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📄 lib.t

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02352	   program:02353	02354	obase=1602355	scale=002356	define t(x){02357	        auto a, b, c02358	        a=2;b=1;c=2^32;n=102359	        while(a<x) {02360	                b=a;n+=n;a*=a02361	        }02362	        n/=202363	        a=b02364	        while(b<x) {02365	                a=b;b*=c;n+=3202366	        }02367	        n-=3202368	        b=a02369	        while(a<x) {.Ep 22 src/lib/ansi/ext_comp.c02370	                b=a;a+=a;n+=102371	        }02372	        n-=102373	        x*=16^1602374	        b=x%a02375	        x/=a02376	        if(a<=(2*b)) x+=102377	        obase=1002378	        n02379	        obase=1602380	        return(x)02381	}02382	for (i=1;i<28;i++) {02383	        t(10^i)02384	}02385	002386	for (i=1;i<20;i++) {02387	        t(10^(28*i))02388	}02389	002390	define r(x){02391	        auto a, b, c02392	        a=2;b=1;c=2^32;n=102393	        while(a<x) {02394	                b=a;n+=n;a*=a02395	        }02396	        n/=202397	        a=b02398	        while(b<x) {02399	                a=b;b*=c;n+=3202400	        }02401	        n-=3202402	        b=a02403	        while(a<x) {02404	                b=a;a+=a;n+=102405	        }02406	        a=b02407	        a*=16^1602408	        b=a%x02409	        a/=x02410	        if(x<=(2*b)) a+=102411	        obase=1002412	        -n02413	        obase=1602414	        return(a)02415	}02416	for (i=1;i<28;i++) {02417	        r(10^i)02418	}02419	002420	for (i=1;i<20;i++) {02421	        r(10^(28*i))02422	}02423	002424	02425	*/02426	static struct EXTEND ten_powers[] = {   /* representation of 10 ** i */02427	        { 0,    0,      0x80000000,     0 },02428	        { 0,    3,      0xA0000000,     0 },02429	        { 0,    6,      0xC8000000,     0 },.Op 23 src/lib/ansi/ext_comp.c02430	        { 0,    9,      0xFA000000,     0 },02431	        { 0,    13,     0x9C400000,     0 },02432	        { 0,    16,     0xC3500000,     0 },02433	        { 0,    19,     0xF4240000,     0 },02434	        { 0,    23,     0x98968000,     0 },02435	        { 0,    26,     0xBEBC2000,     0 },02436	        { 0,    29,     0xEE6B2800,     0 },02437	        { 0,    33,     0x9502F900,     0 },02438	        { 0,    36,     0xBA43B740,     0 },02439	        { 0,    39,     0xE8D4A510,     0 },02440	        { 0,    43,     0x9184E72A,     0 },02441	        { 0,    46,     0xB5E620F4,     0x80000000 },02442	        { 0,    49,     0xE35FA931,     0xA0000000 },02443	        { 0,    53,     0x8E1BC9BF,     0x04000000 },02444	        { 0,    56,     0xB1A2BC2E,     0xC5000000 },02445	        { 0,    59,     0xDE0B6B3A,     0x76400000 },02446	        { 0,    63,     0x8AC72304,     0x89E80000 },02447	        { 0,    66,     0xAD78EBC5,     0xAC620000 },02448	        { 0,    69,     0xD8D726B7,     0x177A8000 },02449	        { 0,    73,     0x87867832,     0x6EAC9000 },02450	        { 0,    76,     0xA968163F,     0x0A57B400 },02451	        { 0,    79,     0xD3C21BCE,     0xCCEDA100 },02452	        { 0,    83,     0x84595161,     0x401484A0 },02453	        { 0,    86,     0xA56FA5B9,     0x9019A5C8 },02454	        { 0,    89,     0xCECB8F27,     0xF4200F3A }02455	};02456	static struct EXTEND big_ten_powers[] = {  /* representation of 10 ** (28*i) */02457	        { 0,    0,      0x80000000,     0 },02458	        { 0,    93,     0x813F3978,     0xF8940984 },02459	        { 0,    186,    0x82818F12,     0x81ED44A0 },02460	        { 0,    279,    0x83C7088E,     0x1AAB65DB },02461	        { 0,    372,    0x850FADC0,     0x9923329E },02462	        { 0,    465,    0x865B8692,     0x5B9BC5C2 },02463	        { 0,    558,    0x87AA9AFF,     0x79042287 },02464	        { 0,    651,    0x88FCF317,     0xF22241E2 },02465	        { 0,    744,    0x8A5296FF,     0xE33CC930 },02466	        { 0,    837,    0x8BAB8EEF,     0xB6409C1A },02467	        { 0,    930,    0x8D07E334,     0x55637EB3 },02468	        { 0,    1023,   0x8E679C2F,     0x5E44FF8F },02469	        { 0,    1116,   0x8FCAC257,     0x558EE4E6 },02470	        { 0,    1209,   0x91315E37,     0xDB165AA9 },02471	        { 0,    1302,   0x929B7871,     0xDE7F22B9 },02472	        { 0,    1395,   0x940919BB,     0xD4620B6D },02473	        { 0,    1488,   0x957A4AE1,     0xEBF7F3D4 },02474	        { 0,    1581,   0x96EF14C6,     0x454AA840 },02475	        { 0,    1674,   0x98678061,     0x27ECE4F5 },02476	        { 0,    1767,   0x99E396C1,     0x3A3ACFF2 }02477	};02478	02479	static struct EXTEND r_ten_powers[] = { /* representation of 10 ** -i */02480	        { 0,    0,      0x80000000,     0 },02481	        { 0,    -4,     0xCCCCCCCC,     0xCCCCCCCD },02482	        { 0,    -7,     0xA3D70A3D,     0x70A3D70A },02483	        { 0,    -10,    0x83126E97,     0x8D4FDF3B },02484	        { 0,    -14,    0xD1B71758,     0xE219652C },02485	        { 0,    -17,    0xA7C5AC47,     0x1B478423 },02486	        { 0,    -20,    0x8637BD05,     0xAF6C69B6 },02487	        { 0,    -24,    0xD6BF94D5,     0xE57A42BC },02488	        { 0,    -27,    0xABCC7711,     0x8461CEFD },02489	        { 0,    -30,    0x89705F41,     0x36B4A597 },.Ep 24 src/lib/ansi/ext_comp.c02490	        { 0,    -34,    0xDBE6FECE,     0xBDEDD5BF },02491	        { 0,    -37,    0xAFEBFF0B,     0xCB24AAFF },02492	        { 0,    -40,    0x8CBCCC09,     0x6F5088CC },02493	        { 0,    -44,    0xE12E1342,     0x4BB40E13 },02494	        { 0,    -47,    0xB424DC35,     0x095CD80F },02495	        { 0,    -50,    0x901D7CF7,     0x3AB0ACD9 },02496	        { 0,    -54,    0xE69594BE,     0xC44DE15B },02497	        { 0,    -57,    0xB877AA32,     0x36A4B449 },02498	        { 0,    -60,    0x9392EE8E,     0x921D5D07 },02499	        { 0,    -64,    0xEC1E4A7D,     0xB69561A5 },02500	        { 0,    -67,    0xBCE50864,     0x92111AEB },02501	        { 0,    -70,    0x971DA050,     0x74DA7BEF },02502	        { 0,    -74,    0xF1C90080,     0xBAF72CB1 },02503	        { 0,    -77,    0xC16D9A00,     0x95928A27 },02504	        { 0,    -80,    0x9ABE14CD,     0x44753B53 },02505	        { 0,    -84,    0xF79687AE,     0xD3EEC551 },02506	        { 0,    -87,    0xC6120625,     0x76589DDB },02507	        { 0,    -90,    0x9E74D1B7,     0x91E07E48 }02508	};02509	02510	static struct EXTEND r_big_ten_powers[] = { /* representation of 10 ** -(28*i) */02511	        { 0,    0,      0x80000000,     0 },02512	        { 0,    -94,    0xFD87B5F2,     0x8300CA0E },02513	        { 0,    -187,   0xFB158592,     0xBE068D2F },02514	        { 0,    -280,   0xF8A95FCF,     0x88747D94 },02515	        { 0,    -373,   0xF64335BC,     0xF065D37D },02516	        { 0,    -466,   0xF3E2F893,     0xDEC3F126 },02517	        { 0,    -559,   0xF18899B1,     0xBC3F8CA2 },02518	        { 0,    -652,   0xEF340A98,     0x172AACE5 },02519	        { 0,    -745,   0xECE53CEC,     0x4A314EBE },02520	        { 0,    -838,   0xEA9C2277,     0x23EE8BCB },02521	        { 0,    -931,   0xE858AD24,     0x8F5C22CA },02522	        { 0,    -1024,  0xE61ACF03,     0x3D1A45DF },02523	        { 0,    -1117,  0xE3E27A44,     0x4D8D98B8 },02524	        { 0,    -1210,  0xE1AFA13A,     0xFBD14D6E },02525	        { 0,    -1303,  0xDF82365C,     0x497B5454 },02526	        { 0,    -1396,  0xDD5A2C3E,     0xAB3097CC },02527	        { 0,    -1489,  0xDB377599,     0xB6074245 },02528	        { 0,    -1582,  0xD91A0545,     0xCDB51186 },02529	        { 0,    -1675,  0xD701CE3B,     0xD387BF48 },02530	        { 0,    -1768,  0xD4EEC394,     0xD6258BF8 }02531	};02532	02533	#define TP      (int)(sizeof(ten_powers)/sizeof(ten_powers[0]))02534	#define BTP     (int)(sizeof(big_ten_powers)/sizeof(big_ten_powers[0]))02535	#define MAX_EXP (TP * BTP - 1)02536	02537	static02538	add_exponent(struct EXTEND *e, int exp)02539	{02540	        int neg = exp < 0;02541	        int divsz, modsz;02542	        struct EXTEND x;02543	02544	        if (neg) exp = -exp;02545	        divsz = exp / TP;02546	        modsz = exp % TP;02547	        if (neg) {02548	                mul_ext(e, &r_ten_powers[modsz], &x);02549	                mul_ext(&x, &r_big_ten_powers[divsz], e);.Op 25 src/lib/ansi/ext_comp.c02550	        }02551	        else {02552	                mul_ext(e, &ten_powers[modsz], &x);02553	                mul_ext(&x, &big_ten_powers[divsz], e);02554	        }02555	}	02557	_str_ext_cvt(const char *s, char **ss, struct EXTEND *e)02558	{02559	        /*      Like strtod, but for extended precision */02560	        register int    c;02561	        int             dotseen = 0;02562	        int             digitseen = 0;02563	        int             exp = 0;02564	02565	        if (ss) *ss = (char *)s;02566	        while (isspace(*s)) s++;02567	02568	        e->sign = 0;02569	        e->exp = 0;02570	        e->m1 = e->m2 = 0;02571	02572	        c = *s;02573	        switch(c) {02574	        case '-':02575	                e->sign = 1;02576	        case '+':02577	                s++;02578	        }02579	        while (c = *s++, isdigit(c) || (c == '.' && ! dotseen++)) {02580	                if (c == '.') continue;02581	                digitseen = 1;02582	                if (e->m1 <= (unsigned long)(0xFFFFFFFF)/10) {02583	                        struct mantissa a1;02584	02585	                        a1 = e->mantissa;02586	                        b64_sft(&(e->mantissa), -3);02587	                        b64_sft(&a1, -1);02588	                        b64_add(&(e->mantissa), &a1);02589	                        a1.h_32 = 0;02590	                        a1.l_32 = c - '0';02591	                        b64_add(&(e->mantissa), &a1);02592	                }02593	                else exp++;02594	                if (dotseen) exp--;02595	        }02596	        if (! digitseen) return;02597	02598	        if (ss) *ss = (char *)s - 1;02599	02600	        if (c == 'E' || c == 'e') {02601	                int     exp1 = 0;02602	                int     sign = 1;02603	                int     exp_overflow = 0;02604	02605	                switch(*s) {02606	                case '-':02607	                        sign = -1;02608	                case '+':02609	                        s++;.Ep 26 src/lib/ansi/ext_comp.c02610	                }02611	                if (c = *s, isdigit(c)) {02612	                        do {02613	                                int tmp;02614	02615	                                exp1 = 10 * exp1 + (c - '0');02616	                                if ((tmp = sign * exp1 + exp) > MAX_EXP ||02617	                                     tmp < -MAX_EXP) {02618	                                        exp_overflow = 1;02619	                                }02620	                        } while (c = *++s, isdigit(c));02621	                        if (ss) *ss = (char *)s;02622	                }02623	                exp += sign * exp1;02624	                if (exp_overflow) {02625	                        exp = sign * MAX_EXP;02626	                        if (e->m1 != 0 || e->m2 != 0) errno = ERANGE;02627	                }02628	        }02629	        if (e->m1 == 0 && e->m2 == 0) return;02630	        e->exp = 63;02631	        while (! (e->m1 & 0x80000000)) {02632	                b64_sft(&(e->mantissa),-1);02633	                e->exp--;02634	        }02635	        add_exponent(e, exp);02636	}	02638	#include        <math.h>02639	02640	static02641	ten_mult(struct EXTEND *e)02642	{02643	        struct EXTEND e1 = *e;02644	02645	        e1.exp++;02646	        e->exp += 3;02647	        add_ext(e, &e1, e);02648	}	02650	#define NDIGITS 12802651	#define NSIGNIFICANT 1902652	02653	char *02654	_ext_str_cvt(struct EXTEND *e, int ndigit, int *decpt, int *sign, int ecvtflag)02655	{02656	        /*      Like cvt(), but for extended precision */02657	02658	        static char buf[NDIGITS+1];02659	        struct EXTEND m;02660	        register char *p = buf;02661	        register char *pe;02662	        int findex = 0;02663	02664	        if (ndigit < 0) ndigit = 0;02665	        if (ndigit > NDIGITS) ndigit = NDIGITS;02666	        pe = &buf[ndigit];02667	        buf[0] = '\0';02668	02669	        *sign = 0;.Op 27 src/lib/ansi/ext_comp.c02670	        if (e->sign) {02671	                *sign = 1;02672	                e->sign = 0;02673	        }02674	02675	        *decpt = 0;02676	        if (e->m1 != 0) {02677	                register struct EXTEND *pp = &big_ten_powers[1];02678	02679	                while(cmp_ext(e,pp) >= 0) {02680	                        pp++;02681	                        findex = pp - big_ten_powers;02682	                        if (findex >= BTP) break;02683	                }02684	                pp--;02685	                findex = pp - big_ten_powers;02686	                mul_ext(e,&r_big_ten_powers[findex],e);02687	                *decpt += findex * TP;02688	                pp = &ten_powers[1];02689	                while(pp < &ten_powers[TP] && cmp_ext(e, pp) >= 0) pp++;02690	                pp--;02691	                findex = pp - ten_powers;02692	                *decpt += findex;02693	02694	                if (cmp_ext(e, &ten_powers[0]) < 0) {02695	                        pp = &r_big_ten_powers[1];02696	                        while(cmp_ext(e,pp) < 0) pp++;02697	                        pp--;02698	                        findex = pp - r_big_ten_powers;02699	                        mul_ext(e, &big_ten_powers[findex], e);02700	                        *decpt -= findex * TP;02701	                        /* here, value >= 10 ** -28 */02702	                        ten_mult(e);02703	                        (*decpt)--;02704	                        pp = &r_ten_powers[0];02705	                        while(cmp_ext(e, pp) < 0) pp++;02706	                        findex = pp - r_ten_powers;02707	                        mul_ext(e, &ten_powers[findex], e);02708	                        *decpt -= findex;02709	                        findex = 0;02710	                }02711	                (*decpt)++;     /* because now value in [1.0, 10.0) */02712	        }02713	        if (! ecvtflag) {02714	                /* for fcvt() we need ndigit digits behind the dot */02715	                pe += *decpt;02716	                if (pe > &buf[NDIGITS]) pe = &buf[NDIGITS];02717	        }02718	        m.exp = -62;02719	        m.sign = 0;02720	        m.m1 = 0xA0000000;02721	        m.m2 = 0;02722	        while (p <= pe) {02723	                struct EXTEND oneminm;02724	02725	                if (p - pe > NSIGNIFICANT) {02726	                        findex = 0;02727	                        e->m1 = 0;02728	                }02729	                if (findex) {.Ep 28 src/lib/ansi/ext_comp.c02730	                        struct EXTEND tc, oldtc;02731	                        int count = 0;02732	02733	                        oldtc.exp = 0;02734	                        oldtc.sign = 0;02735	                        oldtc.m1 = 0;02736	                        oldtc.m2 = 0;02737	                        tc = ten_powers[findex];02738	                        while (cmp_ext(e, &tc) >= 0) {02739	                                oldtc = tc;02740	                                add_ext(&tc, &ten_powers[findex], &tc);02741	                                count++;02742	                        }02743	                        *p++ = count + '0';02744	                        oldtc.sign = 1;02745	                        add_ext(e, &oldtc, e);02746	                        findex--;02747	                        continue;02748	                }02749	                if (e->m1) {02750	                        m.sign = 1;02751	                        add_ext(&ten_powers[0], &m, &oneminm);02752	                        m.sign = 0;02753	                        if (e->exp >= 0) {02754	                                struct EXTEND x;02755	02756	                                x.m2 = 0; x.exp = e->exp;02757	                                x.sign = 1;02758	                                x.m1 = e->m1>>(31-e->exp);02759	                                *p++ = (x.m1) + '0';02760	                                x.m1 = x.m1 << (31-e->exp);02761	                                add_ext(e, &x, e);02762	                        }02763	                        else *p++ = '0';02764	                        /* Check that remainder is still significant */

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