lisp/nxml/xsd-regexp.el

   1 ;;; xsd-regexp.el --- translate W3C XML Schema regexps to Emacs regexps
   2
   3 ;; Copyright (C) 2003, 2007-2016 Free Software Foundation, Inc.
   4
   5 ;; Author: James Clark
   6 ;; Keywords: wp, hypermedia, languages, XML, regexp
   7
   8 ;; This file is part of GNU Emacs.
   9
  10 ;; GNU Emacs is free software: you can redistribute it and/or modify
  11 ;; it under the terms of the GNU General Public License as published by
  12 ;; the Free Software Foundation, either version 3 of the License, or
  13 ;; (at your option) any later version.
  14
  15 ;; GNU Emacs is distributed in the hope that it will be useful,
  16 ;; but WITHOUT ANY WARRANTY; without even the implied warranty of
  17 ;; MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
  18 ;; GNU General Public License for more details.
  19
  20 ;; You should have received a copy of the GNU General Public License
  21 ;; along with GNU Emacs.  If not, see <http://www.gnu.org/licenses/>.
  22
  23 ;;; Commentary:
  24
  25 ;; This handles the regular expressions in the syntax defined by:
  26 ;; W3C XML Schema Part 2: Datatypes
  27 ;; <http://www.w3.org/TR/xmlschema-2/#regexs>
  28 ;;
  29 ;; The main entry point is `xsdre-translate'.
  30 ;;
  31 ;; The features of XSD regexps that make this non-trivial are:
  32 ;;
  33 ;; - \p{PROP} escape for matching characters that have various
  34 ;;   Unicode-defined properties
  35 ;; - character class subtraction:, e.g. [\p{L}-[abc]] matches
  36 ;;   any character in the L category other than a, b and c.
  37 ;;
  38 ;; We compute the set of Unicode characters denoted by each XSD
  39 ;; char-class as a list of ranges.  The regexp generated for a
  40 ;; single escape can be large (several thousand characters).
  41 ;;
  42 ;; XSD has non-traditional rules about when characters must be
  43 ;; and can be quoted with \.  These are quite different from
  44 ;; the Emacs rules.
  45 ;;
  46 ;; The semantics of XSD regexps are defined in terms of Unicode.
  47 ;; Non-Unicode characters are not allowed in regular expressions and
  48 ;; will not match against the generated regular expressions.  A
  49 ;; Unicode character means a character in one of the Mule charsets
  50 ;; ascii, latin-iso8859-1, mule-unicode-0100-24ff,
  51 ;; mule-unicode-2500-33ff, mule-unicode-e000-ffff, eight-bit-control
  52 ;; or a character translatable to such a character (i.e a character
  53 ;; for which `encode-char' will return non-nil).
  54 ;;
  55 ;; Using unify-8859-on-decoding-mode is probably a good idea here
  56 ;; (and generally with XML and other Unicode-oriented formats).
  57 ;;
  58 ;; Unfortunately, this means that this package is currently useless
  59 ;; for CJK characters, since there's no mule-unicode charset for the
  60 ;; CJK ranges of Unicode.  We should devise a workaround for this
  61 ;; until the fabled Unicode version of Emacs makes an appearance.
  62
  63 ;;; Code:
  64
  65 (defun xsdre-translate (regexp)
  66   "Translate a W3C XML Schema Datatypes regexp to an Emacs regexp.
  67 Returns a string.  REGEXP is a string.  If REGEXP is not a valid XSD
  68 regexp, signal an `xsdre-invalid-regexp' condition."
  69   (xsdre-from-symbolic
  70    (xsdre-to-symbolic regexp)))
  71
  72 (defvar xsdre-test-history nil)
  73
  74 (defun xsdre-test-regexp ()
  75   (interactive)
  76   (while
  77       (let* ((str (read-from-minibuffer "Regexp: "
  78                                         nil
  79                                         nil
  80                                         nil
  81                                         'xsdre-test-history))
  82              (symbolic
  83               (xsdre-to-symbolic str)))
  84         (with-output-to-temp-buffer "*XSD Regexp Test*"
  85           (princ "XSD regexp: ")
  86           (princ str)
  87           (princ "\n")
  88           (princ "Symbolic: ")
  89           (princ "\n")
  90           (pp symbolic)
  91           (princ "\n")
  92           (princ "Emacs regexp: ")
  93           (princ (xsdre-from-symbolic symbolic)))
  94         t)))
  95
  96 ;;; Range lists
  97
  98 (defsubst xsdre-make-range (first last)
  99   "Return a representation of a range of integers.
 100 If the range contains a single integer, it is represented by that integer.
 101 Otherwise, it is represented by a (FIRST . LAST) pair."
 102   (if (= first last)
 103       first
 104     (cons first last)))
 105
 106 (defsubst xsdre-range-first (r)
 107   "Return the first integer in a range."
 108   (if (consp r) (car r) r))
 109
 110 (defsubst xsdre-range-last (r)
 111   "Return the last integer in a range."
 112   (if (consp r) (cdr r) r))
 113
 114 (defun xsdre-make-range-list (list)
 115   "Make a range-list from a list of ranges.
 116 A range-list represents a set of integers by a list of ranges in a
 117 canonical form, in which ranges are in increasing order, and adjacent
 118 ranges are merged wherever possible."
 119   (when list
 120     (setq list
 121           (sort list 'xsdre-range-less-than))
 122     (let* ((next (cdr list))
 123            (tail list)
 124            (head (car list))
 125            (first (xsdre-range-first head))
 126            (last (xsdre-range-last head)))
 127       (while next
 128         (setq head (car next))
 129         (when (> (xsdre-range-last head) last)
 130           (if (<= (xsdre-range-first head) (1+ last))
 131               (setq last (xsdre-range-last head))
 132             (setcar tail (xsdre-make-range first last))
 133             (setcdr tail next)
 134             (setq tail next)
 135             (setq first (xsdre-range-first head))
 136             (setq last (xsdre-range-last head))))
 137         (setq next (cdr next)))
 138       (setcar tail (xsdre-make-range first last))
 139       (setcdr tail nil)
 140       list)))
 141
 142
 143 (defun xsdre-range-list-union (range-lists)
 144   "Return a range-list, the union of a list of range-lists."
 145   (xsdre-make-range-list (apply 'append range-lists)))
 146
 147 (defun xsdre-range-list-difference (orig subtract)
 148   "Return a range-list for the difference of two range-lists."
 149   (when orig
 150     (let (new head next first last)
 151       (while orig
 152         (setq head (car orig))
 153         (setq first (xsdre-range-first head))
 154         (setq last (xsdre-range-last head))
 155         (while (and subtract
 156                     (< (xsdre-range-last (car subtract)) first))
 157           (setq subtract (cdr subtract)))
 158         (while (and subtract
 159                     (<= first last)
 160                     (<= (xsdre-range-first (car subtract)) last))
 161           (when (< first (xsdre-range-first (car subtract)))
 162             (setq new
 163                   (cons (xsdre-make-range
 164                          first
 165                          (1- (xsdre-range-first (car subtract))))
 166                         new)))
 167           (if (< (xsdre-range-last (car subtract)) last)
 168               (progn
 169                 (setq first (1+ (xsdre-range-last (car subtract))))
 170                 (setq subtract (cdr subtract)))
 171             (setq first (1+ last))))
 172         (when (<= first last)
 173           (setq new (cons (xsdre-make-range first last) new)))
 174         (setq orig (cdr orig)))
 175       (nreverse new))))
 176
 177 (defun xsdre-range-less-than (r1 r2)
 178   "Return non-nil if range R1 is less than range R2."
 179   (or (< (xsdre-range-first r1) (xsdre-range-first r2))
 180       (and (= (xsdre-range-first r1) (xsdre-range-first r2))
 181            (< (xsdre-range-last r1) (xsdre-range-last r2)))))
 182
 183 (defun xsdre-check-range-list (range-list)
 184   "Check that RANGE-LIST is a range-list.
 185 Signal an error if it is not."
 186   (let ((last nil))
 187     (while range-list
 188       (unless (consp range-list)
 189         (error "Range list not a list"))
 190       (let ((head (car range-list)))
 191         (unless (or (integerp head)
 192                     (and (consp head)
 193                          (integerp (car head))
 194                          (integerp (cdr head))))
 195           (error "Bad range %s" head))
 196         (when (and last
 197                    (not (< (1+ last) (xsdre-range-first head))))
 198           (error "Ranges not strictly increasing"))
 199         (setq last (xsdre-range-last head)))
 200       (setq range-list (cdr range-list))))
 201   t)
 202
 203 ;;; Compiling symbolic regexps to Emacs regexps
 204
 205 (defun xsdre-from-symbolic (re)
 206   "Return an Emacs regexp for the symbolic regexp RE."
 207   (apply 'concat
 208          (nreverse (xsdre-compile-regexp re nil))))
 209
 210 (defun xsdre-compile-regexp (re accum)
 211   "Return a Emacs regular expression for the symbolic regexp RE.
 212 Returns a list of strings whose head is the regexp for RE
 213 and whose tail is ACCUM."
 214   (cond ((not (consp re))
 215          (xsdre-compile-char-class re accum))
 216         ((eq (car re) 'choice)
 217          (setq accum (cons "\\(?:" accum))
 218          (let ((choices (cdr re)))
 219            (while choices
 220              (setq accum
 221                    (xsdre-compile-regexp (car choices)
 222                                          accum))
 223              (setq choices (cdr choices))
 224              (when choices
 225                (setq accum
 226                      (cons "\\|" accum)))))
 227          (cons "\\)" accum))
 228         ((eq (car re) 'sequence)
 229          (let ((members (cdr re)))
 230            (while members
 231              (setq accum (xsdre-compile-regexp (car members)
 232                                                accum))
 233              (setq members (cdr members))))
 234          accum)
 235         ((eq (car re) 'repeat)
 236          (let* ((sub (nth 1 re))
 237                 (lower (nth 2 re))
 238                 (upper (nth 3 re))
 239                 (need-paren (and (consp sub)
 240                                  (eq (car sub) 'sequence))))
 241            (when need-paren
 242              (setq accum (cons "\\(?:" accum)))
 243            (setq accum
 244                  (xsdre-compile-regexp sub accum))
 245            (when need-paren
 246              (setq accum (cons "\\)" accum)))
 247            (cond ((not upper)
 248                   (cond ((eq lower 0)
 249                          (cons "*" accum))
 250                         ((eq lower 1)
 251                          (cons "+" accum))
 252                         (t
 253                          (cons (concat "\\{"
 254                                        (number-to-string lower)
 255                                        ",\\}")
 256                                accum))))
 257                  ((eq lower upper)
 258                   (cons (concat "\\{"
 259                                 (number-to-string lower)
 260                                 "\\}")
 261                         accum))
 262                  ((and (eq lower 0) (eq upper 1))
 263                   (cons "?" accum))
 264                  (t
 265                   (cons (concat "\\{"
 266                                 (number-to-string lower)
 267                                 ","
 268                                 (number-to-string upper)
 269                                 "\\}")
 270                         accum)))))
 271         (t (xsdre-compile-char-class re accum))))
 272
 273 (defun xsdre-compile-char-class (cc accum)
 274   "Return a Emacs regular expression for the symbolic character class CC.
 275 Returns a list of strings whose head is the regexp for CC
 276 and whose tail is ACCUM."
 277   (cons (if (integerp cc)
 278             (xsdre-compile-single-char cc)
 279           (let ((ranges (xsdre-range-list-mule-intersection
 280                          (xsdre-char-class-to-range-list cc))))
 281             (cond ((null ranges) "\001-\000")
 282                   ((and (null (cdr ranges))
 283                         (= (xsdre-range-first (car ranges))
 284                            (xsdre-range-last (car ranges))))
 285                    (xsdre-compile-single-char
 286                     (xsdre-range-first (car ranges))))
 287                   (t (xsdre-range-list-to-char-alternative ranges)))))
 288         accum))
 289
 290 (defun xsdre-compile-single-char (ch)
 291   (if (memq ch '(?. ?* ?+ ?? ?\[ ?\] ?^ ?$ ?\\))
 292       (string ?\\ ch)
 293     (string (decode-char 'ucs ch))))
 294
 295 (defun xsdre-char-class-to-range-list (cc)
 296   "Return a range-list for a symbolic char-class CC."
 297   (cond ((integerp cc) (list cc))
 298         ((symbolp cc)
 299          (or (get cc 'xsdre-ranges)
 300              (xsdre-char-class-to-range-list (get cc 'xsdre-char-class))))
 301         ((integerp (car cc))
 302          (if (= (car cc) (cdr cc))
 303              (car cc)
 304            cc))
 305         ((eq (car cc) 'union)
 306          (xsdre-range-list-union (mapcar 'xsdre-char-class-to-range-list
 307                                          (cdr cc))))
 308         ((eq (car cc) 'difference)
 309          (xsdre-range-list-difference
 310           (xsdre-char-class-to-range-list (nth 1 cc))
 311           (xsdre-char-class-to-range-list (nth 2 cc))))
 312         ((eq (car cc) 'range)
 313          (list (xsdre-make-range (nth 1 cc) (nth 2 cc))))
 314         (t (error "Internal error in XSD regexp compilation: \
 315 unknown char-class %s" cc))))
 316
 317 (defconst xsdre-mule-char-set-ranges
 318   '((0 . 127)
 319     (128 . 159)
 320     (160 . 255)
 321     (#x0100 . #x24ff)
 322     (#x2500 . #x33ff)
 323     (#xe000 . #xffff))
 324   "List of ranges for the Mule character sets containing Unicode characters.")
 325
 326 (defun xsdre-range-list-mule-intersection (range-list)
 327   "Return the intersection of RANGE-LIST with the mule-supported ranges.
 328 Also split ranges so that no range spans more that one mule charset."
 329   (when range-list
 330     (let* ((char-set-ranges (cdr xsdre-mule-char-set-ranges))
 331            (mule-ranges nil)
 332            (char-set-first (caar xsdre-mule-char-set-ranges))
 333            (char-set-last (cdar xsdre-mule-char-set-ranges))
 334            (range (car range-list))
 335            (first (xsdre-range-first range))
 336            (last (xsdre-range-last range)))
 337       (setq range-list (cdr range-list))
 338       (while (progn
 339                (cond ((> first last)
 340                       (if (null range-list)
 341                           nil
 342                         (setq range (car range-list))
 343                         (setq first (xsdre-range-first range))
 344                         (setq last (xsdre-range-last range))
 345                         (setq range-list (cdr range-list))
 346                         t))
 347                      ((< char-set-last first)
 348                       (if (null char-set-ranges)
 349                           nil
 350                         (setq char-set-first (caar char-set-ranges))
 351                         (setq char-set-last (cdar char-set-ranges))
 352                         (setq char-set-ranges (cdr char-set-ranges))
 353                         t))
 354                      ((< first char-set-first)
 355                       (setq first char-set-first))
 356                      ;; Now we know that
 357                      ;; first <= last
 358                      ;; first <= char-set-last
 359                      ;; first >= char-set-first
 360                      ((<= last char-set-last)
 361                       (setq mule-ranges
 362                             (cons (xsdre-make-range first last)
 363                                   mule-ranges))
 364                       (setq first (1+ last))
 365                       t)
 366                      (t
 367                       (setq mule-ranges
 368                             (cons (xsdre-make-range first char-set-last)
 369                                   mule-ranges))
 370                       (setq first (1+ char-set-last))
 371                       t))))
 372       (nreverse mule-ranges))))
 373
 374 (defun xsdre-range-list-to-char-alternative (range-list)
 375   "Return a char alternative for a range-list.
 376 RANGE-LIST must contain more than integer.
 377 The char alternative is a string containing an Emacs regexp
 378 consisting of a single char alternative delimited with []."
 379   (let (range caret close-bracket hyphen chars first last)
 380     (while range-list
 381       (setq range (car range-list))
 382       (setq first (xsdre-range-first range))
 383       (setq last (xsdre-range-last range))
 384       (while (and (cond ((eq first ?^)
 385                          (setq caret t)
 386                          (setq first (1+ first)))
 387                         ((eq first ?-)
 388                          (setq hyphen t)
 389                          (setq first (1+ first)))
 390                         ((eq first ?\])
 391                          (setq close-bracket t)
 392                          (setq first (1+ first))))
 393                   (<= first last)))
 394       (when (<= first last)
 395         (setq chars
 396               (cons first chars))
 397         (when (< first last)
 398           (setq chars
 399                 (if (and (eq last (1+ first))
 400                          (not (eq last ?-)))
 401                     (cons last chars)
 402                   (cons last (cons ?- chars))))))
 403       (setq range-list (cdr range-list)))
 404     (setq chars
 405           (mapcar (lambda (c)
 406                     (decode-char 'ucs c))
 407                   chars))
 408     (when caret
 409       (setq chars (cons ?^ chars)))
 410     (when hyphen
 411       (setq chars (cons ?- chars)))
 412     (setq chars (cons ?\] chars))
 413     (setq chars (nreverse chars))
 414     (when close-bracket
 415       (setq chars (cons ?\] chars)))
 416     (when (equal chars '(?^ ?- ?\]))
 417       (setq chars '(?- ?^ ?\])))
 418     (setq chars (cons ?\[ chars))
 419     (apply 'string chars)))
 420
 421 ;;; Parsing
 422
 423 (defvar xsdre-current-regexp nil
 424   "List of characters remaining to be parsed.  Dynamically bound.")
 425
 426 (defun xsdre-to-symbolic (str)
 427   "Convert a W3C XML Schema datatypes regexp to a symbolic form.
 428
 429 The symbolic form has the following structure:
 430
 431 REGEXP ::=
 432   (sequence REGEXP ...)
 433   | (choice REGEXP ...)
 434   | (repeat REGEXP MIN MAX)
 435   | CHAR-CLASS
 436
 437 CHAR-CLASS ::=
 438   CHAR
 439   | SYMBOLIC-CHAR-CLASS
 440   | RANGE
 441   | (union CHAR-CLASS ...)
 442   | (difference CHAR-CLASS CHAR-CLASS)
 443
 444 RANGE ::= (range LOWER UPPER)
 445
 446 MIN ::= INTEGER
 447 MAX ::= INTEGER | nil
 448 CHAR ::= UNICODE
 449 LOWER ::= UNICODE
 450 UPPER ::= UNICODE
 451 SYMBOLIC-CHAR-CLASS ::= SYMBOL
 452
 453 where UNICODE is a integer specifying a Unicode code-point and
 454 SYMBOLIC-CHAR-CLASS is a symbol which has either a `xsdre-char-class'
 455 property whose value is a CHAR-CLASS, or a `xsdre-ranges' property
 456 whose value is a range-list."
 457   (let ((xsdre-current-regexp (string-to-list str)))
 458     (condition-case err
 459         (let ((symbolic (xsdre-parse-regexp)))
 460           (if xsdre-current-regexp
 461               (xsdre-parse-error "Unexpected %c" (car xsdre-current-regexp))
 462             symbolic))
 463       (xsdre-parse-error
 464        (signal 'xsdre-invalid-regexp
 465                (list (apply 'format (cdr err))
 466                      (- (length str)
 467                         (length xsdre-current-regexp))))))))
 468
 469 (define-error 'xsdre-invalid-regexp
 470   "Invalid W3C XML Schema Datatypes regular expression")
 471
 472 (defun xsdre-parse-regexp ()
 473   (let ((branches nil))
 474     (while (progn
 475              (setq branches (cons (xsdre-parse-branch) branches))
 476              (when (eq (car xsdre-current-regexp) ?|)
 477                (xsdre-advance)
 478                t)))
 479     (if (null (cdr branches))
 480         (car branches)
 481       (cons 'choice (nreverse branches)))))
 482
 483 (defun xsdre-parse-branch ()
 484   (let (items)
 485     (while (let ((item (xsdre-try-parse-atom)))
 486              (when item
 487                (let ((quantifier (xsdre-try-parse-quantifier)))
 488                  (when quantifier
 489                    (setq item
 490                          (list 'repeat
 491                                item
 492                                (car quantifier)
 493                                (cdr quantifier)))))
 494                (setq items (cons item items)))))
 495     (cond ((null items) '(sequence))
 496           ((null (cdr items)) (car items))
 497           (t (cons 'sequence (nreverse items))))))
 498
 499 (defun xsdre-try-parse-quantifier ()
 500   (let ((ch (car xsdre-current-regexp)))
 501     (cond ((eq ch ?*) (xsdre-advance) '(0 . nil))
 502           ((eq ch ?+) (xsdre-advance) '(1 . nil))
 503           ((eq ch ??) (xsdre-advance) '(0 . 1))
 504           ((eq ch ?{)
 505            (xsdre-advance)
 506            (let ((lower (xsdre-parse-bound)))
 507              (setq ch (car xsdre-current-regexp))
 508              (cond ((eq ch ?})
 509                     (xsdre-advance)
 510                     (cons lower lower))
 511                    ((eq ch ?,)
 512                     (xsdre-advance)
 513                     (cond ((eq (car xsdre-current-regexp) ?})
 514                            (xsdre-advance)
 515                            (cons lower nil))
 516                           (t
 517                            (let ((upper (xsdre-parse-bound)))
 518                              (xsdre-expect ?})
 519                              (cons lower upper)))))
 520                    (t (xsdre-parse-error "Expected , or }")))))
 521           (t nil))))
 522
 523 (defun xsdre-parse-bound ()
 524   (let ((n 0))
 525     (while (progn
 526              (let* ((ch (car xsdre-current-regexp))
 527                     (digit (memq ch '(?9 ?8 ?7 ?6 ?5 ?4 ?3 ?2 ?1 ?0))))
 528                (unless digit
 529                  (xsdre-parse-error "Expected a digit"))
 530                (setq n (+ (* n 10)
 531                           (length (cdr digit)))))
 532              (xsdre-advance)
 533              (not (memq (car xsdre-current-regexp) '(?} ?,)))))
 534     n))
 535
 536
 537 (defun xsdre-try-parse-atom ()
 538   (let ((ch (car xsdre-current-regexp)))
 539     (cond  ((memq ch '(nil ?? ?* ?+ ?\) ?\{ ?\} ?| ?\])) nil)
 540            ((eq ch ?\\)
 541             (xsdre-advance)
 542             (xsdre-parse-escape))
 543            ((eq ch ?\()
 544             (xsdre-advance)
 545             (let ((ret (xsdre-parse-regexp)))
 546               (xsdre-expect ?\))
 547               ret))
 548            ((eq ch ?\[)
 549             (xsdre-parse-char-class))
 550            ((eq ch ?.)
 551             (xsdre-advance)
 552             'dot)
 553            (t
 554             (let ((uc (encode-char ch 'ucs)))
 555               (unless uc
 556                 (xsdre-parse-error "%c is not a Unicode character" ch))
 557               (xsdre-advance) uc)))))
 558
 559 (defun xsdre-parse-char-class ()
 560   (xsdre-advance)
 561   (let (compl members ret)
 562     (when (eq (car xsdre-current-regexp) ?^)
 563       (setq compl t)
 564       (xsdre-advance))
 565     (while (let ((member (xsdre-parse-char-class-member))
 566                  uc1 uc2)
 567              (cond ((eq (car xsdre-current-regexp) ?\-)
 568                     (xsdre-advance)
 569                     (cond ((eq (car xsdre-current-regexp) ?\[)
 570                            (setq members (cons member members))
 571                            nil)
 572                           ((not (integerp member))
 573                            (xsdre-parse-error "Lower bound is not a single character"))
 574                           ((not (setq uc1
 575                                       (encode-char member 'ucs)))
 576                            (xsdre-parse-error "Lower bound %c is not a Unicode character"
 577                                   member))
 578                           (t
 579                            (let ((upper (xsdre-parse-char-class-member)))
 580                              (unless (integerp upper)
 581                                (xsdre-parse-error "Upper bound is not a single character"))
 582                              (unless (setq uc2
 583                                            (encode-char upper 'ucs))
 584                                (xsdre-parse-error "Upper bound %c is not a Unicode character" upper))
 585                              (setq members
 586                                    (cons (list 'range uc1 uc2)
 587                                          members)))
 588                            (not (eq (car xsdre-current-regexp) ?\])))))
 589                    (t (setq members (cons member members))
 590                       (not (eq (car xsdre-current-regexp) ?\]))))))
 591     (setq members (nreverse members))
 592     (if (null (cdr members))
 593         (setq ret (car members))
 594       (setq ret (cons 'union members)))
 595     (when compl
 596       (setq ret (list 'difference 'any ret)))
 597     (when (eq (car xsdre-current-regexp) ?\[)
 598       (setq ret
 599             (list 'difference ret (xsdre-parse-char-class))))
 600     (xsdre-expect ?\])
 601     ret))
 602
 603 (defun xsdre-parse-char-class-member ()
 604   (let ((ch (car xsdre-current-regexp)))
 605     (cond ((null ch)
 606            (xsdre-parse-error "Expected ]"))
 607           ((eq ch ?\\)
 608            (xsdre-advance)
 609            (xsdre-parse-escape))
 610           ((memq ch '(?\[ ?\] ?-))
 611            (xsdre-parse-error "%c must be quoted in a character class" ch))
 612           (t (xsdre-advance) ch))))
 613
 614 (defconst xsdre-single-escape
 615   '((?s . space)
 616     (?i . name-initial)
 617     (?c . name-continue)
 618     (?d . digit)
 619     (?w . word)))
 620
 621 (defun xsdre-parse-escape ()
 622   (let ((ch (car xsdre-current-regexp)))
 623     (xsdre-advance)
 624     (cond ((memq ch '(?\\ ?| ?. ?- ?^ ?* ?+ ?( ?) ?{ ?} ?[ ?])) ch)
 625           ((eq ch ?r) ?\r)
 626           ((eq ch ?n) ?\n)
 627           ((eq ch ?t) ?\t)
 628           ((cdr (assq ch xsdre-single-escape)))
 629           ((let ((positive
 630                   (cdr (assq (downcase ch) xsdre-single-escape))))
 631              (and positive
 632                   (list 'difference 'any positive))))
 633           ((eq ch ?p) (xsdre-parse-prop))
 634           ((eq ch ?P) (list 'difference 'any (xsdre-parse-prop)))
 635           (t (if ch
 636                  (xsdre-parse-error "Missing char after \\")
 637                (xsdre-parse-error "Bad escape %c" ch))))))
 638
 639 (defun xsdre-parse-prop ()
 640   (xsdre-expect ?{)
 641   (let ((name nil))
 642     (while (not (eq (car xsdre-current-regexp) ?\}))
 643       (unless xsdre-current-regexp
 644         (xsdre-parse-error "Expected ?"))
 645       (setq name (cons (car xsdre-current-regexp)
 646                        name))
 647       (xsdre-advance))
 648     (xsdre-advance)
 649     (setq name (nreverse name))
 650     (cond ((null name) (xsdre-parse-error "Empty property name"))
 651           ((null (cdr name))
 652            (let ((category (intern (string (car name)))))
 653              (unless (get category 'xsdre-unicode-category)
 654                (xsdre-parse-error "%s is not a category" category))
 655              category))
 656           ((null (cddr name))
 657            (let ((category (intern (string (car name) (cadr name)))))
 658              (unless (get category 'xsdre-unicode-category)
 659                (xsdre-parse-error "%s is not a category" category))
 660              category))
 661           ((not (and (eq (car name) ?I)
 662                      (eq (cadr name) ?s)))
 663            (xsdre-parse-error "Block name does not start with Is"))
 664           (t
 665            (let ((block (intern (apply 'string (cddr name)))))
 666              (unless (get block 'xsdre-unicode-block)
 667                (xsdre-parse-error "%s is not a block name" block))
 668              block)))))
 669
 670 (defun xsdre-expect (ch)
 671   (if (eq (car xsdre-current-regexp) ch)
 672       (xsdre-advance)
 673     (xsdre-parse-error "Expected %c" ch)))
 674
 675 (defun xsdre-advance ()
 676   (setq xsdre-current-regexp
 677         (cdr xsdre-current-regexp)))
 678
 679 (defun xsdre-parse-error (&rest args)
 680   (signal 'xsdre-parse-error args))
 681
 682 ;; This error condition is used only internally.
 683
 684 (define-error 'xsdre-parse-error "Internal error in parsing XSD regexp")
 685
 686 ;;; Character class data
 687
 688 (put 'dot 'xsdre-char-class '(difference any (union #xA #xD)))
 689 (put 'digit 'xsdre-char-class 'Nd)
 690 (put 'word 'xsdre-char-class '(difference any (union P Z C)))
 691 (put 'space 'xsdre-char-class '(union #x9 #xA #xD #x20))
 692 (put 'any 'xsdre-ranges '((#x0 . #x10FFFF)))
 693
 694 (defconst xsdre-gen-categories
 695   '(Lu Ll Lt Lm Lo Mn Mc Me Nd Nl No Pc Pd
 696        Ps Pe Pi Pf Po Zs Zl Zp Sm Sc Sk So Cc Cf Co))
 697
 698 (defun xsdre-gen-categories (file)
 699   "Use a UnicodeData file to generate code to initialize Unicode categories.
 700 Code is inserted into the current buffer."
 701   (interactive "fUnicodeData file: ")
 702   (with-current-buffer (find-file-noselect file)
 703     (goto-char (point-min))
 704     (mapc (lambda (x) (put x 'xsdre-ranges nil)) xsdre-gen-categories)
 705     (while (re-search-forward "^\\([0-9A-Fa-f]*\\);[^;]*;\\([A-Z][a-z]\\);"
 706                               nil
 707                               t)
 708       (let* ((sym (intern (match-string-no-properties 2)))
 709              (code (string-to-number (match-string-no-properties 1)
 710                                      16))
 711              (ranges (get sym 'xsdre-ranges))
 712              (last-range (car ranges))
 713              (forced-range (string= (buffer-substring-no-properties
 714                                      (- (match-beginning 2) 6)
 715                                      (1- (match-beginning 2)))
 716                                     "Last>")))
 717         (cond ((and (integerp last-range)
 718                     (or forced-range
 719                         (eq code (1+ last-range))))
 720                (put sym
 721                     'xsdre-ranges
 722                     (cons (cons last-range code)
 723                           (cdr ranges))))
 724               ((and (consp last-range)
 725                     (or forced-range
 726                         (eq code (1+ (cdr last-range)))))
 727                (put sym
 728                     'xsdre-ranges
 729                     (cons (cons (car last-range) code)
 730                           (cdr ranges))))
 731               (t
 732                (put sym 'xsdre-ranges (cons code ranges))))))
 733     (mapc (lambda (x)
 734             (put x
 735                  'xsdre-ranges
 736                  (nreverse (get x 'xsdre-ranges)))
 737             nil)
 738           xsdre-gen-categories))
 739   (mapc (lambda (x)
 740           (let ((start (point)))
 741             (pp (list 'xsdre-def-primitive-category
 742                       (list 'quote x)
 743                       (list 'quote (get x 'xsdre-ranges)))
 744                 (current-buffer))
 745             (save-excursion
 746               (goto-char start)
 747               (down-list 2)
 748               (while (condition-case err
 749                          (progn
 750                            (forward-sexp)
 751                            t)
 752                        (error nil))
 753                 (when (and (< 70 (current-column))
 754                            (not (looking-at ")")))
 755                   (insert "\n")
 756                   (lisp-indent-line))))))
 757         xsdre-gen-categories))
 758
 759 (defun xsdre-def-primitive-category (sym ranges)
 760   (put sym 'xsdre-ranges ranges)
 761   (put sym 'xsdre-unicode-category t))
 762
 763 ;;; Blocks
 764
 765 (defun xsdre-def-block (sym ranges)
 766   (put sym 'xsdre-ranges ranges)
 767   (put sym 'xsdre-unicode-block t))
 768
 769 (xsdre-def-block 'BasicLatin '((#x0000 . #x007F)))
 770 (xsdre-def-block 'Latin-1Supplement '((#x0080 . #x00FF)))
 771 (xsdre-def-block 'LatinExtended-A '((#x0100 . #x017F)))
 772 (xsdre-def-block 'LatinExtended-B '((#x0180 . #x024F)))
 773 (xsdre-def-block 'IPAExtensions '((#x0250 . #x02AF)))
 774 (xsdre-def-block 'SpacingModifierLetters '((#x02B0 . #x02FF)))
 775 (xsdre-def-block 'CombiningDiacriticalMarks '((#x0300 . #x036F)))
 776 (xsdre-def-block 'Greek '((#x0370 . #x03FF)))
 777 (xsdre-def-block 'Cyrillic '((#x0400 . #x04FF)))
 778 (xsdre-def-block 'Armenian '((#x0530 . #x058F)))
 779 (xsdre-def-block 'Hebrew '((#x0590 . #x05FF)))
 780 (xsdre-def-block 'Arabic '((#x0600 . #x06FF)))
 781 (xsdre-def-block 'Syriac '((#x0700 . #x074F)))
 782 (xsdre-def-block 'Thaana '((#x0780 . #x07BF)))
 783 (xsdre-def-block 'Devanagari '((#x0900 . #x097F)))
 784 (xsdre-def-block 'Bengali '((#x0980 . #x09FF)))
 785 (xsdre-def-block 'Gurmukhi '((#x0A00 . #x0A7F)))
 786 (xsdre-def-block 'Gujarati '((#x0A80 . #x0AFF)))
 787 (xsdre-def-block 'Oriya '((#x0B00 . #x0B7F)))
 788 (xsdre-def-block 'Tamil '((#x0B80 . #x0BFF)))
 789 (xsdre-def-block 'Telugu '((#x0C00 . #x0C7F)))
 790 (xsdre-def-block 'Kannada '((#x0C80 . #x0CFF)))
 791 (xsdre-def-block 'Malayalam '((#x0D00 . #x0D7F)))
 792 (xsdre-def-block 'Sinhala '((#x0D80 . #x0DFF)))
 793 (xsdre-def-block 'Thai '((#x0E00 . #x0E7F)))
 794 (xsdre-def-block 'Lao '((#x0E80 . #x0EFF)))
 795 (xsdre-def-block 'Tibetan '((#x0F00 . #x0FFF)))
 796 (xsdre-def-block 'Myanmar '((#x1000 . #x109F)))
 797 (xsdre-def-block 'Georgian '((#x10A0 . #x10FF)))
 798 (xsdre-def-block 'HangulJamo '((#x1100 . #x11FF)))
 799 (xsdre-def-block 'Ethiopic '((#x1200 . #x137F)))
 800 (xsdre-def-block 'Cherokee '((#x13A0 . #x13FF)))
 801 (xsdre-def-block 'UnifiedCanadianAboriginalSyllabics '((#x1400 . #x167F)))
 802 (xsdre-def-block 'Ogham '((#x1680 . #x169F)))
 803 (xsdre-def-block 'Runic '((#x16A0 . #x16FF)))
 804 (xsdre-def-block 'Khmer '((#x1780 . #x17FF)))
 805 (xsdre-def-block 'Mongolian '((#x1800 . #x18AF)))
 806 (xsdre-def-block 'LatinExtendedAdditional '((#x1E00 . #x1EFF)))
 807 (xsdre-def-block 'GreekExtended '((#x1F00 . #x1FFF)))
 808 (xsdre-def-block 'GeneralPunctuation '((#x2000 . #x206F)))
 809 (xsdre-def-block 'SuperscriptsandSubscripts '((#x2070 . #x209F)))
 810 (xsdre-def-block 'CurrencySymbols '((#x20A0 . #x20CF)))
 811 (xsdre-def-block 'CombiningMarksforSymbols '((#x20D0 . #x20FF)))
 812 (xsdre-def-block 'LetterlikeSymbols '((#x2100 . #x214F)))
 813 (xsdre-def-block 'NumberForms '((#x2150 . #x218F)))
 814 (xsdre-def-block 'Arrows '((#x2190 . #x21FF)))
 815 (xsdre-def-block 'MathematicalOperators '((#x2200 . #x22FF)))
 816 (xsdre-def-block 'MiscellaneousTechnical '((#x2300 . #x23FF)))
 817 (xsdre-def-block 'ControlPictures '((#x2400 . #x243F)))
 818 (xsdre-def-block 'OpticalCharacterRecognition '((#x2440 . #x245F)))
 819 (xsdre-def-block 'EnclosedAlphanumerics '((#x2460 . #x24FF)))
 820 (xsdre-def-block 'BoxDrawing '((#x2500 . #x257F)))
 821 (xsdre-def-block 'BlockElements '((#x2580 . #x259F)))
 822 (xsdre-def-block 'GeometricShapes '((#x25A0 . #x25FF)))
 823 (xsdre-def-block 'MiscellaneousSymbols '((#x2600 . #x26FF)))
 824 (xsdre-def-block 'Dingbats '((#x2700 . #x27BF)))
 825 (xsdre-def-block 'BraillePatterns '((#x2800 . #x28FF)))
 826 (xsdre-def-block 'CJKRadicalsSupplement '((#x2E80 . #x2EFF)))
 827 (xsdre-def-block 'KangxiRadicals '((#x2F00 . #x2FDF)))
 828 (xsdre-def-block 'IdeographicDescriptionCharacters '((#x2FF0 . #x2FFF)))
 829 (xsdre-def-block 'CJKSymbolsandPunctuation '((#x3000 . #x303F)))
 830 (xsdre-def-block 'Hiragana '((#x3040 . #x309F)))
 831 (xsdre-def-block 'Katakana '((#x30A0 . #x30FF)))
 832 (xsdre-def-block 'Bopomofo '((#x3100 . #x312F)))
 833 (xsdre-def-block 'HangulCompatibilityJamo '((#x3130 . #x318F)))
 834 (xsdre-def-block 'Kanbun '((#x3190 . #x319F)))
 835 (xsdre-def-block 'BopomofoExtended '((#x31A0 . #x31BF)))
 836 (xsdre-def-block 'EnclosedCJKLettersandMonths '((#x3200 . #x32FF)))
 837 (xsdre-def-block 'CJKCompatibility '((#x3300 . #x33FF)))
 838 (xsdre-def-block 'CJKUnifiedIdeographsExtensionA '((#x3400 . #x4DB5)))
 839 (xsdre-def-block 'CJKUnifiedIdeographs '((#x4E00 . #x9FFF)))
 840 (xsdre-def-block 'YiSyllables '((#xA000 . #xA48F)))
 841 (xsdre-def-block 'YiRadicals '((#xA490 . #xA4CF)))
 842 (xsdre-def-block 'HangulSyllables '((#xAC00 . #xD7A3)))
 843 ;;(xsdre-def-block 'HighSurrogates '((#xD800 . #xDB7F)))
 844 ;;(xsdre-def-block 'HighPrivateUseSurrogates '((#xDB80 . #xDBFF)))
 845 ;;(xsdre-def-block 'LowSurrogates '((#xDC00 . #xDFFF)))
 846 (xsdre-def-block 'CJKCompatibilityIdeographs '((#xF900 . #xFAFF)))
 847 (xsdre-def-block 'AlphabeticPresentationForms '((#xFB00 . #xFB4F)))
 848 (xsdre-def-block 'ArabicPresentationForms-A '((#xFB50 . #xFDFF)))
 849 (xsdre-def-block 'CombiningHalfMarks '((#xFE20 . #xFE2F)))
 850 (xsdre-def-block 'CJKCompatibilityForms '((#xFE30 . #xFE4F)))
 851 (xsdre-def-block 'SmallFormVariants '((#xFE50 . #xFE6F)))
 852 (xsdre-def-block 'ArabicPresentationForms-B '((#xFE70 . #xFEFE)))
 853 (xsdre-def-block 'Specials '((#xFEFF . #xFEFF)))
 854 (xsdre-def-block 'HalfwidthandFullwidthForms '((#xFF00 . #xFFEF)))
 855 (xsdre-def-block 'Specials '((#xFFF0 . #xFFFD)))
 856 (xsdre-def-block 'OldItalic '((#x10300 . #x1032F)))
 857 (xsdre-def-block 'Gothic '((#x10330 . #x1034F)))
 858 (xsdre-def-block 'Deseret '((#x10400 . #x1044F)))
 859 (xsdre-def-block 'ByzantineMusicalSymbols '((#x1D000 . #x1D0FF)))
 860 (xsdre-def-block 'MusicalSymbols '((#x1D100 . #x1D1FF)))
 861 (xsdre-def-block 'MathematicalAlphanumericSymbols '((#x1D400 . #x1D7FF)))
 862 (xsdre-def-block 'CJKUnifiedIdeographsExtensionB '((#x20000 . #x2A6D6)))
 863 (xsdre-def-block 'CJKCompatibilityIdeographsSupplement '((#x2F800 . #x2FA1F)))
 864 (xsdre-def-block 'Tags '((#xE0000 . #xE007F)))
 865 (xsdre-def-block 'PrivateUse '((#xE000 . #xF8FF)
 866                                (#xF0000 . #xFFFFD)
 867                                (#x100000 . #x10FFFD)))
 868
 869 ;;; Categories
 870
 871 ;;; Derived categories
 872
 873 (defun xsdre-def-derived-category (sym char-class)
 874   (put sym 'xsdre-char-class char-class)
 875   (put sym 'xsdre-unicode-category t))
 876
 877 (xsdre-def-derived-category 'L '(union Lu Ll Lt Lm Lo))
 878 (xsdre-def-derived-category 'M '(union Mn Mc Me))
 879 (xsdre-def-derived-category 'N '(union Nd Nl No))
 880 (xsdre-def-derived-category 'P '(union Pc Pd Ps Pe Pi Pf Po))
 881 (xsdre-def-derived-category 'Z '(union Zs Zl Zp))
 882 (xsdre-def-derived-category 'S '(union Sm Sc Sk So))
 883 (xsdre-def-derived-category 'C '(union Cc Cf Co Cn))
 884 (xsdre-def-derived-category 'Cn '(difference any
 885                                              (union L M N P Z S Cc Cf Co)))
 886
 887 (xsdre-def-primitive-category
 888  'name-initial
 889  '(#x003a
 890    (#x0041 . #x005a)
 891    #x005f
 892    (#x0061 . #x007a)
 893    (#x00c0 . #x00d6)
 894    (#x00d8 . #x00f6)
 895    (#x00f8 . #x0131)
 896    (#x0134 . #x013e)
 897    (#x0141 . #x0148)
 898    (#x014a . #x017e)
 899    (#x0180 . #x01c3)
 900    (#x01cd . #x01f0)
 901    (#x01f4 . #x01f5)
 902    (#x01fa . #x0217)
 903    (#x0250 . #x02a8)
 904    (#x02bb . #x02c1)
 905    #x0386
 906    (#x0388 . #x038a)
 907    #x038c
 908    (#x038e . #x03a1)
 909    (#x03a3 . #x03ce)
 910    (#x03d0 . #x03d6)
 911    #x03da
 912    #x03dc
 913    #x03de
 914    #x03e0
 915    (#x03e2 . #x03f3)
 916    (#x0401 . #x040c)
 917    (#x040e . #x044f)
 918    (#x0451 . #x045c)
 919    (#x045e . #x0481)
 920    (#x0490 . #x04c4)
 921    (#x04c7 . #x04c8)
 922    (#x04cb . #x04cc)
 923    (#x04d0 . #x04eb)
 924    (#x04ee . #x04f5)
 925    (#x04f8 . #x04f9)
 926    (#x0531 . #x0556)
 927    #x0559
 928    (#x0561 . #x0586)
 929    (#x05d0 . #x05ea)
 930    (#x05f0 . #x05f2)
 931    (#x0621 . #x063a)
 932    (#x0641 . #x064a)
 933    (#x0671 . #x06b7)
 934    (#x06ba . #x06be)
 935    (#x06c0 . #x06ce)
 936    (#x06d0 . #x06d3)
 937    #x06d5
 938    (#x06e5 . #x06e6)
 939    (#x0905 . #x0939)
 940    #x093d
 941    (#x0958 . #x0961)
 942    (#x0985 . #x098c)
 943    (#x098f . #x0990)
 944    (#x0993 . #x09a8)
 945    (#x09aa . #x09b0)
 946    #x09b2
 947    (#x09b6 . #x09b9)
 948    (#x09dc . #x09dd)
 949    (#x09df . #x09e1)
 950    (#x09f0 . #x09f1)
 951    (#x0a05 . #x0a0a)
 952    (#x0a0f . #x0a10)
 953    (#x0a13 . #x0a28)
 954    (#x0a2a . #x0a30)
 955    (#x0a32 . #x0a33)
 956    (#x0a35 . #x0a36)
 957    (#x0a38 . #x0a39)
 958    (#x0a59 . #x0a5c)
 959    #x0a5e
 960    (#x0a72 . #x0a74)
 961    (#x0a85 . #x0a8b)
 962    #x0a8d
 963    (#x0a8f . #x0a91)
 964    (#x0a93 . #x0aa8)
 965    (#x0aaa . #x0ab0)
 966    (#x0ab2 . #x0ab3)
 967    (#x0ab5 . #x0ab9)
 968    #x0abd
 969    #x0ae0
 970    (#x0b05 . #x0b0c)
 971    (#x0b0f . #x0b10)
 972    (#x0b13 . #x0b28)
 973    (#x0b2a . #x0b30)
 974    (#x0b32 . #x0b33)
 975    (#x0b36 . #x0b39)
 976    #x0b3d
 977    (#x0b5c . #x0b5d)
 978    (#x0b5f . #x0b61)
 979    (#x0b85 . #x0b8a)
 980    (#x0b8e . #x0b90)
 981    (#x0b92 . #x0b95)
 982    (#x0b99 . #x0b9a)
 983    #x0b9c
 984    (#x0b9e . #x0b9f)
 985    (#x0ba3 . #x0ba4)
 986    (#x0ba8 . #x0baa)
 987    (#x0bae . #x0bb5)
 988    (#x0bb7 . #x0bb9)
 989    (#x0c05 . #x0c0c)
 990    (#x0c0e . #x0c10)
 991    (#x0c12 . #x0c28)
 992    (#x0c2a . #x0c33)
 993    (#x0c35 . #x0c39)
 994    (#x0c60 . #x0c61)
 995    (#x0c85 . #x0c8c)
 996    (#x0c8e . #x0c90)
 997    (#x0c92 . #x0ca8)
 998    (#x0caa . #x0cb3)
 999    (#x0cb5 . #x0cb9)
1000    #x0cde
1001    (#x0ce0 . #x0ce1)
1002    (#x0d05 . #x0d0c)
1003    (#x0d0e . #x0d10)
1004    (#x0d12 . #x0d28)
1005    (#x0d2a . #x0d39)
1006    (#x0d60 . #x0d61)
1007    (#x0e01 . #x0e2e)
1008    #x0e30
1009    (#x0e32 . #x0e33)
1010    (#x0e40 . #x0e45)
1011    (#x0e81 . #x0e82)
1012    #x0e84
1013    (#x0e87 . #x0e88)
1014    #x0e8a
1015    #x0e8d
1016    (#x0e94 . #x0e97)
1017    (#x0e99 . #x0e9f)
1018    (#x0ea1 . #x0ea3)
1019    #x0ea5
1020    #x0ea7
1021    (#x0eaa . #x0eab)
1022    (#x0ead . #x0eae)
1023    #x0eb0
1024    (#x0eb2 . #x0eb3)
1025    #x0ebd
1026    (#x0ec0 . #x0ec4)
1027    (#x0f40 . #x0f47)
1028    (#x0f49 . #x0f69)
1029    (#x10a0 . #x10c5)
1030    (#x10d0 . #x10f6)
1031    #x1100
1032    (#x1102 . #x1103)
1033    (#x1105 . #x1107)
1034    #x1109
1035    (#x110b . #x110c)
1036    (#x110e . #x1112)
1037    #x113c
1038    #x113e
1039    #x1140
1040    #x114c
1041    #x114e
1042    #x1150
1043    (#x1154 . #x1155)
1044    #x1159
1045    (#x115f . #x1161)
1046    #x1163
1047    #x1165
1048    #x1167
1049    #x1169
1050    (#x116d . #x116e)
1051    (#x1172 . #x1173)
1052    #x1175
1053    #x119e
1054    #x11a8
1055    #x11ab
1056    (#x11ae . #x11af)
1057    (#x11b7 . #x11b8)
1058    #x11ba
1059    (#x11bc . #x11c2)
1060    #x11eb
1061    #x11f0
1062    #x11f9
1063    (#x1e00 . #x1e9b)
1064    (#x1ea0 . #x1ef9)
1065    (#x1f00 . #x1f15)
1066    (#x1f18 . #x1f1d)
1067    (#x1f20 . #x1f45)
1068    (#x1f48 . #x1f4d)
1069    (#x1f50 . #x1f57)
1070    #x1f59
1071    #x1f5b
1072    #x1f5d
1073    (#x1f5f . #x1f7d)
1074    (#x1f80 . #x1fb4)
1075    (#x1fb6 . #x1fbc)
1076    #x1fbe
1077    (#x1fc2 . #x1fc4)
1078    (#x1fc6 . #x1fcc)
1079    (#x1fd0 . #x1fd3)
1080    (#x1fd6 . #x1fdb)
1081    (#x1fe0 . #x1fec)
1082    (#x1ff2 . #x1ff4)
1083    (#x1ff6 . #x1ffc)
1084    #x2126
1085    (#x212a . #x212b)
1086    #x212e
1087    (#x2180 . #x2182)
1088    #x3007
1089    (#x3021 . #x3029)
1090    (#x3041 . #x3094)
1091    (#x30a1 . #x30fa)
1092    (#x3105 . #x312c)
1093    (#x4e00 . #x9fa5)
1094    (#xac00 . #xd7a3)))
1095
1096 (xsdre-def-derived-category 'name-continue '(union name-initial
1097                                                    name-continue-not-initial))
1098
1099 (xsdre-def-primitive-category
1100  'name-continue-not-initial
1101  '((#x002d . #x002e)
1102    (#x0030 . #x0039)
1103    #x00b7
1104    (#x02d0 . #x02d1)
1105    (#x0300 . #x0345)
1106    (#x0360 . #x0361)
1107    #x0387
1108    (#x0483 . #x0486)
1109    (#x0591 . #x05a1)
1110    (#x05a3 . #x05b9)
1111    (#x05bb . #x05bd)
1112    #x05bf
1113    (#x05c1 . #x05c2)
1114    #x05c4
1115    #x0640
1116    (#x064b . #x0652)
1117    (#x0660 . #x0669)
1118    #x0670
1119    (#x06d6 . #x06dc)
1120    (#x06dd . #x06df)
1121    (#x06e0 . #x06e4)
1122    (#x06e7 . #x06e8)
1123    (#x06ea . #x06ed)
1124    (#x06f0 . #x06f9)
1125    (#x0901 . #x0903)
1126    #x093c
1127    (#x093e . #x094c)
1128    #x094d
1129    (#x0951 . #x0954)
1130    (#x0962 . #x0963)
1131    (#x0966 . #x096f)
1132    (#x0981 . #x0983)
1133    #x09bc
1134    (#x09be . #x09bf)
1135    (#x09c0 . #x09c4)
1136    (#x09c7 . #x09c8)
1137    (#x09cb . #x09cd)
1138    #x09d7
1139    (#x09e2 . #x09e3)
1140    (#x09e6 . #x09ef)
1141    #x0a02
1142    #x0a3c
1143    (#x0a3e . #x0a42)
1144    (#x0a47 . #x0a48)
1145    (#x0a4b . #x0a4d)
1146    (#x0a66 . #x0a6f)
1147    (#x0a70 . #x0a71)
1148    (#x0a81 . #x0a83)
1149    #x0abc
1150    (#x0abe . #x0ac5)
1151    (#x0ac7 . #x0ac9)
1152    (#x0acb . #x0acd)
1153    (#x0ae6 . #x0aef)
1154    (#x0b01 . #x0b03)
1155    #x0b3c
1156    (#x0b3e . #x0b43)
1157    (#x0b47 . #x0b48)
1158    (#x0b4b . #x0b4d)
1159    (#x0b56 . #x0b57)
1160    (#x0b66 . #x0b6f)
1161    (#x0b82 . #x0b83)
1162    (#x0bbe . #x0bc2)
1163    (#x0bc6 . #x0bc8)
1164    (#x0bca . #x0bcd)
1165    #x0bd7
1166    (#x0be7 . #x0bef)
1167    (#x0c01 . #x0c03)
1168    (#x0c3e . #x0c44)
1169    (#x0c46 . #x0c48)
1170    (#x0c4a . #x0c4d)
1171    (#x0c55 . #x0c56)
1172    (#x0c66 . #x0c6f)
1173    (#x0c82 . #x0c83)
1174    (#x0cbe . #x0cc4)
1175    (#x0cc6 . #x0cc8)
1176    (#x0cca . #x0ccd)
1177    (#x0cd5 . #x0cd6)
1178    (#x0ce6 . #x0cef)
1179    (#x0d02 . #x0d03)
1180    (#x0d3e . #x0d43)
1181    (#x0d46 . #x0d48)
1182    (#x0d4a . #x0d4d)
1183    #x0d57
1184    (#x0d66 . #x0d6f)
1185    #x0e31
1186    (#x0e34 . #x0e3a)
1187    (#x0e46 . #x0e4e)
1188    (#x0e50 . #x0e59)
1189    #x0eb1
1190    (#x0eb4 . #x0eb9)
1191    (#x0ebb . #x0ebc)
1192    #x0ec6
1193    (#x0ec8 . #x0ecd)
1194    (#x0ed0 . #x0ed9)
1195    (#x0f18 . #x0f19)
1196    (#x0f20 . #x0f29)
1197    #x0f35
1198    #x0f37
1199    #x0f39
1200    (#x0f3e . #x0f3f)
1201    (#x0f71 . #x0f84)
1202    (#x0f86 . #x0f8b)
1203    (#x0f90 . #x0f95)
1204    #x0f97
1205    (#x0f99 . #x0fad)
1206    (#x0fb1 . #x0fb7)
1207    #x0fb9
1208    (#x20d0 . #x20dc)
1209    #x20e1
1210    #x3005
1211    (#x302a . #x302f)
1212    (#x3031 . #x3035)
1213    #x3099
1214    #x309a
1215    (#x309d . #x309e)
1216    (#x30fc . #x30fe)))
1217
1218 ;;; Auto-generated section.
1219
1220 ;; The rest of the file was auto-generated by doing M-x xsdre-gen-categories
1221 ;; on UnicodeData-3.1.0.txt available from
1222 ;; http://www.unicode.org/Public/3.1-Update/UnicodeData-3.1.0.txt
1223
1224 (xsdre-def-primitive-category 'Lu
1225                               '((65 . 90)
1226                                 (192 . 214)
1227                                 (216 . 222)
1228                                 256 258 260 262 264 266 268 270 272 274 276
1229                                 278 280 282 284 286 288 290 292 294 296 298
1230                                 300 302 304 306 308 310 313 315 317 319 321
1231                                 323 325 327 330 332 334 336 338 340 342 344
1232                                 346 348 350 352 354 356 358 360 362 364 366
1233                                 368 370 372 374
1234                                 (376 . 377)
1235                                 379 381
1236                                 (385 . 386)
1237                                 388
1238                                 (390 . 391)
1239                                 (393 . 395)
1240                                 (398 . 401)
1241                                 (403 . 404)
1242                                 (406 . 408)
1243                                 (412 . 413)
1244                                 (415 . 416)
1245                                 418 420
1246                                 (422 . 423)
1247                                 425 428
1248                                 (430 . 431)
1249                                 (433 . 435)
1250                                 437
1251                                 (439 . 440)
1252                                 444 452 455 458 461 463 465 467 469 471 473
1253                                 475 478 480 482 484 486 488 490 492 494 497
1254                                 500
1255                                 (502 . 504)
1256                                 506 508 510 512 514 516 518 520 522 524 526
1257                                 528 530 532 534 536 538 540 542 546 548 550
1258                                 552 554 556 558 560 562 902
1259                                 (904 . 906)
1260                                 908
1261                                 (910 . 911)
1262                                 (913 . 929)
1263                                 (931 . 939)
1264                                 (978 . 980)
1265                                 986 988 990 992 994 996 998 1000 1002 1004
1266                                 1006 1012
1267                                 (1024 . 1071)
1268                                 1120 1122 1124 1126 1128 1130 1132 1134 1136
1269                                 1138 1140 1142 1144 1146 1148 1150 1152 1164
1270                                 1166 1168 1170 1172 1174 1176 1178 1180 1182
1271                                 1184 1186 1188 1190 1192 1194 1196 1198 1200
1272                                 1202 1204 1206 1208 1210 1212 1214
1273                                 (1216 . 1217)
1274                                 1219 1223 1227 1232 1234 1236 1238 1240 1242
1275                                 1244 1246 1248 1250 1252 1254 1256 1258 1260
1276                                 1262 1264 1266 1268 1272
1277                                 (1329 . 1366)
1278                                 (4256 . 4293)
1279                                 7680 7682 7684 7686 7688 7690 7692 7694 7696
1280                                 7698 7700 7702 7704 7706 7708 7710 7712 7714
1281                                 7716 7718 7720 7722 7724 7726 7728 7730 7732
1282                                 7734 7736 7738 7740 7742 7744 7746 7748 7750
1283                                 7752 7754 7756 7758 7760 7762 7764 7766 7768
1284                                 7770 7772 7774 7776 7778 7780 7782 7784 7786
1285                                 7788 7790 7792 7794 7796 7798 7800 7802 7804
1286                                 7806 7808 7810 7812 7814 7816 7818 7820 7822
1287                                 7824 7826 7828 7840 7842 7844 7846 7848 7850
1288                                 7852 7854 7856 7858 7860 7862 7864 7866 7868
1289                                 7870 7872 7874 7876 7878 7880 7882 7884 7886
1290                                 7888 7890 7892 7894 7896 7898 7900 7902 7904
1291                                 7906 7908 7910 7912 7914 7916 7918 7920 7922
1292                                 7924 7926 7928
1293                                 (7944 . 7951)
1294                                 (7960 . 7965)
1295                                 (7976 . 7983)
1296                                 (7992 . 7999)
1297                                 (8008 . 8013)
1298                                 8025 8027 8029 8031
1299                                 (8040 . 8047)
1300                                 (8120 . 8123)
1301                                 (8136 . 8139)
1302                                 (8152 . 8155)
1303                                 (8168 . 8172)
1304                                 (8184 . 8187)
1305                                 8450 8455
1306                                 (8459 . 8461)
1307                                 (8464 . 8466)
1308                                 8469
1309                                 (8473 . 8477)
1310                                 8484 8486 8488
1311                                 (8490 . 8493)
1312                                 (8496 . 8497)
1313                                 8499
1314                                 (65313 . 65338)
1315                                 (66560 . 66597)
1316                                 (119808 . 119833)
1317                                 (119860 . 119885)
1318                                 (119912 . 119937)
1319                                 119964
1320                                 (119966 . 119967)
1321                                 119970
1322                                 (119973 . 119974)
1323                                 (119977 . 119980)
1324                                 (119982 . 119989)
1325                                 (120016 . 120041)
1326                                 (120068 . 120069)
1327                                 (120071 . 120074)
1328                                 (120077 . 120084)
1329                                 (120086 . 120092)
1330                                 (120120 . 120121)
1331                                 (120123 . 120126)
1332                                 (120128 . 120132)
1333                                 120134
1334                                 (120138 . 120144)
1335                                 (120172 . 120197)
1336                                 (120224 . 120249)
1337                                 (120276 . 120301)
1338                                 (120328 . 120353)
1339                                 (120380 . 120405)
1340                                 (120432 . 120457)
1341                                 (120488 . 120512)
1342                                 (120546 . 120570)
1343                                 (120604 . 120628)
1344                                 (120662 . 120686)
1345                                 (120720 . 120744)))
1346 (xsdre-def-primitive-category 'Ll
1347                               '((97 . 122)
1348                                 170 181 186
1349                                 (223 . 246)
1350                                 (248 . 255)
1351                                 257 259 261 263 265 267 269 271 273 275 277
1352                                 279 281 283 285 287 289 291 293 295 297 299
1353                                 301 303 305 307 309
1354                                 (311 . 312)
1355                                 314 316 318 320 322 324 326
1356                                 (328 . 329)
1357                                 331 333 335 337 339 341 343 345 347 349 351
1358                                 353 355 357 359 361 363 365 367 369 371 373
1359                                 375 378 380
1360                                 (382 . 384)
1361                                 387 389 392
1362                                 (396 . 397)
1363                                 402 405
1364                                 (409 . 411)
1365                                 414 417 419 421 424
1366                                 (426 . 427)
1367                                 429 432 436 438
1368                                 (441 . 442)
1369                                 (445 . 447)
1370                                 454 457 460 462 464 466 468 470 472 474
1371                                 (476 . 477)
1372                                 479 481 483 485 487 489 491 493
1373                                 (495 . 496)
1374                                 499 501 505 507 509 511 513 515 517 519 521
1375                                 523 525 527 529 531 533 535 537 539 541 543
1376                                 547 549 551 553 555 557 559 561 563
1377                                 (592 . 685)
1378                                 912
1379                                 (940 . 974)
1380                                 (976 . 977)
1381                                 (981 . 983)
1382                                 987 989 991 993 995 997 999 1001 1003 1005
1383
1384                                 (1007 . 1011)
1385                                 1013
1386                                 (1072 . 1119)
1387                                 1121 1123 1125 1127 1129 1131 1133 1135 1137
1388                                 1139 1141 1143 1145 1147 1149 1151 1153 1165
1389                                 1167 1169 1171 1173 1175 1177 1179 1181 1183
1390                                 1185 1187 1189 1191 1193 1195 1197 1199 1201
1391                                 1203 1205 1207 1209 1211 1213 1215 1218 1220
1392                                 1224 1228 1233 1235 1237 1239 1241 1243 1245
1393                                 1247 1249 1251 1253 1255 1257 1259 1261 1263
1394                                 1265 1267 1269 1273
1395                                 (1377 . 1415)
1396                                 7681 7683 7685 7687 7689 7691 7693 7695 7697
1397                                 7699 7701 7703 7705 7707 7709 7711 7713 7715
1398                                 7717 7719 7721 7723 7725 7727 7729 7731 7733
1399                                 7735 7737 7739 7741 7743 7745 7747 7749 7751
1400                                 7753 7755 7757 7759 7761 7763 7765 7767 7769
1401                                 7771 7773 7775 7777 7779 7781 7783 7785 7787
1402                                 7789 7791 7793 7795 7797 7799 7801 7803 7805
1403                                 7807 7809 7811 7813 7815 7817 7819 7821 7823
1404                                 7825 7827
1405                                 (7829 . 7835)
1406                                 7841 7843 7845 7847 7849 7851 7853 7855 7857
1407                                 7859 7861 7863 7865 7867 7869 7871 7873 7875
1408                                 7877 7879 7881 7883 7885 7887 7889 7891 7893
1409                                 7895 7897 7899 7901 7903 7905 7907 7909 7911
1410                                 7913 7915 7917 7919 7921 7923 7925 7927 7929
1411
1412                                 (7936 . 7943)
1413                                 (7952 . 7957)
1414                                 (7968 . 7975)
1415                                 (7984 . 7991)
1416                                 (8000 . 8005)
1417                                 (8016 . 8023)
1418                                 (8032 . 8039)
1419                                 (8048 . 8061)
1420                                 (8064 . 8071)
1421                                 (8080 . 8087)
1422                                 (8096 . 8103)
1423                                 (8112 . 8116)
1424                                 (8118 . 8119)
1425                                 8126
1426                                 (8130 . 8132)
1427                                 (8134 . 8135)
1428                                 (8144 . 8147)
1429                                 (8150 . 8151)
1430                                 (8160 . 8167)
1431                                 (8178 . 8180)
1432                                 (8182 . 8183)
1433                                 8319 8458
1434                                 (8462 . 8463)
1435                                 8467 8495 8500 8505
1436                                 (64256 . 64262)
1437                                 (64275 . 64279)
1438                                 (65345 . 65370)
1439                                 (66600 . 66637)
1440                                 (119834 . 119859)
1441                                 (119886 . 119892)
1442                                 (119894 . 119911)
1443                                 (119938 . 119963)
1444                                 (119990 . 119993)
1445                                 119995
1446                                 (119997 . 120000)
1447                                 (120002 . 120003)
1448                                 (120005 . 120015)
1449                                 (120042 . 120067)
1450                                 (120094 . 120119)
1451                                 (120146 . 120171)
1452                                 (120198 . 120223)
1453                                 (120250 . 120275)
1454                                 (120302 . 120327)
1455                                 (120354 . 120379)
1456                                 (120406 . 120431)
1457                                 (120458 . 120483)
1458                                 (120514 . 120538)
1459                                 (120540 . 120545)
1460                                 (120572 . 120596)
1461                                 (120598 . 120603)
1462                                 (120630 . 120654)
1463                                 (120656 . 120661)
1464                                 (120688 . 120712)
1465                                 (120714 . 120719)
1466                                 (120746 . 120770)
1467                                 (120772 . 120777)))
1468 (xsdre-def-primitive-category 'Lt
1469                               '(453 456 459 498
1470                                     (8072 . 8079)
1471                                     (8088 . 8095)
1472                                     (8104 . 8111)
1473                                     8124 8140 8188))
1474 (xsdre-def-primitive-category 'Lm
1475                               '((688 . 696)
1476                                 (699 . 705)
1477                                 (720 . 721)
1478                                 (736 . 740)
1479                                 750 890 1369 1600
1480                                 (1765 . 1766)
1481                                 3654 3782 6211 12293
1482                                 (12337 . 12341)
1483                                 (12445 . 12446)
1484                                 (12540 . 12542)
1485                                 65392
1486                                 (65438 . 65439)))
1487 (xsdre-def-primitive-category 'Lo
1488                               '(443
1489                                 (448 . 451)
1490                                 (1488 . 1514)
1491                                 (1520 . 1522)
1492                                 (1569 . 1594)
1493                                 (1601 . 1610)
1494                                 (1649 . 1747)
1495                                 1749
1496                                 (1786 . 1788)
1497                                 1808
1498                                 (1810 . 1836)
1499                                 (1920 . 1957)
1500                                 (2309 . 2361)
1501                                 2365 2384
1502                                 (2392 . 2401)
1503                                 (2437 . 2444)
1504                                 (2447 . 2448)
1505                                 (2451 . 2472)
1506                                 (2474 . 2480)
1507                                 2482
1508                                 (2486 . 2489)
1509                                 (2524 . 2525)
1510                                 (2527 . 2529)
1511                                 (2544 . 2545)
1512                                 (2565 . 2570)
1513                                 (2575 . 2576)
1514                                 (2579 . 2600)
1515                                 (2602 . 2608)
1516                                 (2610 . 2611)
1517                                 (2613 . 2614)
1518                                 (2616 . 2617)
1519                                 (2649 . 2652)
1520                                 2654
1521                                 (2674 . 2676)
1522                                 (2693 . 2699)
1523                                 2701
1524                                 (2703 . 2705)
1525                                 (2707 . 2728)
1526                                 (2730 . 2736)
1527                                 (2738 . 2739)
1528                                 (2741 . 2745)
1529                                 2749 2768 2784
1530                                 (2821 . 2828)
1531                                 (2831 . 2832)
1532                                 (2835 . 2856)
1533                                 (2858 . 2864)
1534                                 (2866 . 2867)
1535                                 (2870 . 2873)
1536                                 2877
1537                                 (2908 . 2909)
1538                                 (2911 . 2913)
1539                                 (2949 . 2954)
1540                                 (2958 . 2960)
1541                                 (2962 . 2965)
1542                                 (2969 . 2970)
1543                                 2972
1544                                 (2974 . 2975)
1545                                 (2979 . 2980)
1546                                 (2984 . 2986)
1547                                 (2990 . 2997)
1548                                 (2999 . 3001)
1549                                 (3077 . 3084)
1550                                 (3086 . 3088)
1551                                 (3090 . 3112)
1552                                 (3114 . 3123)
1553                                 (3125 . 3129)
1554                                 (3168 . 3169)
1555                                 (3205 . 3212)
1556                                 (3214 . 3216)
1557                                 (3218 . 3240)
1558                                 (3242 . 3251)
1559                                 (3253 . 3257)
1560                                 3294
1561                                 (3296 . 3297)
1562                                 (3333 . 3340)
1563                                 (3342 . 3344)
1564                                 (3346 . 3368)
1565                                 (3370 . 3385)
1566                                 (3424 . 3425)
1567                                 (3461 . 3478)
1568                                 (3482 . 3505)
1569                                 (3507 . 3515)
1570                                 3517
1571                                 (3520 . 3526)
1572                                 (3585 . 3632)
1573                                 (3634 . 3635)
1574                                 (3648 . 3653)
1575                                 (3713 . 3714)
1576                                 3716
1577                                 (3719 . 3720)
1578                                 3722 3725
1579                                 (3732 . 3735)
1580                                 (3737 . 3743)
1581                                 (3745 . 3747)
1582                                 3749 3751
1583                                 (3754 . 3755)
1584                                 (3757 . 3760)
1585                                 (3762 . 3763)
1586                                 3773
1587                                 (3776 . 3780)
1588                                 (3804 . 3805)
1589                                 3840
1590                                 (3904 . 3911)
1591                                 (3913 . 3946)
1592                                 (3976 . 3979)
1593                                 (4096 . 4129)
1594                                 (4131 . 4135)
1595                                 (4137 . 4138)
1596                                 (4176 . 4181)
1597                                 (4304 . 4342)
1598                                 (4352 . 4441)
1599                                 (4447 . 4514)
1600                                 (4520 . 4601)
1601                                 (4608 . 4614)
1602                                 (4616 . 4678)
1603                                 4680
1604                                 (4682 . 4685)
1605                                 (4688 . 4694)
1606                                 4696
1607                                 (4698 . 4701)
1608                                 (4704 . 4742)
1609                                 4744
1610                                 (4746 . 4749)
1611                                 (4752 . 4782)
1612                                 4784
1613                                 (4786 . 4789)
1614                                 (4792 . 4798)
1615                                 4800
1616                                 (4802 . 4805)
1617                                 (4808 . 4814)
1618                                 (4816 . 4822)
1619                                 (4824 . 4846)
1620                                 (4848 . 4878)
1621                                 4880
1622                                 (4882 . 4885)
1623                                 (4888 . 4894)
1624                                 (4896 . 4934)
1625                                 (4936 . 4954)
1626                                 (5024 . 5108)
1627                                 (5121 . 5740)
1628                                 (5743 . 5750)
1629                                 (5761 . 5786)
1630                                 (5792 . 5866)
1631                                 (6016 . 6067)
1632                                 (6176 . 6210)
1633                                 (6212 . 6263)
1634                                 (6272 . 6312)
1635                                 (8501 . 8504)
1636                                 12294
1637                                 (12353 . 12436)
1638                                 (12449 . 12538)
1639                                 (12549 . 12588)
1640                                 (12593 . 12686)
1641                                 (12704 . 12727)
1642                                 (13312 . 19893)
1643                                 (19968 . 40869)
1644                                 (40960 . 42124)
1645                                 (44032 . 55203)
1646                                 (63744 . 64045)
1647                                 64285
1648                                 (64287 . 64296)
1649                                 (64298 . 64310)
1650                                 (64312 . 64316)
1651                                 64318
1652                                 (64320 . 64321)
1653                                 (64323 . 64324)
1654                                 (64326 . 64433)
1655                                 (64467 . 64829)
1656                                 (64848 . 64911)
1657                                 (64914 . 64967)
1658                                 (65008 . 65019)
1659                                 (65136 . 65138)
1660                                 65140
1661                                 (65142 . 65276)
1662                                 (65382 . 65391)
1663                                 (65393 . 65437)
1664                                 (65440 . 65470)
1665                                 (65474 . 65479)
1666                                 (65482 . 65487)
1667                                 (65490 . 65495)
1668                                 (65498 . 65500)
1669                                 (66304 . 66334)
1670                                 (66352 . 66377)
1671                                 (131072 . 173782)
1672                                 (194560 . 195101)))
1673 (xsdre-def-primitive-category 'Mn
1674                               '((768 . 846)
1675                                 (864 . 866)
1676                                 (1155 . 1158)
1677                                 (1425 . 1441)
1678                                 (1443 . 1465)
1679                                 (1467 . 1469)
1680                                 1471
1681                                 (1473 . 1474)
1682                                 1476
1683                                 (1611 . 1621)
1684                                 1648
1685                                 (1750 . 1756)
1686                                 (1759 . 1764)
1687                                 (1767 . 1768)
1688                                 (1770 . 1773)
1689                                 1809
1690                                 (1840 . 1866)
1691                                 (1958 . 1968)
1692                                 (2305 . 2306)
1693                                 2364
1694                                 (2369 . 2376)
1695                                 2381
1696                                 (2385 . 2388)
1697                                 (2402 . 2403)
1698                                 2433 2492
1699                                 (2497 . 2500)
1700                                 2509
1701                                 (2530 . 2531)
1702                                 2562 2620
1703                                 (2625 . 2626)
1704                                 (2631 . 2632)
1705                                 (2635 . 2637)
1706                                 (2672 . 2673)
1707                                 (2689 . 2690)
1708                                 2748
1709                                 (2753 . 2757)
1710                                 (2759 . 2760)
1711                                 2765 2817 2876 2879
1712                                 (2881 . 2883)
1713                                 2893 2902 2946 3008 3021
1714                                 (3134 . 3136)
1715                                 (3142 . 3144)
1716                                 (3146 . 3149)
1717                                 (3157 . 3158)
1718                                 3263 3270
1719                                 (3276 . 3277)
1720                                 (3393 . 3395)
1721                                 3405 3530
1722                                 (3538 . 3540)
1723                                 3542 3633
1724                                 (3636 . 3642)
1725                                 (3655 . 3662)
1726                                 3761
1727                                 (3764 . 3769)
1728                                 (3771 . 3772)
1729                                 (3784 . 3789)
1730                                 (3864 . 3865)
1731                                 3893 3895 3897
1732                                 (3953 . 3966)
1733                                 (3968 . 3972)
1734                                 (3974 . 3975)
1735                                 (3984 . 3991)
1736                                 (3993 . 4028)
1737                                 4038
1738                                 (4141 . 4144)
1739                                 4146
1740                                 (4150 . 4151)
1741                                 4153
1742                                 (4184 . 4185)
1743                                 (6071 . 6077)
1744                                 6086
1745                                 (6089 . 6099)
1746                                 6313
1747                                 (8400 . 8412)
1748                                 8417
1749                                 (12330 . 12335)
1750                                 (12441 . 12442)
1751                                 64286
1752                                 (65056 . 65059)
1753                                 (119143 . 119145)
1754                                 (119163 . 119170)
1755                                 (119173 . 119179)
1756                                 (119210 . 119213)))
1757 (xsdre-def-primitive-category 'Mc
1758                               '(2307
1759                                 (2366 . 2368)
1760                                 (2377 . 2380)
1761                                 (2434 . 2435)
1762                                 (2494 . 2496)
1763                                 (2503 . 2504)
1764                                 (2507 . 2508)
1765                                 2519
1766                                 (2622 . 2624)
1767                                 2691
1768                                 (2750 . 2752)
1769                                 2761
1770                                 (2763 . 2764)
1771                                 (2818 . 2819)
1772                                 2878 2880
1773                                 (2887 . 2888)
1774                                 (2891 . 2892)
1775                                 2903 2947
1776                                 (3006 . 3007)
1777                                 (3009 . 3010)
1778                                 (3014 . 3016)
1779                                 (3018 . 3020)
1780                                 3031
1781                                 (3073 . 3075)
1782                                 (3137 . 3140)
1783                                 (3202 . 3203)
1784                                 3262
1785                                 (3264 . 3268)
1786                                 (3271 . 3272)
1787                                 (3274 . 3275)
1788                                 (3285 . 3286)
1789                                 (3330 . 3331)
1790                                 (3390 . 3392)
1791                                 (3398 . 3400)
1792                                 (3402 . 3404)
1793                                 3415
1794                                 (3458 . 3459)
1795                                 (3535 . 3537)
1796                                 (3544 . 3551)
1797                                 (3570 . 3571)
1798                                 (3902 . 3903)
1799                                 3967 4140 4145 4152
1800                                 (4182 . 4183)
1801                                 (6068 . 6070)
1802                                 (6078 . 6085)
1803                                 (6087 . 6088)
1804                                 (119141 . 119142)
1805                                 (119149 . 119154)))
1806 (xsdre-def-primitive-category 'Me
1807                               '((1160 . 1161)
1808                                 (1757 . 1758)
1809                                 (8413 . 8416)
1810                                 (8418 . 8419)))
1811 (xsdre-def-primitive-category 'Nd
1812                               '((48 . 57)
1813                                 (1632 . 1641)
1814                                 (1776 . 1785)
1815                                 (2406 . 2415)
1816                                 (2534 . 2543)
1817                                 (2662 . 2671)
1818                                 (2790 . 2799)
1819                                 (2918 . 2927)
1820                                 (3047 . 3055)
1821                                 (3174 . 3183)
1822                                 (3302 . 3311)
1823                                 (3430 . 3439)
1824                                 (3664 . 3673)
1825                                 (3792 . 3801)
1826                                 (3872 . 3881)
1827                                 (4160 . 4169)
1828                                 (4969 . 4977)
1829                                 (6112 . 6121)
1830                                 (6160 . 6169)
1831                                 (65296 . 65305)
1832                                 (120782 . 120831)))
1833 (xsdre-def-primitive-category 'Nl
1834                               '((5870 . 5872)
1835                                 (8544 . 8579)
1836                                 12295
1837                                 (12321 . 12329)
1838                                 (12344 . 12346)
1839                                 66378))
1840 (xsdre-def-primitive-category 'No
1841                               '((178 . 179)
1842                                 185
1843                                 (188 . 190)
1844                                 (2548 . 2553)
1845                                 (3056 . 3058)
1846                                 (3882 . 3891)
1847                                 (4978 . 4988)
1848                                 8304
1849                                 (8308 . 8313)
1850                                 (8320 . 8329)
1851                                 (8531 . 8543)
1852                                 (9312 . 9371)
1853                                 9450
1854                                 (10102 . 10131)
1855                                 (12690 . 12693)
1856                                 (12832 . 12841)
1857                                 (12928 . 12937)
1858                                 (66336 . 66339)))
1859 (xsdre-def-primitive-category 'Pc
1860                               '(95
1861                                 (8255 . 8256)
1862                                 12539
1863                                 (65075 . 65076)
1864                                 (65101 . 65103)
1865                                 65343 65381))
1866 (xsdre-def-primitive-category 'Pd
1867                               '(45 173 1418 6150
1868                                    (8208 . 8213)
1869                                    12316 12336
1870                                    (65073 . 65074)
1871                                    65112 65123 65293))
1872 (xsdre-def-primitive-category 'Ps
1873                               '(40 91 123 3898 3900 5787 8218 8222 8261 8317
1874                                    8333 9001 12296 12298 12300 12302 12304
1875                                    12308 12310 12312 12314 12317 64830 65077
1876                                    65079 65081 65083 65085 65087 65089 65091
1877                                    65113 65115 65117 65288 65339 65371 65378))
1878 (xsdre-def-primitive-category 'Pe
1879                               '(41 93 125 3899 3901 5788 8262 8318 8334 9002
1880                                    12297 12299 12301 12303 12305 12309 12311
1881                                    12313 12315
1882                                    (12318 . 12319)
1883                                    64831 65078 65080 65082 65084 65086 65088
1884                                    65090 65092 65114 65116 65118 65289 65341
1885                                    65373 65379))
1886 (xsdre-def-primitive-category 'Pi
1887                               '(171 8216
1888                                     (8219 . 8220)
1889                                     8223 8249))
1890 (xsdre-def-primitive-category 'Pf
1891                               '(187 8217 8221 8250))
1892 (xsdre-def-primitive-category 'Po
1893                               '((33 . 35)
1894                                 (37 . 39)
1895                                 42 44
1896                                 (46 . 47)
1897                                 (58 . 59)
1898                                 (63 . 64)
1899                                 92 161 183 191 894 903
1900                                 (1370 . 1375)
1901                                 1417 1470 1472 1475
1902                                 (1523 . 1524)
1903                                 1548 1563 1567
1904                                 (1642 . 1645)
1905                                 1748
1906                                 (1792 . 1805)
1907                                 (2404 . 2405)
1908                                 2416 3572 3663
1909                                 (3674 . 3675)
1910                                 (3844 . 3858)
1911                                 3973
1912                                 (4170 . 4175)
1913                                 4347
1914                                 (4961 . 4968)
1915                                 (5741 . 5742)
1916                                 (5867 . 5869)
1917                                 (6100 . 6106)
1918                                 6108
1919                                 (6144 . 6149)
1920                                 (6151 . 6154)
1921                                 (8214 . 8215)
1922                                 (8224 . 8231)
1923                                 (8240 . 8248)
1924                                 (8251 . 8254)
1925                                 (8257 . 8259)
1926                                 (8264 . 8269)
1927                                 (12289 . 12291)
1928                                 65072
1929                                 (65097 . 65100)
1930                                 (65104 . 65106)
1931                                 (65108 . 65111)
1932                                 (65119 . 65121)
1933                                 65128
1934                                 (65130 . 65131)
1935                                 (65281 . 65283)
1936                                 (65285 . 65287)
1937                                 65290 65292
1938                                 (65294 . 65295)
1939                                 (65306 . 65307)
1940                                 (65311 . 65312)
1941                                 65340 65377 65380))
1942 (xsdre-def-primitive-category 'Zs
1943                               '(32 160 5760
1944                                    (8192 . 8203)
1945                                    8239 12288))
1946 (xsdre-def-primitive-category 'Zl
1947                               '(8232))
1948 (xsdre-def-primitive-category 'Zp
1949                               '(8233))
1950 (xsdre-def-primitive-category 'Sm
1951                               '(43
1952                                 (60 . 62)
1953                                 124 126 172 177 215 247 8260
1954                                 (8314 . 8316)
1955                                 (8330 . 8332)
1956                                 (8592 . 8596)
1957                                 (8602 . 8603)
1958                                 8608 8611 8614 8622
1959                                 (8654 . 8655)
1960                                 8658 8660
1961                                 (8704 . 8945)
1962                                 (8968 . 8971)
1963                                 (8992 . 8993)
1964                                 9655 9665 9839 64297 65122
1965                                 (65124 . 65126)
1966                                 65291
1967                                 (65308 . 65310)
1968                                 65372 65374 65506
1969                                 (65513 . 65516)
1970                                 120513 120539 120571 120597 120629 120655
1971                                 120687 120713 120745 120771))
1972 (xsdre-def-primitive-category 'Sc
1973                               '(36
1974                                 (162 . 165)
1975                                 (2546 . 2547)
1976                                 3647 6107
1977                                 (8352 . 8367)
1978                                 65129 65284
1979                                 (65504 . 65505)
1980                                 (65509 . 65510)))
1981 (xsdre-def-primitive-category 'Sk
1982                               '(94 96 168 175 180 184
1983                                    (697 . 698)
1984                                    (706 . 719)
1985                                    (722 . 735)
1986                                    (741 . 749)
1987                                    (884 . 885)
1988                                    (900 . 901)
1989                                    8125
1990                                    (8127 . 8129)
1991                                    (8141 . 8143)
1992                                    (8157 . 8159)
1993                                    (8173 . 8175)
1994                                    (8189 . 8190)
1995                                    (12443 . 12444)
1996                                    65342 65344 65507))
1997 (xsdre-def-primitive-category 'So
1998                               '((166 . 167)
1999                                 169 174 176 182 1154 1769
2000                                 (1789 . 1790)
2001                                 2554 2928
2002                                 (3841 . 3843)
2003                                 (3859 . 3863)
2004                                 (3866 . 3871)
2005                                 3892 3894 3896
2006                                 (4030 . 4037)
2007                                 (4039 . 4044)
2008                                 4047
2009                                 (8448 . 8449)
2010                                 (8451 . 8454)
2011                                 (8456 . 8457)
2012                                 8468
2013                                 (8470 . 8472)
2014                                 (8478 . 8483)
2015                                 8485 8487 8489 8494 8498 8506
2016                                 (8597 . 8601)
2017                                 (8604 . 8607)
2018                                 (8609 . 8610)
2019                                 (8612 . 8613)
2020                                 (8615 . 8621)
2021                                 (8623 . 8653)
2022                                 (8656 . 8657)
2023                                 8659
2024                                 (8661 . 8691)
2025                                 (8960 . 8967)
2026                                 (8972 . 8991)
2027                                 (8994 . 9000)
2028                                 (9003 . 9083)
2029                                 (9085 . 9114)
2030                                 (9216 . 9254)
2031                                 (9280 . 9290)
2032                                 (9372 . 9449)
2033                                 (9472 . 9621)
2034                                 (9632 . 9654)
2035                                 (9656 . 9664)
2036                                 (9666 . 9719)
2037                                 (9728 . 9747)
2038                                 (9753 . 9838)
2039                                 (9840 . 9841)
2040                                 (9985 . 9988)
2041                                 (9990 . 9993)
2042                                 (9996 . 10023)
2043                                 (10025 . 10059)
2044                                 10061
2045                                 (10063 . 10066)
2046                                 10070
2047                                 (10072 . 10078)
2048                                 (10081 . 10087)
2049                                 10132
2050                                 (10136 . 10159)
2051                                 (10161 . 10174)
2052                                 (10240 . 10495)
2053                                 (11904 . 11929)
2054                                 (11931 . 12019)
2055                                 (12032 . 12245)
2056                                 (12272 . 12283)
2057                                 12292
2058                                 (12306 . 12307)
2059                                 12320
2060                                 (12342 . 12343)
2061                                 (12350 . 12351)
2062                                 (12688 . 12689)
2063                                 (12694 . 12703)
2064                                 (12800 . 12828)
2065                                 (12842 . 12867)
2066                                 (12896 . 12923)
2067                                 12927
2068                                 (12938 . 12976)
2069                                 (12992 . 13003)
2070                                 (13008 . 13054)
2071                                 (13056 . 13174)
2072                                 (13179 . 13277)
2073                                 (13280 . 13310)
2074                                 (42128 . 42145)
2075                                 (42148 . 42163)
2076                                 (42165 . 42176)
2077                                 (42178 . 42180)
2078                                 42182 65508 65512
2079                                 (65517 . 65518)
2080                                 (65532 . 65533)
2081                                 (118784 . 119029)
2082                                 (119040 . 119078)
2083                                 (119082 . 119140)
2084                                 (119146 . 119148)
2085                                 (119171 . 119172)
2086                                 (119180 . 119209)
2087                                 (119214 . 119261)))
2088 (xsdre-def-primitive-category 'Cc
2089                               '((0 . 31)
2090                                 (127 . 159)))
2091 (xsdre-def-primitive-category 'Cf
2092                               '(1807
2093                                 (6155 . 6158)
2094                                 (8204 . 8207)
2095                                 (8234 . 8238)
2096                                 (8298 . 8303)
2097                                 65279
2098                                 (65529 . 65531)
2099                                 (119155 . 119162)
2100                                 917505
2101                                 (917536 . 917631)))
2102 (xsdre-def-primitive-category 'Co
2103                               '((57344 . 63743)
2104                                 (983040 . 1048573)
2105                                 (1048576 . 1114109)))
2106
2107 (provide 'xsd-regexp)
2108
2109 ;;; xsd-regexp.el ends here