2544 lines
53 KiB
Scheme
2544 lines
53 KiB
Scheme
;; Code generated by scripts/generate-east-asian. DO NOT EDIT
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(define-module
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(uniseg eastasian)
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#:use-module
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(ice-9 hash-table)
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#:use-module
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(srfi srfi-1)
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#:use-module
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(uniseg internal)
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#:export
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(char-set:eastasian-combining
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char-set:eastasian-doublewidth
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char-set:eastasian-halfwidth
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char-set:eastasian-narrow
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char-set:eastasian-neutral
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char-set:eastasian-ambiguous
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eastasian-charsets))
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(define eastasian-ht
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(alist->hashq-table
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'((ambiguous
|
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(1048576 1114109)
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(983040 1048573)
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(917760 917999)
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|
(127387 127404)
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|
(127375 127376)
|
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(127344 127373)
|
|
(127280 127337)
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|
(127248 127277)
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|
(127232 127242)
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|
(65533 65533)
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|
(65024 65039)
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|
(57344 63743)
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|
(12872 12879)
|
|
(11094 11097)
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|
(10102 10111)
|
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(10045 10045)
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(9982 9983)
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(9979 9980)
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|
(9974 9977)
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|
(9972 9972)
|
|
(9963 9969)
|
|
(9960 9961)
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|
(9955 9955)
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|
(9941 9953)
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|
(9935 9939)
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|
(9926 9933)
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|
(9919 9919)
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|
(9886 9887)
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|
(9839 9839)
|
|
(9836 9837)
|
|
(9831 9834)
|
|
(9827 9829)
|
|
(9824 9825)
|
|
(9794 9794)
|
|
(9792 9792)
|
|
(9758 9758)
|
|
(9756 9756)
|
|
(9742 9743)
|
|
(9737 9737)
|
|
(9733 9734)
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|
(9711 9711)
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|
(9698 9701)
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|
(9678 9681)
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|
(9675 9675)
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|
(9670 9672)
|
|
(9665 9665)
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|
(9664 9664)
|
|
(9660 9661)
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|
(9655 9655)
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|
(9654 9654)
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|
(9650 9651)
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|
(9635 9641)
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|
(9632 9633)
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|
(9618 9621)
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|
(9600 9615)
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|
(9552 9587)
|
|
(9472 9547)
|
|
(9451 9471)
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|
(9372 9449)
|
|
(9312 9371)
|
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(8978 8978)
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|
(8895 8895)
|
|
(8869 8869)
|
|
(8857 8857)
|
|
(8853 8853)
|
|
(8838 8839)
|
|
(8834 8835)
|
|
(8814 8815)
|
|
(8810 8811)
|
|
(8804 8807)
|
|
(8800 8801)
|
|
(8786 8786)
|
|
(8780 8780)
|
|
(8776 8776)
|
|
(8764 8765)
|
|
(8756 8759)
|
|
(8750 8750)
|
|
(8743 8748)
|
|
(8741 8741)
|
|
(8739 8739)
|
|
(8733 8736)
|
|
(8730 8730)
|
|
(8725 8725)
|
|
(8721 8721)
|
|
(8719 8719)
|
|
(8715 8715)
|
|
(8711 8712)
|
|
(8706 8707)
|
|
(8704 8704)
|
|
(8679 8679)
|
|
(8660 8660)
|
|
(8658 8658)
|
|
(8632 8633)
|
|
(8597 8601)
|
|
(8592 8596)
|
|
(8585 8585)
|
|
(8560 8569)
|
|
(8544 8555)
|
|
(8539 8542)
|
|
(8531 8532)
|
|
(8491 8491)
|
|
(8486 8486)
|
|
(8481 8482)
|
|
(8470 8470)
|
|
(8467 8467)
|
|
(8457 8457)
|
|
(8453 8453)
|
|
(8451 8451)
|
|
(8364 8364)
|
|
(8321 8324)
|
|
(8319 8319)
|
|
(8308 8308)
|
|
(8254 8254)
|
|
(8251 8251)
|
|
(8245 8245)
|
|
(8242 8243)
|
|
(8240 8240)
|
|
(8228 8231)
|
|
(8224 8226)
|
|
(8221 8221)
|
|
(8220 8220)
|
|
(8217 8217)
|
|
(8216 8216)
|
|
(8214 8214)
|
|
(8211 8213)
|
|
(8208 8208)
|
|
(1105 1105)
|
|
(1040 1103)
|
|
(1025 1025)
|
|
(963 969)
|
|
(945 961)
|
|
(931 937)
|
|
(913 929)
|
|
(735 735)
|
|
(733 733)
|
|
(728 731)
|
|
(720 720)
|
|
(717 717)
|
|
(713 715)
|
|
(711 711)
|
|
(708 708)
|
|
(609 609)
|
|
(593 593)
|
|
(476 476)
|
|
(474 474)
|
|
(472 472)
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|
(470 470)
|
|
(468 468)
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|
(466 466)
|
|
(464 464)
|
|
(462 462)
|
|
(363 363)
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|
(358 359)
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|
(338 339)
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|
(333 333)
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|
(328 331)
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|
(324 324)
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|
(319 322)
|
|
(312 312)
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|
(305 307)
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|
(299 299)
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|
(294 295)
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|
(283 283)
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|
(275 275)
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|
(273 273)
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|
(257 257)
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|
(254 254)
|
|
(252 252)
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|
(248 250)
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|
(247 247)
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|
(242 243)
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|
(240 240)
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|
(236 237)
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|
(232 234)
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|
(230 230)
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|
(222 225)
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|
(216 216)
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|
(215 215)
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|
(208 208)
|
|
(198 198)
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|
(191 191)
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|
(188 190)
|
|
(186 186)
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|
(185 185)
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|
(184 184)
|
|
(182 183)
|
|
(180 180)
|
|
(178 179)
|
|
(177 177)
|
|
(176 176)
|
|
(174 174)
|
|
(173 173)
|
|
(170 170)
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|
(168 168)
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|
(167 167)
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|
(164 164)
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|
(161 161))
|
|
(halfwidth
|
|
(65517 65518)
|
|
(65513 65516)
|
|
(65512 65512)
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|
(65498 65500)
|
|
(65490 65495)
|
|
(65482 65487)
|
|
(65474 65479)
|
|
(65440 65470)
|
|
(65438 65439)
|
|
(65393 65437)
|
|
(65392 65392)
|
|
(65382 65391)
|
|
(65380 65381)
|
|
(65379 65379)
|
|
(65378 65378)
|
|
(65377 65377)
|
|
(8361 8361))
|
|
(narrow
|
|
(10630 10630)
|
|
(10629 10629)
|
|
(10221 10221)
|
|
(10220 10220)
|
|
(10219 10219)
|
|
(10218 10218)
|
|
(10217 10217)
|
|
(10216 10216)
|
|
(10215 10215)
|
|
(10214 10214)
|
|
(175 175)
|
|
(172 172)
|
|
(166 166)
|
|
(165 165)
|
|
(162 163)
|
|
(126 126)
|
|
(125 125)
|
|
(124 124)
|
|
(123 123)
|
|
(97 122)
|
|
(96 96)
|
|
(95 95)
|
|
(94 94)
|
|
(93 93)
|
|
(92 92)
|
|
(91 91)
|
|
(65 90)
|
|
(63 64)
|
|
(60 62)
|
|
(58 59)
|
|
(48 57)
|
|
(46 47)
|
|
(45 45)
|
|
(44 44)
|
|
(43 43)
|
|
(42 42)
|
|
(41 41)
|
|
(40 40)
|
|
(37 39)
|
|
(36 36)
|
|
(33 35)
|
|
(32 32))
|
|
(doublewidth
|
|
(201547 262141)
|
|
(196608 201546)
|
|
(195104 196605)
|
|
(195102 195103)
|
|
(194560 195101)
|
|
(191457 194559)
|
|
(183984 191456)
|
|
(183970 183983)
|
|
(178208 183969)
|
|
(178206 178207)
|
|
(177984 178205)
|
|
(177973 177983)
|
|
(173824 177972)
|
|
(173790 173823)
|
|
(131072 173789)
|
|
(129744 129750)
|
|
(129728 129730)
|
|
(129712 129718)
|
|
(129680 129704)
|
|
(129664 129670)
|
|
(129656 129658)
|
|
(129648 129652)
|
|
(129485 129535)
|
|
(129402 129483)
|
|
(129351 129400)
|
|
(129340 129349)
|
|
(129292 129338)
|
|
(128992 129003)
|
|
(128756 128764)
|
|
(128747 128748)
|
|
(128725 128727)
|
|
(128720 128722)
|
|
(128716 128716)
|
|
(128640 128709)
|
|
(128512 128591)
|
|
(128507 128511)
|
|
(128420 128420)
|
|
(128405 128406)
|
|
(128378 128378)
|
|
(128336 128359)
|
|
(128331 128334)
|
|
(128255 128317)
|
|
(128066 128252)
|
|
(128064 128064)
|
|
(128000 128062)
|
|
(127995 127999)
|
|
(127992 127994)
|
|
(127988 127988)
|
|
(127968 127984)
|
|
(127951 127955)
|
|
(127904 127946)
|
|
(127870 127891)
|
|
(127799 127868)
|
|
(127789 127797)
|
|
(127744 127776)
|
|
(127584 127589)
|
|
(127568 127569)
|
|
(127552 127560)
|
|
(127504 127547)
|
|
(127488 127490)
|
|
(127377 127386)
|
|
(127374 127374)
|
|
(127183 127183)
|
|
(126980 126980)
|
|
(110960 111355)
|
|
(110948 110951)
|
|
(110928 110930)
|
|
(110848 110878)
|
|
(110592 110847)
|
|
(101632 101640)
|
|
(101120 101589)
|
|
(100352 101119)
|
|
(94208 100343)
|
|
(94192 94193)
|
|
(94180 94180)
|
|
(94179 94179)
|
|
(94178 94178)
|
|
(94176 94177)
|
|
(65509 65510)
|
|
(65508 65508)
|
|
(65507 65507)
|
|
(65506 65506)
|
|
(65504 65505)
|
|
(65376 65376)
|
|
(65375 65375)
|
|
(65374 65374)
|
|
(65373 65373)
|
|
(65372 65372)
|
|
(65371 65371)
|
|
(65345 65370)
|
|
(65344 65344)
|
|
(65343 65343)
|
|
(65342 65342)
|
|
(65341 65341)
|
|
(65340 65340)
|
|
(65339 65339)
|
|
(65313 65338)
|
|
(65311 65312)
|
|
(65308 65310)
|
|
(65306 65307)
|
|
(65296 65305)
|
|
(65294 65295)
|
|
(65293 65293)
|
|
(65292 65292)
|
|
(65291 65291)
|
|
(65290 65290)
|
|
(65289 65289)
|
|
(65288 65288)
|
|
(65285 65287)
|
|
(65284 65284)
|
|
(65281 65283)
|
|
(65130 65131)
|
|
(65129 65129)
|
|
(65128 65128)
|
|
(65124 65126)
|
|
(65123 65123)
|
|
(65122 65122)
|
|
(65119 65121)
|
|
(65118 65118)
|
|
(65117 65117)
|
|
(65116 65116)
|
|
(65115 65115)
|
|
(65114 65114)
|
|
(65113 65113)
|
|
(65112 65112)
|
|
(65108 65111)
|
|
(65104 65106)
|
|
(65101 65103)
|
|
(65097 65100)
|
|
(65096 65096)
|
|
(65095 65095)
|
|
(65093 65094)
|
|
(65092 65092)
|
|
(65091 65091)
|
|
(65090 65090)
|
|
(65089 65089)
|
|
(65088 65088)
|
|
(65087 65087)
|
|
(65086 65086)
|
|
(65085 65085)
|
|
(65084 65084)
|
|
(65083 65083)
|
|
(65082 65082)
|
|
(65081 65081)
|
|
(65080 65080)
|
|
(65079 65079)
|
|
(65078 65078)
|
|
(65077 65077)
|
|
(65075 65076)
|
|
(65073 65074)
|
|
(65072 65072)
|
|
(65049 65049)
|
|
(65048 65048)
|
|
(65047 65047)
|
|
(65040 65046)
|
|
(64218 64255)
|
|
(64112 64217)
|
|
(64110 64111)
|
|
(63744 64109)
|
|
(44032 55203)
|
|
(43360 43388)
|
|
(42128 42182)
|
|
(40982 42124)
|
|
(40981 40981)
|
|
(40960 40980)
|
|
(40957 40959)
|
|
(19968 40956)
|
|
(13312 19903)
|
|
(13056 13311)
|
|
(12992 13055)
|
|
(12977 12991)
|
|
(12938 12976)
|
|
(12928 12937)
|
|
(12896 12927)
|
|
(12881 12895)
|
|
(12880 12880)
|
|
(12842 12871)
|
|
(12832 12841)
|
|
(12800 12830)
|
|
(12784 12799)
|
|
(12736 12771)
|
|
(12704 12735)
|
|
(12694 12703)
|
|
(12690 12693)
|
|
(12688 12689)
|
|
(12593 12686)
|
|
(12549 12591)
|
|
(12543 12543)
|
|
(12540 12542)
|
|
(12539 12539)
|
|
(12449 12538)
|
|
(12448 12448)
|
|
(12447 12447)
|
|
(12445 12446)
|
|
(12443 12444)
|
|
(12353 12438)
|
|
(12350 12350)
|
|
(12349 12349)
|
|
(12348 12348)
|
|
(12347 12347)
|
|
(12344 12346)
|
|
(12342 12343)
|
|
(12337 12341)
|
|
(12336 12336)
|
|
(12334 12335)
|
|
(12330 12333)
|
|
(12321 12329)
|
|
(12320 12320)
|
|
(12318 12319)
|
|
(12317 12317)
|
|
(12316 12316)
|
|
(12315 12315)
|
|
(12314 12314)
|
|
(12313 12313)
|
|
(12312 12312)
|
|
(12311 12311)
|
|
(12310 12310)
|
|
(12309 12309)
|
|
(12308 12308)
|
|
(12306 12307)
|
|
(12305 12305)
|
|
(12304 12304)
|
|
(12303 12303)
|
|
(12302 12302)
|
|
(12301 12301)
|
|
(12300 12300)
|
|
(12299 12299)
|
|
(12298 12298)
|
|
(12297 12297)
|
|
(12296 12296)
|
|
(12295 12295)
|
|
(12294 12294)
|
|
(12293 12293)
|
|
(12292 12292)
|
|
(12289 12291)
|
|
(12288 12288)
|
|
(12272 12283)
|
|
(12032 12245)
|
|
(11931 12019)
|
|
(11904 11929)
|
|
(11093 11093)
|
|
(11088 11088)
|
|
(11035 11036)
|
|
(10175 10175)
|
|
(10160 10160)
|
|
(10133 10135)
|
|
(10071 10071)
|
|
(10067 10069)
|
|
(10062 10062)
|
|
(10060 10060)
|
|
(10024 10024)
|
|
(9994 9995)
|
|
(9989 9989)
|
|
(9981 9981)
|
|
(9978 9978)
|
|
(9973 9973)
|
|
(9970 9971)
|
|
(9962 9962)
|
|
(9940 9940)
|
|
(9934 9934)
|
|
(9924 9925)
|
|
(9917 9918)
|
|
(9898 9899)
|
|
(9889 9889)
|
|
(9875 9875)
|
|
(9855 9855)
|
|
(9800 9811)
|
|
(9748 9749)
|
|
(9725 9726)
|
|
(9203 9203)
|
|
(9200 9200)
|
|
(9193 9196)
|
|
(9002 9002)
|
|
(9001 9001)
|
|
(8986 8987)
|
|
(4352 4447))
|
|
(combining
|
|
(125136 125142)
|
|
(122918 122922)
|
|
(122915 122916)
|
|
(122907 122913)
|
|
(122888 122904)
|
|
(122880 122886)
|
|
(119362 119364)
|
|
(119210 119213)
|
|
(119173 119179)
|
|
(119163 119170)
|
|
(119149 119154)
|
|
(119143 119145)
|
|
(119141 119142)
|
|
(92912 92916)
|
|
(70512 70516)
|
|
(70502 70508)
|
|
(70459 70460)
|
|
(70400 70401)
|
|
(69446 69456)
|
|
(69291 69292)
|
|
(66422 66426)
|
|
(66045 66045)
|
|
(65056 65071)
|
|
(43232 43249)
|
|
(42736 42737)
|
|
(42654 42655)
|
|
(42612 42621)
|
|
(42608 42610)
|
|
(42607 42607)
|
|
(12441 12442)
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|
(11744 11775)
|
|
(11503 11505)
|
|
(8421 8432)
|
|
(8418 8420)
|
|
(8417 8417)
|
|
(8413 8416)
|
|
(8400 8412)
|
|
(7675 7679)
|
|
(7616 7673)
|
|
(7019 7027)
|
|
(6847 6848)
|
|
(6846 6846)
|
|
(6832 6845)
|
|
(6783 6783)
|
|
(4957 4959)
|
|
(3328 3329)
|
|
(3076 3076)
|
|
(3072 3072)
|
|
(2027 2035)
|
|
(1160 1161)
|
|
(1155 1159)
|
|
(768 879))
|
|
(neutral
|
|
(917536 917631)
|
|
(917505 917505)
|
|
(130032 130041)
|
|
(129940 129994)
|
|
(129792 129938)
|
|
(129632 129645)
|
|
(129536 129619)
|
|
(129350 129350)
|
|
(129339 129339)
|
|
(129280 129291)
|
|
(129200 129201)
|
|
(129168 129197)
|
|
(129120 129159)
|
|
(129104 129113)
|
|
(129040 129095)
|
|
(129024 129035)
|
|
(128896 128984)
|
|
(128768 128883)
|
|
(128752 128755)
|
|
(128736 128746)
|
|
(128723 128724)
|
|
(128717 128719)
|
|
(128710 128715)
|
|
(128592 128639)
|
|
(128421 128506)
|
|
(128407 128419)
|
|
(128379 128404)
|
|
(128360 128377)
|
|
(128335 128335)
|
|
(128318 128330)
|
|
(128253 128254)
|
|
(128065 128065)
|
|
(128063 128063)
|
|
(127989 127991)
|
|
(127985 127987)
|
|
(127956 127967)
|
|
(127947 127950)
|
|
(127892 127903)
|
|
(127869 127869)
|
|
(127798 127798)
|
|
(127777 127788)
|
|
(127462 127487)
|
|
(127405 127405)
|
|
(127338 127343)
|
|
(127278 127279)
|
|
(127245 127247)
|
|
(127243 127244)
|
|
(127185 127221)
|
|
(127169 127182)
|
|
(127153 127167)
|
|
(127136 127150)
|
|
(127024 127123)
|
|
(126981 127019)
|
|
(126976 126979)
|
|
(126704 126705)
|
|
(126635 126651)
|
|
(126629 126633)
|
|
(126625 126627)
|
|
(126603 126619)
|
|
(126592 126601)
|
|
(126590 126590)
|
|
(126585 126588)
|
|
(126580 126583)
|
|
(126572 126578)
|
|
(126567 126570)
|
|
(126564 126564)
|
|
(126561 126562)
|
|
(126559 126559)
|
|
(126557 126557)
|
|
(126555 126555)
|
|
(126553 126553)
|
|
(126551 126551)
|
|
(126548 126548)
|
|
(126545 126546)
|
|
(126541 126543)
|
|
(126539 126539)
|
|
(126537 126537)
|
|
(126535 126535)
|
|
(126530 126530)
|
|
(126523 126523)
|
|
(126521 126521)
|
|
(126516 126519)
|
|
(126505 126514)
|
|
(126503 126503)
|
|
(126500 126500)
|
|
(126497 126498)
|
|
(126469 126495)
|
|
(126464 126467)
|
|
(126255 126269)
|
|
(126254 126254)
|
|
(126209 126253)
|
|
(126129 126132)
|
|
(126128 126128)
|
|
(126125 126127)
|
|
(126124 126124)
|
|
(126065 126123)
|
|
(125278 125279)
|
|
(125264 125273)
|
|
(125259 125259)
|
|
(125252 125258)
|
|
(125184 125251)
|
|
(125127 125135)
|
|
(124928 125124)
|
|
(123647 123647)
|
|
(123632 123641)
|
|
(123628 123631)
|
|
(123584 123627)
|
|
(123215 123215)
|
|
(123214 123214)
|
|
(123200 123209)
|
|
(123191 123197)
|
|
(123184 123190)
|
|
(123136 123180)
|
|
(121505 121519)
|
|
(121499 121503)
|
|
(121479 121483)
|
|
(121477 121478)
|
|
(121476 121476)
|
|
(121462 121475)
|
|
(121461 121461)
|
|
(121453 121460)
|
|
(121403 121452)
|
|
(121399 121402)
|
|
(121344 121398)
|
|
(120832 121343)
|
|
(120782 120831)
|
|
(120772 120779)
|
|
(120771 120771)
|
|
(120746 120770)
|
|
(120745 120745)
|
|
(120714 120744)
|
|
(120713 120713)
|
|
(120688 120712)
|
|
(120687 120687)
|
|
(120656 120686)
|
|
(120655 120655)
|
|
(120630 120654)
|
|
(120629 120629)
|
|
(120598 120628)
|
|
(120597 120597)
|
|
(120572 120596)
|
|
(120571 120571)
|
|
(120540 120570)
|
|
(120539 120539)
|
|
(120514 120538)
|
|
(120513 120513)
|
|
(120488 120512)
|
|
(120146 120485)
|
|
(120138 120144)
|
|
(120134 120134)
|
|
(120128 120132)
|
|
(120123 120126)
|
|
(120094 120121)
|
|
(120086 120092)
|
|
(120077 120084)
|
|
(120071 120074)
|
|
(120005 120069)
|
|
(119997 120003)
|
|
(119995 119995)
|
|
(119982 119993)
|
|
(119977 119980)
|
|
(119973 119974)
|
|
(119970 119970)
|
|
(119966 119967)
|
|
(119894 119964)
|
|
(119808 119892)
|
|
(119648 119672)
|
|
(119552 119638)
|
|
(119520 119539)
|
|
(119365 119365)
|
|
(119296 119361)
|
|
(119214 119272)
|
|
(119180 119209)
|
|
(119171 119172)
|
|
(119155 119162)
|
|
(119146 119148)
|
|
(119081 119140)
|
|
(119040 119078)
|
|
(118784 119029)
|
|
(113824 113827)
|
|
(113823 113823)
|
|
(113821 113822)
|
|
(113820 113820)
|
|
(113808 113817)
|
|
(113792 113800)
|
|
(113776 113788)
|
|
(113664 113770)
|
|
(94099 94111)
|
|
(94095 94098)
|
|
(94033 94087)
|
|
(94032 94032)
|
|
(94031 94031)
|
|
(93952 94026)
|
|
(93847 93850)
|
|
(93824 93846)
|
|
(93760 93823)
|
|
(93053 93071)
|
|
(93027 93047)
|
|
(93019 93025)
|
|
(93008 93017)
|
|
(92997 92997)
|
|
(92996 92996)
|
|
(92992 92995)
|
|
(92988 92991)
|
|
(92983 92987)
|
|
(92976 92982)
|
|
(92928 92975)
|
|
(92917 92917)
|
|
(92880 92909)
|
|
(92782 92783)
|
|
(92768 92777)
|
|
(92736 92766)
|
|
(92160 92728)
|
|
(82944 83526)
|
|
(78896 78904)
|
|
(77824 78894)
|
|
(74880 75075)
|
|
(74864 74868)
|
|
(74752 74862)
|
|
(73728 74649)
|
|
(73727 73727)
|
|
(73697 73713)
|
|
(73693 73696)
|
|
(73685 73692)
|
|
(73664 73684)
|
|
(73648 73648)
|
|
(73463 73464)
|
|
(73461 73462)
|
|
(73459 73460)
|
|
(73440 73458)
|
|
(73120 73129)
|
|
(73112 73112)
|
|
(73111 73111)
|
|
(73110 73110)
|
|
(73109 73109)
|
|
(73107 73108)
|
|
(73104 73105)
|
|
(73098 73102)
|
|
(73066 73097)
|
|
(73063 73064)
|
|
(73056 73061)
|
|
(73040 73049)
|
|
(73031 73031)
|
|
(73030 73030)
|
|
(73023 73029)
|
|
(73020 73021)
|
|
(73018 73018)
|
|
(73009 73014)
|
|
(72971 73008)
|
|
(72968 72969)
|
|
(72960 72966)
|
|
(72885 72886)
|
|
(72884 72884)
|
|
(72882 72883)
|
|
(72881 72881)
|
|
(72874 72880)
|
|
(72873 72873)
|
|
(72850 72871)
|
|
(72818 72847)
|
|
(72816 72817)
|
|
(72794 72812)
|
|
(72784 72793)
|
|
(72769 72773)
|
|
(72768 72768)
|
|
(72767 72767)
|
|
(72766 72766)
|
|
(72760 72765)
|
|
(72752 72758)
|
|
(72751 72751)
|
|
(72714 72750)
|
|
(72704 72712)
|
|
(72384 72440)
|
|
(72350 72354)
|
|
(72349 72349)
|
|
(72346 72348)
|
|
(72344 72345)
|
|
(72343 72343)
|
|
(72330 72342)
|
|
(72284 72329)
|
|
(72281 72283)
|
|
(72279 72280)
|
|
(72273 72278)
|
|
(72272 72272)
|
|
(72263 72263)
|
|
(72255 72262)
|
|
(72251 72254)
|
|
(72250 72250)
|
|
(72249 72249)
|
|
(72243 72248)
|
|
(72203 72242)
|
|
(72193 72202)
|
|
(72192 72192)
|
|
(72164 72164)
|
|
(72163 72163)
|
|
(72162 72162)
|
|
(72161 72161)
|
|
(72160 72160)
|
|
(72156 72159)
|
|
(72154 72155)
|
|
(72148 72151)
|
|
(72145 72147)
|
|
(72106 72144)
|
|
(72096 72103)
|
|
(72016 72025)
|
|
(72004 72006)
|
|
(72003 72003)
|
|
(72002 72002)
|
|
(72001 72001)
|
|
(72000 72000)
|
|
(71999 71999)
|
|
(71998 71998)
|
|
(71997 71997)
|
|
(71995 71996)
|
|
(71991 71992)
|
|
(71984 71989)
|
|
(71960 71983)
|
|
(71957 71958)
|
|
(71948 71955)
|
|
(71945 71945)
|
|
(71936 71942)
|
|
(71935 71935)
|
|
(71914 71922)
|
|
(71904 71913)
|
|
(71840 71903)
|
|
(71739 71739)
|
|
(71737 71738)
|
|
(71736 71736)
|
|
(71727 71735)
|
|
(71724 71726)
|
|
(71680 71723)
|
|
(71487 71487)
|
|
(71484 71486)
|
|
(71482 71483)
|
|
(71472 71481)
|
|
(71463 71467)
|
|
(71462 71462)
|
|
(71458 71461)
|
|
(71456 71457)
|
|
(71453 71455)
|
|
(71424 71450)
|
|
(71360 71369)
|
|
(71352 71352)
|
|
(71351 71351)
|
|
(71350 71350)
|
|
(71344 71349)
|
|
(71342 71343)
|
|
(71341 71341)
|
|
(71340 71340)
|
|
(71339 71339)
|
|
(71296 71338)
|
|
(71264 71276)
|
|
(71248 71257)
|
|
(71236 71236)
|
|
(71233 71235)
|
|
(71231 71232)
|
|
(71230 71230)
|
|
(71229 71229)
|
|
(71227 71228)
|
|
(71219 71226)
|
|
(71216 71218)
|
|
(71168 71215)
|
|
(71132 71133)
|
|
(71128 71131)
|
|
(71105 71127)
|
|
(71103 71104)
|
|
(71102 71102)
|
|
(71100 71101)
|
|
(71096 71099)
|
|
(71090 71093)
|
|
(71087 71089)
|
|
(71040 71086)
|
|
(70864 70873)
|
|
(70855 70855)
|
|
(70854 70854)
|
|
(70852 70853)
|
|
(70850 70851)
|
|
(70849 70849)
|
|
(70847 70848)
|
|
(70843 70846)
|
|
(70842 70842)
|
|
(70841 70841)
|
|
(70835 70840)
|
|
(70832 70834)
|
|
(70784 70831)
|
|
(70751 70753)
|
|
(70750 70750)
|
|
(70749 70749)
|
|
(70746 70747)
|
|
(70736 70745)
|
|
(70731 70735)
|
|
(70727 70730)
|
|
(70726 70726)
|
|
(70725 70725)
|
|
(70722 70724)
|
|
(70720 70721)
|
|
(70712 70719)
|
|
(70709 70711)
|
|
(70656 70708)
|
|
(70498 70499)
|
|
(70493 70497)
|
|
(70487 70487)
|
|
(70480 70480)
|
|
(70475 70477)
|
|
(70471 70472)
|
|
(70465 70468)
|
|
(70464 70464)
|
|
(70462 70463)
|
|
(70461 70461)
|
|
(70453 70457)
|
|
(70450 70451)
|
|
(70442 70448)
|
|
(70419 70440)
|
|
(70415 70416)
|
|
(70405 70412)
|
|
(70402 70403)
|
|
(70384 70393)
|
|
(70371 70378)
|
|
(70368 70370)
|
|
(70367 70367)
|
|
(70320 70366)
|
|
(70313 70313)
|
|
(70303 70312)
|
|
(70287 70301)
|
|
(70282 70285)
|
|
(70280 70280)
|
|
(70272 70278)
|
|
(70206 70206)
|
|
(70200 70205)
|
|
(70198 70199)
|
|
(70197 70197)
|
|
(70196 70196)
|
|
(70194 70195)
|
|
(70191 70193)
|
|
(70188 70190)
|
|
(70163 70187)
|
|
(70144 70161)
|
|
(70113 70132)
|
|
(70109 70111)
|
|
(70108 70108)
|
|
(70107 70107)
|
|
(70106 70106)
|
|
(70096 70105)
|
|
(70095 70095)
|
|
(70094 70094)
|
|
(70093 70093)
|
|
(70089 70092)
|
|
(70085 70088)
|
|
(70081 70084)
|
|
(70079 70080)
|
|
(70070 70078)
|
|
(70067 70069)
|
|
(70019 70066)
|
|
(70018 70018)
|
|
(70016 70017)
|
|
(70006 70006)
|
|
(70004 70005)
|
|
(70003 70003)
|
|
(69968 70002)
|
|
(69959 69959)
|
|
(69957 69958)
|
|
(69956 69956)
|
|
(69952 69955)
|
|
(69942 69951)
|
|
(69933 69940)
|
|
(69932 69932)
|
|
(69927 69931)
|
|
(69891 69926)
|
|
(69888 69890)
|
|
(69872 69881)
|
|
(69840 69864)
|
|
(69837 69837)
|
|
(69822 69825)
|
|
(69821 69821)
|
|
(69819 69820)
|
|
(69817 69818)
|
|
(69815 69816)
|
|
(69811 69814)
|
|
(69808 69810)
|
|
(69763 69807)
|
|
(69762 69762)
|
|
(69760 69761)
|
|
(69759 69759)
|
|
(69734 69743)
|
|
(69714 69733)
|
|
(69703 69709)
|
|
(69688 69702)
|
|
(69635 69687)
|
|
(69634 69634)
|
|
(69633 69633)
|
|
(69632 69632)
|
|
(69600 69622)
|
|
(69573 69579)
|
|
(69552 69572)
|
|
(69461 69465)
|
|
(69457 69460)
|
|
(69424 69445)
|
|
(69415 69415)
|
|
(69405 69414)
|
|
(69376 69404)
|
|
(69296 69297)
|
|
(69293 69293)
|
|
(69248 69289)
|
|
(69216 69246)
|
|
(68912 68921)
|
|
(68900 68903)
|
|
(68864 68899)
|
|
(68858 68863)
|
|
(68800 68850)
|
|
(68736 68786)
|
|
(68608 68680)
|
|
(68521 68527)
|
|
(68505 68508)
|
|
(68480 68497)
|
|
(68472 68479)
|
|
(68448 68466)
|
|
(68440 68447)
|
|
(68416 68437)
|
|
(68409 68415)
|
|
(68352 68405)
|
|
(68336 68342)
|
|
(68331 68335)
|
|
(68325 68326)
|
|
(68297 68324)
|
|
(68296 68296)
|
|
(68288 68295)
|
|
(68253 68255)
|
|
(68224 68252)
|
|
(68223 68223)
|
|
(68221 68222)
|
|
(68192 68220)
|
|
(68176 68184)
|
|
(68160 68168)
|
|
(68159 68159)
|
|
(68152 68154)
|
|
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|
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(2307 2307)
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(2304 2306)
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(2275 2303)
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(2274 2274)
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(2259 2273)
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(2230 2247)
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(2208 2228)
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(2144 2154)
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(2142 2142)
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(2137 2139)
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(2112 2136)
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(2096 2110)
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(2089 2093)
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(2088 2088)
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(2085 2087)
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(2084 2084)
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(2075 2083)
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(2074 2074)
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(2070 2073)
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(2048 2069)
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(2046 2047)
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(2045 2045)
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(2042 2042)
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(2039 2041)
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(2038 2038)
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(2036 2037)
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(1994 2026)
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(1984 1993)
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(1969 1969)
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(1958 1968)
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(1920 1957)
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(1872 1919)
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(1869 1871)
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(1840 1866)
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(1810 1839)
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(1809 1809)
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(1808 1808)
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(1807 1807)
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(1792 1805)
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(1791 1791)
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(1789 1790)
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(1786 1788)
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(1776 1785)
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(1774 1775)
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(1770 1773)
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(1769 1769)
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(1767 1768)
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(1765 1766)
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(1759 1764)
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(1758 1758)
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(1757 1757)
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(1750 1756)
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(1749 1749)
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(1748 1748)
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(1649 1747)
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(1648 1648)
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(1646 1647)
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(1642 1645)
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(1632 1641)
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(1611 1631)
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(1601 1610)
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(1600 1600)
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(1568 1599)
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(1566 1567)
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(1564 1564)
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(1563 1563)
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(1552 1562)
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(1550 1551)
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(1548 1549)
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(1547 1547)
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(1545 1546)
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(1542 1544)
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(1536 1541)
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(1523 1524)
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(1519 1522)
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(1488 1514)
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(1479 1479)
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(1478 1478)
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(1476 1477)
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(1475 1475)
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(1473 1474)
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(1472 1472)
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(1471 1471)
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(1470 1470)
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(1425 1469)
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(1423 1423)
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(1421 1422)
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(1418 1418)
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(1417 1417)
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(1376 1416)
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(1370 1375)
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(1369 1369)
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(1329 1366)
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(1280 1327)
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(1162 1279)
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(1154 1154)
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(1106 1153)
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(1104 1104)
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(1026 1039)
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(1024 1024)
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(1015 1023)
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(1014 1014)
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(970 1013)
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(962 962)
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(938 944)
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(910 912)
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(908 908)
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(904 906)
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(903 903)
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(902 902)
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(900 901)
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(895 895)
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(894 894)
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(891 893)
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(890 890)
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(886 887)
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(885 885)
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(884 884)
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(880 883)
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(751 767)
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(750 750)
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(749 749)
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(748 748)
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(741 747)
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(736 740)
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(734 734)
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(732 732)
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(722 727)
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(721 721)
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(718 719)
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(716 716)
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(712 712)
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(710 710)
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(709 709)
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(706 707)
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(688 705)
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(661 687)
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(660 660)
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(610 659)
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(594 608)
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(592 592)
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(477 591)
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(475 475)
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(473 473)
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(471 471)
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(469 469)
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(467 467)
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(465 465)
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(463 463)
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(452 461)
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(448 451)
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(444 447)
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(443 443)
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(384 442)
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(364 383)
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(360 362)
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(340 357)
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(334 337)
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(332 332)
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(325 327)
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(323 323)
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(313 318)
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(308 311)
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(300 304)
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(296 298)
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(284 293)
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(276 282)
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(274 274)
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(258 272)
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(256 256)
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(255 255)
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(253 253)
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(251 251)
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(244 246)
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(241 241)
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(238 239)
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(235 235)
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(231 231)
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(226 229)
|
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(217 221)
|
|
(209 214)
|
|
(199 207)
|
|
(192 197)
|
|
(187 187)
|
|
(181 181)
|
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(171 171)
|
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(169 169)
|
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(160 160)
|
|
(128 159)
|
|
(127 127)
|
|
(0 31)))))
|
|
|
|
(define char-set:eastasian-combining (char-set))
|
|
(define char-set:eastasian-doublewidth
|
|
(char-set))
|
|
(define char-set:eastasian-halfwidth (char-set))
|
|
(define char-set:eastasian-narrow (char-set))
|
|
(define char-set:eastasian-neutral (char-set))
|
|
(define char-set:eastasian-ambiguous (char-set))
|
|
|
|
(define eastasian-charsets
|
|
(list (list 'combining char-set:eastasian-combining)
|
|
(list 'doublewidth
|
|
char-set:eastasian-doublewidth)
|
|
(list 'halfwidth char-set:eastasian-halfwidth)
|
|
(list 'narrow char-set:eastasian-narrow)
|
|
(list 'neutral char-set:eastasian-neutral)
|
|
(list 'ambiguous char-set:eastasian-ambiguous)))
|
|
|
|
(ranges->charset!
|
|
eastasian-ht
|
|
'combining
|
|
char-set:eastasian-combining)
|
|
(ranges->charset!
|
|
eastasian-ht
|
|
'doublewidth
|
|
char-set:eastasian-doublewidth)
|
|
(ranges->charset!
|
|
eastasian-ht
|
|
'halfwidth
|
|
char-set:eastasian-halfwidth)
|
|
(ranges->charset!
|
|
eastasian-ht
|
|
'narrow
|
|
char-set:eastasian-narrow)
|
|
(ranges->charset!
|
|
eastasian-ht
|
|
'neutral
|
|
char-set:eastasian-neutral)
|
|
(ranges->charset!
|
|
eastasian-ht
|
|
'ambiguous
|
|
char-set:eastasian-ambiguous)
|