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Code Editor : xsd-regexp.elc
;ELC ;;; Compiled by mockbuild@c6b8.bsys.dev.centos.org on Thu Feb 19 13:04:38 2015 ;;; from file /builddir/build/BUILD/emacs-23.1/lisp/nxml/xsd-regexp.el ;;; in Emacs version 23.1.1 ;;; with all optimizations. ;;; This file uses dynamic docstrings, first added in Emacs 19.29. (if (and (boundp 'emacs-version) (< (aref emacs-version (1- (length emacs-version))) ?A) (or (and (boundp 'epoch::version) epoch::version) (string-lessp emacs-version "19.29"))) (error "`xsd-regexp.el' was compiled for Emacs 19.29 or later")) ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;; #@186 Translate a W3C XML Schema Datatypes regexp to an Emacs regexp. Returns a string. REGEXP is a string. If REGEXP is not a valid XSD regexp, signal an `xsdre-invalid-regexp' condition. (defalias 'xsdre-translate #[(regexp) "\301\302!!\207" [regexp xsdre-from-symbolic xsdre-to-symbolic] 3 (#$ . 617)]) (byte-code "\301B\302\301!\204 \303\301\304\"\210\304\207" [current-load-list xsdre-test-history default-boundp set-default nil] 3) (defalias 'xsdre-test-regexp #[nil "\302\303\304\211\211\305%\306!\307\220\310\311!\210\310!\210\310\312!\210\310\313!\210\310\312!\210\314 !\210\310\312!\210\310\315!\210\310\316 !!\221\210*\202 " [str symbolic read-from-minibuffer "Regexp: " nil xsdre-test-history xsdre-to-symbolic "*XSD Regexp Test*" princ "XSD regexp: " "\n" "Symbolic: " pp "Emacs regexp: " xsdre-from-symbolic] 6 nil nil]) #@179 Return a representation of a range of integers. If the range contains a single integer, it is represented by that integer. Otherwise, it is represented by a (FIRST . LAST) pair. (defalias 'xsdre-make-range #[(first last) " U\203 \207 B\207" [first last] 2 (#$ . 1464)]) (put 'xsdre-make-range 'byte-optimizer 'byte-compile-inline-expand) #@38 Return the first integer in a range. (defalias 'xsdre-range-first #[(r) ":\203 @\207\207" [r] 1 (#$ . 1812)]) (put 'xsdre-range-first 'byte-optimizer 'byte-compile-inline-expand) #@37 Return the last integer in a range. (defalias 'xsdre-range-last #[(r) ":\203 A\207\207" [r] 1 (#$ . 2001)]) (put 'xsdre-range-last 'byte-optimizer 'byte-compile-inline-expand) #@216 Make a range-list from a list of ranges. A range-list represents a set of integers by a list of ranges in a canonical form, in which ranges are in increasing order, and adjacent ranges are merged wherever possible. (defalias 'xsdre-make-range-list #[(list) "\205\327 \306\307\"\211A@\211\211 :\203 \f@\202 \f) \211 :\203, \fA\202- \f) \203\270 @\211\211 :\203C \fA\202D \f) V\203\261 \211 :\203W \f@\202X \f) TX\203s \211 :\203l \fA\202m \f) \202\261 \n \211 U\203\205 \202\211 B*\240\210\n \241\210 \211 :\203\236 \f@\202\237 \f) \211 :\203\255 \fA\202\256 \f) A\211\2044 \n \211 U\203\312 \202\316 B*\240\210\n\310\241\210-\207" [list next tail head r first sort xsdre-range-less-than nil last] 4 (#$ . 2188)]) #@58 Return a range-list, the union of a list of range-lists. (defalias 'xsdre-range-list-union #[(range-lists) "\301\302\303\"!\207" [range-lists xsdre-make-range-list apply append] 4 (#$ . 2954)]) #@60 Return a range-list for the difference of two range-lists. (defalias 'xsdre-range-list-difference #[(orig subtract) "\205#\306\211\211\211\211 \203 @\211\211 :\203# @\202% )\f\211 :\2035 A\2027 )\203_ @\211 :\203N A\202P )\nW\203_ A\211\204> \203\376 \n X\203\376 @\211 :\203z @\202| ) X\203\376 \n@\211 :\203\223 @\202\225 )W\203\302 \n@\211 :\203\253 @\202\255 )S\211 U\203\273 \n\202\276 \n B* B@\211 :\203\322 A\202\324 ) W\203\370 @\211 :\203\352 A\202\354 )TA\211\202a T\202_ \n X\203\n \211 U\203\n\202\n B* BA\211\204 \237-\207" [orig last first next head new nil r subtract] 6 (#$ . 3155)]) #@51 Return non-nil if range R1 is less than range R2. (defalias 'xsdre-range-less-than #[(r1 r2) "\211:\203\f @\202 )\n\211:\203 @\202 )W\206] \211:\203, @\202- )\n\211:\203: @\202; )U\205] \211:\203L A\202M )\n\211:\203Z A\202[ )W\207" [r1 r r2] 3 (#$ . 3856)]) #@70 Check that RANGE-LIST is a range-list. Signal an error if it is not. (defalias 'xsdre-check-range-list #[(range-list) "\304 \203` :\204 \305\306!\210 @\211\250\204- \n:\203( \n@\250\203( \nA\250\204- \305\307\n\"\210\203I T\n\211:\203? @\202@ )W\204I \305\310!\210\n\211:\203U A\202V )) A\211\204 )\311\207" [last range-list head r nil error "Range list not a list" "Bad range %s" "Ranges not strictly increasing" t] 4 (#$ . 4145)]) #@52 Return an Emacs regexp for the symbolic regexp RE. (defalias 'xsdre-from-symbolic #[(re) "\301\302\303\304\"\237\"\207" [re apply concat xsdre-compile-regexp nil] 5 (#$ . 4599)]) #@146 Return a Emacs regular expression for the symbolic regexp RE. Returns a list of strings whose head is the regexp for RE and whose tail is ACCUM. (defalias 'xsdre-compile-regexp #[(re accum) ":\204\n \306 \"\207@\307=\2035 \310 BA\n\2030 \311\n@ \"\nA\211\203 \312 B\202 )\313 B\207@\314=\203S A\211\203P \311 @ \" A\211\204C ) \207@\315=\203\345 A@ \3168 \3178 \f:\205p \f@\314=\211 \203z \310 B\311\f \"\203\210 \313 B\204\260 \320=\203\231 \321 B\202\343 \322=\203\245 \323 B\202\343 \324\325 !\326Q B\202\343 =\203\302 \324\325 !\327Q B\202\343 \320=\203\325 \322=\203\325 \330 B\202\343 \324\325 !\331\325!\327\260 B,\207\306 \"\207" [re accum choices members sub lower xsdre-compile-char-class choice "\\(?:" xsdre-compile-regexp "\\|" "\\)" sequence repeat 2 3 0 "*" 1 "+" "\\{" number-to-string ",\\}" "\\}" "?" "," upper need-paren] 6 (#$ . 4786)]) #@155 Return a Emacs regular expression for the symbolic character class CC. Returns a list of strings whose head is the regexp for CC and whose tail is ACCUM. (defalias 'xsdre-compile-char-class #[(cc accum) "\250\203 \304!\202X \305\306!!\211\204 \307\202W A\204T @\211:\203+ \n@\202, \n) @\211:\203: \nA\202; \n)U\203T \304 @\211:\203N \n@\202O \n)!\202W \310 !) B\207" [cc ranges r accum xsdre-compile-single-char xsdre-range-list-mule-intersection xsdre-char-class-to-range-list "- " xsdre-range-list-to-char-alternative] 4 (#$ . 5691)]) (defalias 'xsdre-compile-single-char #[(ch) "\301>\203 \302\303\"\207\302\304\305\"!\207" [ch (46 42 43 63 91 93 94 36 92) string 92 decode-char ucs] 4]) #@51 Return a range-list for a symbolic char-class CC. (defalias 'xsdre-char-class-to-range-list #[(cc) "\250\203 C\2079\203 \303N\206r \304\305N!\207@\250\203, @AU\203* @\207\207@\306=\203; \307\310\304A\"!\207@\311=\203O \312\304A@!\304\3138!\"\207@\314=\203n A@\3138\211 U\203h \n\202k \n B*C\207\315\316\"\207" [cc last first xsdre-ranges xsdre-char-class-to-range-list xsdre-char-class union xsdre-range-list-union mapcar difference xsdre-range-list-difference 2 range error "Internal error in XSD regexp compilation: unknown char-class %s"] 6 (#$ . 6404)]) #@75 List of ranges for the Mule character sets containing Unicode characters. (defconst xsdre-mule-char-set-ranges '((0 . 127) (128 . 159) (160 . 255) (256 . 9471) (9472 . 13311) (57344 . 65535)) (#$ . 6991)) #@140 Return the intersection of RANGE-LIST with the mule-supported ranges. Also split ranges so that no range spans more that one mule charset. (defalias 'xsdre-range-list-mule-intersection #[(range-list) "\205\n A\306 \211 @@) \211 @A) @\211 \211 \n:\203* \n@\202, \n) \211 \n:\203> \nA\202@ \n) \fA \fV\203\203 \203@\211 \211 \n:\203d \n@\202f \n) \211 \n:\203x \nA\202z \n)\fA\202F W\203\244 \n\203\n\211 @@)\n\211 @A)\nA\202F W\203\262 \211 \202\fX\203\340 \f \f\211 \fU\203\316 \202\323 \fB* B\fT\211 \202H \f\211 \fU\203\364 \202\371 \fB* BT \307\204F \237.\207" [range-list xsdre-mule-char-set-ranges char-set-ranges mule-ranges x char-set-first nil t char-set-last range r first last] 3 (#$ . 7203)]) #@207 Return a char alternative for a range-list. RANGE-LIST must contain more than integer. The char alternative is a string containing an Emacs regexp consisting of a single char alternative delimited with []. (defalias 'xsdre-range-list-to-char-alternative #[(range-list) "\306\211\211\211\211\211\211 \203\243 @\211\211 :\203' @\202) )\211 :\203: A\202< ) \307=\203M \310 T\211\202h \311=\203\\ \310 T\211\202h \312=\203q \310 T\211\203q X\204> X\203\232 \nB W\203\232 T=\203\224 \311=\204\224 \nB\202\231 \311\nBBA\211\204 \313\314\n\" \203\260 \307\nB \203\270 \311\nB\312\nB\211\237\f\203\307 \312\nB\n\315\232\203\317 \316\317\nB\320\321\n\".\207" [last first chars hyphen close-bracket caret nil 94 t 45 93 mapcar #[(c) "\301\302\"\207" [c decode-char ucs] 3] (94 45 93) (45 94 93) 91 apply string range range-list r] 8 (#$ . 7999)]) #@64 List of characters remaining to be parsed. Dynamically bound. (defvar xsdre-current-regexp nil (#$ . 8905)) #@721 Convert a W3C XML Schema datatypes regexp to a symbolic form. The symbolic form has the following structure: REGEXP ::= (sequence REGEXP ...) | (choice REGEXP ...) | (repeat REGEXP MIN MAX) | CHAR-CLASS CHAR-CLASS ::= CHAR | SYMBOLIC-CHAR-CLASS | RANGE | (union CHAR-CLASS ...) | (difference CHAR-CLASS CHAR-CLASS) RANGE ::= (range LOWER UPPER) MIN ::= INTEGER MAX ::= INTEGER | nil CHAR ::= UNICODE LOWER ::= UNICODE UPPER ::= UNICODE SYMBOLIC-CHAR-CLASS ::= SYMBOL where UNICODE is a integer specifying a Unicode code-point and SYMBOLIC-CHAR-CLASS is a symbol which has either a `xsdre-char-class' property whose value is a CHAR-CLASS, or a `xsdre-ranges' property whose value is a range-list. (defalias 'xsdre-to-symbolic #[(str) "\303 \304\")\305\306\307\217)\207" [str string xsdre-current-regexp append nil err (byte-code "\302 \203 \303\304 @\"\202 )\207" [symbolic xsdre-current-regexp xsdre-parse-regexp xsdre-parse-error "Unexpected %c"] 3) ((xsdre-parse-error (byte-code "\303\304\305\306A\" G\nGZD\"\207" [err str xsdre-current-regexp signal xsdre-invalid-regexp apply format] 5)))] 3 (#$ . 9021)]) (byte-code "\300\301\302\303#\210\300\301\304\305#\207" [put xsdre-invalid-regexp error-conditions (error xsdre-invalid-regexp) error-message "Invalid W3C XML Schema Datatypes regular expression"] 4) (defalias 'xsdre-parse-regexp #[nil "\302\303 B @\304=\203 \305 \210\202 A\204 @\202\" \306\237B)\207" [branches xsdre-current-regexp nil xsdre-parse-branch 124 xsdre-advance choice] 2]) (defalias 'xsdre-parse-branch #[nil "\303\304 \211\205 \305 \211\203 \306 \n@\nAF) B\211)\204 \204* \307\2028 A\2044 @\2028 \310\237B)\207" [items item quantifier nil xsdre-try-parse-atom xsdre-try-parse-quantifier repeat (sequence) sequence] 5]) (defalias 'xsdre-try-parse-quantifier #[nil "@\211\304=\203 \305 \210\306\202w \307=\203 \305 \210\310\202w \311=\203* \305 \210\312\202w \313=\203v \305 \210\314 @\211\315=\203H \305 \210\n\211B\202r \316=\203o \305 \210@\315=\203a \305 \210\n\317B\202r \314 \320\315!\210\n )B\202r \321\322!)\202w \317)\207" [xsdre-current-regexp ch lower upper 42 xsdre-advance (0) 43 (1) 63 (0 . 1) 123 xsdre-parse-bound 125 44 nil xsdre-expect xsdre-parse-error "Expected , or }"] 3]) (defalias 'xsdre-parse-bound #[nil "\304 @\211\305>\211\204 \306\307!\210\310_ AG\\*\311 \210 @\312>\203 )\207" [n xsdre-current-regexp ch digit 0 (57 56 55 54 53 52 51 50 49 48) xsdre-parse-error "Expected a digit" 10 xsdre-advance (125 44)] 3]) (defalias 'xsdre-try-parse-atom #[nil "@\211\304>\203 \305\202[ \306=\203 \307 \210\310 \202[ \311=\2030 \307 \210\312 \313\314!\210\n)\202[ \315=\203; \316 \202[ \317=\203H \307 \210\320\202[ \321 \322\"\211\204V \323\324 \"\210\307 \210 ))\207" [xsdre-current-regexp ch ret uc (nil 63 42 43 41 123 125 124 93) nil 92 xsdre-advance xsdre-parse-escape 40 xsdre-parse-regexp xsdre-expect 41 91 xsdre-parse-char-class 46 dot encode-char ucs xsdre-parse-error "%c is not a Unicode character"] 4]) (defalias 'xsdre-parse-char-class #[nil "\306 \210\307\211\211 @\310=\203 \311\306 \210\312 \307\211 @\313=\203\202 \306 \210 @\314=\2037 B\307\202\214 \250\204C \315\316!\202\214 \317\320\"\211\204U \315\321\"\202\214 \312 \211 \250\204b \315\322!\210\317 \320\"\211\204r \315\323 \"\210\324 \fE B) @\325=?\202\214 B @\325=?+\204 \237\211A\204\236 @\202\242 \326 B\n\203\253 \327\330E @\314=\203\270 \327\331 E\332\325!\210+\207" [ret members compl xsdre-current-regexp uc2 uc1 xsdre-advance nil 94 t xsdre-parse-char-class-member 45 91 xsdre-parse-error "Lower bound is not a single character" encode-char ucs "Lower bound %c is not a Unicode character" "Upper bound is not a single character" "Upper bound %c is not a Unicode character" range 93 union difference any xsdre-parse-char-class xsdre-expect member upper] 4]) (defalias 'xsdre-parse-char-class-member #[nil "@\211\204 \302\303!\202, \304=\203 \305 \210\306 \202, \307>\203( \302\310 \"\202, \305 \210 )\207" [xsdre-current-regexp ch xsdre-parse-error "Expected ]" 92 xsdre-advance xsdre-parse-escape (91 93 45) "%c must be quoted in a character class"] 4]) (byte-code "\301B\302\303!\207" [current-load-list xsdre-single-escape (lambda (#1=#:defconst-tmp-var) (defconst xsdre-single-escape #1#)) ((115 . space) (105 . name-initial) (99 . name-continue) (100 . digit) (119 . word))] 2) (defalias 'xsdre-parse-escape #[nil "@\304 \210 \305>\203 \202n \306=\203 \307\202n \310=\203$ \311\202n \312=\203. \313\202n \n\236A\206n \227\n\236A\211\205C \314\315 E)\206n \316=\203R \317 \202n \320=\203` \314\315\317 E\202n \203j \321\322!\202n \321\323 \")\207" [xsdre-current-regexp ch xsdre-single-escape positive xsdre-advance (92 124 46 45 94 42 43 40 41 123 125 91 93) 114 13 110 10 116 9 difference any 112 xsdre-parse-prop 80 xsdre-parse-error "Missing char after \\" "Bad escape %c"] 4]) (defalias 'xsdre-parse-prop #[nil "\305\306!\210\307 @\310=\204 \204 \311\312!\210 @B\313 \210\202 \313 \210\237\211\2040 \311\314!\202\243 A\204L \315\316@!!\211\317N\204G \311\320\n\"\210\n)\202\243 \211AA)\204r \315\316@\211A@)\"!\211\317N\204m \311\320\n\"\210\n)\202\243 @\321=\203\204 \211A@)\322=\204\212 \311\323!\202\243 \315\324\316\211AA)\"!\211 \325N\204\241 \311\326\f\"\210\f))\207" [name xsdre-current-regexp category x block xsdre-expect 123 nil 125 xsdre-parse-error "Expected ?" xsdre-advance "Empty property name" intern string xsdre-unicode-category "%s is not a category" 73 115 "Block name does not start with Is" apply xsdre-unicode-block "%s is not a block name"] 5]) (defalias 'xsdre-expect #[(ch) "@ =\203\n \302 \207\303\304 \"\207" [xsdre-current-regexp ch xsdre-advance xsdre-parse-error "Expected %c"] 3]) (defalias 'xsdre-advance #[nil "A\211\207" [xsdre-current-regexp] 2]) (defalias 'xsdre-parse-error #[(&rest args) "\301\302\"\207" [args signal xsdre-parse-error] 3]) (byte-code "\301\302\303\304#\210\301\302\305\306#\210\301\307\310\311#\210\301\312\310\313#\210\301\314\310\315#\210\301\316\310\317#\210\301\320\321\322#\210\323B\324\325!\207" [current-load-list put xsdre-parse-error error-conditions (error xsdre-parse-error) error-message "Internal error in parsing XSD regexp" dot xsdre-char-class (difference any (union 10 13)) digit Nd word (difference any (union P Z C)) space (union 9 10 13 32) any xsdre-ranges ((0 . 1114111)) xsdre-gen-categories (lambda (#1=#:defconst-tmp-var) (defconst xsdre-gen-categories #1#)) (Lu Ll Lt Lm Lo Mn Mc Me Nd Nl No Pc Pd Ps Pe Pi Pf Po Zs Zl Zp Sm Sc Sk So Cc Cf Co)] 4) #@117 Use a UnicodeData file to generate code to initialize Unicode categories. Code is inserted into the current buffer. (defalias 'xsdre-gen-categories #[(file) "\212\306!q\210eb\210\307\310 \"\210\311\312\313\314#\203\203 \315\316\317!!\320\316\321!\322\"\n\323N\211 @ \324\317\224\325Z\317\224S\"\326\230 \250\203V \204H T=\203V \327\n\323 B\fAB#\210\202 :\203w \204h AT=\203w \327\n\323 @ B\fAB#\210\202 \327\n\323 \fB#\210-\202 \307\330 \"\210)\307\331 \"\207" [file xsdre-gen-categories sym code ranges last-range find-file-noselect mapc #[(x) "\301\302\303#\207" [x put xsdre-ranges nil] 4] re-search-forward "^\\([0-9A-Fa-f]*\\);[^;]*;\\([A-Z][a-z]\\);" nil t intern match-string-no-properties 2 string-to-number 1 16 xsdre-ranges buffer-substring-no-properties 6 "Last>" put #[(x) "\301\302\302N\237#\210\303\207" [x put xsdre-ranges nil] 5] #[(x) "`\302\303\304 D\304 \305NDEp\"\210\212b\210\306\307!\210\310\311\312\217\2054 \313iW\203 \314\315!\204 \316c\210\317 \210\202 *\207" [start x pp xsdre-def-primitive-category quote xsdre-ranges down-list 2 err (byte-code "\300 \210\301\207" [forward-sexp t] 1) ((error)) 70 looking-at ")" "\n" lisp-indent-line] 6] forced-range] 6 (#$ . 15671) "fUnicodeData file: "]) (defalias 'xsdre-def-primitive-category #[(sym ranges) "\302\303 #\210\302\304\305#\207" [sym ranges put xsdre-ranges xsdre-unicode-category t] 4]) (defalias 'xsdre-def-block #[(sym ranges) "\302\303 #\210\302\304\305#\207" [sym ranges put xsdre-ranges xsdre-unicode-block t] 4]) (byte-code "\300\301\302\"\210\300\303\304\"\210\300\305\306\"\210\300\307\310\"\210\300\311\312\"\210\300\313\314\"\210\300\315\316\"\210\300\317\320\"\210\300\321\322\"\210\300\323\324\"\210\300\325\326\"\210\300\327\330\"\210\300\331\332\"\210\300\333\334\"\210\300\335\336\"\210\300\337\340\"\210\300\341\342\"\210\300\343\344\"\210\300\345\346\"\210\300\347\350\"\210\300\351\352\"\210\300\353\354\"\210\300\355\356\"\210\300\357\360\"\210\300\361\362\"\210\300\363\364\"\210\300\365\366\"\210\300\367\370\"\210\300\371\372\"\210\300\373\374\"\210\300\375\376\"\210\300\377\201@ \"\210\300\201A \201B \"\210\300\201C \201D \"\210\300\201E \201F \"\210\300\201G \201H \"\210\300\201I \201J \"\210\300\201K \201L \"\210\300\201M \201N \"\210\300\201O \201P \"\210\300\201Q \201R \"\210\300\201S \201T \"\210\300\201U \201V \"\210\300\201W \201X \"\210\300\201Y \201Z \"\210\300\201[ \201\\ \"\210\300\201] \201^ \"\210\300\201_ \201` \"\210\300\201a \201b \"\210\300\201c \201d \"\210\300\201e \201f \"\210\300\201g \201h \"\210\300\201i \201j \"\210\300\201k \201l \"\210\300\201m \201n \"\210\300\201o \201p \"\210\300\201q \201r \"\210\300\201s \201t \"\210\300\201u \201v \"\210\300\201w \201x \"\210\300\201y \201z \"\210\300\201{ \201| \"\210\300\201} \201~ \"\210\300\201 \201\200 \"\210\300\201\201 \201\202 \"\210\300\201\203 \201\204 \"\210\300\201\205 \201\206 \"\210\300\201\207 \201\210 \"\210\300\201\211 \201\212 \"\210\300\201\213 \201\214 \"\210\300\201\215 \201\216 \"\210\300\201\217 \201\220 \"\210\300\201\221 \201\222 \"\210\300\201\223 \201\224 \"\210\300\201\225 \201\226 \"\210\300\201\227 \201\230 \"\210\300\201\231 \201\232 \"\210\300\201\233 \201\234 \"\210\300\201\235 \201\236 \"\210\300\201\237 \201\240 \"\210\300\201\241 \201\242 \"\210\300\201\243 \201\244 \"\210\300\201\245 \201\246 \"\210\300\201\243 \201\247 \"\210\300\201\250 \201\251 \"\210\300\201\252 \201\253 \"\210\300\201\254 \201\255 \"\210\300\201\256 \201\257 \"\210\300\201\260 \201\261 \"\210\300\201\262 \201\263 \"\210\300\201\264 \201\265 \"\210\300\201\266 \201\267 \"\210\300\201\270 \201\271 \"\210\300\201\272 \201\273 \"\207" [xsdre-def-block BasicLatin ((0 . 127)) Latin-1Supplement ((128 . 255)) LatinExtended-A ((256 . 383)) LatinExtended-B ((384 . 591)) IPAExtensions ((592 . 687)) SpacingModifierLetters ((688 . 767)) CombiningDiacriticalMarks ((768 . 879)) Greek ((880 . 1023)) Cyrillic ((1024 . 1279)) Armenian ((1328 . 1423)) Hebrew ((1424 . 1535)) Arabic ((1536 . 1791)) Syriac ((1792 . 1871)) Thaana ((1920 . 1983)) Devanagari ((2304 . 2431)) Bengali ((2432 . 2559)) Gurmukhi ((2560 . 2687)) Gujarati ((2688 . 2815)) Oriya ((2816 . 2943)) Tamil ((2944 . 3071)) Telugu ((3072 . 3199)) Kannada ((3200 . 3327)) Malayalam ((3328 . 3455)) Sinhala ((3456 . 3583)) Thai ((3584 . 3711)) Lao ((3712 . 3839)) Tibetan ((3840 . 4095)) Myanmar ((4096 . 4255)) Georgian ((4256 . 4351)) HangulJamo ((4352 . 4607)) Ethiopic ((4608 . 4991)) Cherokee ((5024 . 5119)) UnifiedCanadianAboriginalSyllabics ((5120 . 5759)) Ogham ((5760 . 5791)) Runic ((5792 . 5887)) Khmer ((6016 . 6143)) Mongolian ((6144 . 6319)) LatinExtendedAdditional ((7680 . 7935)) GreekExtended ((7936 . 8191)) GeneralPunctuation ((8192 . 8303)) SuperscriptsandSubscripts ((8304 . 8351)) CurrencySymbols ((8352 . 8399)) CombiningMarksforSymbols ((8400 . 8447)) LetterlikeSymbols ((8448 . 8527)) NumberForms ((8528 . 8591)) Arrows ((8592 . 8703)) MathematicalOperators ((8704 . 8959)) MiscellaneousTechnical ((8960 . 9215)) ControlPictures ((9216 . 9279)) OpticalCharacterRecognition ((9280 . 9311)) EnclosedAlphanumerics ((9312 . 9471)) BoxDrawing ((9472 . 9599)) BlockElements ((9600 . 9631)) GeometricShapes ((9632 . 9727)) MiscellaneousSymbols ((9728 . 9983)) Dingbats ((9984 . 10175)) BraillePatterns ((10240 . 10495)) CJKRadicalsSupplement ((11904 . 12031)) KangxiRadicals ((12032 . 12255)) IdeographicDescriptionCharacters ((12272 . 12287)) CJKSymbolsandPunctuation ((12288 . 12351)) Hiragana ((12352 . 12447)) Katakana ((12448 . 12543)) Bopomofo ((12544 . 12591)) HangulCompatibilityJamo ((12592 . 12687)) Kanbun ((12688 . 12703)) BopomofoExtended ((12704 . 12735)) EnclosedCJKLettersandMonths ((12800 . 13055)) CJKCompatibility ((13056 . 13311)) CJKUnifiedIdeographsExtensionA ((13312 . 19893)) CJKUnifiedIdeographs ((19968 . 40959)) YiSyllables ((40960 . 42127)) YiRadicals ((42128 . 42191)) HangulSyllables ((44032 . 55203)) CJKCompatibilityIdeographs ((63744 . 64255)) AlphabeticPresentationForms ((64256 . 64335)) ArabicPresentationForms-A ((64336 . 65023)) CombiningHalfMarks ((65056 . 65071)) CJKCompatibilityForms ((65072 . 65103)) SmallFormVariants ((65104 . 65135)) ArabicPresentationForms-B ((65136 . 65278)) Specials ((65279 . 65279)) HalfwidthandFullwidthForms ((65280 . 65519)) ((65520 . 65533)) OldItalic ((66304 . 66351)) Gothic ((66352 . 66383)) Deseret ((66560 . 66639)) ByzantineMusicalSymbols ((118784 . 119039)) MusicalSymbols ((119040 . 119295)) MathematicalAlphanumericSymbols ((119808 . 120831)) CJKUnifiedIdeographsExtensionB ((131072 . 173782)) CJKCompatibilityIdeographsSupplement ((194560 . 195103)) Tags ((917504 . 917631)) PrivateUse ((57344 . 63743) (983040 . 1048573) (1048576 . 1114109))] 3) (defalias 'xsdre-def-derived-category #[(sym char-class) "\302\303 #\210\302\304\305#\207" [sym char-class put xsdre-char-class xsdre-unicode-category t] 4]) (byte-code "\300\301\302\"\210\300\303\304\"\210\300\305\306\"\210\300\307\310\"\210\300\311\312\"\210\300\313\314\"\210\300\315\316\"\210\300\317\320\"\210\321\322\323\"\210\300\324\325\"\210\321\326\327\"\210\321\330\331\"\210\321\332\333\"\210\321\334\335\"\210\321\336\337\"\210\321\340\341\"\210\321\342\343\"\210\321\344\345\"\210\321\346\347\"\210\321\350\351\"\210\321\352\353\"\210\321\354\355\"\210\321\356\357\"\210\321\360\361\"\210\321\362\363\"\210\321\364\365\"\210\321\366\367\"\210\321\370\371\"\210\321\372\373\"\210\321\374\375\"\210\321\376\377\"\210\321\201@ \201A \"\210\321\201B \201C \"\210\321\201D \201E \"\210\321\201F \201G \"\210\321\201H \201I \"\210\321\201J \201K \"\210\321\201L \201M \"\210\321\201N \201O \"\210\201P \201Q !\207" [xsdre-def-derived-category L (union Lu Ll Lt Lm Lo) M (union Mn Mc Me) N (union Nd Nl No) P (union Pc Pd Ps Pe Pi Pf Po) Z (union Zs Zl Zp) S (union Sm Sc Sk So) C (union Cc Cf Co Cn) Cn (difference any (union L M N P Z S Cc Cf Co)) xsdre-def-primitive-category name-initial (58 (65 . 90) 95 (97 . 122) (192 . 214) (216 . 246) (248 . 305) (308 . 318) (321 . 328) (330 . 382) (384 . 451) (461 . 496) (500 . 501) (506 . 535) (592 . 680) (699 . 705) 902 (904 . 906) 908 (910 . 929) (931 . 974) (976 . 982) 986 988 990 992 (994 . 1011) (1025 . 1036) (1038 . 1103) (1105 . 1116) (1118 . 1153) (1168 . 1220) (1223 . 1224) (1227 . 1228) (1232 . 1259) (1262 . 1269) (1272 . 1273) (1329 . 1366) 1369 (1377 . 1414) (1488 . 1514) (1520 . 1522) (1569 . 1594) (1601 . 1610) (1649 . 1719) (1722 . 1726) (1728 . 1742) (1744 . 1747) 1749 (1765 . 1766) (2309 . 2361) 2365 (2392 . 2401) (2437 . 2444) (2447 . 2448) (2451 . 2472) (2474 . 2480) 2482 (2486 . 2489) (2524 . 2525) (2527 . 2529) (2544 . 2545) (2565 . 2570) (2575 . 2576) (2579 . 2600) (2602 . 2608) (2610 . 2611) (2613 . 2614) (2616 . 2617) (2649 . 2652) 2654 (2674 . 2676) (2693 . 2699) 2701 (2703 . 2705) (2707 . 2728) (2730 . 2736) (2738 . 2739) (2741 . 2745) 2749 2784 (2821 . 2828) (2831 . 2832) (2835 . 2856) (2858 . 2864) (2866 . 2867) (2870 . 2873) 2877 (2908 . 2909) (2911 . 2913) (2949 . 2954) (2958 . 2960) (2962 . 2965) (2969 . 2970) 2972 (2974 . 2975) (2979 . 2980) (2984 . 2986) (2990 . 2997) (2999 . 3001) (3077 . 3084) (3086 . 3088) (3090 . 3112) (3114 . 3123) (3125 . 3129) (3168 . 3169) (3205 . 3212) (3214 . 3216) (3218 . 3240) (3242 . 3251) (3253 . 3257) 3294 (3296 . 3297) (3333 . 3340) (3342 . 3344) (3346 . 3368) (3370 . 3385) (3424 . 3425) (3585 . 3630) 3632 (3634 . 3635) (3648 . 3653) (3713 . 3714) 3716 (3719 . 3720) 3722 3725 (3732 . 3735) (3737 . 3743) (3745 . 3747) 3749 3751 (3754 . 3755) (3757 . 3758) 3760 (3762 . 3763) 3773 (3776 . 3780) (3904 . 3911) (3913 . 3945) (4256 . 4293) (4304 . 4342) 4352 (4354 . 4355) (4357 . 4359) 4361 (4363 . 4364) (4366 . 4370) 4412 4414 4416 4428 4430 4432 (4436 . 4437) 4441 (4447 . 4449) 4451 4453 4455 4457 (4461 . 4462) (4466 . 4467) 4469 4510 4520 4523 (4526 . 4527) (4535 . 4536) 4538 (4540 . 4546) 4587 4592 4601 (7680 . 7835) (7840 . 7929) (7936 . 7957) (7960 . 7965) (7968 . 8005) (8008 . 8013) (8016 . 8023) 8025 8027 8029 (8031 . 8061) (8064 . 8116) (8118 . 8124) 8126 (8130 . 8132) (8134 . 8140) (8144 . 8147) (8150 . 8155) (8160 . 8172) (8178 . 8180) (8182 . 8188) 8486 (8490 . 8491) 8494 (8576 . 8578) 12295 (12321 . 12329) (12353 . 12436) (12449 . 12538) (12549 . 12588) (19968 . 40869) (44032 . 55203)) name-continue (union name-initial name-continue-not-initial) name-continue-not-initial ((45 . 46) (48 . 57) 183 (720 . 721) (768 . 837) (864 . 865) 903 (1155 . 1158) (1425 . 1441) (1443 . 1465) (1467 . 1469) 1471 (1473 . 1474) 1476 1600 (1611 . 1618) (1632 . 1641) 1648 (1750 . 1756) (1757 . 1759) (1760 . 1764) (1767 . 1768) (1770 . 1773) (1776 . 1785) (2305 . 2307) 2364 (2366 . 2380) 2381 (2385 . 2388) (2402 . 2403) (2406 . 2415) (2433 . 2435) 2492 (2494 . 2495) (2496 . 2500) (2503 . 2504) (2507 . 2509) 2519 (2530 . 2531) (2534 . 2543) 2562 2620 (2622 . 2626) (2631 . 2632) (2635 . 2637) (2662 . 2671) (2672 . 2673) (2689 . 2691) 2748 (2750 . 2757) (2759 . 2761) (2763 . 2765) (2790 . 2799) (2817 . 2819) 2876 (2878 . 2883) (2887 . 2888) (2891 . 2893) (2902 . 2903) (2918 . 2927) (2946 . 2947) (3006 . 3010) (3014 . 3016) (3018 . 3021) 3031 (3047 . 3055) (3073 . 3075) (3134 . 3140) (3142 . 3144) (3146 . 3149) (3157 . 3158) (3174 . 3183) (3202 . 3203) (3262 . 3268) (3270 . 3272) (3274 . 3277) (3285 . 3286) (3302 . 3311) (3330 . 3331) (3390 . 3395) (3398 . 3400) (3402 . 3405) 3415 (3430 . 3439) 3633 (3636 . 3642) (3654 . 3662) (3664 . 3673) 3761 (3764 . 3769) (3771 . 3772) 3782 (3784 . 3789) (3792 . 3801) (3864 . 3865) (3872 . 3881) 3893 3895 3897 (3902 . 3903) (3953 . 3972) (3974 . 3979) (3984 . 3989) 3991 (3993 . 4013) (4017 . 4023) 4025 (8400 . 8412) 8417 12293 (12330 . 12335) (12337 . 12341) 12441 12442 (12445 . 12446) (12540 . 12542)) Lu ((65 . 90) (192 . 214) (216 . 222) 256 258 260 262 264 266 268 270 272 274 276 278 280 282 284 286 288 290 292 294 296 298 300 302 304 306 308 310 313 315 317 319 321 323 325 327 330 332 334 336 338 340 342 344 346 348 350 352 354 356 358 360 362 364 366 368 370 372 374 (376 . 377) 379 381 (385 . 386) 388 (390 . 391) (393 . 395) (398 . 401) (403 . 404) (406 . 408) (412 . 413) (415 . 416) 418 420 (422 . 423) 425 428 (430 . 431) (433 . 435) 437 (439 . 440) 444 452 455 458 461 463 465 467 469 471 473 475 478 480 482 484 486 488 490 492 494 497 500 (502 . 504) 506 508 510 512 514 516 518 520 522 524 526 528 530 532 534 536 538 540 542 546 548 550 552 554 556 558 560 562 902 (904 . 906) 908 (910 . 911) (913 . 929) (931 . 939) (978 . 980) 986 988 990 992 994 996 998 1000 1002 1004 1006 1012 (1024 . 1071) 1120 1122 1124 1126 1128 1130 1132 1134 1136 1138 1140 1142 1144 1146 1148 1150 1152 1164 1166 1168 1170 1172 1174 1176 1178 1180 1182 1184 1186 1188 1190 1192 1194 1196 1198 1200 1202 1204 1206 1208 1210 1212 1214 (1216 . 1217) 1219 1223 1227 1232 1234 1236 1238 1240 1242 1244 1246 1248 1250 1252 1254 1256 1258 1260 1262 1264 1266 1268 1272 (1329 . 1366) (4256 . 4293) 7680 7682 7684 7686 7688 7690 7692 7694 7696 7698 7700 7702 7704 7706 7708 7710 7712 7714 7716 7718 7720 7722 7724 7726 7728 7730 7732 7734 7736 7738 7740 7742 7744 7746 7748 7750 7752 7754 7756 7758 7760 7762 7764 7766 7768 7770 7772 7774 7776 7778 7780 7782 7784 7786 7788 7790 7792 7794 7796 7798 7800 7802 7804 7806 7808 7810 7812 7814 7816 7818 7820 7822 7824 7826 7828 7840 7842 7844 7846 7848 7850 7852 7854 7856 7858 7860 7862 7864 7866 7868 7870 7872 7874 7876 7878 7880 7882 7884 7886 7888 7890 7892 7894 7896 7898 7900 7902 7904 7906 7908 7910 7912 7914 7916 7918 7920 7922 7924 7926 7928 (7944 . 7951) (7960 . 7965) (7976 . 7983) (7992 . 7999) (8008 . 8013) 8025 8027 8029 8031 (8040 . 8047) (8120 . 8123) (8136 . 8139) (8152 . 8155) (8168 . 8172) (8184 . 8187) 8450 8455 (8459 . 8461) (8464 . 8466) 8469 (8473 . 8477) 8484 8486 8488 (8490 . 8493) (8496 . 8497) 8499 (65313 . 65338) (66560 . 66597) (119808 . 119833) (119860 . 119885) (119912 . 119937) 119964 (119966 . 119967) 119970 (119973 . 119974) (119977 . 119980) (119982 . 119989) (120016 . 120041) (120068 . 120069) (120071 . 120074) (120077 . 120084) (120086 . 120092) (120120 . 120121) (120123 . 120126) (120128 . 120132) 120134 (120138 . 120144) (120172 . 120197) (120224 . 120249) (120276 . 120301) (120328 . 120353) (120380 . 120405) (120432 . 120457) (120488 . 120512) (120546 . 120570) (120604 . 120628) (120662 . 120686) (120720 . 120744)) Ll ((97 . 122) 170 181 186 (223 . 246) (248 . 255) 257 259 261 263 265 267 269 271 273 275 277 279 281 283 285 287 289 291 293 295 297 299 301 303 305 307 309 (311 . 312) 314 316 318 320 322 324 326 (328 . 329) 331 333 335 337 339 341 343 345 347 349 351 353 355 357 359 361 363 365 367 369 371 373 375 378 380 (382 . 384) 387 389 392 (396 . 397) 402 405 (409 . 411) 414 417 419 421 424 (426 . 427) 429 432 436 438 (441 . 442) (445 . 447) 454 457 460 462 464 466 468 470 472 474 (476 . 477) 479 481 483 485 487 489 491 493 (495 . 496) 499 501 505 507 509 511 513 515 517 519 521 523 525 527 529 531 533 535 537 539 541 543 547 549 551 553 555 557 559 561 563 (592 . 685) 912 (940 . 974) (976 . 977) (981 . 983) 987 989 991 993 995 997 999 1001 1003 1005 (1007 . 1011) 1013 (1072 . 1119) 1121 1123 1125 1127 1129 1131 1133 1135 1137 1139 1141 1143 1145 1147 1149 1151 1153 1165 1167 1169 1171 1173 1175 1177 1179 1181 1183 1185 1187 1189 1191 1193 1195 1197 1199 1201 1203 1205 1207 1209 1211 1213 1215 1218 1220 1224 1228 1233 1235 1237 1239 1241 1243 1245 1247 1249 1251 1253 1255 1257 1259 1261 1263 1265 1267 1269 1273 (1377 . 1415) 7681 7683 7685 7687 7689 7691 7693 7695 7697 7699 7701 7703 7705 7707 7709 7711 7713 7715 7717 7719 7721 7723 7725 7727 7729 7731 7733 7735 7737 7739 7741 7743 7745 7747 7749 7751 7753 7755 7757 7759 7761 7763 7765 7767 7769 7771 7773 7775 7777 7779 7781 7783 7785 7787 7789 7791 7793 7795 7797 7799 7801 7803 7805 7807 7809 7811 7813 7815 7817 7819 7821 7823 7825 7827 (7829 . 7835) 7841 7843 7845 7847 7849 7851 7853 7855 7857 7859 7861 7863 7865 7867 7869 7871 7873 7875 7877 7879 7881 7883 7885 7887 7889 7891 7893 7895 7897 7899 7901 7903 7905 7907 7909 7911 7913 7915 7917 7919 7921 7923 7925 7927 7929 (7936 . 7943) (7952 . 7957) (7968 . 7975) (7984 . 7991) (8000 . 8005) (8016 . 8023) (8032 . 8039) (8048 . 8061) (8064 . 8071) (8080 . 8087) (8096 . 8103) (8112 . 8116) (8118 . 8119) 8126 (8130 . 8132) (8134 . 8135) (8144 . 8147) (8150 . 8151) (8160 . 8167) (8178 . 8180) (8182 . 8183) 8319 8458 (8462 . 8463) 8467 8495 8500 8505 (64256 . 64262) (64275 . 64279) (65345 . 65370) (66600 . 66637) (119834 . 119859) (119886 . 119892) (119894 . 119911) (119938 . 119963) (119990 . 119993) 119995 (119997 . 120000) (120002 . 120003) (120005 . 120015) (120042 . 120067) (120094 . 120119) (120146 . 120171) (120198 . 120223) (120250 . 120275) (120302 . 120327) (120354 . 120379) (120406 . 120431) (120458 . 120483) (120514 . 120538) (120540 . 120545) (120572 . 120596) (120598 . 120603) (120630 . 120654) (120656 . 120661) (120688 . 120712) (120714 . 120719) (120746 . 120770) (120772 . 120777)) Lt (453 456 459 498 (8072 . 8079) (8088 . 8095) (8104 . 8111) 8124 8140 8188) Lm ((688 . 696) (699 . 705) (720 . 721) (736 . 740) 750 890 1369 1600 (1765 . 1766) 3654 3782 6211 12293 (12337 . 12341) (12445 . 12446) (12540 . 12542) 65392 (65438 . 65439)) Lo (443 (448 . 451) (1488 . 1514) (1520 . 1522) (1569 . 1594) (1601 . 1610) (1649 . 1747) 1749 (1786 . 1788) 1808 (1810 . 1836) (1920 . 1957) (2309 . 2361) 2365 2384 (2392 . 2401) (2437 . 2444) (2447 . 2448) (2451 . 2472) (2474 . 2480) 2482 (2486 . 2489) (2524 . 2525) (2527 . 2529) (2544 . 2545) (2565 . 2570) (2575 . 2576) (2579 . 2600) (2602 . 2608) (2610 . 2611) (2613 . 2614) (2616 . 2617) (2649 . 2652) 2654 (2674 . 2676) (2693 . 2699) 2701 (2703 . 2705) (2707 . 2728) (2730 . 2736) (2738 . 2739) (2741 . 2745) 2749 2768 2784 (2821 . 2828) (2831 . 2832) (2835 . 2856) (2858 . 2864) (2866 . 2867) (2870 . 2873) 2877 (2908 . 2909) (2911 . 2913) (2949 . 2954) (2958 . 2960) (2962 . 2965) (2969 . 2970) 2972 (2974 . 2975) (2979 . 2980) (2984 . 2986) (2990 . 2997) (2999 . 3001) (3077 . 3084) (3086 . 3088) (3090 . 3112) (3114 . 3123) (3125 . 3129) (3168 . 3169) (3205 . 3212) (3214 . 3216) (3218 . 3240) (3242 . 3251) (3253 . 3257) 3294 (3296 . 3297) (3333 . 3340) (3342 . 3344) (3346 . 3368) (3370 . 3385) (3424 . 3425) (3461 . 3478) (3482 . 3505) (3507 . 3515) 3517 (3520 . 3526) (3585 . 3632) (3634 . 3635) (3648 . 3653) (3713 . 3714) 3716 (3719 . 3720) 3722 3725 (3732 . 3735) (3737 . 3743) (3745 . 3747) 3749 3751 (3754 . 3755) (3757 . 3760) (3762 . 3763) 3773 (3776 . 3780) (3804 . 3805) 3840 (3904 . 3911) (3913 . 3946) (3976 . 3979) (4096 . 4129) (4131 . 4135) (4137 . 4138) (4176 . 4181) (4304 . 4342) (4352 . 4441) (4447 . 4514) (4520 . 4601) (4608 . 4614) (4616 . 4678) 4680 (4682 . 4685) (4688 . 4694) 4696 (4698 . 4701) (4704 . 4742) 4744 (4746 . 4749) (4752 . 4782) 4784 (4786 . 4789) (4792 . 4798) 4800 (4802 . 4805) (4808 . 4814) (4816 . 4822) (4824 . 4846) (4848 . 4878) 4880 (4882 . 4885) (4888 . 4894) (4896 . 4934) (4936 . 4954) (5024 . 5108) (5121 . 5740) (5743 . 5750) (5761 . 5786) (5792 . 5866) (6016 . 6067) (6176 . 6210) (6212 . 6263) (6272 . 6312) (8501 . 8504) 12294 (12353 . 12436) (12449 . 12538) (12549 . 12588) (12593 . 12686) (12704 . 12727) (13312 . 19893) (19968 . 40869) (40960 . 42124) (44032 . 55203) (63744 . 64045) 64285 (64287 . 64296) (64298 . 64310) (64312 . 64316) 64318 (64320 . 64321) (64323 . 64324) (64326 . 64433) (64467 . 64829) (64848 . 64911) (64914 . 64967) (65008 . 65019) (65136 . 65138) 65140 (65142 . 65276) (65382 . 65391) (65393 . 65437) (65440 . 65470) (65474 . 65479) (65482 . 65487) (65490 . 65495) (65498 . 65500) (66304 . 66334) (66352 . 66377) (131072 . 173782) (194560 . 195101)) Mn ((768 . 846) (864 . 866) (1155 . 1158) (1425 . 1441) (1443 . 1465) (1467 . 1469) 1471 (1473 . 1474) 1476 (1611 . 1621) 1648 (1750 . 1756) (1759 . 1764) (1767 . 1768) (1770 . 1773) 1809 (1840 . 1866) (1958 . 1968) (2305 . 2306) 2364 (2369 . 2376) 2381 (2385 . 2388) (2402 . 2403) 2433 2492 (2497 . 2500) 2509 (2530 . 2531) 2562 2620 (2625 . 2626) (2631 . 2632) (2635 . 2637) (2672 . 2673) (2689 . 2690) 2748 (2753 . 2757) (2759 . 2760) 2765 2817 2876 2879 (2881 . 2883) 2893 2902 2946 3008 3021 (3134 . 3136) (3142 . 3144) (3146 . 3149) (3157 . 3158) 3263 3270 (3276 . 3277) (3393 . 3395) 3405 3530 (3538 . 3540) 3542 3633 (3636 . 3642) (3655 . 3662) 3761 (3764 . 3769) (3771 . 3772) (3784 . 3789) (3864 . 3865) 3893 3895 3897 (3953 . 3966) (3968 . 3972) (3974 . 3975) (3984 . 3991) (3993 . 4028) 4038 (4141 . 4144) 4146 (4150 . 4151) 4153 (4184 . 4185) (6071 . 6077) 6086 (6089 . 6099) 6313 (8400 . 8412) 8417 (12330 . 12335) (12441 . 12442) 64286 (65056 . 65059) (119143 . 119145) (119163 . 119170) (119173 . 119179) (119210 . 119213)) Mc (2307 (2366 . 2368) (2377 . 2380) (2434 . 2435) (2494 . 2496) (2503 . 2504) (2507 . 2508) 2519 (2622 . 2624) 2691 (2750 . 2752) 2761 (2763 . 2764) (2818 . 2819) 2878 2880 (2887 . 2888) (2891 . 2892) 2903 2947 (3006 . 3007) (3009 . 3010) (3014 . 3016) (3018 . 3020) 3031 (3073 . 3075) (3137 . 3140) (3202 . 3203) 3262 (3264 . 3268) (3271 . 3272) (3274 . 3275) (3285 . 3286) (3330 . 3331) (3390 . 3392) (3398 . 3400) (3402 . 3404) 3415 (3458 . 3459) (3535 . 3537) (3544 . 3551) (3570 . 3571) (3902 . 3903) 3967 4140 4145 4152 (4182 . 4183) (6068 . 6070) (6078 . 6085) (6087 . 6088) (119141 . 119142) (119149 . 119154)) Me ((1160 . 1161) (1757 . 1758) (8413 . 8416) (8418 . 8419)) Nd ((48 . 57) (1632 . 1641) (1776 . 1785) (2406 . 2415) (2534 . 2543) (2662 . 2671) (2790 . 2799) (2918 . 2927) (3047 . 3055) (3174 . 3183) (3302 . 3311) (3430 . 3439) (3664 . 3673) (3792 . 3801) (3872 . 3881) (4160 . 4169) (4969 . 4977) (6112 . 6121) (6160 . 6169) (65296 . 65305) (120782 . 120831)) Nl ((5870 . 5872) (8544 . 8579) 12295 (12321 . 12329) (12344 . 12346) 66378) No ((178 . 179) 185 (188 . 190) (2548 . 2553) (3056 . 3058) (3882 . 3891) (4978 . 4988) 8304 (8308 . 8313) (8320 . 8329) (8531 . 8543) (9312 . 9371) 9450 (10102 . 10131) (12690 . 12693) (12832 . 12841) (12928 . 12937) (66336 . 66339)) Pc (95 (8255 . 8256) 12539 (65075 . 65076) (65101 . 65103) 65343 65381) Pd (45 173 1418 6150 (8208 . 8213) 12316 12336 (65073 . 65074) 65112 65123 65293) Ps (40 91 123 3898 3900 5787 8218 8222 8261 8317 8333 9001 12296 12298 12300 12302 12304 12308 12310 12312 12314 12317 64830 65077 65079 65081 65083 65085 65087 65089 65091 65113 65115 65117 65288 65339 65371 65378) Pe (41 93 125 3899 3901 5788 8262 8318 8334 9002 12297 12299 12301 12303 12305 12309 12311 12313 12315 (12318 . 12319) 64831 65078 65080 65082 65084 65086 65088 65090 65092 65114 65116 65118 65289 65341 65373 65379) Pi (171 8216 (8219 . 8220) 8223 8249) Pf (187 8217 8221 8250) Po ((33 . 35) (37 . 39) 42 44 (46 . 47) (58 . 59) (63 . 64) 92 161 183 191 894 903 (1370 . 1375) 1417 1470 1472 1475 (1523 . 1524) 1548 1563 1567 (1642 . 1645) 1748 (1792 . 1805) (2404 . 2405) 2416 3572 3663 (3674 . 3675) (3844 . 3858) 3973 (4170 . 4175) 4347 (4961 . 4968) (5741 . 5742) (5867 . 5869) (6100 . 6106) 6108 (6144 . 6149) (6151 . 6154) (8214 . 8215) (8224 . 8231) (8240 . 8248) (8251 . 8254) (8257 . 8259) (8264 . 8269) (12289 . 12291) 65072 (65097 . 65100) (65104 . 65106) (65108 . 65111) (65119 . 65121) 65128 (65130 . 65131) (65281 . 65283) (65285 . 65287) 65290 65292 (65294 . 65295) (65306 . 65307) (65311 . 65312) 65340 65377 65380) Zs (32 160 5760 (8192 . 8203) 8239 12288) Zl (8232) Zp (8233) Sm (43 (60 . 62) 124 126 172 177 215 247 8260 (8314 . 8316) (8330 . 8332) (8592 . 8596) (8602 . 8603) 8608 8611 8614 8622 (8654 . 8655) 8658 8660 (8704 . 8945) (8968 . 8971) (8992 . 8993) 9655 9665 9839 64297 65122 (65124 . 65126) 65291 (65308 . 65310) 65372 65374 65506 (65513 . 65516) 120513 120539 120571 120597 120629 120655 120687 120713 120745 120771) Sc (36 (162 . 165) (2546 . 2547) 3647 6107 (8352 . 8367) 65129 65284 (65504 . 65505) (65509 . 65510)) Sk (94 96 168 175 180 184 (697 . 698) (706 . 719) (722 . 735) (741 . 749) (884 . 885) (900 . 901) 8125 (8127 . 8129) (8141 . 8143) (8157 . 8159) (8173 . 8175) (8189 . 8190) (12443 . 12444) 65342 65344 65507) So ((166 . 167) 169 174 176 182 1154 1769 (1789 . 1790) 2554 2928 (3841 . 3843) (3859 . 3863) (3866 . 3871) 3892 3894 3896 (4030 . 4037) (4039 . 4044) 4047 (8448 . 8449) (8451 . 8454) (8456 . 8457) 8468 (8470 . 8472) (8478 . 8483) 8485 8487 8489 8494 8498 8506 (8597 . 8601) (8604 . 8607) (8609 . 8610) (8612 . 8613) (8615 . 8621) (8623 . 8653) (8656 . 8657) 8659 (8661 . 8691) (8960 . 8967) (8972 . 8991) (8994 . 9000) (9003 . 9083) (9085 . 9114) (9216 . 9254) (9280 . 9290) (9372 . 9449) (9472 . 9621) (9632 . 9654) (9656 . 9664) (9666 . 9719) (9728 . 9747) (9753 . 9838) (9840 . 9841) (9985 . 9988) (9990 . 9993) (9996 . 10023) (10025 . 10059) 10061 (10063 . 10066) 10070 (10072 . 10078) (10081 . 10087) 10132 (10136 . 10159) (10161 . 10174) (10240 . 10495) (11904 . 11929) (11931 . 12019) (12032 . 12245) (12272 . 12283) 12292 (12306 . 12307) 12320 (12342 . 12343) (12350 . 12351) (12688 . 12689) (12694 . 12703) (12800 . 12828) (12842 . 12867) (12896 . 12923) 12927 (12938 . 12976) (12992 . 13003) (13008 . 13054) (13056 . 13174) (13179 . 13277) (13280 . 13310) (42128 . 42145) (42148 . 42163) (42165 . 42176) (42178 . 42180) 42182 65508 65512 (65517 . 65518) (65532 . 65533) (118784 . 119029) (119040 . 119078) (119082 . 119140) (119146 . 119148) (119171 . 119172) (119180 . 119209) (119214 . 119261)) Cc ((0 . 31) (127 . 159)) Cf (1807 (6155 . 6158) (8204 . 8207) (8234 . 8238) (8298 . 8303) 65279 (65529 . 65531) (119155 . 119162) 917505 (917536 . 917631)) Co ((57344 . 63743) (983040 . 1048573) (1048576 . 1114109)) provide xsd-regexp] 3)
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