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#define in(x,mn,mx) ((x) >= (mn) && (x) <= (mx))
bool IsBukva(char c)
{
if( in(c,65,90) || in(c,97,122) || in(c,170,170) || in(c,181,181) || in(c,186,186) || in(c,192,214) || in(c,216,246) || in(c,248,705) || in(c,710,721) || in(c,736,740) || in(c,748,748) || in(c,750,750) || in(c,880,884) || in(c,886,887) || in(c,890,893) || in(c,902,902) || in(c,904,906) || in(c,908,908) || in(c,910,929) || in(c,931,1013) || in(c,1015,1153) || in(c,1162,1315) || in(c,1329,1366) || in(c,1369,1369) || in(c,1377,1415) || in(c,1488,1514) || in(c,1520,1522) || in(c,1569,1610) || in(c,1646,1647) || in(c,1649,1747) || in(c,1749,1749) || in(c,1765,1766) || in(c,1774,1775) || in(c,1786,1788) || in(c,1791,1791) || in(c,1808,1808) || in(c,1810,1839) || in(c,1869,1957) || in(c,1969,1969) || in(c,1994,2026) || in(c,2036,2037) || in(c,2042,2042) || in(c,2308,2361) || in(c,2365,2365) || in(c,2384,2384) || in(c,2392,2401) || in(c,2417,2418) || in(c,2427,2431) || in(c,2437,2444) || in(c,2447,2448) || in(c,2451,2472) || in(c,2474,2480) || in(c,2482,2482) || in(c,2486,2489) || in(c,2493,2493) || in(c,2510,2510) || in(c,2524,2525) || in(c,2527,2529) || in(c,2544,2545) || in(c,2565,2570) || in(c,2575,2576) || in(c,2579,2600) || in(c,2602,2608) || in(c,2610,2611) || in(c,2613,2614) || in(c,2616,2617) || in(c,2649,2652) || in(c,2654,2654) || in(c,2674,2676) || in(c,2693,2701) || in(c,2703,2705) || in(c,2707,2728) || in(c,2730,2736) || in(c,2738,2739) || in(c,2741,2745) || in(c,2749,2749) || in(c,2768,2768) || in(c,2784,2785) || in(c,2821,2828) || in(c,2831,2832) || in(c,2835,2856) || in(c,2858,2864) || in(c,2866,2867) || in(c,2869,2873) || in(c,2877,2877) || in(c,2908,2909) || in(c,2911,2913) || in(c,2929,2929) || in(c,2947,2947) || in(c,2949,2954) || in(c,2958,2960) || in(c,2962,2965) || in(c,2969,2970) || in(c,2972,2972) || in(c,2974,2975) || in(c,2979,2980) || in(c,2984,2986) || in(c,2990,3001) || in(c,3024,3024) || in(c,3077,3084) || in(c,3086,3088) || in(c,3090,3112) || in(c,3114,3123) || in(c,3125,3129) || in(c,3133,3133) || in(c,3160,3161) || in(c,3168,3169) || in(c,3205,3212) || in(c,3214,3216) || in(c,3218,3240) || in(c,3242,3251) || in(c,3253,3257) || in(c,3261,3261) || in(c,3294,3294) || in(c,3296,3297) || in(c,3333,3340) || in(c,3342,3344) || in(c,3346,3368) || in(c,3370,3385) || in(c,3389,3389) || in(c,3424,3425) || in(c,3450,3455) || in(c,3461,3478) || in(c,3482,3505) || in(c,3507,3515) || in(c,3517,3517) || in(c,3520,3526) || in(c,3585,3632) || in(c,3634,3635) || in(c,3648,3654) || in(c,3713,3714) || in(c,3716,3716) || in(c,3719,3720) || in(c,3722,3722) || in(c,3725,3725) || in(c,3732,3735) || in(c,3737,3743) || in(c,3745,3747) || in(c,3749,3749) || in(c,3751,3751) || in(c,3754,3755) || in(c,3757,3760) || in(c,3762,3763) || in(c,3773,3773) || in(c,3776,3780) || in(c,3782,3782) || in(c,3804,3805) || in(c,3840,3840) || in(c,3904,3911) || in(c,3913,3948) || in(c,3976,3979) || in(c,4096,4138) || in(c,4159,4159) || in(c,4176,4181) || in(c,4186,4189) || in(c,4193,4193) || in(c,4197,4198) || in(c,4206,4208) || in(c,4213,4225) || in(c,4238,4238) || in(c,4256,4293) || in(c,4304,4346) || in(c,4348,4348) || in(c,4352,4441) || in(c,4447,4514) || in(c,4520,4601) || in(c,4608,4680) || in(c,4682,4685) || in(c,4688,4694) || in(c,4696,4696) || in(c,4698,4701) || in(c,4704,4744) || in(c,4746,4749) || in(c,4752,4784) || in(c,4786,4789) || in(c,4792,4798) || in(c,4800,4800) || in(c,4802,4805) || in(c,4808,4822) || in(c,4824,4880) || in(c,4882,4885) || in(c,4888,4954) || in(c,4992,5007) || in(c,5024,5108) || in(c,5121,5740) || in(c,5743,5750) || in(c,5761,5786) || in(c,5792,5866) || in(c,5888,5900) || in(c,5902,5905) || in(c,5920,5937) || in(c,5952,5969) || in(c,5984,5996) || in(c,5998,6000) || in(c,6016,6067) || in(c,6103,6103) || in(c,6108,6108) || in(c,6176,6263) || in(c,6272,6312) || in(c,6314,6314) || in(c,6400,6428) || in(c,6480,6509) || in(c,6512,6516) || in(c,6528,6569) || in(c,6593,6599) || in(c,6656,6678) || in(c,6917,6963) || in(c,6981,6987) || in(c,7043,7072) || in(c,7086,7087) || in(c,7168,7203) || in(c,7245,7247) || in(c,7258,7293) || in(c,7424,7615) || in(c,7680,7957) || in(c,7960,7965) || in(c,7968,8005) || in(c,8008,8013) || in(c,8016,8023) || in(c,8025,8025) || in(c,8027,8027) || in(c,8029,8029) || in(c,8031,8061) || in(c,8064,8116) || in(c,8118,8124) || in(c,8126,8126) || in(c,8130,8132) || in(c,8134,8140) || in(c,8144,8147) || in(c,8150,8155) || in(c,8160,8172) || in(c,8178,8180) || in(c,8182,8188) || in(c,8305,8305) || in(c,8319,8319) || in(c,8336,8340) || in(c,8450,8450) || in(c,8455,8455) || in(c,8458,8467) || in(c,8469,8469) || in(c,8473,8477) || in(c,8484,8484) || in(c,8486,8486) || in(c,8488,8488) || in(c,8490,8493) || in(c,8495,8505) || in(c,8508,8511) || in(c,8517,8521) || in(c,8526,8526) || in(c,8579,8580) || in(c,11264,11310) || in(c,11312,11358) || in(c,11360,11375) || in(c,11377,11389) || in(c,11392,11492) || in(c,11520,11557) || in(c,11568,11621) || in(c,11631,11631) || in(c,11648,11670) || in(c,11680,11686) || in(c,11688,11694) || in(c,11696,11702) || in(c,11704,11710) || in(c,11712,11718) || in(c,11720,11726) || in(c,11728,11734) || in(c,11736,11742) || in(c,11823,11823) || in(c,12293,12294) || in(c,12337,12341) || in(c,12347,12348) || in(c,12353,12438) || in(c,12445,12447) || in(c,12449,12538) || in(c,12540,12543) || in(c,12549,12589) || in(c,12593,12686) || in(c,12704,12727) || in(c,12784,12799) || in(c,13312,19893) || in(c,19968,32765) ) return 1;
return 0;
}
CHayT 25.12.2015 10:30 # 0
imihajlov 25.12.2015 10:55 # 0
roman-kashitsyn 25.12.2015 11:04 # +1
Ты про это?
CHayT 25.12.2015 13:25 # 0
inkanus-gray 25.12.2015 14:37 # +2
TarasB 25.12.2015 15:06 # +1
guest 25.12.2015 17:22 # −1
3_dar 25.12.2015 18:23 # 0
Soul_re@ver 25.12.2015 21:33 # 0
bormand 25.12.2015 22:00 # +1
gost 26.12.2015 10:07 # 0
bormand 26.12.2015 10:17 # +3
7. Types bool, char, wchar_t, and the signed and unsigned integer types are collectively called integral types. A synonym for integral type is integer type. The representations of integral types shall define values by use of a pure binary numeration system (49).
49) A positional representation for integers that uses the binary digits 0 and 1, in which the values represented by successive bits are additive, begin with 1, and are multiplied by successive integral power of 2, except perhaps for the bit with the highest position
bot 25.12.2015 21:49 # 0