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        movel   a6@(4,d0:W),sp@-        movel   a6@(0,d0:W),sp@-        jsr     DPADD           | Add in center log value|DLN060:        movew   a7@(8),d1       | /* Get two's exponent value */        clrl    d0        extl    d1        jpl     DLN061        moveq   #-1,d0DLN061:        |dsw    0|        jsr     DFLOAT|        movel   DLN2+4,sp@-     | Log of 2 on stack        movel   DLN2+0,sp@-        jsr     DPMUL        jsr     DPADD|        tstb    a7@(10)        jeq     DLN070          | J/ natural log|        movel   DILN10+4,sp@-   | Scaling value        movel   DILN10+0,sp@-        jsr     DPMUL|DLN070:        movel   a7@(4),a7@(8)        movel   sp@+,sp@        jmp     a4@/*| ###   SUBTTL  DPXTOI: Floating Point Number to Integer Power Function|       page||  X to I power Function.||  The double precision floating point value on the stack is|  raised to the power specified in D0.W then returned on stack.||  A shift and multiply technique is used (possibly with a trailing|  recipication.||| ###   PUBLIC  DPXTOI|*/DPXTOI:        |dsw    0        bsr     DPFADJ|        jvs     DFNANR          | J/ NaN arg -> NaN result        jcc     DPXT10          | J/ arg is not INF|        tstw    d0        jeq     DFNANR          | J/ arg is +/- INF, I is 0 -> NaN        jmi     DFUNFR          | J/ x is +/- INF, I < 0 -> underflow|        rorw    #1,d0        andw    sp@,d0        jmi     DFMINR          | J/ arg is -INF, I is +odd -> -INF        jra     DFPINR          | else -> +INF||DPXT10:        jne     DPXT15          | J/ parm is a number <> 0.0|        tstw    d0        jmi     DFPINR          | J/ 0.0 to -int -> +INF        jeq     DFNANR          | J/ 0.0 to 0 -> NaN        jra     DFZERR          | J/ 0.0 to +int -> 0.0|DPXT15:        tstw    d0        jeq     DFONER          | J/ num to 0 -> 1.0|        movew   d0,a7@(10)      | Save int as its own sign flag        jpl     DPXT20        negw    d0DPXT20:        |dsw    0|        movel   a7@(4),sp@-     | Result init to parm value        movel   a7@(4),sp@-|        moveq   #16,d1          | Find MS bit of powerDPXT21:        lslw    #1,d0        jcs     DPXT22          | J/ MS bit moved into carry        dbra    d1,DPXT21       | Dec d1 and jump (will always jump)|DPXT22:        movew   d0,a7@(16)      | Power pattern on stack        moveb   d1,a7@(19)      | Bit slots left count on stack||DPXT30:        subqb   #1,a7@(19)      | Decrement bit slots left        jeq     DPXT35          | J/ evaluation complete|        movel   a7@(4),sp@-     | Square result value        movel   a7@(4),sp@-        jsr     DPMUL           | Square it|        lslw    a7@(16)         | Shift power pattern        jcc     DPXT30          | J/ this product bit not set|        movel   a7@(12),sp@-    | Copy parm value        movel   a7@(12),sp@-        jsr     DPMUL        jra     DPXT30|DPXT35:        tstb    a7@(18)         | Check for recipocation        jpl     DPXT36          | J/ no recipocation|        clrl    sp@-            | Place 1.0 on stack        movel   #0x3FF00000,sp@-        jsr     DPRDIV|DPXT36:        movel   sp@+,a7@(8)     | Shift result value        movel   sp@+,a7@(8)        addql   #4,sp           | Delete excess stack area        jmp     a4@             | Return./*|| ###   SUBTTL  DPSQRT: Square Root Function|       page||  Square Root Function.||  Take square root of the double precision floating point value|  on the top of the stack.||  Use the Newton iteration technique to compute the square root.||      X(n+1) = (X(n) + Z/X(n)) / 2||  The two*s exponent is scaled to restrict the solution domain to 1.0|  through 4.0.  A linear approximation to the square root is used to|  produce a first guess with greater than 4 bits of accuracy.  Three|  successive iterations are performed in registers to obtain accuracy|  of about 30 bits.  The final iteration is performed in the floating|  point domain.|| ###   PUBLIC  DPSQRT|*/DPSQRT:        |dsw    0        bsr     DPFADJ|        jvs     DFNANR          | J/ NaN arg -> NaN result        jmi     DFNANR          | J/ neg arg -> NaN result        jcs     DFPINR          | J/ +INF arg -> +INF result        jeq     DFZERR          | J/ 0.0 arg -> 0.0 result|        movew   sp@,d1          | Get S/E/M word        subiw   #16*DBIAS,d1    | Extract argument's two's exp        andib   #0xE0,d1                | Make it a factor of two        subw    d1,sp@          | /* Scale arg. range to 4.0 > arg' >= 1.0 */        asrw    #1,d1           | Square root of scaled two power        movew   d1,a7@(8)       | /* Save two's exp of result on stack */|        movel   sp@,d1          | Create fixed point integer for approx        movew   a7@(4),d2        lsll    #8,d1           | /* Produce arg' * 2^30 in d1 */        lsll    #3,d1        lsrl    #5,d2        orw     d2,d1        bset    #31,d1          | Set implicit bit        jeq     DPSQ10          | /* J/ arg' >= 2.0 */|        lsrl    #1,d1           | Adjust d1|DPSQ10:        movew   #42720-65536,d2 | d2 = 0.325926 * 2^17        swap    d1              | /* d1.W = arg' * 2^14 */        mulu    d1,d2           | /* d2 = arg' * 0.325926 * 2^31 */        swap    d2        addiw   #23616,d2       | + 0.7207 * 2^15 - to 4+ bits        subxw   d3,d3        orw     d3,d2           | Top out approximation at 1.99997|        swap    d1        lsrl    #1,d1           | /* Arg' * 2^29 in d1 (prevent overflow) */|        movel   d1,d3           | Copy into d3        divu    d2,d3           | /* Arg'/X0 * 2^14 in d3 */        lsrw    #1,d2        addw    d3,d2           | X1 in d2 - to 8 bits|        movel   d1,d3           | Second in-register iteration        divu    d2,d3        lsrw    #1,d2        addw    d3,d2           | X2 in d2 - to 16 bits|        movel   d1,d3        divu    d2,d3        movew   d3,d4        clrw    d3        swap    d4        divu    d2,d3        movew   d3,d4           | 32 bit division result        swap    d2        clrw    d2        lsrl    #1,d2        addl    d4,d2           | X3 in d2 - to 29 bits        subxl   d4,d4        orl     d4,d2           | Top out at 1.9999999995|        movel   a7@(4),sp@-     | /* Down shift arg' */        movel   a7@(4),sp@-|        lsll    #1,d2           | Create DP of X3 (good to 29 bits) ...        clrl    d3              | ... in d2:d3        movew   d2,d3        andiw   #0xFFF,d3        eorw    d3,d2        oriw    #DBIAS,d2       | Scale to floating point        moveq   #12,d0          | Shift count in d0        rorl    d0,d2           | Position bits        rorl    d0,d3|        movel   d2,a7@(8)       | /* On stack: X4, arg', X4, <flags> */        movel   d3,a7@(12)        movel   d3,sp@-        movel   d2,sp@-        jsr     DPDIV           | Last iter - to X4 - in DP domain        jsr     DPADD        subiw   #0x0010,sp@     | "Divide" by 2|        movew   a7@(8),d7        addw    d7,sp@          | Scale result        movel   a7@(4),a7@(8)   | Down shift result        movel   sp@+,sp@        jmp     a4@/*| ###   SUBTTL  DPATN: Arctangent Function|       page||  ARCTANGENT Function.||  The arctangent of the double precision floating point value at SI is|  computed by using a split domain with a polynomial approximation.|  A principal range radian value is returned.||  The domain is split at 0.125 (eight) intervals.  A polynomial is|  used to approximate the arctangent for magnitudes less than 1/16.||  Using the trigonometric identity:|         ARCTAN(y) + ARCTAN(z) = ARCTAN((y+z)/(1+yz))|         If z = (x-y)/(1+xy) then ARCTAN((y+z)/(1+yz)) = ARCTAN(x).||         ARCTAN(-v) = -ARCTAN(v)        * make argument positive|         ARCTAN(1/v) = PI/2 - ARCTAN(v) * reduce argument to <= 1.0|||  ARCTANGENT approximation polynomical coefficients||         C4  =    1.1022 81616 12614 90000E-01*/DATNCN:        .long   0x3FBC37E9,0xAD397134|         C3  =   -1.4285 41305 08745 00000E-01        .long   0xBFC2490B,0x4D511901|         C2  =    1.9999 99958 01446 40000E-01        .long   0x3FC99999,0x90956BB6|         C1  =   -3.3333 33333 31284 50000E-01        .long   0xBFD55555,0x5554C529|         C0  =    1.0000 00000 00000 00000E+00        .long   0x3FF00000,0x00000000||       .set    NDATNC,5||||  Table of ARCTANGENT values at 0.125 intervals||         ATAN(1/8)  =  1.2435 49945 46761 43503E-01DATNTB:        .long   0x3FBFD5BA,0x9AAC2F6E|         ATAN(2/8)  =  2.4497 86631 26864 15417E-01        .long   0x3FCF5B75,0xF92C80DE|         ATAN(3/8)  =  3.5877 06702 70572 22040E-01        .long   0x3FD6F619,0x41E4DEF1|         ATAN(4/8)  =  4.6364 76090 00806 11621E-01        .long   0x3FDDAC67,0x0561BB4F|         ATAN(5/8)  =  5.5859 93153 43562 43597E-01        .long   0x3FE1E00B,0xABDEFEB4|         ATAN(6/8)  =  6.4350 11087 93284 38680E-01        .long   0x3FE4978F,0xA3269EE1|         ATAN(7/8)  =  7.1882 99996 21624 50542E-01        .long   0x3FE700A7,0xC5784634|         ATAN(8/8)  =  7.8539 81633 97448 30962E-01   ( = PI/4)        .long   0x3FE921FB,0x54442D18|||  DP PI/2 (duplicate of DPIO2 because of assembler bug)|DXPIO2:        .long   0x3FF921FB,0x54442D18|| ###   PUBLIC  DPATN|DPATN:        |dsw    0        bsr     DPFADJ|        jvs     DFNANR          | J/ NaN arg -> NaN result        jcc     DPAT10          | J/ not INF|        movel   DXPIO2+0,d1     | Get top long word of PI/2        roxll   #1,d1        roxlw   sp@             | INF sign bit into X        roxrl   #1,d1           | PI/2 given sign of INF        addql   #4,sp           | Delete four bytes from the stack        movel   DXPIO2+4,a7@(4)        movel   d1,sp@        jmp     a4@|DPAT10:        jeq     DFZERR          | J/ 0.0 arg -> 0.0 result|        bclr    #7,sp@          | Insure argument positive        sne     d0              | Create flag byte (0xFF iff negative)        andib   #0x80,d0                | Keep sign bit only        moveb   d0,a7@(10)      | Save flag byte|        movew   sp@,d1        cmpiw   #16*DBIAS,d1        jle     DPAT20          | J/ arg < 1 + 1/16|        addqb   #1,a7@(10)|        clrl    sp@-            | Place 1.0 onstack        movel   #0x3FF00000,sp@-        jsr     DPRDIV          | Invert the number|DPAT20:        movew   sp@,d1        cmpiw   #16*DBIAS-64,d1        jlt     DPAT30          | J/ arg < 1/16|        moveb   d1,d2           | Number of sixteenths in d2        andib   #0x0F,d2        orib    #0x10,d2                | Implicit bit        lsrw    #4,d1        moveq   #-1,d3        subb    d1,d3        lsrb    d3,d2        addqb   #1,d2        lsrb    #1,d2           | Rounded eighths in d2.B|        clrl    d0        clrl    d1        moveb   d2,d1           | 64 bit integer in d0:d1|        lslb    #3,d2        addb    d2,a7@(10)      | Save 8 * eigths on stack|        jsr     DFLOAT        subiw   #16*3,sp@       | Produce y, floating point eighths|        moveq   #4-1,d0DPAT25:        movel   a7@(12),sp@-        dbra    d0,DPAT25       | On stack:  y, arg', y, arg', <temps>|        jsr     DPMUL           | /* arg'*y */        clrl    sp@-            | Place 1.0 on stack        movel   #0x3FF00000,sp@-        jsr     DPADD           | /* 1.0 + arg'*y */|        movel   a7@(16),d0      | Exchange stack item        movel   a7@(20),d1        movel   sp@,a7@(16)        movel   a7@(4),a7@(20)        movel   d0,sp@        movel   d1,a7@(4)       | On stack: arg', y, (1+arg'*y), <tmps>        bset    #7,a7@(8)       | Negate y        jsr     DPADD           | /* (arg'-y) */        jsr     DPRDIV          | /* (arg'-y) / (1 + arg'*y) */|DPAT30:        |dsw    0        movel   a7@(4),sp@-     | Duplicate z        movel   a7@(4),sp@-|        pea     DATNCN        movel   sp@+,a6 | Polynomial approximation to small ATN        moveq   #NDATNC,d0        bsr     DX2SER        jsr     DPMUL           | Complete approximation|        moveb   a7@(10),d0        andiw   #0x0078,d0      | Trim to table index        jeq     DPAT40          | J/ y = 0.0, ARCTAN(y) = 0.0|        pea     DATNTB-8        movel   sp@+,a6        movel   a6@(4,d0:W),sp@-        movel   a6@(0,d0:W),sp@-        jsr     DPADD           | Add in ARCTAN(y)|DPAT40:        btst    #0,a7@(10)      | Check for inversion        jeq     DPAT50          | J/ no inversion|        bset    #7,sp@          | Negate ARCTAN        movel   DXPIO2+4,sp@-        movel   DXPIO2+0,sp@-        jsr     DPADD           | Inversion via subtraction|DPAT50:        tstb    a7@(10)         | Check sign of result        jpl     DPAT60          | J/ positive|        bset    #7,sp@          | Negate result|DPAT60:        movel   a7@(4),a7@(8)   | Downshift result        movel   sp@+,sp@        jmp     a4@/*|| ###   SUBTTL  DPCOS, DPSIN, DPTAN: Trigonometric Functions|       page||  TRIG ROUTINES.||  The support routine DTRGSV converts the radian mode argument to|  an quadrant value between -0.5 and 0.5 (quadrants).  The sign of the

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