@@ -214,293 +214,17 @@ normalise' = CS . IM.fromList . go where
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-- Alpha Numeric character list
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-------------------------------------------------------------------------------
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216
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- -- |
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- --
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- -- >>> size alpha
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- -- 102725
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+ -- Computing this takes some time,
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+ -- but they are not used in-non testing in Cabal's normal operation.
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+
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+ -- | Note: this set varies depending on @base@ version.
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--
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alpha :: CharSet
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- alpha = CS $ IM. fromList
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- [(65 ,90 ), (97 ,122 ), (170 ,170 ), (181 ,181 ), (186 ,186 ), (192 ,214 ),
225
- (216 ,246 ), (248 ,705 ), (710 ,721 ), (736 ,740 ), (748 ,748 ), (750 ,750 ),
226
- (880 ,884 ), (886 ,887 ), (890 ,893 ), (895 ,895 ), (902 ,902 ), (904 ,906 ),
227
- (908 ,908 ), (910 ,929 ), (931 ,1013 ), (1015 ,1153 ), (1162 ,1327 ),
228
- (1329 ,1366 ), (1369 ,1369 ), (1377 ,1415 ), (1488 ,1514 ), (1520 ,1522 ),
229
- (1568 ,1610 ), (1646 ,1647 ), (1649 ,1747 ), (1749 ,1749 ), (1765 ,1766 ),
230
- (1774 ,1775 ), (1786 ,1788 ), (1791 ,1791 ), (1808 ,1808 ), (1810 ,1839 ),
231
- (1869 ,1957 ), (1969 ,1969 ), (1994 ,2026 ), (2036 ,2037 ), (2042 ,2042 ),
232
- (2048 ,2069 ), (2074 ,2074 ), (2084 ,2084 ), (2088 ,2088 ), (2112 ,2136 ),
233
- (2208 ,2226 ), (2308 ,2361 ), (2365 ,2365 ), (2384 ,2384 ), (2392 ,2401 ),
234
- (2417 ,2432 ), (2437 ,2444 ), (2447 ,2448 ), (2451 ,2472 ), (2474 ,2480 ),
235
- (2482 ,2482 ), (2486 ,2489 ), (2493 ,2493 ), (2510 ,2510 ), (2524 ,2525 ),
236
- (2527 ,2529 ), (2544 ,2545 ), (2565 ,2570 ), (2575 ,2576 ), (2579 ,2600 ),
237
- (2602 ,2608 ), (2610 ,2611 ), (2613 ,2614 ), (2616 ,2617 ), (2649 ,2652 ),
238
- (2654 ,2654 ), (2674 ,2676 ), (2693 ,2701 ), (2703 ,2705 ), (2707 ,2728 ),
239
- (2730 ,2736 ), (2738 ,2739 ), (2741 ,2745 ), (2749 ,2749 ), (2768 ,2768 ),
240
- (2784 ,2785 ), (2821 ,2828 ), (2831 ,2832 ), (2835 ,2856 ), (2858 ,2864 ),
241
- (2866 ,2867 ), (2869 ,2873 ), (2877 ,2877 ), (2908 ,2909 ), (2911 ,2913 ),
242
- (2929 ,2929 ), (2947 ,2947 ), (2949 ,2954 ), (2958 ,2960 ), (2962 ,2965 ),
243
- (2969 ,2970 ), (2972 ,2972 ), (2974 ,2975 ), (2979 ,2980 ), (2984 ,2986 ),
244
- (2990 ,3001 ), (3024 ,3024 ), (3077 ,3084 ), (3086 ,3088 ), (3090 ,3112 ),
245
- (3114 ,3129 ), (3133 ,3133 ), (3160 ,3161 ), (3168 ,3169 ), (3205 ,3212 ),
246
- (3214 ,3216 ), (3218 ,3240 ), (3242 ,3251 ), (3253 ,3257 ), (3261 ,3261 ),
247
- (3294 ,3294 ), (3296 ,3297 ), (3313 ,3314 ), (3333 ,3340 ), (3342 ,3344 ),
248
- (3346 ,3386 ), (3389 ,3389 ), (3406 ,3406 ), (3424 ,3425 ), (3450 ,3455 ),
249
- (3461 ,3478 ), (3482 ,3505 ), (3507 ,3515 ), (3517 ,3517 ), (3520 ,3526 ),
250
- (3585 ,3632 ), (3634 ,3635 ), (3648 ,3654 ), (3713 ,3714 ), (3716 ,3716 ),
251
- (3719 ,3720 ), (3722 ,3722 ), (3725 ,3725 ), (3732 ,3735 ), (3737 ,3743 ),
252
- (3745 ,3747 ), (3749 ,3749 ), (3751 ,3751 ), (3754 ,3755 ), (3757 ,3760 ),
253
- (3762 ,3763 ), (3773 ,3773 ), (3776 ,3780 ), (3782 ,3782 ), (3804 ,3807 ),
254
- (3840 ,3840 ), (3904 ,3911 ), (3913 ,3948 ), (3976 ,3980 ), (4096 ,4138 ),
255
- (4159 ,4159 ), (4176 ,4181 ), (4186 ,4189 ), (4193 ,4193 ), (4197 ,4198 ),
256
- (4206 ,4208 ), (4213 ,4225 ), (4238 ,4238 ), (4256 ,4293 ), (4295 ,4295 ),
257
- (4301 ,4301 ), (4304 ,4346 ), (4348 ,4680 ), (4682 ,4685 ), (4688 ,4694 ),
258
- (4696 ,4696 ), (4698 ,4701 ), (4704 ,4744 ), (4746 ,4749 ), (4752 ,4784 ),
259
- (4786 ,4789 ), (4792 ,4798 ), (4800 ,4800 ), (4802 ,4805 ), (4808 ,4822 ),
260
- (4824 ,4880 ), (4882 ,4885 ), (4888 ,4954 ), (4992 ,5007 ), (5024 ,5108 ),
261
- (5121 ,5740 ), (5743 ,5759 ), (5761 ,5786 ), (5792 ,5866 ), (5873 ,5880 ),
262
- (5888 ,5900 ), (5902 ,5905 ), (5920 ,5937 ), (5952 ,5969 ), (5984 ,5996 ),
263
- (5998 ,6000 ), (6016 ,6067 ), (6103 ,6103 ), (6108 ,6108 ), (6176 ,6263 ),
264
- (6272 ,6312 ), (6314 ,6314 ), (6320 ,6389 ), (6400 ,6430 ), (6480 ,6509 ),
265
- (6512 ,6516 ), (6528 ,6571 ), (6593 ,6599 ), (6656 ,6678 ), (6688 ,6740 ),
266
- (6823 ,6823 ), (6917 ,6963 ), (6981 ,6987 ), (7043 ,7072 ), (7086 ,7087 ),
267
- (7098 ,7141 ), (7168 ,7203 ), (7245 ,7247 ), (7258 ,7293 ), (7401 ,7404 ),
268
- (7406 ,7409 ), (7413 ,7414 ), (7424 ,7615 ), (7680 ,7957 ), (7960 ,7965 ),
269
- (7968 ,8005 ), (8008 ,8013 ), (8016 ,8023 ), (8025 ,8025 ), (8027 ,8027 ),
270
- (8029 ,8029 ), (8031 ,8061 ), (8064 ,8116 ), (8118 ,8124 ), (8126 ,8126 ),
271
- (8130 ,8132 ), (8134 ,8140 ), (8144 ,8147 ), (8150 ,8155 ), (8160 ,8172 ),
272
- (8178 ,8180 ), (8182 ,8188 ), (8305 ,8305 ), (8319 ,8319 ), (8336 ,8348 ),
273
- (8450 ,8450 ), (8455 ,8455 ), (8458 ,8467 ), (8469 ,8469 ), (8473 ,8477 ),
274
- (8484 ,8484 ), (8486 ,8486 ), (8488 ,8488 ), (8490 ,8493 ), (8495 ,8505 ),
275
- (8508 ,8511 ), (8517 ,8521 ), (8526 ,8526 ), (8579 ,8580 ), (11264 ,11310 ),
276
- (11312 ,11358 ), (11360 ,11492 ), (11499 ,11502 ), (11506 ,11507 ),
277
- (11520 ,11557 ), (11559 ,11559 ), (11565 ,11565 ), (11568 ,11623 ),
278
- (11631 ,11631 ), (11648 ,11670 ), (11680 ,11686 ), (11688 ,11694 ),
279
- (11696 ,11702 ), (11704 ,11710 ), (11712 ,11718 ), (11720 ,11726 ),
280
- (11728 ,11734 ), (11736 ,11742 ), (11823 ,11823 ), (12293 ,12294 ),
281
- (12337 ,12341 ), (12347 ,12348 ), (12353 ,12438 ), (12445 ,12447 ),
282
- (12449 ,12538 ), (12540 ,12543 ), (12549 ,12589 ), (12593 ,12686 ),
283
- (12704 ,12730 ), (12784 ,12799 ), (13312 ,19893 ), (19968 ,40908 ),
284
- (40960 ,42124 ), (42192 ,42237 ), (42240 ,42508 ), (42512 ,42527 ),
285
- (42538 ,42539 ), (42560 ,42606 ), (42623 ,42653 ), (42656 ,42725 ),
286
- (42775 ,42783 ), (42786 ,42888 ), (42891 ,42894 ), (42896 ,42925 ),
287
- (42928 ,42929 ), (42999 ,43009 ), (43011 ,43013 ), (43015 ,43018 ),
288
- (43020 ,43042 ), (43072 ,43123 ), (43138 ,43187 ), (43250 ,43255 ),
289
- (43259 ,43259 ), (43274 ,43301 ), (43312 ,43334 ), (43360 ,43388 ),
290
- (43396 ,43442 ), (43471 ,43471 ), (43488 ,43492 ), (43494 ,43503 ),
291
- (43514 ,43518 ), (43520 ,43560 ), (43584 ,43586 ), (43588 ,43595 ),
292
- (43616 ,43638 ), (43642 ,43642 ), (43646 ,43695 ), (43697 ,43697 ),
293
- (43701 ,43702 ), (43705 ,43709 ), (43712 ,43712 ), (43714 ,43714 ),
294
- (43739 ,43741 ), (43744 ,43754 ), (43762 ,43764 ), (43777 ,43782 ),
295
- (43785 ,43790 ), (43793 ,43798 ), (43808 ,43814 ), (43816 ,43822 ),
296
- (43824 ,43866 ), (43868 ,43871 ), (43876 ,43877 ), (43968 ,44002 ),
297
- (44032 ,55203 ), (55216 ,55238 ), (55243 ,55291 ), (63744 ,64109 ),
298
- (64112 ,64217 ), (64256 ,64262 ), (64275 ,64279 ), (64285 ,64285 ),
299
- (64287 ,64296 ), (64298 ,64310 ), (64312 ,64316 ), (64318 ,64318 ),
300
- (64320 ,64321 ), (64323 ,64324 ), (64326 ,64433 ), (64467 ,64829 ),
301
- (64848 ,64911 ), (64914 ,64967 ), (65008 ,65019 ), (65136 ,65140 ),
302
- (65142 ,65276 ), (65313 ,65338 ), (65345 ,65370 ), (65382 ,65470 ),
303
- (65474 ,65479 ), (65482 ,65487 ), (65490 ,65495 ), (65498 ,65500 ),
304
- (65536 ,65547 ), (65549 ,65574 ), (65576 ,65594 ), (65596 ,65597 ),
305
- (65599 ,65613 ), (65616 ,65629 ), (65664 ,65786 ), (66176 ,66204 ),
306
- (66208 ,66256 ), (66304 ,66335 ), (66352 ,66368 ), (66370 ,66377 ),
307
- (66384 ,66421 ), (66432 ,66461 ), (66464 ,66499 ), (66504 ,66511 ),
308
- (66560 ,66717 ), (66816 ,66855 ), (66864 ,66915 ), (67072 ,67382 ),
309
- (67392 ,67413 ), (67424 ,67431 ), (67584 ,67589 ), (67592 ,67592 ),
310
- (67594 ,67637 ), (67639 ,67640 ), (67644 ,67644 ), (67647 ,67669 ),
311
- (67680 ,67702 ), (67712 ,67742 ), (67840 ,67861 ), (67872 ,67897 ),
312
- (67968 ,68023 ), (68030 ,68031 ), (68096 ,68096 ), (68112 ,68115 ),
313
- (68117 ,68119 ), (68121 ,68147 ), (68192 ,68220 ), (68224 ,68252 ),
314
- (68288 ,68295 ), (68297 ,68324 ), (68352 ,68405 ), (68416 ,68437 ),
315
- (68448 ,68466 ), (68480 ,68497 ), (68608 ,68680 ), (69635 ,69687 ),
316
- (69763 ,69807 ), (69840 ,69864 ), (69891 ,69926 ), (69968 ,70002 ),
317
- (70006 ,70006 ), (70019 ,70066 ), (70081 ,70084 ), (70106 ,70106 ),
318
- (70144 ,70161 ), (70163 ,70187 ), (70320 ,70366 ), (70405 ,70412 ),
319
- (70415 ,70416 ), (70419 ,70440 ), (70442 ,70448 ), (70450 ,70451 ),
320
- (70453 ,70457 ), (70461 ,70461 ), (70493 ,70497 ), (70784 ,70831 ),
321
- (70852 ,70853 ), (70855 ,70855 ), (71040 ,71086 ), (71168 ,71215 ),
322
- (71236 ,71236 ), (71296 ,71338 ), (71840 ,71903 ), (71935 ,71935 ),
323
- (72384 ,72440 ), (73728 ,74648 ), (77824 ,78894 ), (92160 ,92728 ),
324
- (92736 ,92766 ), (92880 ,92909 ), (92928 ,92975 ), (92992 ,92995 ),
325
- (93027 ,93047 ), (93053 ,93071 ), (93952 ,94020 ), (94032 ,94032 ),
326
- (94099 ,94111 ), (110592 ,110593 ), (113664 ,113770 ), (113776 ,113788 ),
327
- (113792 ,113800 ), (113808 ,113817 ), (119808 ,119892 ), (119894 ,119964 ),
328
- (119966 ,119967 ), (119970 ,119970 ), (119973 ,119974 ), (119977 ,119980 ),
329
- (119982 ,119993 ), (119995 ,119995 ), (119997 ,120003 ), (120005 ,120069 ),
330
- (120071 ,120074 ), (120077 ,120084 ), (120086 ,120092 ), (120094 ,120121 ),
331
- (120123 ,120126 ), (120128 ,120132 ), (120134 ,120134 ), (120138 ,120144 ),
332
- (120146 ,120485 ), (120488 ,120512 ), (120514 ,120538 ), (120540 ,120570 ),
333
- (120572 ,120596 ), (120598 ,120628 ), (120630 ,120654 ), (120656 ,120686 ),
334
- (120688 ,120712 ), (120714 ,120744 ), (120746 ,120770 ), (120772 ,120779 ),
335
- (124928 ,125124 ), (126464 ,126467 ), (126469 ,126495 ), (126497 ,126498 ),
336
- (126500 ,126500 ), (126503 ,126503 ), (126505 ,126514 ), (126516 ,126519 ),
337
- (126521 ,126521 ), (126523 ,126523 ), (126530 ,126530 ), (126535 ,126535 ),
338
- (126537 ,126537 ), (126539 ,126539 ), (126541 ,126543 ), (126545 ,126546 ),
339
- (126548 ,126548 ), (126551 ,126551 ), (126553 ,126553 ), (126555 ,126555 ),
340
- (126557 ,126557 ), (126559 ,126559 ), (126561 ,126562 ), (126564 ,126564 ),
341
- (126567 ,126570 ), (126572 ,126578 ), (126580 ,126583 ), (126585 ,126588 ),
342
- (126590 ,126590 ), (126592 ,126601 ), (126603 ,126619 ), (126625 ,126627 ),
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- (126629 ,126633 ), (126635 ,126651 ), (131072 ,173782 ), (173824 ,177972 ),
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- (177984 ,178205 ), (194560 ,195101 )]
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-
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- -- |
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- --
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- -- >>> size alphanum
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- -- 105901
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+ alpha = foldl' (flip insert) empty [ c | c <- [ minBound .. maxBound ], isAlpha c ]
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+ {-# NOINLINE alpha #-}
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+
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+ -- | Note: this set varies depending on @base@ version.
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--
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- {-# NOINLINE alphanum #-}
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alphanum :: CharSet
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- -- Note: to pretty print use
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- --
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- -- :m *Distribution.Utils.CharSet
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- -- :m +Text.PrettyPrint
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- --
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- -- let xs = foldl' (flip insert) Distribution.Utils.CharSet.empty [ c | c <- [ minBound .. maxBound ], isAlphaNum c ]
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- -- brackets $ fsep $ punctuate comma [ parens (int x Prelude.<> comma Prelude.<> int y) | (x,y) <- IM.toList $ unCS xs ]
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-
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- alphanum = CS $ IM. fromList
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- [(48 ,57 ), (65 ,90 ), (97 ,122 ), (170 ,170 ), (178 ,179 ), (181 ,181 ),
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- (185 ,186 ), (188 ,190 ), (192 ,214 ), (216 ,246 ), (248 ,705 ), (710 ,721 ),
364
- (736 ,740 ), (748 ,748 ), (750 ,750 ), (768 ,884 ), (886 ,887 ), (890 ,893 ),
365
- (895 ,895 ), (902 ,902 ), (904 ,906 ), (908 ,908 ), (910 ,929 ), (931 ,1013 ),
366
- (1015 ,1153 ), (1155 ,1327 ), (1329 ,1366 ), (1369 ,1369 ), (1377 ,1415 ),
367
- (1425 ,1469 ), (1471 ,1471 ), (1473 ,1474 ), (1476 ,1477 ), (1479 ,1479 ),
368
- (1488 ,1514 ), (1520 ,1522 ), (1552 ,1562 ), (1568 ,1641 ), (1646 ,1747 ),
369
- (1749 ,1756 ), (1759 ,1768 ), (1770 ,1788 ), (1791 ,1791 ), (1808 ,1866 ),
370
- (1869 ,1969 ), (1984 ,2037 ), (2042 ,2042 ), (2048 ,2093 ), (2112 ,2139 ),
371
- (2208 ,2226 ), (2276 ,2403 ), (2406 ,2415 ), (2417 ,2435 ), (2437 ,2444 ),
372
- (2447 ,2448 ), (2451 ,2472 ), (2474 ,2480 ), (2482 ,2482 ), (2486 ,2489 ),
373
- (2492 ,2500 ), (2503 ,2504 ), (2507 ,2510 ), (2519 ,2519 ), (2524 ,2525 ),
374
- (2527 ,2531 ), (2534 ,2545 ), (2548 ,2553 ), (2561 ,2563 ), (2565 ,2570 ),
375
- (2575 ,2576 ), (2579 ,2600 ), (2602 ,2608 ), (2610 ,2611 ), (2613 ,2614 ),
376
- (2616 ,2617 ), (2620 ,2620 ), (2622 ,2626 ), (2631 ,2632 ), (2635 ,2637 ),
377
- (2641 ,2641 ), (2649 ,2652 ), (2654 ,2654 ), (2662 ,2677 ), (2689 ,2691 ),
378
- (2693 ,2701 ), (2703 ,2705 ), (2707 ,2728 ), (2730 ,2736 ), (2738 ,2739 ),
379
- (2741 ,2745 ), (2748 ,2757 ), (2759 ,2761 ), (2763 ,2765 ), (2768 ,2768 ),
380
- (2784 ,2787 ), (2790 ,2799 ), (2817 ,2819 ), (2821 ,2828 ), (2831 ,2832 ),
381
- (2835 ,2856 ), (2858 ,2864 ), (2866 ,2867 ), (2869 ,2873 ), (2876 ,2884 ),
382
- (2887 ,2888 ), (2891 ,2893 ), (2902 ,2903 ), (2908 ,2909 ), (2911 ,2915 ),
383
- (2918 ,2927 ), (2929 ,2935 ), (2946 ,2947 ), (2949 ,2954 ), (2958 ,2960 ),
384
- (2962 ,2965 ), (2969 ,2970 ), (2972 ,2972 ), (2974 ,2975 ), (2979 ,2980 ),
385
- (2984 ,2986 ), (2990 ,3001 ), (3006 ,3010 ), (3014 ,3016 ), (3018 ,3021 ),
386
- (3024 ,3024 ), (3031 ,3031 ), (3046 ,3058 ), (3072 ,3075 ), (3077 ,3084 ),
387
- (3086 ,3088 ), (3090 ,3112 ), (3114 ,3129 ), (3133 ,3140 ), (3142 ,3144 ),
388
- (3146 ,3149 ), (3157 ,3158 ), (3160 ,3161 ), (3168 ,3171 ), (3174 ,3183 ),
389
- (3192 ,3198 ), (3201 ,3203 ), (3205 ,3212 ), (3214 ,3216 ), (3218 ,3240 ),
390
- (3242 ,3251 ), (3253 ,3257 ), (3260 ,3268 ), (3270 ,3272 ), (3274 ,3277 ),
391
- (3285 ,3286 ), (3294 ,3294 ), (3296 ,3299 ), (3302 ,3311 ), (3313 ,3314 ),
392
- (3329 ,3331 ), (3333 ,3340 ), (3342 ,3344 ), (3346 ,3386 ), (3389 ,3396 ),
393
- (3398 ,3400 ), (3402 ,3406 ), (3415 ,3415 ), (3424 ,3427 ), (3430 ,3445 ),
394
- (3450 ,3455 ), (3458 ,3459 ), (3461 ,3478 ), (3482 ,3505 ), (3507 ,3515 ),
395
- (3517 ,3517 ), (3520 ,3526 ), (3530 ,3530 ), (3535 ,3540 ), (3542 ,3542 ),
396
- (3544 ,3551 ), (3558 ,3567 ), (3570 ,3571 ), (3585 ,3642 ), (3648 ,3662 ),
397
- (3664 ,3673 ), (3713 ,3714 ), (3716 ,3716 ), (3719 ,3720 ), (3722 ,3722 ),
398
- (3725 ,3725 ), (3732 ,3735 ), (3737 ,3743 ), (3745 ,3747 ), (3749 ,3749 ),
399
- (3751 ,3751 ), (3754 ,3755 ), (3757 ,3769 ), (3771 ,3773 ), (3776 ,3780 ),
400
- (3782 ,3782 ), (3784 ,3789 ), (3792 ,3801 ), (3804 ,3807 ), (3840 ,3840 ),
401
- (3864 ,3865 ), (3872 ,3891 ), (3893 ,3893 ), (3895 ,3895 ), (3897 ,3897 ),
402
- (3902 ,3911 ), (3913 ,3948 ), (3953 ,3972 ), (3974 ,3991 ), (3993 ,4028 ),
403
- (4038 ,4038 ), (4096 ,4169 ), (4176 ,4253 ), (4256 ,4293 ), (4295 ,4295 ),
404
- (4301 ,4301 ), (4304 ,4346 ), (4348 ,4680 ), (4682 ,4685 ), (4688 ,4694 ),
405
- (4696 ,4696 ), (4698 ,4701 ), (4704 ,4744 ), (4746 ,4749 ), (4752 ,4784 ),
406
- (4786 ,4789 ), (4792 ,4798 ), (4800 ,4800 ), (4802 ,4805 ), (4808 ,4822 ),
407
- (4824 ,4880 ), (4882 ,4885 ), (4888 ,4954 ), (4957 ,4959 ), (4969 ,4988 ),
408
- (4992 ,5007 ), (5024 ,5108 ), (5121 ,5740 ), (5743 ,5759 ), (5761 ,5786 ),
409
- (5792 ,5866 ), (5870 ,5880 ), (5888 ,5900 ), (5902 ,5908 ), (5920 ,5940 ),
410
- (5952 ,5971 ), (5984 ,5996 ), (5998 ,6000 ), (6002 ,6003 ), (6016 ,6099 ),
411
- (6103 ,6103 ), (6108 ,6109 ), (6112 ,6121 ), (6128 ,6137 ), (6155 ,6157 ),
412
- (6160 ,6169 ), (6176 ,6263 ), (6272 ,6314 ), (6320 ,6389 ), (6400 ,6430 ),
413
- (6432 ,6443 ), (6448 ,6459 ), (6470 ,6509 ), (6512 ,6516 ), (6528 ,6571 ),
414
- (6576 ,6601 ), (6608 ,6618 ), (6656 ,6683 ), (6688 ,6750 ), (6752 ,6780 ),
415
- (6783 ,6793 ), (6800 ,6809 ), (6823 ,6823 ), (6832 ,6846 ), (6912 ,6987 ),
416
- (6992 ,7001 ), (7019 ,7027 ), (7040 ,7155 ), (7168 ,7223 ), (7232 ,7241 ),
417
- (7245 ,7293 ), (7376 ,7378 ), (7380 ,7414 ), (7416 ,7417 ), (7424 ,7669 ),
418
- (7676 ,7957 ), (7960 ,7965 ), (7968 ,8005 ), (8008 ,8013 ), (8016 ,8023 ),
419
- (8025 ,8025 ), (8027 ,8027 ), (8029 ,8029 ), (8031 ,8061 ), (8064 ,8116 ),
420
- (8118 ,8124 ), (8126 ,8126 ), (8130 ,8132 ), (8134 ,8140 ), (8144 ,8147 ),
421
- (8150 ,8155 ), (8160 ,8172 ), (8178 ,8180 ), (8182 ,8188 ), (8304 ,8305 ),
422
- (8308 ,8313 ), (8319 ,8329 ), (8336 ,8348 ), (8400 ,8432 ), (8450 ,8450 ),
423
- (8455 ,8455 ), (8458 ,8467 ), (8469 ,8469 ), (8473 ,8477 ), (8484 ,8484 ),
424
- (8486 ,8486 ), (8488 ,8488 ), (8490 ,8493 ), (8495 ,8505 ), (8508 ,8511 ),
425
- (8517 ,8521 ), (8526 ,8526 ), (8528 ,8585 ), (9312 ,9371 ), (9450 ,9471 ),
426
- (10102 ,10131 ), (11264 ,11310 ), (11312 ,11358 ), (11360 ,11492 ),
427
- (11499 ,11507 ), (11517 ,11517 ), (11520 ,11557 ), (11559 ,11559 ),
428
- (11565 ,11565 ), (11568 ,11623 ), (11631 ,11631 ), (11647 ,11670 ),
429
- (11680 ,11686 ), (11688 ,11694 ), (11696 ,11702 ), (11704 ,11710 ),
430
- (11712 ,11718 ), (11720 ,11726 ), (11728 ,11734 ), (11736 ,11742 ),
431
- (11744 ,11775 ), (11823 ,11823 ), (12293 ,12295 ), (12321 ,12335 ),
432
- (12337 ,12341 ), (12344 ,12348 ), (12353 ,12438 ), (12441 ,12442 ),
433
- (12445 ,12447 ), (12449 ,12538 ), (12540 ,12543 ), (12549 ,12589 ),
434
- (12593 ,12686 ), (12690 ,12693 ), (12704 ,12730 ), (12784 ,12799 ),
435
- (12832 ,12841 ), (12872 ,12879 ), (12881 ,12895 ), (12928 ,12937 ),
436
- (12977 ,12991 ), (13312 ,19893 ), (19968 ,40908 ), (40960 ,42124 ),
437
- (42192 ,42237 ), (42240 ,42508 ), (42512 ,42539 ), (42560 ,42610 ),
438
- (42612 ,42621 ), (42623 ,42653 ), (42655 ,42737 ), (42775 ,42783 ),
439
- (42786 ,42888 ), (42891 ,42894 ), (42896 ,42925 ), (42928 ,42929 ),
440
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504
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- (177984 ,178205 ), (194560 ,195101 ), (917760 ,917999 )]
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+ alphanum = foldl' (flip insert) empty [ c | c <- [ minBound .. maxBound ], isAlphaNum c ]
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+ {-# NOINLINE alphanum #-}
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