Source file str2toks.icn
############################################################################
#
#	File:     str2toks.icn
#
#	Subject:  Procedures to convert string to tokens
#
#	Author:   Richard L. Goerwitz
#
#	Date:	  March 3, 1996
#
############################################################################
#
#   This file is in the public domain.
#
############################################################################
#
#	Version:  1.2
#
############################################################################
#
#  str2toks:  cset x string x integer x integer -> strings
#             (c, s, i, j)                      -> s1, s2, ...
#
#      Suspends portions of s[i:j] delimited by characters in c.  The
#      usual defaults for s, i, and j apply, although str2toks is not
#      meant as a primitive scanning function (note that it suspends
#      strings, and not integer positions).
#
#      Defaults:
#
#          c     ~(&letters ++ &digits)
#          s     &subject
#          i     &pos if s is defaulted, otherwise 1
#          j     0
#
#  Basically, this file is just a very simple piece of code wrapped up
#  with some sensible defaults, and isolated in its own procedure.
#
############################################################################
#
#  Example:
#
#      "hello, how are ya?" ? every write(str2toks())
#
#  The above expression would write to &output, on successive lines,
#  the words "hello", "how", "are", and finally "ya" (skipping the
#  punctuation).  Naturally, the beginning and end of the line count
#  as delimiters.
#
#  Note that if i > 1 or j < *s+1 some tokens may end up appearing
#  truncated.  Normally, one should simply use the defaults for i and
#  j - and for s as well when inside a scanning expression.
#
############################################################################

procedure str2toks(c, s, i, j)

    local token, default_val

    /c := ~(&letters ++ &digits)

    if /s := &subject
    then default_val := &pos
    else default_val := 1

    if \i then {
	if i < 1 then
	    i := *s + (i+1)
    }
    else i := default_val
	
    if \j then {
	if j < 1 then
	    j := *s + (j+1)
    }
    else j := *s+1

    s[i:j] ? {
	tab(many(c))
	while token := tab(upto(c)) do {
	    suspend token
	    tab(many(c))
	}
	suspend "" ~== tab(0)
    }

end
	
	

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