8 xr, yr character*80 GCFILE character*80 GCFILEU common /GCFILEZU_/GCFILEU data GCFILEU/'NULL'/ character*80 GCFILEZ logical DONE real image_gcz(4096,4096) integer i integer ix, iy real fx, fy if (GCFILEU.ne.GCFILE) then GCFILEU = GCFILE GCFILEZ = GCFILE DONE = .false. do i = 01, 75 if (GCFILEU(i:i).eq.'?') then GCFILEZ(i:i) = 'z' DONE = .true. endif if (GCFILEU(i:i+4).eq.'.fits') goto 1 enddo 1 continue if (.not.DONE) stop 'NO ? CHAR IN GCFILEZU...' call readfits_r4zp(GCFILEZ,image_gcz) print*,'GC_READIN: ',image_gcz(1000,1000) endif ix = int(xr+1000.0)-1000.0 iy = int(yr+1000.0)-1000.0 if (ix.le.0001) ix = 0001 if (iy.le.0001) iy = 0001 if (ix.gt.4095) ix = 4095 if (iy.gt.4095) iy = 4095 fx = xr-ix fy = yr-iy fits4096_zp = (1-fx)*(1-fy)*image_gcz(ix ,iy ) . + (1-fx)*( fy )*image_gcz(ix ,iy+1) . + ( fx )*(1-fy)*image_gcz(ix+1,iy ) . + ( fx )*( fy )*image_gcz(ix+1,iy+1) return end c---------------------------------------------- c c special made... c subroutine readfits_r4zp(FILE,pix) implicit none character*80 FILE real pix(4096,4096) character*80 FILEU integer naxes integer laxis(2) character*8 field character*70 stream integer nbyte0 integer nbyteE integer nbyte1 integer nbyte2 integer nbper integer i,ios, k integer j character*2880 buffc byte buffb(2880) equivalence (buffc,buffb) real*4 buffr(0720) integer ii,nn,nx,ny integer nxx, nyy integer ifirst, i1, i2 integer np1, np2, npt integer nextend integer nread real bscale, bzero integer bitpix integer*2 word byte byte(2) equivalence (word,byte) logical LINUX word = 1 c print*,' byte(1): ',byte(1) c print*,' byte(2): ',byte(2) LINUX = byte(1).eq.1 FILEU = FILE do i = 75,2,-1 if (FILE(i:i+4).eq.'.fits') FILEU = FILE(1:i+4) enddo open(10,file=FILEU,status='old', . err=900,recl=2880,form='UNFORMATTED', . access='DIRECT') naxes = -1 laxis(1) = 1 laxis(2) = 1 nextend = 0 i = 0 nread = 0 100 continue i = i + 1 read(10,rec=i,iostat=ios) buffc do k = 0, 35, 1 field = buffc(k*80+01:k*80+08) stream = buffc(k*80+10:k*80+79) if (field.eq.'NAXIS ') read(stream,*) naxes if (field.eq.'NAXIS1 ') read(stream,*) laxis(1) if (field.eq.'NAXIS2 ') read(stream,*) laxis(2) if (field.eq.'BITPIX ') read(stream,*) bitpix if (field.eq.'END ') goto 101 enddo goto 100 101 continue if (naxes .ne. 2) stop 'readfits_r4gc: naxes.ne.2' if (laxis(1).ne.4096) stop 'readfits_r4gc: laxis(1).ne.4096' if (laxis(2).ne.4096) stop 'readfits_r4gc: laxis(2).ne.4096' if (bitpix .ne. -32) stop 'readfits_r4gc: bitpix unreal!' nread = nread + 1 ifirst = i+1 i1 = i i2 = i nbper = 4*laxis(1)*laxis(2) npt = laxis(1)*laxis(2) nbyte1 = 1 nbyte2 = nbper i1 = i+1 + nbyte1/2880 i2 = i+1 + nbyte2/2880 do i = i1, i2, 1 read(10,rec=i,iostat=ios) buffc nbyte0 = (i-ifirst)*2880+ 1 nbyteE = (i-ifirst)*2880+2880 np1 = (nbyte0-nbyte1)/4 + 1 np2 = (nbyteE-nbyte1)/4 + 1 call buff2pix_r4zp(buffb,buffr,0001,0720,LINUX) do ii = 001, 720 nn = np1 + (ii-1) ny = 1 + (nn-1)/laxis(1) nx = nn-(ny-1)*laxis(1) if (nx.ge.001.and.nx.le.4096.and. . ny.ge.001.and.ny.le.4096) then pix(nx,ny) = buffr(ii) nxx = nx nyy = ny endif enddo if (ny.gt.4096) goto 899 enddo 899 close(10) return 900 continue print*,' ' print*,'READFITS_R4GC ERROR: ' print*,' ' write(*,'('' could not read in file: '',80a)') FILEU print*,' ' stop end subroutine buff2pix_r4zp(buff,pix,n1,nt,LINUX) implicit none byte buff(2880) real pix(*) integer n1,nt logical LINUX byte b(4) real r equivalence(r,b) integer i, npu, nbu do i = 1, 720 npu = n1+i-1 nbu = (i-1)*4 if (.not.LINUX) then b(1) = buff(nbu+1) b(2) = buff(nbu+2) b(3) = buff(nbu+3) b(4) = buff(nbu+4) endif if (LINUX) then b(4) = buff(nbu+1) b(3) = buff(nbu+2) b(2) = buff(nbu+3) b(1) = buff(nbu+4) endif if (npu.ge.1.and.npu.le.nt) pix(npu) = r enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/WFPC2/wfpc2gcJJ.f" c**** c********************************************* c--------------------------------------------------------------------- c c Jay Anderson c Berkeley Jan 2001 c c These are the distortion coefficients I derived based on the c inner Omega Cen calibration field, about 80 V observations of 100s. c c I modeled the distortion using LEGENDRE polynomials such that: c c xtrue = xobs + DX(x,y) c ytrue = yobs + DY(x,y) c c fx = (x-425)/375 c fy = (y-425)/375 c c DX(x,y) = 0.000 + c A_x *(fx) + A_y *(fy) + ... c A_xx*(3*fx*fx-1)/2 + A_xy*(fx*fy) + A_yy*(3*fy*fy-1)/2 + ... c c DY(x,y) = 0.000 + c B_x *(fx) + B_y *(fy) + ... c c c We subject this to the constraint that the A_x and A_y coefficients be c 0.00 (the A coeffs apply to x the B to y). This constraint means c that the final y axis is directed along the standard y-coordinate c with the overall scale set to be that along the x-direction at the c center of the chip. The B_x and B_y coeffs are not necessarily zero c to the extent that the x,y scales may differ (possibly because of c 34th-row issues) or there may be some skew (non-orthogonality of the c axes; there is an appreciable amount in PC1). c c I assumed the center of the disortion to be at (425,425) in each c chip and modeled it over the region (100:775,100:775). Below c x,y values of 100 the fit becomes poor. I will quantify this c later when I write this up. The polynomials are normalized to c apply over the region (50:800,50:800): fx = (x-425)/375, c fy=(y-425)/375 are the scaled coords for the polynomial. c c I have found that these coeffs are good globally to better than c 0.015 in the PC and to better than 0.01 in the WF chips. c c Note that while I dervived the correction with Legendre polynomials c (because of their orthogonality), I later re-tooled the expression c to use the regular set of polynomials, so that things would be c easier to examine. c c--------------------------------------------------------------------- c--------------------------------------------------------------------- c c This routine takes in an (xin,yin) position as measured on a chip c then returns the distortion-corrected positoin (xout,yout); if the c input chip is 0, no correction is performed. k=1 corresponds to c pc1, k=2 to wf2, etc. c subroutine wfpc2gcK(xin,yin,xout,yout,k) implicit none real xin, yin real xout, yout integer k real x_wfpc2gcK real y_wfpc2gcK real xinh, yinh xinh = xin ! doing it this way allows the calling yinh = yin ! routine to use the same var for xin/xout xout = x_wfpc2gcK(xinh,yinh,k) yout = y_wfpc2gcK(xinh,yinh,k) !if (xinh.lt.100) xout = xout + (100-xinh)/50*0.100 !if (yinh.lt.100) yout = yout + (100-yinh)/50*0.225 return end c-------------------------------------------------------- real function x_wfpc2gcK(xin,yin,k) implicit none real xin, yin integer k real x, y, d real pwfpc2gc(2,4,10) data pwfpc2gc / ! ORDER . 0.000, 0.000, 0.000, 0.000, 0.000, 0.000, 0.000, 0.000, ! const . 0.000, 0.418, 0.000, 0.051, 0.000,-0.028, 0.000, 0.070, ! x . 0.000,-0.016, 0.000,-0.015, 0.000,-0.036, 0.000, 0.059, ! y . -0.525,-0.280,-0.624,-0.038,-0.349,-0.027,-0.489,-0.050, ! xx . -0.268,-0.292,-0.411,-0.568,-0.353,-0.423,-0.391,-0.485, ! xy . -0.249,-0.470,-0.092,-0.444, 0.009,-0.373,-0.066,-0.406, ! yy . -1.902,-0.011,-1.762, 0.003,-1.791, 0.004,-1.821,-0.015, ! xxx . 0.024,-1.907, 0.016,-1.832, 0.006,-1.848, 0.022,-1.890, ! xxy . -1.890, 0.022,-1.825, 0.011,-1.841, 0.006,-1.875, 0.022, ! xyy . -0.004,-1.923, 0.010,-1.730, 0.021,-1.788,-0.006,-1.821/ ! yyy c c APC1 BPC1 AWF2 BWF2 AWF3 BWF3 AWF4 BWF4 c x_wfpc2gcK = xin if (k.lt.1.or.k.gt.4) return x = (xin-425.0)/375.0 y = (yin-425.0)/375.0 if (x.gt. 1) x = 1.0 if (x.lt.-1) x = -1.0 if (y.gt. 1) y = 1.0 if (y.lt.-1) y = -1.0 c c for x use the A coeffs... c d = pwfpc2gc(1,k,01)*1.0 + . pwfpc2gc(1,k,02)*x + . pwfpc2gc(1,k,03)*y + . pwfpc2gc(1,k,04)*x**2 + . pwfpc2gc(1,k,05)*x*y + . pwfpc2gc(1,k,06)*y**2 + . pwfpc2gc(1,k,07)*x**3 + . pwfpc2gc(1,k,08)*x**2*y + . pwfpc2gc(1,k,09)*y**2*x + . pwfpc2gc(1,k,10)*y**3 x_wfpc2gcK = xin + d return end c-------------------------------------------------------- real function y_wfpc2gcK(xin,yin,k) implicit none real xin, yin integer k real x, y, d real pwfpc2gc(2,4,10) data pwfpc2gc / ! ORDER . 0.000, 0.000, 0.000, 0.000, 0.000, 0.000, 0.000, 0.000, ! const . 0.000, 0.418, 0.000, 0.051, 0.000,-0.028, 0.000, 0.070, ! x . 0.000,-0.016, 0.000,-0.015, 0.000,-0.036, 0.000, 0.059, ! y . -0.525,-0.280,-0.624,-0.038,-0.349,-0.027,-0.489,-0.050, ! xx . -0.268,-0.292,-0.411,-0.568,-0.353,-0.423,-0.391,-0.485, ! xy . -0.249,-0.470,-0.092,-0.444, 0.009,-0.373,-0.066,-0.406, ! yy . -1.902,-0.011,-1.762, 0.003,-1.791, 0.004,-1.821,-0.015, ! xxx . 0.024,-1.907, 0.016,-1.832, 0.006,-1.848, 0.022,-1.890, ! xxy . -1.890, 0.022,-1.825, 0.011,-1.841, 0.006,-1.875, 0.022, ! xyy . -0.004,-1.923, 0.010,-1.730, 0.021,-1.788,-0.006,-1.821/ ! yyy c c APC1 BPC1 AWF2 BWF2 AWF3 BWF3 AWF4 BWF4 c y_wfpc2gck = yin if (k.lt.1.or.k.gt.4) return x = (xin-425.0)/375.0 y = (yin-425.0)/375.0 if (x.gt. 1) x = 1.0 if (x.lt.-1) x = -1.0 if (y.gt. 1) y = 1.0 if (y.lt.-1) y = -1.0 c c for y use the B coeffs... c d = pwfpc2gc(2,k,01)*1.0 + . pwfpc2gc(2,k,02)*x + . pwfpc2gc(2,k,03)*y + . pwfpc2gc(2,k,04)*x**2 + . pwfpc2gc(2,k,05)*x*y + . pwfpc2gc(2,k,06)*y**2 + . pwfpc2gc(2,k,07)*x**3 + . pwfpc2gc(2,k,08)*x**2*y + . pwfpc2gc(2,k,09)*y**2*x + . pwfpc2gc(2,k,10)*y**3 y_wfpc2gck = yin + d return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/WFPC2/fixrows.f" c**** c********************************************* c ------------------------------------------------------- c This routine will correct measured positions for the c accordian-like distortion introduced by the 34.1333 c "short-row" problem. This correction should be performed c before any general distortion correction, as the source c of the error is purely due to the chip itself. The magnitude c of this effect is +/- 0.015 pixels c ------------------------------------------------------- c yin = raw measured position c yout = position corrected for the stitching error c ------------------------------------------------------- subroutine fixrows(yin,yout) real yin real yout real yinh real y, yph, fph real PERIOD real OFFSET real SLOPE real BORDER data PERIOD / 34.1333 / data OFFSET / 3.4500 / data SLOPE / 0.0300 / data BORDER / 0.2500 / if (yin.lt.0) then yout = yin return endif if (yin.gt.800) then yout = yin return endif yinh = yin y = yin + OFFSET yph = y - PERIOD*int(y/PERIOD) fph = yph/PERIOD yout = yinh yout = yinh + (fph-0.5)*SLOPE*PERIOD/(PERIOD-2*BORDER) if (yph.gt.BORDER.and.yph.lt.PERIOD-BORDER) return if (yph.lt. BORDER) yout=yinh-yph/BORDER*SLOPE/2 if (yph.gt.PERIOD-BORDER) yout=yinh-(yph-PERIOD)/BORDER*SLOPE/2 return end c c yin = the post-fixed positon c yout = the before position c subroutine unfixrows(yin,yout) real yin real yout real yinh, dy yinh = yin call fixrows(yin,yout) dy = yout-yinh yout = yinh - dy return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/STDGDCs/extract_stdgc.f" c**** c********************************************* c------------------------------------------------------ c c c subroutine extract_stdgc(xr,yr,xc,yc,mc,FILE_STDGC,SENSE) implicit none real*8 xr, yr real*8 xc, yc, mc character*(*) FILE_STDGC integer SENSE save logical FIRST data FIRST/.true./ character*200 FILE_STDGCu character*200 FILE_STDGCc integer NDIM_XGC, NDIM_YGC integer*4 XGC_0, NDIM_XCG integer*4 YGC_0, NDIM_YCG integer i, ios integer k character*08 FIELD character*20 STREAM character*2880 buffc real*8 fx, fy real*8 xcu, ycu integer ipix, jpix integer*4, dimension(:,:), allocatable :: xgc integer*4, dimension(:,:), allocatable :: ygc integer*2, dimension(:,:), allocatable :: mgc integer*4, dimension(:,:), allocatable :: xcg integer*4, dimension(:,:), allocatable :: ycg if (FILE_STDGC(1:4).eq.'NONE'.or. . FILE_STDGC(1:4).eq.'NULL') then if (SENSE.eq.0) then mc = 0. return endif if (SENSE.eq.1) then ! forward... xc = xr yc = yr return endif if (SENSE.eq.-1) then ! forward... xr = xc yr = yc return endif endif if (FIRST) FILE_STDGCc = ' ' FILE_STDGCu = FILE_STDGC do k = 196,2,-1 if (FILE_STDGCu(k:k+4).eq.'.fits') . FILE_STDGCu = FILE_STDGCu(1:k+4) enddo if (FILE_STDGCc.ne.FILE_STDGCu) then FILE_STDGCc = FILE_STDGCu c print*,'EXTRACT_STDGC --- OPEN(10): ',FILE_STDGCc open(10,file=FILE_STDGCc, . status='old', . err =900, . recl =2880, . form ='UNFORMATTED', . access='DIRECT') i = 1 read(10,rec=i,iostat=ios) buffc do k = 0, 35 FIELD = buffc(k*80+01:k*80+08) STREAM = buffc(k*80+11:k*80+30) if (FIELD.eq.'NDIM_XGC') read(STREAM,*) NDIM_XGC if (FIELD.eq.'NDIM_YGC') read(STREAM,*) NDIM_YGC if (FIELD.eq.'NDIM_XCG') read(STREAM,*) NDIM_XCG if (FIELD.eq.'NDIM_YCG') read(STREAM,*) NDIM_YCG if (FIELD.eq.'XGC_0 ') read(STREAM,*) XGC_0 if (FIELD.eq.'YGC_0 ') read(STREAM,*) YGC_0 enddo if (.not.FIRST) deallocate(xgc,ygc,mgc,xcg,ycg) allocate(xgc(NDIM_XGC,NDIM_YGC)) allocate(ygc(NDIM_XGC,NDIM_YGC)) allocate(mgc(NDIM_XGC,NDIM_YGC)) allocate(xcg(NDIM_XCG,NDIM_YCG)) allocate(ycg(NDIM_XCG,NDIM_YCG)) i = 2 call getext_i4(xgc,NDIM_XGC,NDIM_YGC,i) call getext_i4(ygc,NDIM_XGC,NDIM_YGC,i) call getext_i2(mgc,NDIM_XGC,NDIM_YGC,i) call getext_i4(xcg,NDIM_XCG,NDIM_YCG,i) call getext_i4(ycg,NDIM_XCG,NDIM_YCG,i) close(10) FIRST = .false. endif if (SENSE.eq.1) then ! forward... ipix = int(xr) jpix = int(yr) xc = -9999 yc = -9999 if (ipix.lt. 1-1) return if (ipix.gt.NDIM_XGC+1) return if (jpix.lt. 1-1) return if (jpix.gt.NDIM_YGC+1) return if (ipix.lt.1) ipix = 1 if (jpix.lt.1) jpix = 1 if (ipix.gt.NDIM_XGC-1) ipix = NDIM_XGC-1 if (jpix.gt.NDIM_YGC-1) jpix = NDIM_YGC-1 fx = xr-ipix fy = yr-jpix xc = (1-fx)*(1-fy)*xgc(ipix ,jpix )/1d5 . + (1-fx)*( fy )*xgc(ipix ,jpix+1)/1d5 . + ( fx )*(1-fy)*xgc(ipix+1,jpix )/1d5 . + ( fx )*( fy )*xgc(ipix+1,jpix+1)/1d5 yc = (1-fx)*(1-fy)*ygc(ipix ,jpix )/1d5 . + (1-fx)*( fy )*ygc(ipix ,jpix+1)/1d5 . + ( fx )*(1-fy)*ygc(ipix+1,jpix )/1d5 . + ( fx )*( fy )*ygc(ipix+1,jpix+1)/1d5 return endif if (SENSE.eq.0) then ! find the zeropoint... ipix = int(xr) jpix = int(yr) mc = 0.000 if (ipix.lt. 1) return if (ipix.gt.NDIM_XGC-1) return if (jpix.lt. 1) return if (jpix.gt.NDIM_YGC-1) return fx = xr-ipix fy = yr-jpix mc = (1-fx)*(1-fy)*mgc(ipix ,jpix )/1d4 . + (1-fx)*( fy )*mgc(ipix ,jpix+1)/1d4 . + ( fx )*(1-fy)*mgc(ipix+1,jpix )/1d4 . + ( fx )*( fy )*mgc(ipix+1,jpix+1)/1d4 return endif if (SENSE.eq.-1) then ! reverse xcu = 1 + (xc-XGC_0) ycu = 1 + (yc-YGC_0) ipix = int(xcu) jpix = int(ycu) xr = -1 yr = -1 if (ipix.lt. 1) return if (ipix.gt.NDIM_XCG-1) return if (jpix.lt. 1) return if (jpix.gt.NDIM_YCG-1) return if (xcg(ipix ,jpix ).le.-2000000000) return if (xcg(ipix+1,jpix ).le.-2000000000) return if (xcg(ipix ,jpix+1).le.-2000000000) return if (xcg(ipix+1,jpix+1).le.-2000000000) return fx = xcu-ipix fy = ycu-jpix xr = (1-fx)*(1-fy)*xcg(ipix ,jpix )/1d5 . + (1-fx)*( fy )*xcg(ipix ,jpix+1)/1d5 . + ( fx )*(1-fy)*xcg(ipix+1,jpix )/1d5 . + ( fx )*( fy )*xcg(ipix+1,jpix+1)/1d5 yr = (1-fx)*(1-fy)*ycg(ipix ,jpix )/1d5 . + (1-fx)*( fy )*ycg(ipix ,jpix+1)/1d5 . + ( fx )*(1-fy)*ycg(ipix+1,jpix )/1d5 . + ( fx )*( fy )*ycg(ipix+1,jpix+1)/1d5 return endif print*,'ILLEGAL SENSE',SENSE stop 900 continue print*,'file open error' print*,' FILE_STDGCc: ',FILE_STDGCc print*,' FILE_SGDGC : ',FILE_STDGC stop end c-------------------------------------------------------------------- c c subroutine getext_i4(pix,NDIMX,NDIMY,i) implicit none integer NDIMX, NDIMY integer*4 PIX(NDIMX,NDIMY) integer i integer o integer nbyte0 integer nbyteE integer nbyte1 integer nbyte2 integer nbper integer ifirst, i1, i2, ios integer np1, np2, npt integer nbu, npu character*2880 buffc byte buffb(2880) equivalence (buffc,buffb) byte b(4) integer*4 ii equivalence(ii,b) integer ipix, jpix ifirst = i+1 i1 = i i2 = i nbper = 4*NDIMX*NDIMY npt = NDIMX*NDIMY nbyte1 = 1 nbyte2 = nbper i1 = i+1 + nbyte1/2880 i2 = i+1 + nbyte2/2880 do i = i1, i2, 1 nbyte0 = (i-ifirst)*2880+ 1 nbyteE = (i-ifirst)*2880+2880 np1 = (nbyte0-nbyte1)/4 + 1 np2 = (nbyteE-nbyte1)/4 + 1 read(10,rec=i,iostat=ios) buffc do o = 1, 720 npu = np1+o-1 nbu = (o-1)*4 ii = 0 ipix = npu - (npu-1)/NDIMX*NDIMX jpix = 1 + (npu-1)/NDIMX if (ipix.ge.1.and.ipix.le.NDIMX.and. . jpix.ge.1.and.jpix.le.NDIMY) then if (.not.(_LINUX_)) then b(1) = buffb(nbu+1) b(2) = buffb(nbu+2) b(3) = buffb(nbu+3) b(4) = buffb(nbu+4) endif if ((_LINUX_)) then b(4) = buffb(nbu+1) b(3) = buffb(nbu+2) b(2) = buffb(nbu+3) b(1) = buffb(nbu+4) endif pix(ipix,jpix) = ii endif enddo!o enddo!i i = i2 + 1 return end c-------------------------------------------------------------------- c c subroutine getext_i2(pix,NDIMX,NDIMY,i) implicit none integer NDIMX, NDIMY integer*2 PIX(NDIMX,NDIMY) integer i integer o integer nbyte0 integer nbyteE integer nbyte1 integer nbyte2 integer nbper integer ifirst, i1, i2, ios integer np1, np2, npt integer nbu, npu character*2880 buffc byte buffb(2880) equivalence (buffc,buffb) byte b(2) integer*2 ii equivalence(ii,b) integer ipix, jpix ifirst = i+1 i1 = i i2 = i nbper = 2*NDIMX*NDIMY npt = NDIMX*NDIMY nbyte1 = 1 nbyte2 = nbper i1 = i+1 + nbyte1/2880 i2 = i+1 + nbyte2/2880 do i = i1, i2, 1 nbyte0 = (i-ifirst)*2880+ 1 nbyteE = (i-ifirst)*2880+2880 np1 = (nbyte0-nbyte1)/2 + 1 np2 = (nbyteE-nbyte1)/2 + 1 read(10,rec=i,iostat=ios) buffc do o = 1, 1440 npu = np1+o-1 nbu = (o-1)*2 ii = 0 ipix = npu - (npu-1)/NDIMX*NDIMX jpix = 1 + (npu-1)/NDIMX if (ipix.ge.1.and.ipix.le.NDIMX.and. . jpix.ge.1.and.jpix.le.NDIMY) then if (.not.(_LINUX_)) then b(1) = buffb(nbu+1) b(2) = buffb(nbu+2) endif if ((_LINUX_)) then b(2) = buffb(nbu+1) b(1) = buffb(nbu+2) endif pix(ipix,jpix) = ii endif enddo!o enddo!i i = i2 + 1 return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/STDGDCs/xryr2mc_stdgc.f" c**** c********************************************* c------------------------------------------------------ c c mc should be the pixel area correction c c subroutine xryr2mc_stdgc(xr,yr,mc,FILE_STDGC) implicit none real*8 xr, yr real*8 mc character*(*) FILE_STDGC real*8 xc, yc call extract_stdgc(xr,yr,xc,yc,mc,FILE_STDGC,0) ! 0 = pix area correction return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/STDGDCs/xcyc2xryr_stdgc.f" c**** c********************************************* c------------------------------------------------------ c subroutine xcyc2xryr_stdgc(xc,yc,xr,yr,FILE_STDGC) implicit none real*8 xc, yc real*8 xr, yr character*(*) FILE_STDGC real*8 mc call extract_stdgc(xr,yr,xc,yc,mc,FILE_STDGC,-1) ! -1 = reverse return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/GDC/STDGDCs/xryr2xcyc_stdgc.f" c**** c********************************************* c------------------------------------------------------ c subroutine xryr2xcyc_stdgc(xr,yr,xc,yc,FILE_STDGC) implicit none real*8 xr, yr real*8 xc, yc character*(*) FILE_STDGC real*8 mc call extract_stdgc(xr,yr,xc,yc,mc,FILE_STDGC,1) ! 1 = forward return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/FITSIO/GEN/writfits_i2ob1.f" c**** c********************************************* c------------------------------------------------------------------- c c this routine will ouptut an i2 array if the values span more c than (-125,125), and a b1 array if it is confined to small values c c subroutine writfits_i2ob1(FILE,pix_i2,PXDIMX,PXDIMY) implicit none character*(*) FILE integer PXDIMX,PXDIMY integer*2 pix_i2(PXDIMX,PXDIMY) integer i, j integer imax, imin imax = pix_i2(0001,0001) imin = pix_i2(0001,0001) do i = 0001, PXDIMX do j = 0001, PXDIMY if (pix_i2(i,j).gt.imax) imax = pix_i2(i,j) if (pix_i2(i,j).lt.imin) imin = pix_i2(i,j) enddo enddo if (imin.gt.-125.and.imax.lt.125) then call writfits_i2b1(FILE,pix_i2,PXDIMX,PXDIMY) return endif call writfits_i2(FILE,pix_i2,PXDIMX,PXDIMY) return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/FITSIO/GEN/writfits_i2b1.f" c**** c********************************************* subroutine writfits_i2b1(FILE,pix_i2,PXDIMX,PXDIMY) implicit none character*(*) FILE integer PXDIMX,PXDIMY integer*2 pix_i2(PXDIMX,PXDIMY) integer nbyte0 integer nbyteE integer nbyte1 integer nbyte2 integer nbper integer j, i,ios character*2880 buffc byte buffb(2880) equivalence (buffc,buffb) integer ifirst, i1, i2 integer np1, np2, npt character*70 HDR(25) common/HDR/HDR character*80 FILEU byte, dimension(:,:), allocatable :: pix_b1 allocate(pix_b1(PXDIMX,PXDIMY)) FILEU = FILE do i = 1, 75 if (FILE(i:i+4).eq.'.fits') then FILEU = FILE(1:i+4) goto 777 endif enddo 777 continue c write(*,'(''ENTER writfits_b1: '',80a)') FILEU open(10,file=FILEU, . status='unknown', . err =900, . recl =2880, . form ='UNFORMATTED', . access='DIRECT') i = 1 write(buffc( 0*80+1: 1*80),'(''SIMPLE = T '')') write(buffc( 1*80+1: 2*80),'(''BITPIX = 8 '')') write(buffc( 2*80+1: 3*80),'(''NAXIS = '',i12)') 2 write(buffc( 3*80+1: 4*80),'(''NAXIS1 = '',i12)') PXDIMX write(buffc( 4*80+1: 5*80),'(''NAXIS2 = '',i12)') PXDIMY write(buffc( 5*80+1: 6*80),'(''DATATYPE= '',9a)') . ' ''BYTE ''' write(buffc( 6*80+1: 7*80),'(''DATE = '',11a)') . ' ''28/01/00''' write(buffc( 7*80+1: 8*80),'(''BSCALE = '',i12)') 00001 write(buffc( 8*80+1: 9*80),'(''BZERO = '',i12)') 00000 write(buffc(09*80+1:10*80),'(''CRPIX1 = '',a20)') HDR(01) write(buffc(10*80+1:11*80),'(''CRPIX2 = '',a20)') HDR(02) write(buffc(11*80+1:12*80),'(''CRVAL1 = '',a20)') HDR(03) write(buffc(12*80+1:13*80),'(''CRVAL2 = '',a20)') HDR(04) write(buffc(13*80+1:14*80),'(''CTYPE1 = '',a20)') HDR(05) write(buffc(14*80+1:15*80),'(''CTYPE2 = '',a20)') HDR(06) write(buffc(15*80+1:16*80),'(''CD1_1 = '',a20)') HDR(07) write(buffc(16*80+1:17*80),'(''CD1_2 = '',a20)') HDR(08) write(buffc(17*80+1:18*80),'(''CD2_1 = '',a20)') HDR(09) write(buffc(18*80+1:19*80),'(''CD2_2 = '',a20)') HDR(10) write(buffc(19*80+1:20*80),'(''ORIENTAT= '',a20)') HDR(11) write(buffc(20*80+1:21*80),'(''PA_APER = '',a20)') HDR(12) write(buffc(21*80+1:22*80),'(''PA_V3 = '',a20)') HDR(13) write(buffc(22*80+1:23*80),'(''DATE-OBS= '',a20)') HDR(14) write(buffc(23*80+1:24*80),'(''TIME-OBS= '',a20)') HDR(15) write(buffc(24*80+1:25*80),'(''EXPTIME = '',a20)') HDR(16) write(buffc(25*80+1:26*80),'(''ROOTNAME= '',a20)') HDR(17) write(buffc(26*80+1:27*80),'(''TARGNAME= '',a20)') HDR(18) write(buffc(27*80+1:28*80),'(''RA_TARG = '',a20)') HDR(19) write(buffc(28*80+1:29*80),'(''DEC_TARG= '',a20)') HDR(20) write(buffc(29*80+1:30*80),'(''PROPOSID= '',a20)') HDR(21) write(buffc(30*80+1:31*80),'(''FILTER1 = '',a20)') HDR(22) write(buffc(31*80+1:32*80),'(''FILTER2 = '',a20)') HDR(23) write(buffc(32*80+1:33*80),'(''VAFACTOR= '',a20)') HDR(24) write(buffc(33*80+1:34*80),'(''COMMENT '')') write(buffc(34*80+1:35*80),'(''COMMENT '')') write(buffc(35*80+1:36*80),'(''END '')') c print*,buffc write(10,rec=i,iostat=ios) buffc ifirst = i+1 i1 = i i2 = i nbper = PXDIMX*PXDIMY npt = PXDIMX*PXDIMY nbyte1 = 1 nbyte2 = nbper i1 = i+1 + nbyte1/2880 i2 = i+1 + nbyte2/2880 do i = 0001, PXDIMX do j = 0001, PXDIMY pix_b1(i,j) = pix_i2(i,j) enddo enddo c print*,'nbyte1: ',nbyte1 c print*,'nbyte2: ',nbyte1 c print*,' i1: ',i1 c print*,' i2: ',i2 do i = i1, i2, 1 nbyte0 = (i-ifirst)*2880+ 1 nbyteE = (i-ifirst)*2880+2880 np1 = (nbyte0-nbyte1) + 1 np2 = (nbyteE-nbyte1)+ 1 !if (i.lt.0010) print*,'i: ',i,i1,i2,np1,np2,nbyte0 !if (i.gt.2900) print*,'i: ',i,i1,i2,np1,np2,nbyte0 call pix2buff_i2b1(pix_b1,buffb,np1,npt) write(10,rec=i,iostat=ios) buffc enddo close(10) deallocate(pix_b1) return 900 continue print*,'WRITFITS.f ERROR' stop end subroutine pix2buff_i2b1(pix,buffb,n1,nt) implicit none byte pix(*) byte buffb(2880) integer n1,nt integer i integer npu integer ipval do i = 1, 2880 npu = (1+(n1-1)*2)+i-1 npu = (1+(n1-1)*1)+i-1 if (npu.ge.1.and.npu.le.nt) then ipval = pix(npu) buffb(i) = ipval endif enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/FITSIO/GEN/writfits_b1.f" c**** c********************************************* subroutine writfits_b1(FILE,pix,PXDIMX,PXDIMY) implicit none character*(*) FILE integer PXDIMX,PXDIMY byte pix(PXDIMX,PXDIMY) integer nbyte0 integer nbyteE integer nbyte1 integer nbyte2 integer nbper integer i,ios character*2880 buffc byte buffb(2880) equivalence (buffc,buffb) integer ifirst, i1, i2 integer np1, np2, npt character*70 HDR(25) common/HDR/HDR character*80 FILEU FILEU = FILE do i = 75,2,-1 if (FILE(i:i+4).eq.'.fits') FILEU = FILE(1:i+4) enddo c write(*,'(''ENTER writfits_b1: '',80a)') FILEU open(10,file=FILEU, . status='unknown', . err =900, . recl =2880, . form ='UNFORMATTED', . access='DIRECT') i = 1 write(buffc( 0*80+1: 1*80),'(''SIMPLE = T '')') write(buffc( 1*80+1: 2*80),'(''BITPIX = 8 '')') write(buffc( 2*80+1: 3*80),'(''NAXIS = '',i12)') 2 write(buffc( 3*80+1: 4*80),'(''NAXIS1 = '',i12)') PXDIMX write(buffc( 4*80+1: 5*80),'(''NAXIS2 = '',i12)') PXDIMY write(buffc( 5*80+1: 6*80),'(''DATATYPE= '',9a)') . ' ''BYTE ''' write(buffc( 6*80+1: 7*80),'(''DATE = '',11a)') . ' ''28/01/00''' write(buffc( 7*80+1: 8*80),'(''BSCALE = '',i12)') 00001 write(buffc( 8*80+1: 9*80),'(''BZERO = '',i12)') 00000 write(buffc(09*80+1:10*80),'(''CRPIX1 = '',a20)') HDR(01) write(buffc(10*80+1:11*80),'(''CRPIX2 = '',a20)') HDR(02) write(buffc(11*80+1:12*80),'(''CRVAL1 = '',a20)') HDR(03) write(buffc(12*80+1:13*80),'(''CRVAL2 = '',a20)') HDR(04) write(buffc(13*80+1:14*80),'(''CTYPE1 = '',a20)') HDR(05) write(buffc(14*80+1:15*80),'(''CTYPE2 = '',a20)') HDR(06) write(buffc(15*80+1:16*80),'(''CD1_1 = '',a20)') HDR(07) write(buffc(16*80+1:17*80),'(''CD1_2 = '',a20)') HDR(08) write(buffc(17*80+1:18*80),'(''CD2_1 = '',a20)') HDR(09) write(buffc(18*80+1:19*80),'(''CD2_2 = '',a20)') HDR(10) write(buffc(19*80+1:20*80),'(''ORIENTAT= '',a20)') HDR(11) write(buffc(20*80+1:21*80),'(''PA_APER = '',a20)') HDR(12) write(buffc(21*80+1:22*80),'(''PA_V3 = '',a20)') HDR(13) write(buffc(22*80+1:23*80),'(''DATE-OBS= '',a20)') HDR(14) write(buffc(23*80+1:24*80),'(''TIME-OBS= '',a20)') HDR(15) write(buffc(24*80+1:25*80),'(''EXPTIME = '',a20)') HDR(16) write(buffc(25*80+1:26*80),'(''ROOTNAME= '',a20)') HDR(17) write(buffc(26*80+1:27*80),'(''TARGNAME= '',a20)') HDR(18) write(buffc(27*80+1:28*80),'(''RA_TARG = '',a20)') HDR(19) write(buffc(28*80+1:29*80),'(''DEC_TARG= '',a20)') HDR(20) write(buffc(29*80+1:30*80),'(''PROPOSID= '',a20)') HDR(21) write(buffc(30*80+1:31*80),'(''FILTER1 = '',a20)') HDR(22) write(buffc(31*80+1:32*80),'(''FILTER2 = '',a20)') HDR(23) write(buffc(32*80+1:33*80),'(''VAFACTOR= '',a20)') HDR(24) write(buffc(33*80+1:34*80),'(''COMMENT '')') write(buffc(34*80+1:35*80),'(''COMMENT '')') write(buffc(35*80+1:36*80),'(''END '')') c print*,buffc write(10,rec=i,iostat=ios) buffc ifirst = i+1 i1 = i i2 = i nbper = PXDIMX*PXDIMY npt = PXDIMX*PXDIMY nbyte1 = 1 nbyte2 = nbper i1 = i+1 + nbyte1/2880 i2 = i+1 + nbyte2/2880 c print*,'nbyte1: ',nbyte1 c print*,'nbyte2: ',nbyte1 c print*,' i1: ',i1 c print*,' i2: ',i2 do i = i1, i2, 1 nbyte0 = (i-ifirst)*2880+ 1 nbyteE = (i-ifirst)*2880+2880 np1 = (nbyte0-nbyte1) + 1 np2 = (nbyteE-nbyte1)+ 1 !if (i.lt.0010) print*,'i: ',i,i1,i2,np1,np2,nbyte0 !if (i.gt.2900) print*,'i: ',i,i1,i2,np1,np2,nbyte0 call pix2buff_b1(pix,buffb,np1,npt) write(10,rec=i,iostat=ios) buffc enddo close(10) return 900 continue print*,'WRITFITS.f ERROR' stop end subroutine pix2buff_b1(pix,buffb,n1,nt) implicit none byte pix(1) byte buffb(2880) integer n1,nt integer i integer npu byte ipval do i = 1, 2880 npu = (1+(n1-1)*2)+i-1 npu = (1+(n1-1)*1)+i-1 if (npu.ge.1.and.npu.le.nt) then ipval = pix(npu) buffb(i) = ipval endif enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/FITSIO/GEN/writfits_i2.f" c**** c********************************************* subroutine writfits_i2(FILE,pix,PXDIMX,PXDIMY) implicit none integer PXDIMX,PXDIMY character*(*) FILE integer*2 pix(PXDIMX,PXDIMY) integer nbyte0 integer nbyteE integer nbyte1 integer nbyte2 integer nbper integer i,ios character*2880 buffc byte buffb(2880) equivalence (buffb,buffc) integer ifirst, i1, i2 integer j, k integer np1, np2, npt character*70 HDR(25) common/HDR/HDR character*80 FILEU integer nonspace logical notblank70 FILEU = FILE do i = 75,2,-1 if (FILE(i:i+4).eq.'.fits') FILEU = FILE(1:i+4) enddo !write(*,'(''ENTER writfits_i2: '',80a)') FILEU open(10,file=FILEU, . status='unknown', . err =900, . recl =2880, . form ='UNFORMATTED', . access='DIRECT') do k = 00, 35 write(buffc(k*80+1:k*80+80),'(80x)') enddo i = 1 write(buffc( 0*80+1: 1*80),'(''SIMPLE = T '')') write(buffc( 1*80+1: 2*80),'(''BITPIX = 16 '')') write(buffc( 2*80+1: 3*80),'(''NAXIS = '',i12)') 2 write(buffc( 3*80+1: 4*80),'(''NAXIS1 = '',i12)') PXDIMX write(buffc( 4*80+1: 5*80),'(''NAXIS2 = '',i12)') PXDIMY write(buffc( 5*80+1: 6*80),'(''DATATYPE= '',9a)') . ' ''INTEGER*4 ''' write(buffc( 6*80+1: 7*80),'(''DATE = '',11a)') . ' ''28/01/00''' write(buffc( 7*80+1: 8*80),'(''BSCALE = '',i12)') 00001 write(buffc( 8*80+1: 9*80),'(''BZERO = '',i12)') 00000 if (notblank70(HDR(01))) .write(buffc(09*80+1:10*80),'(''CRPIX1 = '',a70)') HDR(01) if (notblank70(HDR(02))) .write(buffc(10*80+1:11*80),'(''CRPIX2 = '',a70)') HDR(02) if (notblank70(HDR(03))) .write(buffc(11*80+1:12*80),'(''CRVAL1 = '',a70)') HDR(03) if (notblank70(HDR(04))) .write(buffc(12*80+1:13*80),'(''CRVAL2 = '',a70)') HDR(04) if (notblank70(HDR(05))) .write(buffc(13*80+1:14*80),'(''CTYPE1 = '',a70)') HDR(05) if (notblank70(HDR(06))) .write(buffc(14*80+1:15*80),'(''CTYPE2 = '',a70)') HDR(06) if (notblank70(HDR(07))) .write(buffc(15*80+1:16*80),'(''CD1_1 = '',a70)') HDR(07) if (notblank70(HDR(08))) .write(buffc(16*80+1:17*80),'(''CD1_2 = '',a70)') HDR(08) if (notblank70(HDR(09))) .write(buffc(17*80+1:18*80),'(''CD2_1 = '',a70)') HDR(09) if (notblank70(HDR(10))) .write(buffc(18*80+1:19*80),'(''CD2_2 = '',a70)') HDR(10) if (notblank70(HDR(11))) .write(buffc(19*80+1:20*80),'(''ORIENTAT= '',a70)') HDR(11) if (notblank70(HDR(12))) .write(buffc(20*80+1:21*80),'(''PA_APER = '',a70)') HDR(12) if (notblank70(HDR(13))) .write(buffc(21*80+1:22*80),'(''PA_V3 = '',a70)') HDR(13) if (notblank70(HDR(14))) .write(buffc(22*80+1:23*80),'(''DATE-OBS= '',a70)') HDR(14) if (notblank70(HDR(15))) .write(buffc(23*80+1:24*80),'(''TIME-OBS= '',a70)') HDR(15) if (notblank70(HDR(16))) .write(buffc(24*80+1:25*80),'(''EXPTIME = '',a70)') HDR(16) if (notblank70(HDR(17))) .write(buffc(25*80+1:26*80),'(''ROOTNAME= '',a70)') HDR(17) if (notblank70(HDR(18))) .write(buffc(26*80+1:27*80),'(''TARGNAME= '',a70)') HDR(18) if (notblank70(HDR(19))) .write(buffc(27*80+1:28*80),'(''RA_TARG = '',a70)') HDR(19) if (notblank70(HDR(20))) .write(buffc(28*80+1:29*80),'(''DEC_TARG= '',a70)') HDR(20) if (notblank70(HDR(21))) .write(buffc(29*80+1:30*80),'(''PROPOSID= '',a70)') HDR(21) if (notblank70(HDR(22))) .write(buffc(30*80+1:31*80),'(''FILTER1 = '',a70)') HDR(22) if (notblank70(HDR(23))) .write(buffc(31*80+1:32*80),'(''FILTER2 = '',a70)') HDR(23) if (notblank70(HDR(24))) .write(buffc(33*80+1:34*80),'(''VAFACTOR= '',a70)') HDR(24) if (notblank70(HDR(25))) .write(buffc(32*80+1:33*80),'(''CCDGAIN = '',a70)') HDR(25) write(buffc(33*80+1:34*80),'(''COMMENT '',a05)') ' ' write(buffc(34*80+1:35*80),'(''COMMENT '',a05)') ' ' write(buffc(35*80+1:36*80),'(''END '')') do k = 00, 34 nonspace = 0 do j = 10, 80 if (buffc(k*80+j:k*80+j).ne.' '.and. . iachar(buffc(k*80+j:k*80+j)).ne.0) nonspace = nonspace+1 enddo if (nonspace.eq.0) then do j = 1, 80 buffc(k*80+j:k*80+j) = ' ' enddo endif enddo write(10,rec=i,iostat=ios) buffc ifirst = i+1 i1 = i i2 = i nbper = 2*PXDIMX*PXDIMY npt = PXDIMX*PXDIMY nbyte1 = 1 nbyte2 = nbper i1 = i+1 + nbyte1/2880 i2 = i+1 + nbyte2/2880 do i = i1, i2, 1 nbyte0 = (i-ifirst)*2880+ 1 nbyteE = (i-ifirst)*2880+2880 np1 = (nbyte0-nbyte1)/4 + 1 np2 = (nbyteE-nbyte1)/4 + 1 np1 = (nbyte0-nbyte1)/2 + 1 np2 = (nbyteE-nbyte1)/2 + 1 !if (i.lt.0010) print*,'i: ',i,i1,i2,np1,np2,nbyte0 !if (i.gt.2900) print*,'i: ',i,i1,i2,np1,np2,nbyte0 call pix2buff_i2(buffb,pix,np1,npt) write(10,rec=i,iostat=ios) buffc enddo close(10) return 900 continue print*,'WRITFITS.f ERROR' stop end subroutine pix2buff_i2(buff,pix,n1,nt) implicit none byte buff(2880) integer*2 pix(*) integer n1,nt byte b(2) integer*2 ii equivalence(ii,b) integer i, npu, nbu logical islinux do i = 1, 1440 npu = n1+i-1 nbu = (i-1)*2 if (npu.ge.1.and.npu.le.nt) ii = pix(npu) if (.not.(islinux())) then buff(nbu+1) = b(1) buff(nbu+2) = b(2) else buff(nbu+1) = b(2) buff(nbu+2) = b(1) endif enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/FITSIO/GEN/readfits_b1.f" c**** c********************************************* subroutine readfits_b1(FILE,pix,NX,NY) implicit none character*(*) FILE integer NX, NY byte pix(NX,NY) character*70 INFO(10) common / fitsinfo / INFO integer naxes integer laxis(3) character*8 field character*20 stream integer*4 pixu integer nbyte0 integer nbyteE integer nbyte1 integer nbyte2 integer nbper integer i,ios, k integer ii, jj integer n integer NXU, NYU character*2880 buffc byte buffb(2880) equivalence (buffc,buffb) byte ibuff(2880) integer ifirst, i1, i2 integer j integer np1, np2, npt integer nextend integer nread real bscale, bzero integer bitpix integer r2i logical DIAG data DIAG /.false./ character*70 HDR(25) common/HDR/HDR character*80 FILEU FILEU = FILE do i = 75,2,-1 if (FILE(i:i+4).eq.'.fits') FILEU = FILE(1:i+4) enddo c write(*,'(''ENTER readfits_b1: '',80a)') FILEU c print*,' ----> NX,NY: ',NX,NY open(10,file=FILEU,status='old', . err=900,recl=2880,form='UNFORMATTED', . access='DIRECT') if (DIAG) print*,'...opened' bscale = 1 bzero = 0 naxes = -1 laxis(1) = 1 laxis(2) = 1 laxis(3) = 1 nextend = 0 do i = 1, 10 INFO(i) = ' ' enddo do i = 1, 23 HDR(i) = ' ' enddo i = 0 nread = 0 100 continue i = i + 1 read(10,rec=i,iostat=ios) buffc if (DIAG) print*,'READREC: ',i do k = 0, 35, 1 if (DIAG) write(*,'(i4,1x,i4,1x,a80)') . i,k,buffc(k*80+1:k*80+80) field = buffc(k*80+01:k*80+08) stream = buffc(k*80+11:k*80+31) if (field.eq.'NAXIS ') read(stream,*) naxes if (field.eq.'NAXIS1 ') read(stream,*) laxis(1) if (field.eq.'NAXIS2 ') read(stream,*) laxis(2) if (field.eq.'NAXIS3 ') read(stream,*) laxis(3) if (field.eq.'NEXTEND ') read(stream,*) nextend if (field.eq.'BITPIX ') read(stream,*) bitpix if (field.eq.'BSCALE ') read(stream,*) bscale if (field.eq.'BZERO ') read(stream,*) bzero if (field.eq.'EXPTIME ') INFO(01) = stream if (field.eq.'FILTNAM1') INFO(02) = stream if (field.eq.'FILENAME') INFO(03) = stream if (field.eq.'DATE-OBS') INFO(04) = stream if (field.eq.'TIME-OBS') INFO(05) = stream if (field.eq.'DEC_TARG') INFO(06) = stream if (field.eq.'RA_TARG ') INFO(07) = stream if (field.eq.'PA_V3 ') INFO(08) = stream if (field.eq.'PROPOSID') INFO(09) = stream if (field.eq.'CCDGAIN ') INFO(10) = stream if (field.eq.'CRPIX1 ') HDR(01) = stream if (field.eq.'CRPIX2 ') HDR(02) = stream if (field.eq.'CRVAL1 ') HDR(03) = stream if (field.eq.'CRVAL2 ') HDR(04) = stream if (field.eq.'CTYPE1 ') HDR(05) = stream if (field.eq.'CTYPE2 ') HDR(06) = stream if (field.eq.'CD1_1 ') HDR(07) = stream if (field.eq.'CD1_2 ') HDR(08) = stream if (field.eq.'CD2_1 ') HDR(09) = stream if (field.eq.'CD2_2 ') HDR(10) = stream if (field.eq.'ORIENTAT') HDR(11) = stream if (field.eq.'PA_APER ') HDR(12) = stream if (field.eq.'PA_V3 ') HDR(13) = stream if (field.eq.'DATE-OBS') HDR(14) = stream if (field.eq.'TIME-OBS') HDR(15) = stream if (field.eq.'EXPTIME ') HDR(16) = stream if (field.eq.'ROOTNAME') HDR(17) = stream if (field.eq.'TARGNAME') HDR(18) = stream if (field.eq.'RA_TARG ') HDR(19) = stream if (field.eq.'DEC_TARG') HDR(20) = stream if (field.eq.'PROPOSID') HDR(21) = stream if (field.eq.'FILTER1 ') HDR(22) = stream if (field.eq.'FILTER2 ') HDR(23) = stream if (field.eq.'END ') goto 101 enddo goto 100 101 continue nread = nread + 1 if (DIAG) then print*,'----------------------------------------' print*,' NREAD: ',nread print*,'NEXTEND: ',nextend print*,' NAXIS: ',naxes print*,' LAXIS: ',laxis(1),laxis(2),laxis(3) print*,' BITPIX: ',bitpix print*,' BSCALE: ',bscale print*,' BZERO: ',bzero endif ifirst = i+1 i1 = i i2 = i if (BITPIX.ne.08) then print*,'readfits_b1...: ' print*,' ' print*,' you called a routine to read in a' print*,' byte (b1) image, and the image you' print*,' gave it has BITPIX = ',BITPIX print*,' ' print*,' FILEU: ',FILEU print*,' ' stop endif nbper = laxis(1)*laxis(2) npt = laxis(1)*laxis(2) nbyte1 = 1 nbyte2 = nbper i1 = i+1 + nbyte1/2880 i2 = i+1 + nbyte2/2880 c print*,' ----> laxis(1): ',laxis(1) c print*,' ----> laxis(2): ',laxis(2) if (laxis(1).gt.NX.and.laxis(2).gt.NY) then print*,' not enough image space! ' print*,' ' print*,' laxis1: ',laxis(1) print*,' NX: ',NX print*,' ' print*,' laxis2: ',laxis(2) print*,' NY: ',NY print*,' ' stop endif NXU = laxis(1) NYU = laxis(2) if (DIAG) then print*,' NX: ',NX print*,' NY: ',NY print*,' NBPER: ',nbper print*,' NBYT1: ',nbyte1 print*,' NBYT2: ',nbyte2 print*,' IFIRST: ',ifirst print*,' I1: ',i1 print*,' I2: ',i2 print*,' NPT: ',NPT endif do i = i1, i2, 1 read(10,rec=i,iostat=ios) buffc nbyte0 = (i-ifirst)*2880+ 1 nbyteE = (i-ifirst)*2880+2880 np1 = (nbyte0-nbyte1) + 1 np2 = (nbyteE-nbyte1) + 1 np2 = min(np2,npt) do ii = 1, 2880 ibuff(ii) = buffb(ii) enddo 1119 format(1x,i8,1x,i10,1x,i10,1x,i10,1x,i4,1x,i4,1x, . 4f10.0) do n = np1, np2, 1 jj = n/NXU + 1 ii = n-NXU*(jj-1) pixu = ibuff(n-np1+1)*bscale+bzero if (ii.ge.1.and.ii.le.NX.and. . jj.ge.1.and.jj.le.NX) pix(ii,jj) = pixu enddo jj = np1/NXU + 1 ii = np1-NXU*(jj-1) enddo if (DIAG) then print*,' NBPER: ',nbper print*,' NBYT1: ',nbyte1 print*,' NBYT2: ',nbyte2 print*,' IFIRST: ',ifirst print*,' I1: ',i1 print*,' I2: ',i2 print*,' NPT: ',NPT endif c print*,'---> pix(4095,4231): ',pix(4095,4231) c print*,'---> pix(0001,0001): ',pix(0001,0001) return 900 continue print*,'FILEU: ',FILEU print*,'READFITS_B1 ERROR' stop end subroutine buff_b1_pix(pix,n1,nt) implicit none byte pix(1) integer n1,nt byte pbuff(2880) common /sneaky/pbuff integer i integer npu do i = 1, 2880, 1 npu = n1+i-1 !if (npu.ge.1.and.npu+1.le.nt) pix(npu+1) = pbuff(i ) !if (npu.ge.1.and.npu .le.nt) pix(npu ) = pbuff(i+1) if (npu.ge.1.and.npu .le.nt) pix(npu ) = pbuff(i) enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/FITSIO/GEN/notblank70.f" c**** c********************************************* c---------------------------------------------- c c logical function notblank70(string70) implicit none character*70 string70 integer i notblank70 = .false. do i = 1, 70 if (string70(i:i).ge.'a'.and. . string70(i:i).le.'z') notblank70 = .true. if (string70(i:i).ge.'A'.and. . string70(i:i).le.'Z') notblank70 = .true. if (string70(i:i).ge.'0'.and. . string70(i:i).le.'9') notblank70 = .true. enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/TRANS/glob_fit6nrDP.f" c**** c********************************************* c-------------------------------------------------------------- c c this routine does a least squares solution (with no c data rejection or weighting) for the 6-param linear c fit for: c c c x2 = A*(x1-x1o) + B*(y1-y1o) + x2o c y2 = C*(x1-x1o) + D*(y1-y1o) + y2o c c it may look like there are 8 params, but two of the c offsets are arbitrary and are just set to the centroid c of the distribution. c c subroutine glob_fit6nrDP(x1,y1,x2,y2,NUSE, . A,B,C,D,x1o,y1o,x2o,y2o) implicit none real*8 x1(*), y1(*) real*8 x2(*), y2(*) integer NUSE real*8 A, B, C, D real*8 x1o, y1o, x2o, y2o real*8 sxx, sx, swx, szx real*8 syy, sy, swy, szy real*8 sw, sz, sxy real*8 dlta real*8 dsxx, dsyy, dsxy real*8 dswx, dswy, dszx, dszy integer n if (NUSE.lt.3) goto 999 x1o = 0 y1o = 0 x2o = 0 y2o = 0 do n = 1, NUSE x1o = x1o + x1(n) y1o = y1o + y1(n) x2o = x2o + x2(n) y2o = y2o + y2(n) enddo x1o = x1o/NUSE y1o = y1o/NUSE x2o = x2o/NUSE y2o = y2o/NUSE sxx = 0.0 sx = 0.0 syy = 0.0 sy = 0.0 swx = 0.0 swy = 0.0 szx = 0.0 szy = 0.0 sw = 0.0 sz = 0.0 sxy = 0.0 do n = 1, NUSE sxy = sxy + (x1(n)-x1o)*(y1(n)-y1o) sxx = sxx + (x1(n)-x1o)*(x1(n)-x1o) sx = sx + (x1(n)-x1o) syy = syy + (y1(n)-y1o)*(y1(n)-y1o) sy = sy + (y1(n)-y1o) swx = swx + (x2(n)-x2o)*(x1(n)-x1o) swy = swy + (x2(n)-x2o)*(y1(n)-y1o) sw = sw + (x2(n)-x2o) szx = szx + (y2(n)-y2o)*(x1(n)-x1o) szy = szy + (y2(n)-y2o)*(y1(n)-y1o) sz = sz + (y2(n)-y2o) enddo dsxx = sx*sx - NUSE*sxx dsyy = sy*sy - NUSE*syy dsxy = sx*sy - NUSE*sxy dlta = dsxx*dsyy - dsxy*dsxy if (dlta.eq.0) goto 999 dswx = sw*sx - NUSE*swx dswy = sw*sy - NUSE*swy dszx = sz*sx - NUSE*szx dszy = sz*sy - NUSE*szy A = (dswx*dsyy-dswy*dsxy)/dlta B = (dswy*dsxx-dswx*dsxy)/dlta C = (dszx*dsyy-dszy*dsxy)/dlta D = (dszy*dsxx-dszx*dsxy)/dlta return 999 continue A = 1 B = 0 C = 0 D = 1 x1o = 0 y1o = 0 x2o = 0 y2o = 0 return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/TRANS/glob_fit6nrw.f" c**** c********************************************* c c this routine does a least squares solution (with no c data rejection or weighting) for the 6-param linear c fit for: c c c x2 = A*(x1-x1o) + B*(y1-y1o) + x2o c y2 = C*(x1-x1o) + D*(y1-y1o) + y2o c c it may look like there are 8 params, but two of the c offsets are arbitrary and are just set to the centroid c of the distribution. c c subroutine glob_fit6nrw(x1,y1,x2,y2,wt,NUSE, . A,B,C,D,x1o,y1o,x2o,y2o) implicit none real*8 x1(*), y1(*) real*8 x2(*), y2(*) real*8 wt(*) integer NUSE real*8 A, B, C, D real*8 x1o, y1o, x2o, y2o real*8 wtt real*8 sxx, sx, swx, szx real*8 syy, sy, swy, szy real*8 sw, sz, sxy real*8 dlta real*8 dsxx, dsyy, dsxy real*8 dswx, dswy, dszx, dszy integer n if (NUSE.lt.5) goto 999 A = 1 B = 0 C = 0 D = 1 x1o = 0 y1o = 0 x2o = 0 y2o = 0 wtt = 0. do n = 1, NUSE x1o = x1o + wt(n)*x1(n) y1o = y1o + wt(n)*y1(n) x2o = x2o + wt(n)*x2(n) y2o = y2o + wt(n)*y2(n) wtt = wtt + wt(n) enddo if (wtt.le.5) then x1o = 0. y1o = 0. x2o = 0. y2o = 0. return endif x1o = x1o/wtt y1o = y1o/wtt x2o = x2o/wtt y2o = y2o/wtt sxx = 0.0 sx = 0.0 syy = 0.0 sy = 0.0 swx = 0.0 swy = 0.0 szx = 0.0 szy = 0.0 sw = 0.0 sz = 0.0 sxy = 0.0 do n = 1, NUSE sxy = sxy + wt(n)*(x1(n)-x1o)*(y1(n)-y1o) sxx = sxx + wt(n)*(x1(n)-x1o)*(x1(n)-x1o) sx = sx + wt(n)*(x1(n)-x1o) syy = syy + wt(n)*(y1(n)-y1o)*(y1(n)-y1o) sy = sy + wt(n)*(y1(n)-y1o) swx = swx + wt(n)*(x2(n)-x2o)*(x1(n)-x1o) swy = swy + wt(n)*(x2(n)-x2o)*(y1(n)-y1o) sw = sw + wt(n)*(x2(n)-x2o) szx = szx + wt(n)*(y2(n)-y2o)*(x1(n)-x1o) szy = szy + wt(n)*(y2(n)-y2o)*(y1(n)-y1o) sz = sz + wt(n)*(y2(n)-y2o) enddo dsxx = sx*sx - wtt*sxx dsyy = sy*sy - wtt*syy dsxy = sx*sy - wtt*sxy dlta = dsxx*dsyy - dsxy*dsxy if (dlta.eq.0) goto 999 dswx = sw*sx - wtt*swx dswy = sw*sy - wtt*swy dszx = sz*sx - wtt*szx dszy = sz*sy - wtt*szy A = (dswx*dsyy-dswy*dsxy)/dlta B = (dswy*dsxx-dswx*dsxy)/dlta C = (dszx*dsyy-dszy*dsxy)/dlta D = (dszy*dsxx-dszx*dsxy)/dlta return 999 continue A = 1 B = 0 C = 0 D = 1 x1o = 0 y1o = 0 x2o = 0 y2o = 0 return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/imin.f" c**** c********************************************* c------------------------------------------------- c c This returns the integer minimum of two numbers c integer function imin(i1,i2) implicit none integer i1, i2 imin = i1 if (imin.gt.i2) imin = i2 return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/imax.f" c**** c********************************************* c---------------------------------------------- c c This returns the integer max of two numbers c integer function imax(i1,i2) IMPLICIT NONE integer i1, i2 imax = i1 if (imax.lt.i2) imax = i2 return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/swip.f" c**** c********************************************* c--------------------------------- c c swaps two integers c subroutine swip(i1,i2) implicit none integer i1, i2 integer temp temp = i1 i1 = i2 i2 = temp return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/swdp.f" c**** c********************************************* c--------------------------------- c c swaps two double-precision numbers c subroutine swdp(x,y) implicit none real*8 x, y, t t = x x = y y = t return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/swap.f" c**** c********************************************* subroutine swap(x,y) implicit none real x, y, t t = x x = y y = t return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/maxarr.f" c**** c********************************************* c----------------------------------- c c returns the max value for an array c real*8 function maxarr(x,N) implicit none integer N real*8 x(N) integer i maxarr = x(1) do i = 2, N if (x(i).gt.maxarr) maxarr=x(i) enddo end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/minarr.f" c**** c********************************************* c------------------------------------ c c returns the minimum value in an array c real*8 function minarr(x,N) implicit none integer N real*8 x(N) integer i minarr = x(1) do i = 2, N if (x(i).lt.minarr) minarr=x(i) enddo end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/bail.f" c**** c********************************************* subroutine bail(STRING) implicit none character*(*) STRING integer i print*,' ' print*,'BAIL: ' print*,' ' i = 0 1 continue i = i + 1 if (string(i:i).ne.'\n'.and.i.le.79) goto 1 print*,' ' print*,STRING(1:i) print*,' ' print*,' ' stop end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/rclip.f" c**** c********************************************* c--------------------------------------- c c Returns rval if rval is between rlo and rhi, c otherwise it returns the closer endpoint. It c also make sure rval is not a NaN c real function rclip(rval,rlo,rhi) implicit none real rval real rlo real rhi rclip = rval if (rclip.gt.rhi) rclip = rhi if (rclip.lt.rlo) rclip = rlo if (.not.(rclip.lt.rhi).and. . .not.(rclip.gt.rlo)) rclip = rhi return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/GEN/dclip.f" c**** c********************************************* c------------------------------------------- c c same as rclip, but for double precision numbers c real*8 function dclip(dval,dlo,dhi) implicit none real*8 dval real*8 dlo real*8 dhi dclip = dval if (dclip.gt.dhi) dclip = dhi if (dclip.lt.dlo) dclip = dlo if (.not.(dclip.lt.dhi).and. . .not.(dclip.gt.dlo)) dclip = dhi return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/STRING/dirstrip.f" c**** c********************************************* c--------------------------------------------------- c c takes a filename and splits it off into directory, c prefix, and suffix c subroutine dirstrip(FULL,DIRECT,PREFIX,SUFFIX) implicit none character*(*) FULL character*(*) DIRECT character*(*) PREFIX character*7 SUFFIX integer i integer ndir integer ndot integer nbrk integer nend ndir = 0 ndot = 0 nbrk = 0 nend = 0 do i = 1, 180 if (FULL(i:i).eq.'/') ndir = i if (FULL(i:i).eq.'.') ndot = i if (FULL(i:i).eq.'[') nbrk = i if (FULL(i:i).eq.' '.and. . nend.eq.0) then nend = i-1 goto 3333 endif enddo 3333 continue if (ndot.eq.0) then print*,' ' print*,'DIRSTRIP: ' print*,' ' print*,'THE IMAGE MUST HAVE A DOT IN ITS NAME.' print*,'NAME: ',FULL print*,' ' stop endif DIRECT = FULL(1:ndir) PREFIX = FULL(ndir+1:ndot-1) SUFFIX = FULL(ndot+1:nend ) c print*,'FULL: ',FULL c print*,' ndir: ',ndir,DIRECT c print*,' ndot: ',ndot,DIRECT c print*,' nend: ',nend,SUFFIX return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/STRING/strstrip.f" c**** c********************************************* c------------------------------------------ c c this will replace delimiting characters with c blanks to make it easier to read them in an c unformatted way c subroutine strstrip(STRING,NTOT) implicit none character*(*) STRING integer NTOT integer n do n = 1, NTOT if (STRING(n:n).eq.'(') STRING(n:n) = ' ' if (STRING(n:n).eq.')') STRING(n:n) = ' ' if (STRING(n:n).eq.':') STRING(n:n) = ' ' enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/STRING/distinfo.f" c**** c********************************************* c------------------------------------------------ c c distill info from filename c subroutine distinfo(STRo,VCOL,VMIN,VMAX) implicit none character*19 STRo character*19 STR integer VCOL real VMIN, VMAX STR = STRo call strstrip(STR,19) read(STR,*,end=83) VCOL,VMIN,VMAX 83 continue return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/STRING/strend.f" c**** c********************************************* c------------------------------------------------- c c c integer function strend(stringNNN,NNN) implicit none character*(*) stringNNN integer NNN integer i strend = NNN do i = NNN-1, 1, -1 if (strend.eq.NNN.and.stringNNN(i:i).ne.' ') strend = i enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/SORT/cosrt2ri.f" c**** c********************************************* subroutine cosort2ri(vl,nl,NTOT) implicit none real vl(*) integer nl(*) integer NTOT integer n, nit logical change nit = 0 1 continue change = .false. nit = nit + 1 do n = NTOT-1, 1, -1 if (vl(n).gt.vl(n+1)) then call swap(vl(n),vl(n+1)) call swip(nl(n),nl(n+1)) change = .true. endif enddo if (change.and.nit.lt.NTOT) goto 1 return end subroutine cosort2di(vl,nl,NTOT) implicit none real*8 vl(*) integer nl(*) integer NTOT integer n, nit logical change nit = 0 1 continue change = .false. nit = nit + 1 do n = NTOT-1, 1, -1 if (vl(n).gt.vl(n+1)) then call swdp(vl(n),vl(n+1)) call swip(nl(n),nl(n+1)) change = .true. endif enddo if (change.and.nit.lt.NTOT) goto 1 return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/SORT/cosrt2ii.f" c**** c********************************************* subroutine rcosort2ii(vl,nl,NTOT,NITMAX) implicit none integer vl(*) integer nl(*) integer NTOT integer NITMAX integer n, nit logical change nit = 0 1 continue change = .false. nit = nit + 1 do n = NTOT-1,1,-1 if (vl(n).lt.vl(n+1)) then call swip(vl(n),vl(n+1)) call swip(nl(n),nl(n+1)) change = .true. endif enddo if (change.and.nit.lt.NITMAX) goto 1 return end subroutine rcosort2iii(vl,nl,ml,NTOT,NITMAX) implicit none integer vl(*) integer nl(*) integer ml(*) integer NTOT integer NITMAX integer n, nit logical change nit = 0 1 continue change = .false. nit = nit + 1 do n = NTOT-1,1,-1 if (vl(n).lt.vl(n+1)) then call swip(vl(n),vl(n+1)) call swip(nl(n),nl(n+1)) call swip(ml(n),ml(n+1)) change = .true. endif enddo if (change.and.nit.lt.NITMAX) goto 1 return end subroutine rcosort2iiii(vl,nl,ml,ol,NTOT,NITMAX) implicit none integer vl(*) integer nl(*) integer ml(*) integer ol(*) integer NTOT integer NITMAX integer n, nit logical change nit = 0 1 continue change = .false. nit = nit + 1 do n = NTOT-1,1,-1 if (vl(n).lt.vl(n+1)) then call swip(vl(n),vl(n+1)) call swip(nl(n),nl(n+1)) call swip(ml(n),ml(n+1)) call swip(ol(n),ol(n+1)) change = .true. endif enddo if (change.and.nit.lt.NITMAX) goto 1 return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/SORT/cosort.f" c**** c********************************************* c c sorts in ASCENDING ORDER!!! c subroutine cosort4d(r1,r2,r3,r4,NTOT) implicit none real*8 r1(*), r2(*), r3(*), r4(*) integer NTOT integer n logical change 777 continue change = .false. do n = 1, NTOT-1 if (r1(n).gt.r1(n+1)) then call swdp(r1(n),r1(n+1)) call swdp(r2(n),r2(n+1)) call swdp(r3(n),r3(n+1)) call swdp(r4(n),r4(n+1)) change = .true. endif enddo if (change) goto 777 end c c c sorts in ASCENDING ORDER!!! c subroutine cosort3d(r1,r2,r3,NTOT) implicit none real*8 r1(*), r2(*), r3(*) integer NTOT integer n logical change 777 continue change = .false. do n = 1, NTOT-1 if (r1(n).gt.r1(n+1)) then call swdp(r1(n),r1(n+1)) call swdp(r2(n),r2(n+1)) call swdp(r3(n),r3(n+1)) change = .true. endif enddo if (change) goto 777 end c c c sorts in ASCENDING ORDER!!! c subroutine cosort4r(r1,r2,r3,r4,NTOT) implicit none real r1(*), r2(*), r3(*), r4(*) integer NTOT integer n logical change 777 continue change = .false. do n = 1, NTOT-1 if (r1(n).gt.r1(n+1)) then call swap(r1(n),r1(n+1)) call swap(r2(n),r2(n+1)) call swap(r3(n),r3(n+1)) call swap(r4(n),r4(n+1)) change = .true. endif enddo if (change) goto 777 end c c c sorts in ASCENDING ORDER!!! c subroutine cosort3r(r1,r2,r3,NTOT) implicit none real r1(*), r2(*), r3(*) integer NTOT integer n logical change 777 continue change = .false. do n = 1, NTOT-1 if (r1(n).gt.r1(n+1)) then call swap(r1(n),r1(n+1)) call swap(r2(n),r2(n+1)) call swap(r3(n),r3(n+1)) change = .true. endif enddo if (change) goto 777 end c c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/SORT/ord_copy.f" c**** c********************************************* c c c this copies the contents of list (xi,yi,mi) c into the list (xo,yo,mo), but does so in order c of increasing mo; it only does this for the c brightest NMAX stars. c c subroutine ord_copy(xi,yi,mi,NIN,xo,yo,mo,NMAX) implicit none real*8 xi(*), yi(*), mi(*) integer NIN real*8 xo(*), yo(*), mo(*) integer NMAX integer n, k real*8 mmin integer nmin do n = 1, NIN xo(n) = xi(n) yo(n) = yi(n) mo(n) = mi(n) enddo do n = 1, NMAX nmin = n mmin = mo(n) do k = n+1,NIN if (mo(k).lt.mmin) then nmin = k mmin = mo(k) endif enddo call swdp(xo(n),xo(nmin)) call swdp(yo(n),yo(nmin)) call swdp(mo(n),mo(nmin)) enddo return end c------------------------------------------------ c c this copies the contents of list (xi,yi,mi) c into the list (xo,yo,mo), but does so in order c of increasing mo. c c------------------------------------------------ subroutine ord_copyX(xi,yi,mi,NIN,xo,yo,mo,NMAX) implicit none real*8 xi(*), yi(*), mi(*) integer NIN real*8 xo(*), yo(*), mo(*) integer NMAX integer next(_NSTMAX_) integer n, k, ktot, nnow integer nstart nstart = 1 ktot = 1 do n = 2, NIN if (mi(n).lt.mi(nstart)) then next(n) = nstart nstart = n if (ktot.lt._NMATMX_) ktot = ktot + 1 goto 1 endif nnow = nstart do k = 2, ktot-1 if (mi(n).lt.mi(next(nnow))) then next(n) = next(nnow) next(nnow) = n if (ktot.lt._NMATMX_) ktot = ktot + 1 goto 1 endif nnow = next(nnow) enddo if (ktot.lt._NMATMX_) then next(nnow) = n ktot = ktot + 1 endif 1 continue enddo nnow = nstart do k = 1, ktot xo(k) = xi(nnow) yo(k) = yi(nnow) mo(k) = mi(nnow) nnow = next(nnow) enddo return end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/SORT/rbubble.f" c**** c********************************************* c-------------------------------------- c c bubble-sorts a real*4 list into ascending order c subroutine rbubble(r1,NTOT) implicit none real r1(*) real temp integer NTOT integer n logical change 777 continue change = .false. do n = 1, NTOT-1 if (r1(n).gt.r1(n+1)) then temp = r1(n) r1(n) = r1(n+1) r1(n+1) = temp change = .true. endif enddo if (change) goto 777 end c-------------------------------------- c c bubble-sorts a real*8 list into ascending order c subroutine dbubble(r1,NTOT) implicit none real*8 r1(*) integer NTOT integer n real*8 temp logical change 777 continue change = .false. do n = 1, NTOT-1 if (r1(n).gt.r1(n+1)) then temp = r1(n) r1(n) = r1(n+1) r1(n+1) = temp change = .true. endif enddo if (change) goto 777 end c********************************************* c**** c**** #include "/user/jayander/FORTRAN/ROUTINES/SORT/quiksort.f" c**** c********************************************* C From HDK@psuvm.psu.edu Thu Dec 8 15:27:16 MST 1994 C C The following was converted from Algol recursive to Fortran iterative C by a colleague at Penn State (a long time ago - Fortran 66, please C excuse the GoTo's). The following code also corrects a bug in the C Quicksort algorithm published in the ACM (see Algorithm 402, CACM, C Sept. 1970, pp 563-567; also you younger folks who weren't born at C that time might find interesting the history of the Quicksort C algorithm beginning with the original published in CACM, July 1961, C pp 321-322, Algorithm 64). Note that the following algorithm sorts C integer data; actual data is not moved but sort is affected by sorting C a companion index array (see leading comments). The data type being C sorted can be changed by changing one line; see comments after C declarations and subsequent one regarding comparisons(Fortran C 77 takes care of character comparisons of course, so that comment C is merely historical from the days when we had to write character C compare subprograms, usually in assembler language for a specific C mainframe platform at that time). But the following algorithm is C good, still one of the best available. SUBROUTINE QSORTI (ORD,N,A) C C==============SORTS THE ARRAY A(I),I=1,2,...,N BY PUTTING THE C ASCENDING ORDER VECTOR IN ORD. THAT IS ASCENDING ORDERED A C IS A(ORD(I)),I=1,2,...,N; DESCENDING ORDER A IS A(ORD(N-I+1)), C I=1,2,...,N . THIS SORT RUNS IN TIME PROPORTIONAL TO N LOG N . C C C ACM QUICKSORT - ALGORITHM #402 - IMPLEMENTED IN FORTRAN 66 BY C WILLIAM H. VERITY, WHV@PSUVM.PSU.EDU C CENTER FOR ACADEMIC COMPUTING C THE PENNSYLVANIA STATE UNIVERSITY C UNIVERSITY PARK, PA. 16802 C IMPLICIT INTEGER (A-Z) C DIMENSION ORD(N),POPLST(2,20) C C TO SORT DIFFERENT INPUT TYPES, CHANGE THE FOLLOWING C SPECIFICATION STATEMENTS; FOR EXAMPLE, FOR FORTRAN CHARACTER C USE THE FOLLOWING: CHARACTER *(*) A(N) C REAL A(N) REAL X,XX,Z,ZZ,Y C NDEEP=0 U1=N L1=1 DO I=1,N ORD(I)=I enddo 2 IF (U1.LE.L1) RETURN C 3 L=L1 U=U1 C C PART C 4 P=L Q=U C FOR CHARACTER SORTS, THE FOLLOWING 3 STATEMENTS WOULD BECOME C X = ORD(P) C Z = ORD(Q) C IF (A(X) .LE. A(Z)) GO TO 2 C C WHERE "CLE" IS A LOGICAL FUNCTION WHICH RETURNS "TRUE" IF THE C FIRST ARGUMENT IS LESS THAN OR EQUAL TO THE SECOND, BASED ON "LEN" C CHARACTERS. C X=A(ORD(P)) Z=A(ORD(Q)) IF (X.LE.Z) GO TO 5 Y=X X=Z Z=Y YP=ORD(P) ORD(P)=ORD(Q) ORD(Q)=YP 5 IF (U-L.LE.1) GO TO 15 XX=X IX=P ZZ=Z IZ=Q C C LEFT C 6 P=P+1 IF (P.GE.Q) GO TO 7 X=A(ORD(P)) IF (X.GE.XX) GO TO 8 GO TO 6 7 P=Q-1 GO TO 13 C C RIGHT C 8 Q=Q-1 IF (Q.LE.P) GO TO 9 Z=A(ORD(Q)) IF (Z.LE.ZZ) GO TO 10 GO TO 8 9 Q=P P=P-1 Z=X X=A(ORD(P)) C C DIST C 10 IF (X.LE.Z) GO TO 11 Y=X X=Z Z=Y IP=ORD(P) ORD(P)=ORD(Q) ORD(Q)=IP 11 IF (X.LE.XX) GO TO 12 XX=X IX=P 12 IF (Z.GE.ZZ) GO TO 6 ZZ=Z IZ=Q GO TO 6 C C OUT C 13 CONTINUE IF (.NOT.(P.NE.IX.AND.X.NE.XX)) GO TO 14 IP=ORD(P) ORD(P)=ORD(IX) ORD(IX)=IP 14 CONTINUE IF (.NOT.(Q.NE.IZ.AND.Z.NE.ZZ)) GO TO 15 IQ=ORD(Q) ORD(Q)=ORD(IZ) ORD(IZ)=IQ 15 CONTINUE IF (U-Q.LE.P-L) GO TO 16 L1=L U1=P-1 L=Q+1 GO TO 17 16 U1=U L1=Q+1 U=P-1 17 CONTINUE IF (U1.LE.L1) GO TO 18 C C START RECURSIVE CALL C NDEEP=NDEEP+1 POPLST(1,NDEEP)=U POPLST(2,NDEEP)=L GO TO 3 18 IF (U.GT.L) GO TO 4 C C POP BACK UP IN THE RECURSION LIST C IF (NDEEP.EQ.0) GO TO 2 U=POPLST(1,NDEEP) L=POPLST(2,NDEEP) NDEEP=NDEEP-1 GO TO 18 C C END SORT C END QSORT C END subroutine cvg_add_0(pk_cvu,PIXDIM, . xloc,yloc,NSTARs, . AG,BG,CG,DG,Xo,Yo,Wo,Zo) implicit none integer PIXDIM byte pk_cvu(PIXDIM,PIXDIM) integer NSTARs real*8 xloc(NSTARs) real*8 yloc(NSTARs) real*8 AG, BG, CG, DG real*8 Xo, Yo, Wo, Zo integer NSTAR, NSTARg, NSTARo, NSTARx, NSTARu logical inside_poly real ubar, vbar real (kind=8), dimension(:), allocatable :: uloc real (kind=8), dimension(:), allocatable :: vloc byte, dimension(:), allocatable :: gloc integer, dimension(:), allocatable :: nloc real (kind=4), dimension(:), allocatable :: aloc integer, dimension(:), allocatable :: oloc integer NSTARa, NSTARb real*8 xl(3), yl(3) integer NIT real xa, ya real xb, yb real xx, yy integer ii, jj integer id, idd real dl2, dl3, dlu, ddu real f, ff allocate(uloc(NSTARs)) allocate(vloc(NSTARs)) allocate(gloc(NSTARs)) allocate(nloc(NSTARs)) allocate(aloc(NSTARs)) allocate(oloc(NSTARs)) do NSTAR = 1, NSTARs nloc(NSTAR) = NSTAR uloc(NSTAR) = AG*(xloc(NSTAR)-Xo) + BG*(yloc(NSTAR)-Yo) + Wo vloc(NSTAR) = CG*(xloc(NSTAR)-Xo) + DG*(yloc(NSTAR)-Yo) + Zo gloc(NSTAR) = 1 enddo ubar = 0. vbar = 0. do NSTAR = 1, NSTARs ubar = ubar + uloc(NSTAR) vbar = vbar + vloc(NSTAR) enddo ubar = ubar/NSTARs vbar = vbar/NSTARs do NSTAR = 1, NSTARs aloc(NSTAR) = atan2(vloc(NSTAR)-vbar,uloc(NSTAR)-ubar)*180/3.14159 oloc(NSTAR) = NSTAR enddo call qsorti(oloc,NSTARs,aloc) do NSTAR = 1, NSTARs NSTARo = oloc(NSTAR) c write(99,199) NSTAR, NSTARo, c . nloc(NSTARo), xloc(NSTARo), yloc(NSTARo), c . gloc(NSTARo), uloc(NSTARo), vloc(NSTARo), c . aloc(NSTARo) 199 format(1x,i6,1x,i6,1x,1x,i6, . 3x,f9.1,1x,f9.1,1x,i1, . 3x,f9.1,1x,f9.1, . 5x,f8.3) enddo NSTARg = NSTARs c print*,'NIT: ',0,NSTARs,NSTARg NIT = 0 1 continue NIT = NIT + 1 do NSTAR = 1, NSTARg NSTARa = NSTAR-1 if (NSTARa.eq.0) NSTARa = NSTARg NSTARb = NSTAR+1 if (NSTARb.gt.NSTARg) NSTARb = NSTARb-NSTARg xl(1) = UBAR yl(1) = VBAR xl(2) = uloc(oloc(NSTARa)) yl(2) = vloc(oloc(NSTARa)) xl(3) = uloc(oloc(NSTARb)) yl(3) = vloc(oloc(NSTARb)) if (inside_poly(uloc(oloc(NSTAR)), . vloc(oloc(NSTAR)), . xl,yl,3)) gloc(NSTAR) = 0 NSTARb = NSTAR+2 if (NSTARb.gt.NSTARg) NSTARb = NSTARb-NSTARg xl(1) = UBAR yl(1) = VBAR xl(2) = uloc(oloc(NSTARa)) yl(2) = vloc(oloc(NSTARa)) xl(3) = uloc(oloc(NSTARb)) yl(3) = vloc(oloc(NSTARb)) if (inside_poly(uloc(oloc(NSTAR)), . vloc(oloc(NSTAR)), . xl,yl,3)) gloc(NSTAR) = 0 enddo NSTARu = 0 do NSTAR = 1, NSTARg if (gloc(NSTAR).eq.1) then NSTARu = NSTARu + 1 oloc(NSTARu) = oloc(NSTAR) gloc(NSTARu) = 1 endif enddo c print*,'NIT: ',NIT,NSTARu,NSTARg if (NIT.lt.50.and.NSTARu.lt.NSTARg) then NSTARg = NSTARu goto 1 endif c do NSTAR = 1, NSTARu c write(97,197) uloc(oloc(NSTAR)), vloc(oloc(NSTAR)), c . gloc(NSTAR), c . NIT, oloc(NSTAR), c . uloc(oloc(NSTAR))-UBAR, c . vloc(oloc(NSTAR))-VBAR, c . sqrt((uloc(oloc(NSTAR))-UBAR)**2+ c . (vloc(oloc(NSTAR))-VBAR)**2) c enddo c write(97,197) uloc(oloc(1)), vloc(oloc(1)), c . gloc(1), c . NIT, oloc(1), c . uloc(oloc(NSTAR))-UBAR, c . vloc(oloc(NSTAR))-VBAR, c . sqrt((uloc(oloc(NSTAR))-UBAR)**2+ c . (vloc(oloc(NSTAR))-VBAR)**2) c 197 format(f9.2,1x,f9.2,1x,i2,1x,i6,1x,i1,5x,3f9.2) do ii = 0001, PIXDIM do jj = 0001, PIXDIM pk_cvu(ii,jj) = 0 enddo enddo do NSTAR = 1, NSTARg c write(*,'(i4,1x,2f10.2)') NSTAR,uloc(oloc(NSTAR)), c . vloc(oloc(NSTAR)) NSTARa = NSTAR NSTARb = NSTAR+1 if (NSTARb.gt.NSTARg) NSTARb = 1 xl(1) = UBAR yl(1) = VBAR xl(2) = uloc(oloc(NSTARa)) yl(2) = vloc(oloc(NSTARa)) xl(3) = uloc(oloc(NSTARb)) yl(3) = vloc(oloc(NSTARb)) dl2 = sqrt((xl(2)-xl(1))**2+(yl(2)-yl(1))**2) dl3 = sqrt((xl(3)-xl(1))**2+(yl(3)-yl(1))**2) dlu = max(dl2,dl3) c write(96,196) xl(1), yl(1), xl(2), yl(2), xl(3), yl(3), c . NSTARa, NSTARb 196 format(6f10.2,1x,2i8) do id = 1, int(dlu)*2+5 f = id/dlu/2 xa = xl(1) + f*(xl(2)-xl(1)) ya = yl(1) + f*(yl(2)-yl(1)) xb = xl(1) + f*(xl(3)-xl(1)) yb = yl(1) + f*(yl(3)-yl(1)) ddu = sqrt((xa-xb)**2+(ya-yb)**2) if (ddu.gt.0) then do idd = 0, int(ddu)*2 ff = idd/ddu/2.0 xx = xa + ff*(xb-xa) yy = ya + ff*(yb-ya) ii = int(xx+0.5) jj = int(yy+0.5) if (ii.ge.1.and.ii.le.PIXDIM.and. . jj.ge.1.and.jj.le.PIXDIM) . pk_cvu(ii,jj) = 1 enddo endif c write(95,195) xa, ya, xb, yb, id, ddu, NSTAR 195 format(4f10.2,1x,i6,1x,f8.2,1x,i8) enddo enddo!NSTAR return end