Source Code 1994 March/Source_Code_CD-ROM_Walnut_Creek_March_1994.iso/compsrcs/misc/volume31/jgraph/part05

Text File | 1992-07-13 | 54.8 KB | 2,346 lines

Newsgroups: comp.sources.misc
From: [e-mail] (James Plank)
Subject:  v31i035:  jgraph - A filter for plotting postscript graphs v8.0, Part05/07
Message-ID: <[e-mail]>
X-Md4-Signature: 1fdf7025b1aac687a77d4fb78c42fcf1
Date: Tue, 14 Jul 1992 15:19:19 GMT
Approved: [e-mail]

Submitted-by: [e-mail] (James Plank)
Posting-number: Volume 31, Issue 35
Archive-name: jgraph/part05
Environment: UNIX, VMS, postscript
Supersedes: jgraph: Volume 16, Issue 20

#! /bin/sh
# This is a shell archive.  Remove anything before this line, then feed it
# into a shell via "sh file" or similar.  To overwrite existing files,
# type "sh file -c".
# The tool that generated this appeared in the comp.sources.unix newsgroup;
# send mail to [e-mail] if you want that tool.
# Contents:  MSDOS.help prio_list.c process.c sin.pts sin3.pts
# Wrapped by kent@sparky on Sun Jul 12 20:04:03 1992
PATH=/bin:/usr/bin:/usr/ucb ; export PATH
echo If this archive is complete, you will see the following message:
echo '          "shar: End of archive 5 (of 7)."'
if test -f 'MSDOS.help' -a "${1}" != "-c" ; then
  echo shar: Will not clobber existing file \"'MSDOS.help'\"
else
  echo shar: Extracting \"'MSDOS.help'\" \(321 characters\)
  sed "s/^X//" >'MSDOS.help' <<'END_OF_FILE'
XThis from Alan S. Raskin:
X
XYou may be interested in knowing what it takes to get jgraph to compile
XMS-DOS/MS-QuickC:
X
X1) Ignore all of the "function should return a value" warnings.  :-)
X2) Use the blank VMS templates for popen and pclose in token.c
X3) Define float=double to avoid math-overflow run-time errors.
X
X-Alan
X
END_OF_FILE
  if test 321 -ne `wc -c <'MSDOS.help'`; then
    echo shar: \"'MSDOS.help'\" unpacked with wrong size!
  fi
  # end of 'MSDOS.help'
fi
if test -f 'prio_list.c' -a "${1}" != "-c" ; then
  echo shar: Will not clobber existing file \"'prio_list.c'\"
else
  echo shar: Extracting \"'prio_list.c'\" \(1786 characters\)
  sed "s/^X//" >'prio_list.c' <<'END_OF_FILE'
X/*
X * $Source: /n/fs/vd/jsp/src/jgraph/RCS/prio_list.c,v $
X * $Revision: 8.0 $
X * $Date: 92/07/03 14:16:06 $
X * $Author: jsp $
X */
X
X#include "list.h"
X#include "prio_list.h"
X#include <stdio.h>
X
Xtypedef int Boolean;
X
X/* A prioirity list is any list with the first three fields being flink,
X * blink and prio.  Use the routines of list.c to do everything except
X * insertion */
X
Xtypedef struct prio_list {
X  struct prio_list *flink;
X  struct prio_list *blink;
X  int prio;
X} *Prio_list;
X
X/* Prio_insert inserts nodes into their proper places in priority lists.  It first
X * checks for inserting into the head or tail, and then proceeds sequentially.
X * Thus, it is worst case linear, but for most cases constant time (right). */
X
Xprio_insert(node, list, desc)
XPrio_list node;
XPrio_list list;
XBoolean desc;
X{
X  Prio_list p;
X
X  /* Check nil and head of list */
X  if (first(list) == nil(list) ||
X      (!desc && first(list)->prio >= node->prio) ||
X      (desc  && first(list)->prio <= node->prio) ) {
X    node->blink = list;
X    node->flink = list->flink;
X    list->flink->blink = node;
X    list->flink = node;
X    return;
X  }
X  /* Check tail of list */
X  if ((desc  && last(list)->prio >= node->prio) ||
X      (!desc && last(list)->prio <= node->prio) ) {
X    node->flink = list;
X    node->blink = list->blink;
X    list->blink->flink = node;
X    list->blink = node;
X    return;
X  }
X  /* Check the rest of the list sequentially */
X  for(p = next(first(list));  ; p = next(p)) {
X    if (p == nil(list)) fprintf(stderr, "inserting into tail did not work\n");
X    if ((!desc && p->prio >= node->prio) ||
X        (desc  && p->prio <= node->prio)) {
X      node->flink = p;
X      node->blink = p->blink;
X      p->blink->flink = node;
X      p->blink = node;
X      return;
X    }
X  }
X}
X
X
X
END_OF_FILE
  if test 1786 -ne `wc -c <'prio_list.c'`; then
    echo shar: \"'prio_list.c'\" unpacked with wrong size!
  fi
  # end of 'prio_list.c'
fi
if test -f 'process.c' -a "${1}" != "-c" ; then
  echo shar: Will not clobber existing file \"'process.c'\"
else
  echo shar: Extracting \"'process.c'\" \(23107 characters\)
  sed "s/^X//" >'process.c' <<'END_OF_FILE'
X/*
X * $Source: /n/fs/vd/jsp/src/jgraph/RCS/process.c,v $
X * $Revision: 8.0 $
X * $Date: 92/07/03 14:16:11 $
X * $Author: jsp $
X */
X
X#include <stdio.h>
X#include <math.h>
X
X#include "jgraph.h"
X
X#define ABS(a) ((a > 0.0) ? (a) : (-a))
X#define MAX(a, b) ((a > b) ? (a) : (b))
X#define MIN(a, b) ((a < b) ? (a) : (b))
X#define AXIS_CHAR(a) ((a->is_x) ? 'x' : 'y')
X#define HASH_DIR(a) ((a->hash_scale > 0.0) ? 1 : -1)
X
Xstatic double Pi;
X
Xprocess_title(g)
XGraph g;
X{
X
X  float ytitleloc;
X
X  if (g->title->x == FSIG) g->title->x = g->x_axis->psize / 2.0;
X    else g->title->x = ctop(g->title->x, g->x_axis);
X  if (g->title->y != FSIG) g->title->y = ctop(g->title->y, g->y_axis);
X  else {
X    ytitleloc = 0.0;
X    if (g->x_axis->draw_axis_label && g->x_axis->label->label != CNULL)
X      ytitleloc = MIN(ytitleloc, g->x_axis->label->ymin);
X    if (g->x_axis->draw_hash_labels)
X      ytitleloc = MIN(ytitleloc, g->x_axis->hl->ymin);
X    if (g->x_axis->draw_hash_marks)
X      ytitleloc = MIN(ytitleloc, g->x_axis->draw_hash_marks_at - HASH_SIZE);
X    if (g->legend->type == 'u')
X      ytitleloc = MIN(ytitleloc, g->legend->l->ymin);
X
X    g->title->y = ytitleloc - 10.0;
X  }
X  process_label(g->title, g, 0);
X}
X
Xprocess_legend(g)
XGraph g;
X{
X  Legend l;
X  int anything;
X  float height, hdist, y, x, width, maxmark, maxmarky;
X  Curve c;
X  char *s;
X
X  l = g->legend;
X  if (l->type == 'n') return;
X  if (l->l->linesep == FSIG) l->l->linesep = l->l->fontsize;
X  l->anylines = 0;
X  maxmark = 0.0;
X  maxmarky = 0.0;
X  anything = 0;
X  for (c = first(g->curves); c != nil(g->curves); c = next(c)) {
X    if (c->l->label != CNULL) {
X      anything = 1;
X      if (c->marktype == 'l') {
X         maxmark = MAX(maxmark, c->lmark->xmax - c->lmark->xmin);
X         maxmarky = MAX(maxmarky, c->lmark->ymax - c->lmark->ymin);
X      } else if (c->marktype != 'n') {
X        maxmark = MAX(maxmark, ABS(c->marksize[0]));
X        maxmarky = MAX(maxmarky, ABS(c->marksize[1]));
X      }
X      if (c->linetype != '0') l->anylines = 1;
X    }
X  }
X  if (l->linelength == FSIG)
X    l->linelength = (l->anylines) ? (MAX(maxmark + 6.0, 12.0)) : 0.0;
X    else l->linelength = disttop(l->linelength, g->x_axis);
X  if (l->midspace == FSIG)
X    l->midspace = (l->anylines) ? 4.0 : (maxmark / 2.0) + 4.0;
X    else l->midspace = disttop(l->midspace, g->x_axis);
X  if (l->linebreak == FSIG)
X    l->linebreak = MAX(l->l->linesep * FCPI / FPPI, maxmarky);
X    else l->linebreak = disttop(l->linebreak, g->y_axis);
X
X  if (l->type == 'c') {
X    for (c = first(g->curves); c != nil(g->curves); c = next(c)) {
X      if (c->l->label != CNULL) process_label(c->l, g, 1);
X    }
X    return;
X  }
X
X  if (!anything) {
X    l->anylines = -1;
X    return;
X  }
X
X  width = 0.0;
X  height = -l->linebreak;
X  for (c = first(g->curves); c != nil(g->curves); c = next(c)) {
X    if (c->l->label != CNULL) {
X      s = c->l->label;
X      copy_label(c->l, l->l);
X      c->l->x = 0.0;
X      c->l->y = 0.0;
X      c->l->rotate = 0.0;
X      c->l->hj = 'l';
X      c->l->vj = 'b';
X      c->l->label = s;
X      process_label(c->l, g, 0);
X      height += c->l->ymax + l->linebreak;
X      width = MAX(width, c->l->xmax);
X    }
X  }
X  hdist = (l->anylines) ? l->midspace + l->linelength : l->midspace;
X  width += hdist;
X
X  if (l->l->x == FSIG) {
X    if (l->l->hj == 'c') {
X      l->l->x = g->x_axis->psize / 2;
X    } else if (l->l->hj == 'l') {
X      if (l->l->vj == 'c') {
X        l->l->x = g->x_axis->psize;
X        if (g->y_axis->draw_axis_label)
X          l->l->x = MAX(l->l->x, g->y_axis->label->xmax);
X        if (g->y_axis->draw_hash_labels)
X          l->l->x = MAX(l->l->x, g->y_axis->hl->xmax);
X        if (g->y_axis->draw_hash_marks) {
X          l->l->x = MAX(l->l->x, g->y_axis->draw_hash_marks_at);
X          l->l->x = MAX(l->l->x, g->y_axis->draw_hash_marks_at +
X                                 HASH_DIR(g->y_axis) * HASH_SIZE);
X        }
X        l->l->x += 15.0;
X      } else {
X        l->l->x = 0.0;
X      }
X    } else {
X      if (l->l->vj == 'c') {
X        l->l->x = 0.0;
X        if (g->y_axis->draw_axis_label)
X          l->l->x = MIN(l->l->x, g->y_axis->label->xmin);
X        if (g->y_axis->draw_hash_labels)
X          l->l->x = MIN(l->l->x, g->y_axis->hl->xmin);
X        if (g->y_axis->draw_hash_marks) {
X          l->l->x = MIN(l->l->x, g->y_axis->draw_hash_marks_at);
X          l->l->x = MIN(l->l->x, g->y_axis->draw_hash_marks_at +
X                                 HASH_DIR(g->y_axis) * HASH_SIZE);
X        }
X        l->l->x = l->l->x - 15.0;
X      } else {
X        l->l->x = g->x_axis->psize;
X      }
X    }
X  } else {
X    l->l->x = ctop(l->l->x, g->x_axis);
X  }
X  if (l->l->y == FSIG) {
X    if (l->l->vj == 'c') {
X      l->l->y = g->y_axis->psize / 2.0;
X    } else if (l->l->vj == 'b') {
X      l->l->y = g->y_axis->psize;
X      if (g->x_axis->draw_axis_label)
X        l->l->y = MAX(l->l->y, g->x_axis->label->ymax);
X      if (g->x_axis->draw_hash_labels)
X        l->l->y = MAX(l->l->y, g->x_axis->hl->ymax);
X      if (g->x_axis->draw_hash_marks) {
X        l->l->y = MAX(l->l->y, g->x_axis->draw_hash_marks_at);
X        l->l->y = MAX(l->l->y, g->x_axis->draw_hash_marks_at +
X                               HASH_DIR(g->x_axis) * HASH_SIZE);
X      }
X      l->l->y += 15.0;
X    } else {
X      l->l->y = 0.0;
X      if (g->x_axis->draw_axis_label)
X        l->l->y = MIN(l->l->y, g->x_axis->label->ymin);
X      if (g->x_axis->draw_hash_labels)
X        l->l->y = MIN(l->l->y, g->x_axis->hl->ymin);
X      if (g->x_axis->draw_hash_marks) {
X        l->l->y = MIN(l->l->y, g->x_axis->draw_hash_marks_at);
X        l->l->y = MIN(l->l->y, g->x_axis->draw_hash_marks_at +
X                               HASH_DIR(g->x_axis) * HASH_SIZE);
X      }
X      l->l->y -= 15.0;
X    }
X  } else {
X    l->l->y = ctop(l->l->y, g->y_axis);
X  }
X
X  if (l->l->hj == 'l') x = 0.0;
X  else if (l->l->hj == 'c') x = - width/2.0;
X  else x = -width;
X
X  if (l->l->vj == 't') y = 0.0;
X  else if (l->l->vj == 'c') y = height / 2.0;
X  else y = height;
X
X  for (c = first(g->curves); c != nil(g->curves); c = next(c)) {
X    if (c->l->label != CNULL) {
X      c->l->x = hdist + x;
X      c->l->y = y;
X      c->l->vj = 't';
X      c->l->hj = 'l';
X      c->l->rotate = 0.0;
X      process_label(c->l, g, 0);
X      y = c->l->ymin - l->linebreak;
X    }
X  }
X
X  process_label_max_n_mins(l->l, width, height);
X}
X
Xfloat find_reasonable_hash_interval(a)
XAxis a;
X{
X  float s, d;
X
X  if (a->is_lg) return 0.0;
X  s = a->max - a->min;
X  d = 1.0;
X  if (s > 5.0) {
X    while(1) {
X      if (s / d < 6.0) return d;
X      d *= 2.0;
X      if (s / d < 6.0) return d;
X      d *= 2.5;
X      if (s / d < 6.0) return d;
X      d *= 2.0;
X    }
X  } else {
X    while(1) {
X      if (s / d > 2.0) return d;
X      d /= 2.0;
X      if (s / d > 2.0) return d;
X      d /= 2.5;
X      if (s / d > 2.0) return d;
X      d /= 2.0;
X    }
X  }
X}
X
Xfloat find_reasonable_hash_start(a)
XAxis a;
X{
X  int i;
X
X  if (a->is_lg) return 0.0;
X  if (a->max > 0.0 && a->min < 0.0) return 0.0;
X  i = ((int) (a->min / a->hash_interval));
X  return ((float) i) * a->hash_interval;
X}
X
Xint find_reasonable_precision(a)
XAxis a;
X{
X  int i, b, b2, done;
X  float x, x2, tolerance;
X
X  tolerance = 0.000001;
X  b = 0;
X  x = a->hash_interval;
X
X  done = 0;
X  while(b < 6 && !done) {
X    i = (int) (x + 0.4);
X    x2 = i;
X    if (x2 - x < tolerance && x - x2 < tolerance) done = 1;
X    else {
X      b++;
X      x *= 10.0;
X      tolerance *= 10.0;
X    }
X  }
X
X  tolerance = 0.000001;
X  b2 = 0;
X  x = a->hash_start;
X
X  done = 0;
X  while(b2 < 6 && !done) {
X    i = (int) (x + 0.4);
X    x2 = i;
X    if (x2 - x < tolerance && x - x2 < tolerance) done = 1;
X    else {
X      b2++;
X      x *= 10.0;
X      tolerance *= 10.0;
X    }
X  }
X  return MAX(b, b2);
X}
X
Xint find_reasonable_minor_hashes(a)
XAxis a;
X{
X  float d;
X  int i;
X
X  if (a->is_lg) {
X    d = a->log_base;
X    while(d > 10.0) d /= 10.0;
X    while(d <= 1.0) d *= 10.0;
X    i = (int) d;
X    return MAX((i - 2), 0);
X  } else {
X    d = a->hash_interval;
X    if (d == 0.0) return 0;
X    while(d > 10.0) d /= 10.0;
X    while(d <= 1.0) d *= 10.0;
X    i = (int) d;
X    if (((float) i) != d) return 0;
X    return i-1;
X  }
X}
X
Xprocess_axis1(a, g)
XAxis a;
XGraph g;
X{
X  float tmp;
X  int i;
X
X  if (a->min == FSIG) {
X    if (a->pmin == FSIG) {
X      error_header();
X      fprintf(stderr,
X              "Graph %d: %c axis has no minimum, and cannot derive one\n",
X              g->num, AXIS_CHAR(a));
X      fprintf(stderr, "  Use %caxis min\n", AXIS_CHAR(a));
X      exit(1);
X    } else if (a->pmin <= 0.0 && a->is_lg) {
X      error_header();
X      fprintf(stderr, "Trying to derive %c axis\n", AXIS_CHAR(a));
X      fprintf(stderr,
X        "        Minimum value %f will be -infinity with log axes\n", a->pmin);
X      exit(1);
X    } else a->min = a->pmin;
X  }
X  if (a->max == FSIG) {
X    if (a->pmax == FSIG) {
X      error_header();
X      fprintf(stderr,
X              "Graph %d: %c axis has no maximum, and cannot derive one\n",
X              g->num, AXIS_CHAR(a));
X      fprintf(stderr, "  Use %caxis max\n", AXIS_CHAR(a));
X      exit(1);
X    } else if (a->pmax <= 0.0 && a->is_lg) {
X      error_header();
X      fprintf(stderr, "Trying to derive %c axis\n", AXIS_CHAR(a));
X      fprintf(stderr,
X        "        Maximum value %f will be -infinity with log axes\n", a->pmax);
X      exit(1);
X    } else a->max = a->pmax;
X  }
X  if (a->max < a->min) {
X    tmp = a->max;  a->max = a->min;  a->min = tmp;
X  } else if (a->max == a->min) {
X    if (!a->is_lg) a->min -= 1;
X    a->max += 1;
X  }
X  a->psize = intop(a->size);
X  if (a->is_lg) {
X    if (a->min <= 0.0) {
X      error_header();
X      fprintf(stderr,
X        "Graph %d, %c axis: Min value = %f.  This is -infinity with logrhythmic axes\n",
X        g->num, (a->is_x) ? 'x' : 'y', a->min);
X      exit(1);
X    }
X    a->logfactor = log(a->log_base);
X    a->logmin = log(a->min) / a->logfactor;
X    a->factor = a->psize / (log(a->max) / a->logfactor - a->logmin);
X  } else {
X    a->factor = a->psize / (a->max - a->min);
X  }
X  if (a->gr_graytype == '0') {
X    a->gr_graytype = a->graytype;
X    for (i = 0; i < 3; i++) a->gr_gray[i] = a->gray[i];
X  }
X  if (a->mgr_graytype == '0') {
X    a->mgr_graytype = a->gr_graytype;
X    for (i = 0; i < 3; i++) a->mgr_gray[i] = a->gr_gray[i];
X  }
X}
X
Xprocess_axis2(a, g)
XAxis a;
XGraph g;
X{
X  float t1, t2, t3, minor_hashes, hloc, tmp;
X  float ymin, ymax, xmin, xmax;
X  int prec, i1;
X  Hash h;
X  String s;
X  Axis other;
X
X  other = (a->is_x) ? g->y_axis : g->x_axis;
X  if (a->draw_at == FSIG)
X    a->draw_at = (HASH_DIR(a) == -1) ? 0.0 : other->psize;
X  else a->draw_at = ctop(a->draw_at, other);
X
X  if (a->hash_interval < 0.0) {
X    a->hash_interval = find_reasonable_hash_interval(a);
X    if (!a->start_given)
X      a->hash_start = find_reasonable_hash_start(a);
X  } else if (!a->start_given) a->hash_start = a->min;
X  if (a->minor_hashes < 0) {
X    a->minor_hashes = find_reasonable_minor_hashes(a);
X  }
X  if (a->precision < 0 && !a->is_lg)
X    a->precision = find_reasonable_precision(a);
X
X  for (h = first(a->hash_lines) ; h != nil(a->hash_lines); h = next(h)) {
X    h->loc = ctop(h->loc, a);
X  }
X
X  for (s = first(a->hash_labels); s != nil(a->hash_labels); s = next(s)) {
X    s->s->x = ctop(s->s->x, a);
X    s->s->y = ctop(s->s->y, a);
X  }
X
X  if (((a->hash_interval != 0.0 && !a->is_lg) || a->is_lg) && a->auto_hash_marks) {
X    if (a->is_lg) {
X      for (t1 = 1.0; t1 > a->min; t1 /= a->log_base) ;
X      t2 = t1 * a->log_base - t1;
X    } else {
X      for (t1 = a->hash_start; t1 > a->min; t1 -= a->hash_interval) ;
X      t2 = a->hash_interval;
X    }
X    while (t1 <= a->max) {
X      hloc = ctop(t1, a);
X      if (hloc > -.05 && hloc < a->psize + .05) {
X        h = (Hash) get_node(a->hash_lines);
X        h->loc = hloc;
X        h->size = HASH_SIZE;
X        h->major = 1;
X        insert(h, a->hash_lines);
X        if (a->auto_hash_labels) {
X          s = (String) get_node (a->hash_labels);
X          s->s = new_label();
X          s->s->x = hloc;
X          s->s->y = hloc;
X          s->s->label = (char *) malloc (80);
X          if (a->precision >= 0) {
X            prec = a->precision;
X          } else {
X            if (ABS(t1) >= 1.0 || t1 == 0.0) prec = 0;
X            else {
X              tmp = ABS(t1);
X              prec = -1;
X              while(tmp < 1.0) {tmp *= 10.0; prec++;}
X            }
X          }
X          sprintf(s->s->label, "%.*f", prec, t1);
X          insert(s, a->hash_labels);
X        }
X      }
X      minor_hashes = t2 / ((float) (a->minor_hashes + 1));
X      t3 = t1;
X      for (i1 = 1; i1 <= a->minor_hashes; i1++) {
X        t3 += minor_hashes;
X        hloc = ctop(t3, a);
X        if (hloc > -.05 && hloc < a->psize + .05) {
X          h = (Hash) get_node(a->hash_lines);
X          h->loc = hloc;
X          h->size = MHASH_SIZE;
X          h->major = 0;
X          insert(h, a->hash_lines);
X        }
X      }
X      if (a->is_lg) {
X        t1 *= a->log_base;
X        t2 = t1 * a->log_base - t1;
X      } else t1 += t2;
X    }
X  }
X
X  if (a->draw_hash_marks_at == FSIG)
X    a->draw_hash_marks_at = a->draw_at;
X  else a->draw_hash_marks_at = ctop(a->draw_hash_marks_at, other);
X  if (a->draw_hash_labels_at == FSIG)
X    a->draw_hash_labels_at = a->draw_hash_marks_at +
X      a->hash_scale * HASH_SIZE + HASH_DIR(a) * 3.0;
X  else a->draw_hash_labels_at = ctop(a->draw_hash_labels_at, other);
X
X  if (a->is_x) {
X    a->hl->y = a->draw_hash_labels_at;
X    if (a->hl->hj == '0')
X      a->hl->hj = 'c';
X    if (a->hl->vj == '0')
X      a->hl->vj = (HASH_DIR(a) == -1) ? 't' : 'b';
X  } else {
X    a->hl->x = a->draw_hash_labels_at;
X    if (a->hl->vj == '0') a->hl->vj = 'c';
X    if (a->hl->hj == '0')
X      a->hl->hj = (HASH_DIR(a) == -1) ? 'r' : 'l';
X  }
X
X  ymin = (a->is_x) ? a->hl->y : 0;
X  ymax = (a->is_x) ? a->hl->y : a->psize;
X  xmin = (!a->is_x) ? a->hl->x : 0;
X  xmax = (!a->is_x) ? a->hl->x : a->psize;
X
X  for (s = first(a->hash_labels); s != nil(a->hash_labels); s = next(s)) {
X    if (a->is_x) a->hl->x = s->s->x; else a->hl->y = s->s->y;
X    a->hl->label = s->s->label;
X    process_label(a->hl, g, 0);
X    xmin = MIN(a->hl->xmin, xmin);
X    ymin = MIN(a->hl->ymin, ymin);
X    xmax = MAX(a->hl->xmax, xmax);
X    ymax = MAX(a->hl->ymax, ymax);
X  }
X  a->hl->xmin = xmin;
X  a->hl->ymin = ymin;
X  a->hl->xmax = xmax;
X  a->hl->ymax = ymax;
X
X  /* HERE -- now either test or continue */
X
X  if (a->is_x) {
X    if (a->label->x == FSIG)
X      a->label->x = a->psize / 2.0;
X      else a->label->x = ctop(a->label->x, g->x_axis);
X    if (a->label->y == FSIG) {
X      ymin = 0.0;
X      ymax = other->psize;
X      if (a->draw_hash_labels) {
X        ymin = MIN(ymin, a->hl->ymin);
X        ymax = MAX(ymax, a->hl->ymax);
X      }
X      if (a->draw_hash_marks) {
X        ymin = MIN(ymin, a->draw_hash_marks_at);
X        ymin = MIN(ymin, a->draw_hash_marks_at + a->hash_scale * HASH_SIZE);
X        ymax = MAX(ymax, a->draw_hash_marks_at);
X        ymax = MAX(ymax, a->draw_hash_marks_at + a->hash_scale * HASH_SIZE);
X      }
X      a->label->y = (HASH_DIR(a) == -1) ? ymin - 8.0 : ymax + 8.0 ;
X    } else a->label->y = ctop(a->label->y, g->y_axis);
X    if (a->label->hj == '0') a->label->hj = 'c';
X    if (a->label->vj == '0') a->label->vj = (HASH_DIR(a) == -1) ? 't' : 'b' ;
X    if (a->label->rotate == FSIG) a->label->rotate = 0.0;
X  } else {
X    if (a->label->y == FSIG)
X      a->label->y = a->psize / 2.0;
X      else a->label->y = ctop(a->label->y, g->y_axis);
X    if (a->label->x == FSIG) {
X      xmin = 0.0;
X      xmax = other->psize;
X      if (a->draw_hash_labels) {
X        xmin = MIN(xmin, a->hl->xmin);
X        xmax = MAX(xmax, a->hl->xmax);
X      }
X      if (a->draw_hash_marks) {
X        xmin = MIN(xmin, a->draw_hash_marks_at);
X        xmin = MIN(xmin, a->draw_hash_marks_at + a->hash_scale * HASH_SIZE);
X        xmax = MAX(xmax, a->draw_hash_marks_at);
X        xmax = MAX(xmax, a->draw_hash_marks_at + a->hash_scale * HASH_SIZE);
X      }
X      a->label->x = (HASH_DIR(a) == -1) ? xmin - 8.0 : xmax + 8.0 ;
X    } else a->label->x = ctop(a->label->x, g->x_axis);
X    if (a->label->hj == '0') a->label->hj = 'c';
X    if (a->label->vj == '0') a->label->vj = 'b';
X    if (a->label->rotate == FSIG)
X      a->label->rotate = (HASH_DIR(a) == -1) ? 90.0 : -90.0;
X  }
X  process_label (a->label, g, 0);
X}
X
Xprocess_label(l, g, adjust)
XLabel l;
XGraph g;
Xint adjust;
X{
X  float len, height;
X  int f, i;
X  float fnl, tmp;
X  char *s;
X
X  if (l->label == CNULL) return;
X
X  if (adjust) {
X    l->x = ctop(l->x, g->x_axis);
X    l->y = ctop(l->y, g->y_axis);
X  }
X  if (l->linesep == FSIG) l->linesep = l->fontsize;
X
X  l->nlines = 0;
X  for (i = 0; l->label[i] != '\0'; i++) {
X    if (l->label[i] == '\n') {
X      l->label[i] = '\0';
X      l->nlines++;
X    }
X  }
X  fnl = (float) l->nlines;
X
X  len = 0.0;
X  s = l->label;
X  for (i = 0; i <= l->nlines; i++) {
X    tmp = l->fontsize * FCPI / FPPI * strlen(s) * 0.8;
X    len = MAX(len, tmp);
X    if (i != l->nlines) {
X      f = strlen(s);
X      s[f] = '\n';
X      s = &(s[f+1]);
X    }
X  }
X  height = (l->fontsize * (fnl+1) + l->linesep * fnl) * FCPI / FPPI;
X  process_label_max_n_mins(l, len, height);
X}
X
Xprocess_label_max_n_mins(l, len, height)
XLabel l;
Xfloat len;
Xfloat height;
X{
X  float xlen, ylen, xheight, yheight;
X  float x, y;
X
X  xlen = len * cos(l->rotate * Pi / 180.00);
X  ylen = height * cos((l->rotate + 90.0) * Pi / 180.00);
X  xheight = len * sin(l->rotate * Pi / 180.00);
X  yheight = height * sin((l->rotate + 90.0) * Pi / 180.00);
X
X  x = l->x;
X  y = l->y;
X
X  if (l->hj == 'c') {
X    x -= xlen / 2.0;
X    y -= xheight / 2.0;
X  } else if (l->hj == 'r') {
X    x -= xlen;
X    y -= xheight;
X  }
X  if (l->vj == 'c') {
X    x -= ylen / 2.0;
X    y -= yheight / 2.0;
X  } else if (l->vj == 't') {
X    x -= ylen;
X    y -= yheight;
X  }
X
X  l->xmin = MIN(x, x + xlen);
X  l->xmin = MIN(l->xmin, x + xlen + ylen);
X  l->xmin = MIN(l->xmin, x + ylen);
X
X  l->ymin = MIN(y, y + xheight);
X  l->ymin = MIN(l->ymin, y + yheight);
X  l->ymin = MIN(l->ymin, y + xheight + yheight);
X
X  l->xmax = MAX(x, x + xlen);
X  l->xmax = MAX(l->xmax, x + xlen + ylen);
X  l->xmax = MAX(l->xmax, x + ylen);
X
X  l->ymax = MAX(y, y + xheight);
X  l->ymax = MAX(l->ymax, y + yheight);
X  l->ymax = MAX(l->ymax, y + xheight + yheight);
X
X}
X
Xprocess_strings(g)
XGraph g;
X{
X  String s;
X
X  for(s = first(g->strings); s != nil(g->strings); s = next(s)) {
X    process_label(s->s, g, 1);
X  }
X}
X
Xprocess_curve(c, g)
XCurve c;
XGraph g;
X{
X  if (c->bezier && (c->npts < 4 || (c->npts % 3 != 1))) {
X    error_header();
X    fprintf(stderr, "  Graph %d Curve %d:\n", g->num, c->num);
X    fprintf(stderr, "  Curve has %d points\n", c->npts);
X    fprintf(stderr, "  Bezier must have 3n + 1 points (n > 0)\n");
X    exit(1);
X  }
X  c->marksize[0] = (c->marksize[0] == FSIG) ?
X                   4.0 : disttop(c->marksize[0], g->x_axis);
X  c->marksize[1] = (c->marksize[1] == FSIG) ?
X                   4.0 : disttop(c->marksize[1], g->y_axis);
X  if (c->marktype == 'o') c->marksize[1] = c->marksize[0];
X  c->asize[0] = (c->asize[0] == FSIG) ?
X                   6.0 : disttop(c->asize[0], g->x_axis);
X  c->asize[1] = (c->asize[1] == FSIG) ?
X                   2.0 : disttop(c->asize[1], g->y_axis) / 2.0;
X  c->lmark->x = disttop(c->lmark->x, g->x_axis);
X  c->lmark->y = disttop(c->lmark->y, g->y_axis);
X  process_label(c->lmark, g, 0);
X}
X
Xprocess_curves(g)
XGraph g;
X{
X  Curve c;
X  for(c = first(g->curves); c != nil(g->curves); c = next(c)) {
X    process_curve(c, g);
X  }
X}
X
Xprocess_extrema(g)  /* This finds all the minval/maxvals for bbox calc */
XGraph g;
X{
X  Curve c;
X  String s;
X  Axis xa, ya;
X
X  xa = g->x_axis;
X  ya = g->y_axis;
X
X  g->xminval = 0.0;
X  g->yminval = 0.0;
X  g->xmaxval = xa->psize;
X  g->ymaxval = ya->psize;
X
X  if (xa->draw_axis_label) process_label_extrema(xa->label, g);
X  if (ya->draw_axis_label) process_label_extrema(ya->label, g);
X  if (xa->draw_hash_labels) process_label_extrema(xa->hl, g);
X  if (ya->draw_hash_labels) process_label_extrema(ya->hl, g);
X
X  if (xa->draw_hash_marks) {
X      g->yminval = MIN(g->yminval, xa->draw_hash_marks_at);
X      g->yminval = MIN(g->yminval,
X                       xa->draw_hash_marks_at + HASH_DIR(xa) * HASH_SIZE);
X      g->ymaxval = MAX(g->ymaxval, xa->draw_hash_marks_at);
X      g->ymaxval = MAX(g->ymaxval,
X                       xa->draw_hash_marks_at + HASH_DIR(xa) * HASH_SIZE);
X  }
X  if (ya->draw_hash_marks) {
X      g->xminval = MIN(g->xminval, ya->draw_hash_marks_at);
X      g->xminval = MIN(g->xminval,
X                       ya->draw_hash_marks_at + HASH_DIR(ya) * HASH_SIZE);
X      g->xmaxval = MAX(g->xmaxval, ya->draw_hash_marks_at);
X      g->xmaxval = MAX(g->xmaxval,
X                       ya->draw_hash_marks_at + HASH_DIR(ya) * HASH_SIZE);
X  }
X  process_label_extrema(g->title, g);
X
X  if (g->legend->type == 'c') {
X    for (c = first(g->curves); c != nil(g->curves); c = next(c)) {
X      process_label_extrema(c->l, g);
X    }
X  } else if (g->legend->type == 'u' && g->legend->anylines >= 0) {
X    process_label_extrema(g->legend->l, g);
X  }
X  for(s = first(g->strings); s != nil(g->strings); s = next(s)) {
X    process_label_extrema(s->s, g);
X  }
X}
X
Xprocess_label_extrema(l, g)
XLabel l;
XGraph g;
X{
X  if (l->label == CNULL) return;
X  g->yminval = MIN(g->yminval, l->ymin);
X  g->ymaxval = MAX(g->ymaxval, l->ymax);
X  g->xminval = MIN(g->xminval, l->xmin);
X  g->xmaxval = MAX(g->xmaxval, l->xmax);
X}
X
Xprocess_graph(g)
XGraph g;
X{
X  g->x_translate = intop(g->x_translate);
X  g->y_translate = intop(g->y_translate);
X  process_axis1(g->x_axis, g);
X  process_axis1(g->y_axis, g);
X  process_axis2(g->x_axis, g);
X  process_axis2(g->y_axis, g);
X  process_curves(g);
X  process_legend(g);
X  process_strings(g);
X  process_title(g);
X  process_extrema(g);
X}
X
Xprocess_graphs(gs)
XGraphs gs;
X{
X  Graphs the_g;
X  Graph g;
X  float diff, max_y, min_y, max_x, min_x;
X  int do_bb, i;
X
X  Pi = acos(-1.0);
X  for (the_g = first(gs); the_g != nil(gs); the_g = next(the_g)) {
X    for (g = first(the_g->g); g != nil(the_g->g); g = next(g)) process_graph(g);
X    max_x = 0.0;
X    min_x = 0.0;
X    max_y = 0.0;
X    min_y = 0.0;
X    for (g = first(the_g->g); g != nil(the_g->g); g = next(g)) {
X      max_y = MAX(max_y, g->y_translate + g->ymaxval);
X      min_y = MIN(min_y, g->y_translate + g->yminval);
X      max_x = MAX(max_x, g->x_translate + g->xmaxval);
X      min_x = MIN(min_x, g->x_translate + g->xminval);
X    }
X    if (the_g->height >= 0.00) {
X      the_g->height *= FCPI;
X      if (the_g->height > max_y - min_y) {
X        diff = (the_g->height - max_y + min_y) / 2.0;
X        max_y += diff;
X        min_y -= diff;
X      } else {
X        the_g->height = max_y - min_y;
X      }
X    } else {
X      the_g->height = max_y - min_y;
X    }
X    if (the_g->width >= 0.00) {
X      the_g->width *= FCPI;
X      if (the_g->width > max_x - min_x) {
X        diff = (the_g->width - max_x + min_x) / 2.0;
X        max_x += diff;
X        min_x -= diff;
X      } else {
X        the_g->width = max_x - min_x;
X      }
X    } else {
X      the_g->width = max_x - min_x;
X    }
X
X    do_bb = 1;
X    for (i = 0; i < 4; i++) do_bb = (do_bb && the_g->bb[i] == FSIG);
X    if (do_bb) {
X      the_g->bb[0] = min_x;
X      the_g->bb[1] = min_y;
X      the_g->bb[2] = max_x;
X      the_g->bb[3] = max_y;
X    }
X  }
X}
END_OF_FILE
  if test 23107 -ne `wc -c <'process.c'`; then
    echo shar: \"'process.c'\" unpacked with wrong size!
  fi
  # end of 'process.c'
fi
if test -f 'sin.pts' -a "${1}" != "-c" ; then
  echo shar: Will not clobber existing file \"'sin.pts'\"
else
  echo shar: Extracting \"'sin.pts'\" \(12673 characters\)
  sed "s/^X//" >'sin.pts' <<'END_OF_FILE'
X-10.000000 0.544021
X-9.970000 0.518608
X-9.940000 0.492728
X-9.910000 0.466405
X-9.880000 0.439662
X-9.850000 0.412523
X-9.820000 0.385013
X-9.790000 0.357157
X-9.760000 0.328979
X-9.730000 0.300505
X-9.700000 0.271761
X-9.670000 0.242772
X-9.640000 0.213564
X-9.610000 0.184165
X-9.580000 0.154599
X-9.550000 0.124895
X-9.520000 0.095078
X-9.490000 0.065176
X-9.460000 0.035215
X-9.430000 0.005222
X-9.400000 -0.024775
X-9.370000 -0.054751
X-9.340000 -0.084676
X-9.310000 -0.114526
X-9.280000 -0.144273
X-9.250000 -0.173889
X-9.220000 -0.203350
X-9.190000 -0.232627
X-9.160000 -0.261695
X-9.130000 -0.290527
X-9.100000 -0.319098
X-9.070000 -0.347382
X-9.040000 -0.375353
X-9.010000 -0.402987
X-8.980000 -0.430257
X-8.950000 -0.457141
X-8.920000 -0.483613
X-8.890000 -0.509650
X-8.860000 -0.535228
X-8.830000 -0.560325
X-8.800000 -0.584917
X-8.770000 -0.608983
X-8.740000 -0.632501
X-8.710000 -0.655450
X-8.680000 -0.677809
X-8.650000 -0.699557
X-8.620000 -0.720677
X-8.590000 -0.741147
X-8.560000 -0.760951
X-8.530000 -0.780070
X-8.500000 -0.798487
X-8.470000 -0.816185
X-8.440000 -0.833149
X-8.410000 -0.849363
X-8.380000 -0.864813
X-8.350000 -0.879484
X-8.320000 -0.893364
X-8.290000 -0.906440
X-8.260000 -0.918701
X-8.230000 -0.930134
X-8.200000 -0.940731
X-8.170000 -0.950480
X-8.140000 -0.959375
X-8.110000 -0.967406
X-8.080000 -0.974566
X-8.050000 -0.980850
X-8.020000 -0.986251
X-7.990000 -0.990764
X-7.960000 -0.994385
X-7.930000 -0.997112
X-7.900000 -0.998941
X-7.870000 -0.999872
X-7.840000 -0.999902
X-7.810000 -0.999033
X-7.780000 -0.997265
X-7.750000 -0.994599
X-7.720000 -0.991038
X-7.690000 -0.986585
X-7.660000 -0.981244
X-7.630000 -0.975021
X-7.600000 -0.967920
X-7.570000 -0.959947
X-7.540000 -0.951111
X-7.510000 -0.941419
X-7.480000 -0.930880
X-7.450000 -0.919503
X-7.420000 -0.907299
X-7.390000 -0.894278
X-7.360000 -0.880452
X-7.330000 -0.865834
X-7.300000 -0.850437
X-7.270000 -0.834274
X-7.240000 -0.817361
X-7.210000 -0.799712
X-7.180000 -0.781343
X-7.150000 -0.762271
X-7.120000 -0.742513
X-7.090000 -0.722087
X-7.060000 -0.701011
X-7.030000 -0.679305
X-7.000000 -0.656987
X-6.970000 -0.634077
X-6.940000 -0.610597
X-6.910000 -0.586568
X-6.880000 -0.562011
X-6.850000 -0.536948
X-6.820000 -0.511401
X-6.790000 -0.485395
X-6.760000 -0.458951
X-6.730000 -0.432095
X-6.700000 -0.404850
X-6.670000 -0.377240
X-6.640000 -0.349291
X-6.610000 -0.321028
X-6.580000 -0.292476
X-6.550000 -0.263660
X-6.520000 -0.234607
X-6.490000 -0.205344
X-6.460000 -0.175895
X-6.430000 -0.146288
X-6.400000 -0.116549
X-6.370000 -0.086706
X-6.340000 -0.056784
X-6.310000 -0.026811
X-6.280000 0.003185
X-6.250000 0.033179
X-6.220000 0.063143
X-6.190000 0.093051
X-6.160000 0.122874
X-6.130000 0.152587
X-6.100000 0.182163
X-6.070000 0.211574
X-6.040000 0.240795
X-6.010000 0.269800
X-5.980000 0.298562
X-5.950000 0.327055
X-5.920000 0.355254
X-5.890000 0.383133
X-5.860000 0.410667
X-5.830000 0.437832
X-5.800000 0.464602
X-5.770000 0.490955
X-5.740000 0.516865
X-5.710000 0.542311
X-5.680000 0.567269
X-5.650000 0.591716
X-5.620000 0.615630
X-5.590000 0.638991
X-5.560000 0.661776
X-5.530000 0.683966
X-5.500000 0.705540
X-5.470000 0.726480
X-5.440000 0.746765
X-5.410000 0.766379
X-5.380000 0.785303
X-5.350000 0.803520
X-5.320000 0.821014
X-5.290000 0.837769
X-5.260000 0.853771
X-5.230000 0.869004
X-5.200000 0.883455
X-5.170000 0.897111
X-5.140000 0.909959
X-5.110000 0.921989
X-5.080000 0.933189
X-5.050000 0.943549
X-5.020000 0.953060
X-4.990000 0.961713
X-4.960000 0.969501
X-4.930000 0.976416
X-4.900000 0.982453
X-4.870000 0.987605
X-4.840000 0.991869
X-4.810000 0.995240
X-4.780000 0.997715
X-4.750000 0.999293
X-4.720000 0.999971
X-4.690000 0.999749
X-4.660000 0.998628
X-4.630000 0.996608
X-4.600000 0.993691
X-4.570000 0.989880
X-4.540000 0.985178
X-4.510000 0.979589
X-4.480000 0.973119
X-4.450000 0.965773
X-4.420000 0.957558
X-4.390000 0.948481
X-4.360000 0.938551
X-4.330000 0.927776
X-4.300000 0.916166
X-4.270000 0.903732
X-4.240000 0.890484
X-4.210000 0.876435
X-4.180000 0.861597
X-4.150000 0.845984
X-4.120000 0.829609
X-4.090000 0.812488
X-4.060000 0.794636
X-4.030000 0.776068
X-4.000000 0.756802
X-3.970000 0.736856
X-3.940000 0.716246
X-3.910000 0.694991
X-3.880000 0.673111
X-3.850000 0.650625
X-3.820000 0.627554
X-3.790000 0.603918
X-3.760000 0.579738
X-3.730000 0.555037
X-3.700000 0.529836
X-3.670000 0.504159
X-3.640000 0.478027
X-3.610000 0.451466
X-3.580000 0.424498
X-3.550000 0.397148
X-3.520000 0.369441
X-3.490000 0.341401
X-3.460000 0.313054
X-3.430000 0.284426
X-3.400000 0.255541
X-3.370000 0.226427
X-3.340000 0.197108
X-3.310000 0.167612
X-3.280000 0.137966
X-3.250000 0.108195
X-3.220000 0.078327
X-3.190000 0.048388
X-3.160000 0.018406
X-3.130000 -0.011592
X-3.100000 -0.041581
X-3.070000 -0.071532
X-3.040000 -0.101418
X-3.010000 -0.131213
X-2.980000 -0.160890
X-2.950000 -0.190423
X-2.920000 -0.219784
X-2.890000 -0.248947
X-2.860000 -0.277886
X-2.830000 -0.306575
X-2.800000 -0.334988
X-2.770000 -0.363100
X-2.740000 -0.390885
X-2.710000 -0.418318
X-2.680000 -0.445375
X-2.650000 -0.472031
X-2.620000 -0.498262
X-2.590000 -0.524044
X-2.560000 -0.549355
X-2.530000 -0.574172
X-2.500000 -0.598472
X-2.470000 -0.622234
X-2.440000 -0.645435
X-2.410000 -0.668056
X-2.380000 -0.690075
X-2.350000 -0.711473
X-2.320000 -0.732231
X-2.290000 -0.752331
X-2.260000 -0.771753
X-2.230000 -0.790480
X-2.200000 -0.808496
X-2.170000 -0.825785
X-2.140000 -0.842330
X-2.110000 -0.858118
X-2.080000 -0.873133
X-2.050000 -0.887362
X-2.020000 -0.900793
X-1.990000 -0.913413
X-1.960000 -0.925212
X-1.930000 -0.936177
X-1.900000 -0.946300
X-1.870000 -0.955572
X-1.840000 -0.963983
X-1.810000 -0.971527
X-1.780000 -0.978197
X-1.750000 -0.983986
X-1.720000 -0.988890
X-1.690000 -0.992904
X-1.660000 -0.996024
X-1.630000 -0.998248
X-1.600000 -0.999574
X-1.570000 -1.000000
X-1.540000 -0.999526
X-1.510000 -0.998152
X-1.480000 -0.995881
X-1.450000 -0.992713
X-1.420000 -0.988652
X-1.390000 -0.983701
X-1.360000 -0.977865
X-1.330000 -0.971148
X-1.300000 -0.963558
X-1.270000 -0.955101
X-1.240000 -0.945784
X-1.210000 -0.935616
X-1.180000 -0.924606
X-1.150000 -0.912764
X-1.120000 -0.900100
X-1.090000 -0.886627
X-1.060000 -0.872355
X-1.030000 -0.857299
X-1.000000 -0.841471
X-0.970000 -0.824886
X-0.940000 -0.807558
X-0.910000 -0.789504
X-0.880000 -0.770739
X-0.850000 -0.751280
X-0.820000 -0.731146
X-0.790000 -0.710353
X-0.760000 -0.688921
X-0.730000 -0.666870
X-0.700000 -0.644218
X-0.670000 -0.620986
X-0.640000 -0.597195
X-0.610000 -0.572867
X-0.580000 -0.548024
X-0.550000 -0.522687
X-0.520000 -0.496880
X-0.490000 -0.470626
X-0.460000 -0.443948
X-0.430000 -0.416871
X-0.400000 -0.389418
X-0.370000 -0.361615
X-0.340000 -0.333487
X-0.310000 -0.305059
X-0.280000 -0.276356
X-0.250000 -0.247404
X-0.220000 -0.218230
X-0.190000 -0.188859
X-0.160000 -0.159318
X-0.130000 -0.129634
X-0.100000 -0.099833
X-0.070000 -0.069943
X-0.040000 -0.039989
X-0.010000 -0.010000
X0.020000 0.019999
X0.050000 0.049979
X0.080000 0.079915
X0.110000 0.109778
X0.140000 0.139543
X0.170000 0.169182
X0.200000 0.198669
X0.230000 0.227978
X0.260000 0.257081
X0.290000 0.285952
X0.320000 0.314567
X0.350000 0.342898
X0.380000 0.370920
X0.410000 0.398609
X0.440000 0.425939
X0.470000 0.452886
X0.500000 0.479426
X0.530000 0.505533
X0.560000 0.531186
X0.590000 0.556361
X0.620000 0.581035
X0.650000 0.605186
X0.680000 0.628793
X0.710000 0.651834
X0.740000 0.674288
X0.770000 0.696135
X0.800000 0.717356
X0.830000 0.737931
X0.860000 0.757843
X0.890000 0.777072
X0.920000 0.795602
X0.950000 0.813416
X0.980000 0.830497
X1.010000 0.846832
X1.040000 0.862404
X1.070000 0.877201
X1.100000 0.891207
X1.130000 0.904412
X1.160000 0.916803
X1.190000 0.928369
X1.220000 0.939099
X1.250000 0.948985
X1.280000 0.958016
X1.310000 0.966185
X1.340000 0.973485
X1.370000 0.979908
X1.400000 0.985450
X1.430000 0.990105
X1.460000 0.993868
X1.490000 0.996738
X1.520000 0.998710
X1.550000 0.999784
X1.580000 0.999958
X1.610000 0.999232
X1.640000 0.997606
X1.670000 0.995083
X1.700000 0.991665
X1.730000 0.987354
X1.760000 0.982154
X1.790000 0.976071
X1.820000 0.969109
X1.850000 0.961275
X1.880000 0.952576
X1.910000 0.943020
X1.940000 0.932615
X1.970000 0.921371
X2.000000 0.909297
X2.030000 0.896406
X2.060000 0.882707
X2.090000 0.868215
X2.120000 0.852940
X2.150000 0.836899
X2.180000 0.820104
X2.210000 0.802571
X2.240000 0.784316
X2.270000 0.765355
X2.300000 0.745705
X2.330000 0.725384
X2.360000 0.704411
X2.390000 0.682803
X2.420000 0.660581
X2.450000 0.637765
X2.480000 0.614374
X2.510000 0.590431
X2.540000 0.565956
X2.570000 0.540972
X2.600000 0.515501
X2.630000 0.489567
X2.660000 0.463191
X2.690000 0.436399
X2.720000 0.409214
X2.750000 0.381661
X2.780000 0.353764
X2.810000 0.325549
X2.840000 0.297041
X2.870000 0.268266
X2.900000 0.239249
X2.930000 0.210017
X2.960000 0.180596
X2.990000 0.151013
X3.020000 0.121293
X3.050000 0.091465
X3.080000 0.061554
X3.110000 0.031587
X3.140000 0.001593
X3.170000 -0.028404
X3.200000 -0.058374
X3.230000 -0.088292
X3.260000 -0.118131
X3.290000 -0.147863
X3.320000 -0.177462
X3.350000 -0.206902
X3.380000 -0.236155
X3.410000 -0.265196
X3.440000 -0.293998
X3.470000 -0.322536
X3.500000 -0.350783
X3.530000 -0.378715
X3.560000 -0.406306
X3.590000 -0.433531
X3.620000 -0.460366
X3.650000 -0.486787
X3.680000 -0.512769
X3.710000 -0.538291
X3.740000 -0.563327
X3.770000 -0.587857
X3.800000 -0.611858
X3.830000 -0.635308
X3.860000 -0.658186
X3.890000 -0.680473
X3.920000 -0.702146
X3.950000 -0.723188
X3.980000 -0.743579
X4.010000 -0.763301
X4.040000 -0.782336
X4.070000 -0.800667
X4.100000 -0.818277
X4.130000 -0.835151
X4.160000 -0.851273
X4.190000 -0.866630
X4.220000 -0.881206
X4.250000 -0.894989
X4.280000 -0.907967
X4.310000 -0.920128
X4.340000 -0.931461
X4.370000 -0.941955
X4.400000 -0.951602
X4.430000 -0.960392
X4.460000 -0.968319
X4.490000 -0.975373
X4.520000 -0.981550
X4.550000 -0.986844
X4.580000 -0.991249
X4.610000 -0.994763
X4.640000 -0.997381
X4.670000 -0.999102
X4.700000 -0.999923
X4.730000 -0.999845
X4.760000 -0.998867
X4.790000 -0.996990
X4.820000 -0.994216
X4.850000 -0.990547
X4.880000 -0.985986
X4.910000 -0.980538
X4.940000 -0.974208
X4.970000 -0.967001
X5.000000 -0.958924
X5.030000 -0.949984
X5.060000 -0.940189
X5.090000 -0.929548
X5.120000 -0.918070
X5.150000 -0.905767
X5.180000 -0.892648
X5.210000 -0.878725
X5.240000 -0.864012
X5.270000 -0.848522
X5.300000 -0.832267
X5.330000 -0.815264
X5.360000 -0.797527
X5.390000 -0.779073
X5.420000 -0.759917
X5.450000 -0.740077
X5.480000 -0.719572
X5.510000 -0.698418
X5.540000 -0.676637
X5.570000 -0.654246
X5.600000 -0.631267
X5.630000 -0.607719
X5.660000 -0.583625
X5.690000 -0.559005
X5.720000 -0.533882
X5.750000 -0.508279
X5.780000 -0.482218
X5.810000 -0.455724
X5.840000 -0.428819
X5.870000 -0.401529
X5.900000 -0.373877
X5.930000 -0.345888
X5.960000 -0.317589
X5.990000 -0.289003
X6.020000 -0.260157
X6.050000 -0.231078
X6.080000 -0.201790
X6.110000 -0.172321
X6.140000 -0.142697
X6.170000 -0.112944
X6.200000 -0.083089
X6.230000 -0.053160
X6.260000 -0.023183
X6.290000 0.006815
X6.320000 0.036806
X6.350000 0.066765
X6.380000 0.096664
X6.410000 0.126475
X6.440000 0.156173
X6.470000 0.185730
X6.500000 0.215120
X6.530000 0.244316
X6.560000 0.273293
X6.590000 0.302024
X6.620000 0.330482
X6.650000 0.358644
X6.680000 0.386483
X6.710000 0.413973
X6.740000 0.441092
X6.770000 0.467813
X6.800000 0.494113
X6.830000 0.519969
X6.860000 0.545357
X6.890000 0.570254
X6.920000 0.594637
X6.950000 0.618486
X6.980000 0.641778
X7.010000 0.664493
X7.040000 0.686609
X7.070000 0.708108
X7.100000 0.728969
X7.130000 0.749174
X7.160000 0.768705
X7.190000 0.787545
X7.220000 0.805675
X7.250000 0.823081
X7.280000 0.839746
X7.310000 0.855655
X7.340000 0.870794
X7.370000 0.885149
X7.400000 0.898708
X7.430000 0.911458
X7.460000 0.923388
X7.490000 0.934487
X7.520000 0.944745
X7.550000 0.954152
X7.580000 0.962701
X7.610000 0.970384
X7.640000 0.977193
X7.670000 0.983123
X7.700000 0.988168
X7.730000 0.992324
X7.760000 0.995587
X7.790000 0.997954
X7.820000 0.999423
X7.850000 0.999992
X7.880000 0.999662
X7.910000 0.998431
X7.940000 0.996303
X7.970000 0.993277
X8.000000 0.989358
X8.030000 0.984549
X8.060000 0.978853
X8.090000 0.972277
X8.120000 0.964825
X8.150000 0.956506
X8.180000 0.947325
X8.210000 0.937292
X8.240000 0.926415
X8.270000 0.914705
X8.300000 0.902172
X8.330000 0.888827
X8.360000 0.874681
X8.390000 0.859749
X8.420000 0.844043
X8.450000 0.827577
X8.480000 0.810367
X8.510000 0.792427
X8.540000 0.773774
X8.570000 0.754425
X8.600000 0.734397
X8.630000 0.713708
X8.660000 0.692377
X8.690000 0.670422
X8.720000 0.647865
X8.750000 0.624724
X8.780000 0.601021
X8.810000 0.576777
X8.840000 0.552014
X8.870000 0.526755
X8.900000 0.501021
X8.930000 0.474836
X8.960000 0.448224
X8.990000 0.421209
X9.020000 0.393815
X9.050000 0.366066
X9.080000 0.337988
X9.110000 0.309605
X9.140000 0.280944
X9.170000 0.252031
X9.200000 0.222890
X9.230000 0.193549
X9.260000 0.164033
X9.290000 0.134370
X9.320000 0.104586
X9.350000 0.074708
X9.380000 0.044763
X9.410000 0.014777
X9.440000 -0.015221
X9.470000 -0.045207
X9.500000 -0.075151
X9.530000 -0.105028
X9.560000 -0.134810
X9.590000 -0.164471
X9.620000 -0.193984
X9.650000 -0.223323
X9.680000 -0.252460
X9.710000 -0.281371
X9.740000 -0.310028
X9.770000 -0.338406
X9.800000 -0.366479
X9.830000 -0.394223
X9.860000 -0.421612
X9.890000 -0.448621
X9.920000 -0.475227
X9.950000 -0.501405
X9.980000 -0.527132
END_OF_FILE
  if test 12673 -ne `wc -c <'sin.pts'`; then
    echo shar: \"'sin.pts'\" unpacked with wrong size!
  fi
  # end of 'sin.pts'
fi
if test -f 'sin3.pts' -a "${1}" != "-c" ; then
  echo shar: Will not clobber existing file \"'sin3.pts'\"
else
  echo shar: Extracting \"'sin3.pts'\" \(12673 characters\)
  sed "s/^X//" >'sin3.pts' <<'END_OF_FILE'
X-1.570000 -1.000000
X4.700000 -0.999923
X-7.840000 -0.999902
X-7.870000 -0.999872
X4.730000 -0.999845
X-1.600000 -0.999574
X-1.540000 -0.999526
X4.670000 -0.999102
X-7.810000 -0.999033
X-7.900000 -0.998941
X4.760000 -0.998867
X-1.630000 -0.998248
X-1.510000 -0.998152
X4.640000 -0.997381
X-7.780000 -0.997265
X-7.930000 -0.997112
X4.790000 -0.996990
X-1.660000 -0.996024
X-1.480000 -0.995881
X4.610000 -0.994763
X-7.750000 -0.994599
X-7.960000 -0.994385
X4.820000 -0.994216
X-1.690000 -0.992904
X-1.450000 -0.992713
X4.580000 -0.991249
X-7.720000 -0.991038
X-7.990000 -0.990764
X4.850000 -0.990547
X-1.720000 -0.988890
X-1.420000 -0.988652
X4.550000 -0.986844
X-7.690000 -0.986585
X-8.020000 -0.986251
X4.880000 -0.985986
X-1.750000 -0.983986
X-1.390000 -0.983701
X4.520000 -0.981550
X-7.660000 -0.981244
X-8.050000 -0.980850
X4.910000 -0.980538
X-1.780000 -0.978197
X-1.360000 -0.977865
X4.490000 -0.975373
X-7.630000 -0.975021
X-8.080000 -0.974566
X4.940000 -0.974208
X-1.810000 -0.971527
X-1.330000 -0.971148
X4.460000 -0.968319
X-7.600000 -0.967920
X-8.110000 -0.967406
X4.970000 -0.967001
X-1.840000 -0.963983
X-1.300000 -0.963558
X4.430000 -0.960392
X-7.570000 -0.959947
X-8.140000 -0.959375
X5.000000 -0.958924
X-1.870000 -0.955572
X-1.270000 -0.955101
X4.400000 -0.951602
X-7.540000 -0.951111
X-8.170000 -0.950480
X5.030000 -0.949984
X-1.900000 -0.946300
X-1.240000 -0.945784
X4.370000 -0.941955
X-7.510000 -0.941419
X-8.200000 -0.940731
X5.060000 -0.940189
X-1.930000 -0.936177
X-1.210000 -0.935616
X4.340000 -0.931461
X-7.480000 -0.930880
X-8.230000 -0.930134
X5.090000 -0.929548
X-1.960000 -0.925212
X-1.180000 -0.924606
X4.310000 -0.920128
X-7.450000 -0.919503
X-8.260000 -0.918701
X5.120000 -0.918070
X-1.990000 -0.913413
X-1.150000 -0.912764
X4.280000 -0.907967
X-7.420000 -0.907299
X-8.290000 -0.906440
X5.150000 -0.905767
X-2.020000 -0.900793
X-1.120000 -0.900100
X4.250000 -0.894989
X-7.390000 -0.894278
X-8.320000 -0.893364
X5.180000 -0.892648
X-2.050000 -0.887362
X-1.090000 -0.886627
X4.220000 -0.881206
X-7.360000 -0.880452
X-8.350000 -0.879484
X5.210000 -0.878725
X-2.080000 -0.873133
X-1.060000 -0.872355
X4.190000 -0.866630
X-7.330000 -0.865834
X-8.380000 -0.864813
X5.240000 -0.864012
X-2.110000 -0.858118
X-1.030000 -0.857299
X4.160000 -0.851273
X-7.300000 -0.850437
X-8.410000 -0.849363
X5.270000 -0.848522
X-2.140000 -0.842330
X-1.000000 -0.841471
X4.130000 -0.835151
X-7.270000 -0.834274
X-8.440000 -0.833149
X5.300000 -0.832267
X-2.170000 -0.825785
X-0.970000 -0.824886
X4.100000 -0.818277
X-7.240000 -0.817361
X-8.470000 -0.816185
X5.330000 -0.815264
X-2.200000 -0.808496
X-0.940000 -0.807558
X4.070000 -0.800667
X-7.210000 -0.799712
X-8.500000 -0.798487
X5.360000 -0.797527
X-2.230000 -0.790480
X-0.910000 -0.789504
X4.040000 -0.782336
X-7.180000 -0.781343
X-8.530000 -0.780070
X5.390000 -0.779073
X-2.260000 -0.771753
X-0.880000 -0.770739
X4.010000 -0.763301
X-7.150000 -0.762271
X-8.560000 -0.760951
X5.420000 -0.759917
X-2.290000 -0.752331
X-0.850000 -0.751280
X3.980000 -0.743579
X-7.120000 -0.742513
X-8.590000 -0.741147
X5.450000 -0.740077
X-2.320000 -0.732231
X-0.820000 -0.731146
X3.950000 -0.723188
X-7.090000 -0.722087
X-8.620000 -0.720677
X5.480000 -0.719572
X-2.350000 -0.711473
X-0.790000 -0.710353
X3.920000 -0.702146
X-7.060000 -0.701011
X-8.650000 -0.699557
X5.510000 -0.698418
X-2.380000 -0.690075
X-0.760000 -0.688921
X3.890000 -0.680473
X-7.030000 -0.679305
X-8.680000 -0.677809
X5.540000 -0.676637
X-2.410000 -0.668056
X-0.730000 -0.666870
X3.860000 -0.658186
X-7.000000 -0.656987
X-8.710000 -0.655450
X5.570000 -0.654246
X-2.440000 -0.645435
X-0.700000 -0.644218
X3.830000 -0.635308
X-6.970000 -0.634077
X-8.740000 -0.632501
X5.600000 -0.631267
X-2.470000 -0.622234
X-0.670000 -0.620986
X3.800000 -0.611858
X-6.940000 -0.610597
X-8.770000 -0.608983
X5.630000 -0.607719
X-2.500000 -0.598472
X-0.640000 -0.597195
X3.770000 -0.587857
X-6.910000 -0.586568
X-8.800000 -0.584917
X5.660000 -0.583625
X-2.530000 -0.574172
X-0.610000 -0.572867
X3.740000 -0.563327
X-6.880000 -0.562011
X-8.830000 -0.560325
X5.690000 -0.559005
X-2.560000 -0.549355
X-0.580000 -0.548024
X3.710000 -0.538291
X-6.850000 -0.536948
X-8.860000 -0.535228
X5.720000 -0.533882
X9.980000 -0.527132
X-2.590000 -0.524044
X-0.550000 -0.522687
X3.680000 -0.512769
X-6.820000 -0.511401
X-8.890000 -0.509650
X5.750000 -0.508279
X9.950000 -0.501405
X-2.620000 -0.498262
X-0.520000 -0.496880
X3.650000 -0.486787
X-6.790000 -0.485395
X-8.920000 -0.483613
X5.780000 -0.482218
X9.920000 -0.475227
X-2.650000 -0.472031
X-0.490000 -0.470626
X3.620000 -0.460366
X-6.760000 -0.458951
X-8.950000 -0.457141
X5.810000 -0.455724
X9.890000 -0.448621
X-2.680000 -0.445375
X-0.460000 -0.443948
X3.590000 -0.433531
X-6.730000 -0.432095
X-8.980000 -0.430257
X5.840000 -0.428819
X9.860000 -0.421612
X-2.710000 -0.418318
X-0.430000 -0.416871
X3.560000 -0.406306
X-6.700000 -0.404850
X-9.010000 -0.402987
X5.870000 -0.401529
X9.830000 -0.394223
X-2.740000 -0.390885
X-0.400000 -0.389418
X3.530000 -0.378715
X-6.670000 -0.377240
X-9.040000 -0.375353
X5.900000 -0.373877
X9.800000 -0.366479
X-2.770000 -0.363100
X-0.370000 -0.361615
X3.500000 -0.350783
X-6.640000 -0.349291
X-9.070000 -0.347382
X5.930000 -0.345888
X9.770000 -0.338406
X-2.800000 -0.334988
X-0.340000 -0.333487
X3.470000 -0.322536
X-6.610000 -0.321028
X-9.100000 -0.319098
X5.960000 -0.317589
X9.740000 -0.310028
X-2.830000 -0.306575
X-0.310000 -0.305059
X3.440000 -0.293998
X-6.580000 -0.292476
X-9.130000 -0.290527
X5.990000 -0.289003
X9.710000 -0.281371
X-2.860000 -0.277886
X-0.280000 -0.276356
X3.410000 -0.265196
X-6.550000 -0.263660
X-9.160000 -0.261695
X6.020000 -0.260157
X9.680000 -0.252460
X-2.890000 -0.248947
X-0.250000 -0.247404
X3.380000 -0.236155
X-6.520000 -0.234607
X-9.190000 -0.232627
X6.050000 -0.231078
X9.650000 -0.223323
X-2.920000 -0.219784
X-0.220000 -0.218230
X3.350000 -0.206902
X-6.490000 -0.205344
X-9.220000 -0.203350
X6.080000 -0.201790
X9.620000 -0.193984
X-2.950000 -0.190423
X-0.190000 -0.188859
X3.320000 -0.177462
X-6.460000 -0.175895
X-9.250000 -0.173889
X6.110000 -0.172321
X9.590000 -0.164471
X-2.980000 -0.160890
X-0.160000 -0.159318
X3.290000 -0.147863
X-6.430000 -0.146288
X-9.280000 -0.144273
X6.140000 -0.142697
X9.560000 -0.134810
X-3.010000 -0.131213
X-0.130000 -0.129634
X3.260000 -0.118131
X-6.400000 -0.116549
X-9.310000 -0.114526
X6.170000 -0.112944
X9.530000 -0.105028
X-3.040000 -0.101418
X-0.100000 -0.099833
X3.230000 -0.088292
X-6.370000 -0.086706
X-9.340000 -0.084676
X6.200000 -0.083089
X9.500000 -0.075151
X-3.070000 -0.071532
X-0.070000 -0.069943
X3.200000 -0.058374
X-6.340000 -0.056784
X-9.370000 -0.054751
X6.230000 -0.053160
X9.470000 -0.045207
X-3.100000 -0.041581
X-0.040000 -0.039989
X3.170000 -0.028404
X-6.310000 -0.026811
X-9.400000 -0.024775
X6.260000 -0.023183
X9.440000 -0.015221
X-3.130000 -0.011592
X-0.010000 -0.010000
X3.140000 0.001593
X-6.280000 0.003185
X-9.430000 0.005222
X6.290000 0.006815
X9.410000 0.014777
X-3.160000 0.018406
X0.020000 0.019999
X3.110000 0.031587
X-6.250000 0.033179
X-9.460000 0.035215
X6.320000 0.036806
X9.380000 0.044763
X-3.190000 0.048388
X0.050000 0.049979
X3.080000 0.061554
X-6.220000 0.063143
X-9.490000 0.065176
X6.350000 0.066765
X9.350000 0.074708
X-3.220000 0.078327
X0.080000 0.079915
X3.050000 0.091465
X-6.190000 0.093051
X-9.520000 0.095078
X6.380000 0.096664
X9.320000 0.104586
X-3.250000 0.108195
X0.110000 0.109778
X3.020000 0.121293
X-6.160000 0.122874
X-9.550000 0.124895
X6.410000 0.126475
X9.290000 0.134370
X-3.280000 0.137966
X0.140000 0.139543
X2.990000 0.151013
X-6.130000 0.152587
X-9.580000 0.154599
X6.440000 0.156173
X9.260000 0.164033
X-3.310000 0.167612
X0.170000 0.169182
X2.960000 0.180596
X-6.100000 0.182163
X-9.610000 0.184165
X6.470000 0.185730
X9.230000 0.193549
X-3.340000 0.197108
X0.200000 0.198669
X2.930000 0.210017
X-6.070000 0.211574
X-9.640000 0.213564
X6.500000 0.215120
X9.200000 0.222890
X-3.370000 0.226427
X0.230000 0.227978
X2.900000 0.239249
X-6.040000 0.240795
X-9.670000 0.242772
X6.530000 0.244316
X9.170000 0.252031
X-3.400000 0.255541
X0.260000 0.257081
X2.870000 0.268266
X-6.010000 0.269800
X-9.700000 0.271761
X6.560000 0.273293
X9.140000 0.280944
X-3.430000 0.284426
X0.290000 0.285952
X2.840000 0.297041
X-5.980000 0.298562
X-9.730000 0.300505
X6.590000 0.302024
X9.110000 0.309605
X-3.460000 0.313054
X0.320000 0.314567
X2.810000 0.325549
X-5.950000 0.327055
X-9.760000 0.328979
X6.620000 0.330482
X9.080000 0.337988
X-3.490000 0.341401
X0.350000 0.342898
X2.780000 0.353764
X-5.920000 0.355254
X-9.790000 0.357157
X6.650000 0.358644
X9.050000 0.366066
X-3.520000 0.369441
X0.380000 0.370920
X2.750000 0.381661
X-5.890000 0.383133
X-9.820000 0.385013
X6.680000 0.386483
X9.020000 0.393815
X-3.550000 0.397148
X0.410000 0.398609
X2.720000 0.409214
X-5.860000 0.410667
X-9.850000 0.412523
X6.710000 0.413973
X8.990000 0.421209
X-3.580000 0.424498
X0.440000 0.425939
X2.690000 0.436399
X-5.830000 0.437832
X-9.880000 0.439662
X6.740000 0.441092
X8.960000 0.448224
X-3.610000 0.451466
X0.470000 0.452886
X2.660000 0.463191
X-5.800000 0.464602
X-9.910000 0.466405
X6.770000 0.467813
X8.930000 0.474836
X-3.640000 0.478027
X0.500000 0.479426
X2.630000 0.489567
X-5.770000 0.490955
X-9.940000 0.492728
X6.800000 0.494113
X8.900000 0.501021
X-3.670000 0.504159
X0.530000 0.505533
X2.600000 0.515501
X-5.740000 0.516865
X-9.970000 0.518608
X6.830000 0.519969
X8.870000 0.526755
X-3.700000 0.529836
X0.560000 0.531186
X2.570000 0.540972
X-5.710000 0.542311
X-10.000000 0.544021
X6.860000 0.545357
X8.840000 0.552014
X-3.730000 0.555037
X0.590000 0.556361
X2.540000 0.565956
X-5.680000 0.567269
X6.890000 0.570254
X8.810000 0.576777
X-3.760000 0.579738
X0.620000 0.581035
X2.510000 0.590431
X-5.650000 0.591716
X6.920000 0.594637
X8.780000 0.601021
X-3.790000 0.603918
X0.650000 0.605186
X2.480000 0.614374
X-5.620000 0.615630
X6.950000 0.618486
X8.750000 0.624724
X-3.820000 0.627554
X0.680000 0.628793
X2.450000 0.637765
X-5.590000 0.638991
X6.980000 0.641778
X8.720000 0.647865
X-3.850000 0.650625
X0.710000 0.651834
X2.420000 0.660581
X-5.560000 0.661776
X7.010000 0.664493
X8.690000 0.670422
X-3.880000 0.673111
X0.740000 0.674288
X2.390000 0.682803
X-5.530000 0.683966
X7.040000 0.686609
X8.660000 0.692377
X-3.910000 0.694991
X0.770000 0.696135
X2.360000 0.704411
X-5.500000 0.705540
X7.070000 0.708108
X8.630000 0.713708
X-3.940000 0.716246
X0.800000 0.717356
X2.330000 0.725384
X-5.470000 0.726480
X7.100000 0.728969
X8.600000 0.734397
X-3.970000 0.736856
X0.830000 0.737931
X2.300000 0.745705
X-5.440000 0.746765
X7.130000 0.749174
X8.570000 0.754425
X-4.000000 0.756802
X0.860000 0.757843
X2.270000 0.765355
X-5.410000 0.766379
X7.160000 0.768705
X8.540000 0.773774
X-4.030000 0.776068
X0.890000 0.777072
X2.240000 0.784316
X-5.380000 0.785303
X7.190000 0.787545
X8.510000 0.792427
X-4.060000 0.794636
X0.920000 0.795602
X2.210000 0.802571
X-5.350000 0.803520
X7.220000 0.805675
X8.480000 0.810367
X-4.090000 0.812488
X0.950000 0.813416
X2.180000 0.820104
X-5.320000 0.821014
X7.250000 0.823081
X8.450000 0.827577
X-4.120000 0.829609
X0.980000 0.830497
X2.150000 0.836899
X-5.290000 0.837769
X7.280000 0.839746
X8.420000 0.844043
X-4.150000 0.845984
X1.010000 0.846832
X2.120000 0.852940
X-5.260000 0.853771
X7.310000 0.855655
X8.390000 0.859749
X-4.180000 0.861597
X1.040000 0.862404
X2.090000 0.868215
X-5.230000 0.869004
X7.340000 0.870794
X8.360000 0.874681
X-4.210000 0.876435
X1.070000 0.877201
X2.060000 0.882707
X-5.200000 0.883455
X7.370000 0.885149
X8.330000 0.888827
X-4.240000 0.890484
X1.100000 0.891207
X2.030000 0.896406
X-5.170000 0.897111
X7.400000 0.898708
X8.300000 0.902172
X-4.270000 0.903732
X1.130000 0.904412
X2.000000 0.909297
X-5.140000 0.909959
X7.430000 0.911458
X8.270000 0.914705
X-4.300000 0.916166
X1.160000 0.916803
X1.970000 0.921371
X-5.110000 0.921989
X7.460000 0.923388
X8.240000 0.926415
X-4.330000 0.927776
X1.190000 0.928369
X1.940000 0.932615
X-5.080000 0.933189
X7.490000 0.934487
X8.210000 0.937292
X-4.360000 0.938551
X1.220000 0.939099
X1.910000 0.943020
X-5.050000 0.943549
X7.520000 0.944745
X8.180000 0.947325
X-4.390000 0.948481
X1.250000 0.948985
X1.880000 0.952576
X-5.020000 0.953060
X7.550000 0.954152
X8.150000 0.956506
X-4.420000 0.957558
X1.280000 0.958016
X1.850000 0.961275
X-4.990000 0.961713
X7.580000 0.962701
X8.120000 0.964825
X-4.450000 0.965773
X1.310000 0.966185
X1.820000 0.969109
X-4.960000 0.969501
X7.610000 0.970384
X8.090000 0.972277
X-4.480000 0.973119
X1.340000 0.973485
X1.790000 0.976071
X-4.930000 0.976416
X7.640000 0.977193
X8.060000 0.978853
X-4.510000 0.979589
X1.370000 0.979908
X1.760000 0.982154
X-4.900000 0.982453
X7.670000 0.983123
X8.030000 0.984549
X-4.540000 0.985178
X1.400000 0.985450
X1.730000 0.987354
X-4.870000 0.987605
X7.700000 0.988168
X8.000000 0.989358
X-4.570000 0.989880
X1.430000 0.990105
X1.700000 0.991665
X-4.840000 0.991869
X7.730000 0.992324
X7.970000 0.993277
X-4.600000 0.993691
X1.460000 0.993868
X1.670000 0.995083
X-4.810000 0.995240
X7.760000 0.995587
X7.940000 0.996303
X-4.630000 0.996608
X1.490000 0.996738
X1.640000 0.997606
X-4.780000 0.997715
X7.790000 0.997954
X7.910000 0.998431
X-4.660000 0.998628
X1.520000 0.998710
X1.610000 0.999232
X-4.750000 0.999293
X7.820000 0.999423
X7.880000 0.999662
X-4.690000 0.999749
X1.550000 0.999784
X1.580000 0.999958
X-4.720000 0.999971
X7.850000 0.999992
END_OF_FILE
  if test 12673 -ne `wc -c <'sin3.pts'`; then
    echo shar: \"'sin3.pts'\" unpacked with wrong size!
  fi
  # end of 'sin3.pts'
fi
echo shar: End of archive 5 \(of 7\).
cp /dev/null ark5isdone
MISSING=""
for I in 1 2 3 4 5 6 7 ; do
    if test ! -f ark${I}isdone ; then
    MISSING="${MISSING} ${I}"
    fi
done
if test "${MISSING}" = "" ; then
    echo You have unpacked all 7 archives.
    rm -f ark[1-9]isdone
else
    echo You still must unpack the following archives:
    echo "        " ${MISSING}
fi
exit 0
exit 0 # Just in case...