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912 lines
33 KiB
912 lines
33 KiB
// TITLE("Alpha AXP Logarithm Base 10")
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//++
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//
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// Copyright (c) 1991, 1993, 1994 Digital Equipment Corporation
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//
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// Module Name:
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//
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// log10.s
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//
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// Abstract:
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//
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// This module implements a high-performance Alpha AXP specific routine
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// for IEEE double format logarithm base 10.
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//
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// Author:
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//
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// Martha Jaffe 1-May-1991
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//
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// Environment:
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//
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// User mode.
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//
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// Revision History:
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//
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// Thomas Van Baak (tvb) 9-Feb-1994
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//
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// Adapted for NT.
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//
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//--
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#include "ksalpha.h"
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//
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// Define DPML exception record for NT.
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//
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.struct 0
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ErErr: .space 4 // error code
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ErCxt: .space 4 // context
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ErPlat: .space 4 // platform
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ErEnv: .space 4 // environment
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ErRet: .space 4 // return value pointer
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ErName: .space 4 // function name
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ErType: .space 8 // flags and fill
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ErVal: .space 8 // return value
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ErArg0: .space 8 // arg 0
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ErArg1: .space 8 // arg 1
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ErArg2: .space 8 // arg 2
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ErArg3: .space 8 // arg 3
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DpmlExceptionLength:
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//
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// Define stack frame.
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//
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.struct 0
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Temp: .space 8 // save argument
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ExRec: .space DpmlExceptionLength // exception record
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.space 0 // for 16-byte stack alignment
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FrameLength:
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//
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// Define lower and upper 32-bit parts of 64-bit double.
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//
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#define LowPart 0x0
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#define HighPart 0x4
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SBTTL("Logarithm Base 10")
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//++
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//
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// double
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// log10 (
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// IN double x
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// )
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//
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// Routine Description:
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//
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// This function returns the logarithm base 10 of the given double argument.
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//
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// Arguments:
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//
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// x (f16) - Supplies the argument value.
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//
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// Return Value:
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//
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// The double logarithm base 10 result is returned as the function value
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// in f0.
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//
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//--
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NESTED_ENTRY(log10, FrameLength, ra)
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lda sp, -FrameLength(sp) // allocate stack frame
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mov ra, t7 // save return address
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PROLOGUE_END
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//
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// Fetch the sign, exponent, and highest fraction bits as an integer.
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//
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stt f16, Temp(sp)
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ldl t1, Temp + HighPart(sp)
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lda t0, log10_table
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ldah v0, 0x3fee(zero)
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subl t1, v0, v0 // screen = hi_x - T1
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ldt f1, 0(t0) // Load 1.0 as early as possible
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ldah t2, 3(zero) // T2_MINUS_T1
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cmpult v0, t2, v0 // if screen < T2_MINUS_T1
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bne v0, near_1 // then goto near_1
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sra t1, 20, v0
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sra t1, 8, t2
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cpyse f1, f16, f10 // Create a scaled-down x
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subl v0, 1, t4
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lda t5, 0x7fe(zero)
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lda t3, 0xfe0(zero)
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cmpult t4, t5, t4 // Screen out bad x
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and t2, t3, t2
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beq t4, getf // Branch if denorm
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lda t6, 0x3ff(zero) // Get the unbiased, ...
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subl v0, t6, t6 // ... IEEE-style exponent m.
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br zero, denorms_rejoin
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//
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// Isolate the fraction field f of x, where 1 <= f < 2.
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//
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getf: ldah t5, -0x8000(zero)
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ldah t4, 0x7ff0(zero)
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and t1, t5, t5
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and t1, t4, v0
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beq t5, eval_poly_1 // Screen infs and NaNs
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bne v0, eval_poly_0 // Skip if normal
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// Report either 0x834 or 0x835, depending on whether it's an inf or NaN
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ldt f10, Two53
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cpyse f10, f16, f0
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subt f0, f10, f0
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fbne f0, x0834 // Oops, NaN
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x0835: ldah v0, 0x800(zero)
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lda v0, 0x35(v0)
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br zero, x08xx
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x0834:
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ldah v0, 0x800(zero)
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lda v0, 0x34(v0)
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x08xx: stt f16, ExRec + ErArg0(sp)
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lda t6, log10Name
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stl t6, ExRec + ErName(sp)
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stl v0, ExRec + ErErr(sp)
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lda v0, ExRec(sp)
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bsr ra, __dpml_exception
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ldt f0, 0(v0)
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br zero, done
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//
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// Get index bits
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//
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eval_poly_0:
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stt f16, Temp(sp) // f->int thru memory
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ldl ra, Temp(sp)
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ldah v0, 0x10(zero)
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ldl t2, Temp + HighPart(sp)
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lda v0, -1(v0)
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and t2, v0, v0
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bis v0, ra, v0
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and t2, t4, t6
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cmpult zero, v0, v0 // materialize sign bit
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cmpeq t6, t4, t4
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beq t4, x0834 // Again, check the range
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and t4, v0, t4
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beq t4, x0834
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retarg: cpys f16, f16, f0
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br zero, done
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//
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// Prepare variable for the far poly
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//
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eval_poly_1:
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ldah t4, 0x7ff0(zero)
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and t1, t4, t1
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bne t1, retarg
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ldt f10, Two53
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cpyse f10, f16, f0
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subt f0, f10, f11
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fbeq f11, x0835
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stt f11, Temp(sp)
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cpyse f1, f11, f10
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ldl t1, Temp + HighPart(sp)
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lda t2, 0x832(zero)
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sra t1, 8, t5
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sra t1, 20, t1 // Shift the high mantissa bits
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and t5, t3, t3 // And isolate them
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subl t1, t2, t6 // Remove `bias' from n
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mov t3, t2 // We'll index the table with t2
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denorms_rejoin:
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addl t0, t2, t2 // Index into the table
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ldt f1, 0x98(t0) // Load c4
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ldt f16, 0xf8(t2) // Load Fj after t2 is available
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ldt f0, 0x100(t2) // Load 1/Fj
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stq t6, Temp(sp) // Store n
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subt f10, f16, f10 // Subtract Fj
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ldt f16, Temp(sp) // Load n
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ldt f12, 0x90(t0) // Load c3
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ldt f15, 0x88(t0) // Load c2
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cvtqt f16, f16 // Convert n back to float
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ldt f17, 0xa0(t0) // Load c5
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mult f10, f0, f0 // Multiply by 1/Fj -> z
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ldt f10, 0xa8(t0) // Load c6
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mult f0, f0, f11 // z^2
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mult f1, f0, f1 // c4 z
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mult f10, f0, f10 // c z
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mult f11, f11, f13 // z^4
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mult f11, f0, f14 // z^3
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addt f12, f1, f1 // c3 + c4 z
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ldt f12, 0xd0(t0) // Load log(2)_lo
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mult f11, f15, f11 // z^2 c2
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addt f17, f10, f10 // c5 + c6 z
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ldt f15, 0x110(t2)
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ldt f17, 0xc8(t0) // Load log(2)_hi
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mult f12, f16, f12 // n*log(2)_lo
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mult f13, f0, f13 // z^5
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mult f14, f1, f1 // z^3 (c3 + c4 z)
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ldt f14, 0xd8(t0)
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mult f16, f17, f16 // n*log(2)_hi
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addt f12, f15, f12 // n*log(2)_lo + log(F)_lo
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ldt f15, 0x108(t2)
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mult f0, f14, f0
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addt f11, f1, f1 // z^2 c2 + z^3 (c3 + c4 z)
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mult f13, f10, f10 // z^5 (c5 + c6 z)
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addt f16, f15, f15 // m*log(2)_hi + log(F)_hi
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addt f12, f0, f0
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addt f1, f10, f1 // z^2 c2 + ... z^6 c6
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addt f0, f1, f0 // n*log(2)_lo + log(F)_lo + poly
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addt f0, f15, f0 // n*log(2) + log(F) + poly
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br zero, done
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//
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// Near 1, m = 0, so we drop the m*log(2) terms.
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// But to maintain accuracy, if no backup precision is available,
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// split z into hi and lo parts.
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//
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near_1:
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subt f16, f1, f1 // Subtract 1 (exact)
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ldt f11, 0x18(t0) // Load odd coefficients
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ldt f13, Two29
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ldt f17, 0x28(t0)
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ldt f16, 0x10(t0)
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ldt f18, 0x20(t0)
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cpys f1, f13, f12
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ldt f13, 0x38(t0)
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cpys f1, f1, f15 // z^2
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ldt f19, 0x30(t0)
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mult f1, f1, f14
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ldt f20, 0x58(t0)
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mult f1, f11, f11
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mult f1, f17, f17
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mult f1, f13, f13
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mult f1, f20, f20
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addt f15, f12, f15
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mult f14, f1, f0
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mult f14, f14, f10
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addt f11, f16, f11
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addt f17, f18, f17
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addt f13, f19, f13
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subt f15, f12, f12
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ldt f19, 0x48(t0)
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mult f14, f0, f16
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mult f0, f10, f18
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mult f0, f11, f0
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mult f10, f1, f15
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mult f10, f14, f14
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mult f12, f12, f11
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mult f16, f17, f16
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ldt f17, Half
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mult f1, f19, f19
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mult f18, f13, f13
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ldt f18, 0x40(t0)
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mult f15, f10, f15
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mult f14, f1, f14
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mult f11, f17, f11
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addt f0, f16, f0
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subt f1, f12, f16
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addt f19, f18, f18
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ldt f19, 0x50(t0)
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addt f1, f12, f12
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mult f14, f10, f10
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subt f1, f11, f1
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ldt f14, 0xe0(t0)
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addt f0, f13, f0
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ldt f13, 0xf0(t0)
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addt f20, f19, f19
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mult f15, f18, f15
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mult f12, f16, f12
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ldt f18, 0xd8(t0)
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cvtts f1, f11 // Do the mult in high and low parts
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mult f10, f19, f10
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addt f0, f15, f0
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mult f12, f17, f12
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subt f1, f11, f1 // The low part
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mult f11, f13, f13 // Mult hi
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mult f11, f14, f11
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addt f0, f10, f0
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mult f12, f18, f12
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mult f1, f18, f1 // Mult lo
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subt f0, f12, f0
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addt f0, f1, f0 // Add lo product
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addt f0, f13, f0 // _Now_ add high product
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addt f0, f11, f0 // The rest is fine
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//
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// Done!
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//
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done:
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lda sp, FrameLength(sp) // deallocate stack frame
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ret zero, (t7) // return through saved ra in t7
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.end log10
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.rdata
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.align 3
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//
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// Define floating point constants.
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//
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Half: .double 0.5
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Two29: .quad 0x41c0000000000000 // 2^29 (536870912)
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Two53: .quad 0x4340000000000000 // 2^53 (9007199254740992)
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//
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// Function name for dpml_exception.
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//
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log10Name:
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.ascii "log10\0"
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//
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// Lookup table for log10.
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//
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.align 4
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log10_table:
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// 1.0 in working precision
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.double 1.0000000000000000e+000
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// poly coeffs for TWO_PATH, near 1
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.double -2.1714724095162591e-001
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.double 1.4476482730108503e-001
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.double -1.0857362047581537e-001
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.double 8.6858896377427067e-002
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.double -7.2382413645518701e-002
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.double 6.2042072361751348e-002
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.double -5.4286814693113541e-002
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.double 4.8253207196292662e-002
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.double -4.3427532690713110e-002
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.double 3.9875334541624938e-002
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.double -3.6585409973116101e-002
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.double 3.6191206825271258e-002
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.double 5.4286810235891743e-003
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.double 9.6940738065545891e-004
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.double 1.8848909038419727e-004
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.double 3.8940762182296921e-005
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// poly coeffs for TWO_PATH, away from 1
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.double -2.1714724095162594e-001
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.double 1.4476482729295831e-001
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.double -1.0857362046531732e-001
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.double 8.6860316430547854e-002
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.double -7.2383833702936592e-002
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.double 3.6191206825271674e-002
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.double 5.4286810097452865e-003
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.double 9.6949937116583870e-004
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// log of 2 in hi and lo parts
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.double 3.0102999566406652e-001
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.double -8.5323443170571066e-014
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// log of e, in hi and lo parts
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.double 4.3429448190325182e-001
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.double 4.3429448455572128e-001
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.double 1.0983196502167651e-017
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.double -2.6524694553078553e-009
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// Table of F, 1/F, and hi and lo log of F
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.double 1.0039062500000000e+000 // row 0
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.double 9.9610894941634243e-001
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.double 1.6931580194068374e-003
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.double 3.8138041759466050e-014
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.double 1.0117187500000000e+000 // row 1
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.double 9.8841698841698844e-001
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.double 5.0597987694800395e-003
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.double -7.7773671249150176e-014
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.double 1.0195312500000000e+000
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.double 9.8084291187739459e-001
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.double 8.4005420264929853e-003
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.double -6.1585101698164946e-014
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.double 1.0273437500000000e+000
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.double 9.7338403041825095e-001
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.double 1.1715783177805861e-002
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.double 1.0244650263202214e-013
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.double 1.0351562500000000e+000
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.double 9.6603773584905661e-001
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.double 1.5005908624971198e-002
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.double -1.2909441545846259e-014
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.double 1.0429687500000000e+000
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.double 9.5880149812734083e-001
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.double 1.8271296052716934e-002
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.double 8.7259536842955739e-015
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.double 1.0507812500000000e+000
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.double 9.5167286245353155e-001
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.double 2.1512314690653511e-002
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.double -9.5092829302083433e-014
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.double 1.0585937500000000e+000
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.double 9.4464944649446492e-001
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.double 2.4729325562475424e-002
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.double 8.0744017029277640e-014
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.double 1.0664062500000000e+000
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.double 9.3772893772893773e-001
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.double 2.7922681728796306e-002
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.double 1.1016967045376735e-013
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.double 1.0742187500000000e+000
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.double 9.3090909090909091e-001
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.double 3.1092728518387958e-002
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.double 2.5131020316238211e-014
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.double 1.0820312500000000e+000
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.double 9.2418772563176899e-001
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.double 3.4239803752598164e-002
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.double 8.2851246893013341e-016
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.double 1.0898437500000000e+000
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.double 9.1756272401433692e-001
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.double 3.7364237961810431e-002
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.double -6.2438896306063030e-014
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.double 1.0976562500000000e+000
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.double 9.1103202846975084e-001
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.double 4.0466354593263532e-002
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.double -3.3200415384730550e-014
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.double 1.1054687500000000e+000
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.double 9.0459363957597172e-001
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.double 4.3546470212504573e-002
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.double -6.3899433744960902e-014
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.double 1.1132812500000000e+000
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.double 8.9824561403508774e-001
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.double 4.6604894696656629e-002
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.double 4.0128137886518359e-015
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.double 1.1210937500000000e+000
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.double 8.9198606271777003e-001
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.double 4.9641931422229391e-002
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.double -8.6627079666029577e-014
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.double 1.1289062500000000e+000 // row 32
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.double 8.8581314878892736e-001
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.double 5.2657877444744372e-002
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.double -4.6076671467354740e-014
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.double 1.1367187500000000e+000
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.double 8.7972508591065290e-001
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.double 5.5653023674040014e-002
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.double 1.7713212406847493e-014
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.double 1.1445312500000000e+000
|
|
.double 8.7372013651877134e-001
|
|
.double 5.8627655042300830e-002
|
|
.double -4.0935712101973142e-014
|
|
.double 1.1523437500000000e+000
|
|
.double 8.6779661016949150e-001
|
|
.double 6.1582050666402210e-002
|
|
.double -8.8777144458530814e-014
|
|
.double 1.1601562500000000e+000
|
|
.double 8.6195286195286192e-001
|
|
.double 6.4516484005253005e-002
|
|
.double 1.0978561820475473e-013
|
|
.double 1.1679687500000000e+000
|
|
.double 8.5618729096989965e-001
|
|
.double 6.7431223012590635e-002
|
|
.double -1.0548970701762625e-014
|
|
.double 1.1757812500000000e+000
|
|
.double 8.5049833887043191e-001
|
|
.double 7.0326530282045496e-002
|
|
.double -5.1700871049188391e-014
|
|
.double 1.1835937500000000e+000
|
|
.double 8.4488448844884489e-001
|
|
.double 7.3202663190386374e-002
|
|
.double 6.9075379282565748e-014
|
|
.double 1.1914062500000000e+000
|
|
.double 8.3934426229508197e-001
|
|
.double 7.6059874034854147e-002
|
|
.double 8.2130077344161123e-014
|
|
.double 1.1992187500000000e+000
|
|
.double 8.3387622149837137e-001
|
|
.double 7.8898410165265886e-002
|
|
.double 7.1036582403713468e-014
|
|
.double 1.2070312500000000e+000
|
|
.double 8.2847896440129454e-001
|
|
.double 8.1718514112935736e-002
|
|
.double 4.9344562866294779e-014
|
|
.double 1.2148437500000000e+000
|
|
.double 8.2315112540192925e-001
|
|
.double 8.4520423715048310e-002
|
|
.double -6.0365688882138538e-014
|
|
.double 1.2226562500000000e+000
|
|
.double 8.1789137380191690e-001
|
|
.double 8.7304372234711991e-002
|
|
.double -1.1306794275205778e-013
|
|
.double 1.2304687500000000e+000
|
|
.double 8.1269841269841270e-001
|
|
.double 9.0070588477829006e-002
|
|
.double -7.8057190597576649e-014
|
|
.double 1.2382812500000000e+000
|
|
.double 8.0757097791798105e-001
|
|
.double 9.2819296905872761e-002
|
|
.double 2.9171571423880465e-014
|
|
.double 1.2460937500000000e+000
|
|
.double 8.0250783699059558e-001
|
|
.double 9.5550717745254587e-002
|
|
.double 7.6978874642083809e-014
|
|
.double 1.2539062500000000e+000 // row 64
|
|
.double 7.9750778816199375e-001
|
|
.double 9.8265067093052494e-002
|
|
.double -2.9977454325636676e-014
|
|
.double 1.2617187500000000e+000
|
|
.double 7.9256965944272451e-001
|
|
.double 1.0096255701932932e-001
|
|
.double -7.5995881654636293e-014
|
|
.double 1.2695312500000000e+000
|
|
.double 7.8769230769230769e-001
|
|
.double 1.0364339566694980e-001
|
|
.double 7.5016853454684971e-014
|
|
.double 1.2773437500000000e+000
|
|
.double 7.8287461773700306e-001
|
|
.double 1.0630778734844171e-001
|
|
.double -5.1960682886781393e-015
|
|
.double 1.2851562500000000e+000
|
|
.double 7.7811550151975684e-001
|
|
.double 1.0895593263808223e-001
|
|
.double 4.2502137993246911e-014
|
|
.double 1.2929687500000000e+000
|
|
.double 7.7341389728096677e-001
|
|
.double 1.1158802846375693e-001
|
|
.double 1.1224937633010701e-013
|
|
.double 1.3007812500000000e+000
|
|
.double 7.6876876876876876e-001
|
|
.double 1.1420426819449858e-001
|
|
.double -2.8271890359716029e-014
|
|
.double 1.3085937500000000e+000
|
|
.double 7.6417910447761195e-001
|
|
.double 1.1680484172507022e-001
|
|
.double -7.4541446562998513e-014
|
|
.double 1.3164062500000000e+000
|
|
.double 7.5964391691394662e-001
|
|
.double 1.1938993555941124e-001
|
|
.double 7.7822341509243432e-014
|
|
.double 1.3242187500000000e+000
|
|
.double 7.5516224188790559e-001
|
|
.double 1.2195973289112771e-001
|
|
.double 1.0488384232834887e-013
|
|
.double 1.3320312500000000e+000
|
|
.double 7.5073313782991202e-001
|
|
.double 1.2451441368057203e-001
|
|
.double 7.6125080034185725e-014
|
|
.double 1.3398437500000000e+000
|
|
.double 7.4635568513119532e-001
|
|
.double 1.2705415473101311e-001
|
|
.double -9.2183206060576902e-014
|
|
.double 1.3476562500000000e+000
|
|
.double 7.4202898550724639e-001
|
|
.double 1.2957912976139596e-001
|
|
.double 2.8597843690125436e-014
|
|
.double 1.3554687500000000e+000
|
|
.double 7.3775216138328525e-001
|
|
.double 1.3208950947910125e-001
|
|
.double -7.7095683834893825e-014
|
|
.double 1.3632812500000000e+000
|
|
.double 7.3352435530085958e-001
|
|
.double 1.3458546164724794e-001
|
|
.double 8.2395576103574202e-014
|
|
.double 1.3710937500000000e+000
|
|
.double 7.2934472934472938e-001
|
|
.double 1.3706715115404222e-001
|
|
.double -6.7702224100030562e-014
|
|
.double 1.3789062500000000e+000 // row 96
|
|
.double 7.2521246458923516e-001
|
|
.double 1.3953474007598743e-001
|
|
.double -1.4425221661004675e-014
|
|
.double 1.3867187500000000e+000
|
|
.double 7.2112676056338032e-001
|
|
.double 1.4198838774314027e-001
|
|
.double 1.0426394002127905e-013
|
|
.double 1.3945312500000000e+000
|
|
.double 7.1708683473389356e-001
|
|
.double 1.4442825080027433e-001
|
|
.double 6.9307789402367274e-014
|
|
.double 1.4023437500000000e+000
|
|
.double 7.1309192200557103e-001
|
|
.double 1.4685448326645201e-001
|
|
.double 1.7578878109644966e-014
|
|
.double 1.4101562500000000e+000
|
|
.double 7.0914127423822715e-001
|
|
.double 1.4926723659391428e-001
|
|
.double -1.0591509184191785e-013
|
|
.double 1.4179687500000000e+000
|
|
.double 7.0523415977961434e-001
|
|
.double 1.5166665972424198e-001
|
|
.double 2.0975919101771430e-014
|
|
.double 1.4257812500000000e+000
|
|
.double 7.0136986301369864e-001
|
|
.double 1.5405289914451714e-001
|
|
.double 1.0800275641969783e-013
|
|
.double 1.4335937500000000e+000
|
|
.double 6.9754768392370570e-001
|
|
.double 1.5642609894030102e-001
|
|
.double -6.1240859626408548e-014
|
|
.double 1.4414062500000000e+000
|
|
.double 6.9376693766937669e-001
|
|
.double 1.5878640084724793e-001
|
|
.double -3.7125298776595440e-014
|
|
.double 1.4492187500000000e+000
|
|
.double 6.9002695417789761e-001
|
|
.double 1.6113394430317385e-001
|
|
.double 2.2466323880587632e-014
|
|
.double 1.4570312500000000e+000
|
|
.double 6.8632707774798929e-001
|
|
.double 1.6346886649694170e-001
|
|
.double -1.0365666433479815e-013
|
|
.double 1.4648437500000000e+000
|
|
.double 6.8266666666666664e-001
|
|
.double 1.6579130241598250e-001
|
|
.double -1.1321000759665903e-013
|
|
.double 1.4726562500000000e+000
|
|
.double 6.7904509283819625e-001
|
|
.double 1.6810138489404380e-001
|
|
.double -1.0050896766270149e-013
|
|
.double 1.4804687500000000e+000
|
|
.double 6.7546174142480209e-001
|
|
.double 1.7039924465620970e-001
|
|
.double 1.3077268785973317e-014
|
|
.double 1.4882812500000000e+000
|
|
.double 6.7191601049868765e-001
|
|
.double 1.7268501036369344e-001
|
|
.double 7.6303457216343226e-014
|
|
.double 1.4960937500000000e+000 // row 127
|
|
.double 6.6840731070496084e-001
|
|
.double 1.7495880865681102e-001
|
|
.double -3.7837011297347936e-014
|
|
//
|
|
.double 1.5039062500000000e+000 // row 128
|
|
.double 6.6493506493506493e-001
|
|
.double 1.7722076419659061e-001
|
|
.double 6.0506785742672106e-014
|
|
.double 1.5117187500000000e+000
|
|
.double 6.6149870801033595e-001
|
|
.double 1.7947099970706404e-001
|
|
.double -2.1990901597542469e-015
|
|
.double 1.5195312500000000e+000
|
|
.double 6.5809768637532129e-001
|
|
.double 1.8170963601392032e-001
|
|
.double -6.2142519690429475e-014
|
|
.double 1.5273437500000000e+000
|
|
.double 6.5473145780051156e-001
|
|
.double 1.8393679208406866e-001
|
|
.double -5.1410851753162693e-014
|
|
.double 1.5351562500000000e+000
|
|
.double 6.5139949109414763e-001
|
|
.double 1.8615258506360988e-001
|
|
.double -3.2740274772316513e-014
|
|
.double 1.5429687500000000e+000
|
|
.double 6.4810126582278482e-001
|
|
.double 1.8835713031467094e-001
|
|
.double -6.0268625781366657e-014
|
|
.double 1.5507812500000000e+000
|
|
.double 6.4483627204030225e-001
|
|
.double 1.9055054145132999e-001
|
|
.double -6.4486938075512777e-014
|
|
.double 1.5585937500000000e+000
|
|
.double 6.4160401002506262e-001
|
|
.double 1.9273293037485928e-001
|
|
.double 3.9388579215085728e-014
|
|
.double 1.5664062500000000e+000
|
|
.double 6.3840399002493764e-001
|
|
.double 1.9490440730828595e-001
|
|
.double 4.6790775628349175e-014
|
|
.double 1.5742187500000000e+000
|
|
.double 6.3523573200992556e-001
|
|
.double 1.9706508082936125e-001
|
|
.double -1.0136276227059958e-013
|
|
.double 1.5820312500000000e+000
|
|
.double 6.3209876543209875e-001
|
|
.double 1.9921505790284755e-001
|
|
.double -2.8555409708142505e-014
|
|
.double 1.5898437500000000e+000
|
|
.double 6.2899262899262898e-001
|
|
.double 2.0135444391326018e-001
|
|
.double 1.1029208598053272e-013
|
|
.double 1.5976562500000000e+000
|
|
.double 6.2591687041564792e-001
|
|
.double 2.0348334269556290e-001
|
|
.double -7.0654651972775882e-014
|
|
.double 1.6054687500000000e+000
|
|
.double 6.2287104622871048e-001
|
|
.double 2.0560185656427166e-001
|
|
.double -5.2012531877479611e-014
|
|
.double 1.6132812500000000e+000
|
|
.double 6.1985472154963683e-001
|
|
.double 2.0771008634460486e-001
|
|
.double -5.3401379032096916e-014
|
|
.double 1.6210937500000000e+000
|
|
.double 6.1686746987951813e-001
|
|
.double 2.0980813140022292e-001
|
|
.double 2.0227726258388914e-014
|
|
.double 1.6289062500000000e+000 // row 160
|
|
.double 6.1390887290167862e-001
|
|
.double 2.1189608966187734e-001
|
|
.double 3.0615637233164826e-014
|
|
.double 1.6367187500000000e+000
|
|
.double 6.1097852028639621e-001
|
|
.double 2.1397405765446820e-001
|
|
.double -2.2449001876879735e-014
|
|
.double 1.6445312500000000e+000
|
|
.double 6.0807600950118768e-001
|
|
.double 2.1604213052387422e-001
|
|
.double -5.5474936976441291e-014
|
|
.double 1.6523437500000000e+000
|
|
.double 6.0520094562647753e-001
|
|
.double 2.1810040206310077e-001
|
|
.double 9.2003918882681055e-014
|
|
.double 1.6601562500000000e+000
|
|
.double 6.0235294117647054e-001
|
|
.double 2.2014896473842782e-001
|
|
.double 3.4154972403284904e-014
|
|
.double 1.6679687500000000e+000
|
|
.double 5.9953161592505855e-001
|
|
.double 2.2218790971328417e-001
|
|
.double -1.0986783267263705e-013
|
|
.double 1.6757812500000000e+000
|
|
.double 5.9673659673659674e-001
|
|
.double 2.2421732687280382e-001
|
|
.double 7.0861752240218193e-014
|
|
.double 1.6835937500000000e+000
|
|
.double 5.9396751740139209e-001
|
|
.double 2.2623730484883708e-001
|
|
.double 4.4954903465882407e-014
|
|
.double 1.6914062500000000e+000
|
|
.double 5.9122401847575057e-001
|
|
.double 2.2824793104155106e-001
|
|
.double -3.5174398507191329e-014
|
|
.double 1.6992187500000000e+000
|
|
.double 5.8850574712643677e-001
|
|
.double 2.3024929164284913e-001
|
|
.double -6.1362153270813425e-014
|
|
.double 1.7070312500000000e+000
|
|
.double 5.8581235697940504e-001
|
|
.double 2.3224147165865361e-001
|
|
.double -8.1330061940444252e-014
|
|
.double 1.7148437500000000e+000
|
|
.double 5.8314350797266512e-001
|
|
.double 2.3422455493027883e-001
|
|
.double -7.0187452689804572e-015
|
|
.double 1.7226562500000000e+000
|
|
.double 5.8049886621315194e-001
|
|
.double 2.3619862415603166e-001
|
|
.double -4.2681425171142758e-014
|
|
.double 1.7304687500000000e+000
|
|
.double 5.7787810383747173e-001
|
|
.double 2.3816376091122038e-001
|
|
.double -3.8053714699203643e-016
|
|
.double 1.7382812500000000e+000
|
|
.double 5.7528089887640455e-001
|
|
.double 2.4012004566907308e-001
|
|
.double 8.9489021116470891e-015
|
|
.double 1.7460937500000000e+000
|
|
.double 5.7270693512304249e-001
|
|
.double 2.4206755782006439e-001
|
|
.double 2.2519806172357142e-014
|
|
.double 1.7539062500000000e+000 // row 192
|
|
.double 5.7015590200445432e-001
|
|
.double 2.4400637569146966e-001
|
|
.double 3.9563235136158044e-015
|
|
.double 1.7617187500000000e+000
|
|
.double 5.6762749445676275e-001
|
|
.double 2.4593657656600953e-001
|
|
.double 1.0143867756365332e-013
|
|
.double 1.7695312500000000e+000
|
|
.double 5.6512141280353201e-001
|
|
.double 2.4785823670094942e-001
|
|
.double 3.2893280777775821e-014
|
|
.double 1.7773437500000000e+000
|
|
.double 5.6263736263736264e-001
|
|
.double 2.4977143134515245e-001
|
|
.double 1.1039261888111886e-013
|
|
.double 1.7851562500000000e+000
|
|
.double 5.6017505470459517e-001
|
|
.double 2.5167623475795153e-001
|
|
.double 4.9127105345619272e-014
|
|
.double 1.7929687500000000e+000
|
|
.double 5.5773420479302838e-001
|
|
.double 2.5357272022552024e-001
|
|
.double -1.0856410515143064e-013
|
|
.double 1.8007812500000000e+000
|
|
.double 5.5531453362255967e-001
|
|
.double 2.5546096007769847e-001
|
|
.double 1.0010989541644841e-013
|
|
.double 1.8085937500000000e+000
|
|
.double 5.5291576673866094e-001
|
|
.double 2.5734102570618234e-001
|
|
.double -7.8761888363386944e-014
|
|
.double 1.8164062500000000e+000
|
|
.double 5.5053763440860215e-001
|
|
.double 2.5921298757816658e-001
|
|
.double -6.2215947878711509e-014
|
|
.double 1.8242187500000000e+000
|
|
.double 5.4817987152034264e-001
|
|
.double 2.6107691525430710e-001
|
|
.double -4.4494514587443047e-014
|
|
.double 1.8320312500000000e+000
|
|
.double 5.4584221748400852e-001
|
|
.double 2.6293287740327287e-001
|
|
.double -3.9165681136564615e-014
|
|
.double 1.8398437500000000e+000
|
|
.double 5.4352441613588109e-001
|
|
.double 2.6478094181697998e-001
|
|
.double 6.6636790574456454e-014
|
|
.double 1.8476562500000000e+000
|
|
.double 5.4122621564482032e-001
|
|
.double 2.6662117542605301e-001
|
|
.double -9.1008789262737551e-014
|
|
.double 1.8554687500000000e+000
|
|
.double 5.3894736842105262e-001
|
|
.double 2.6845364431301277e-001
|
|
.double 4.2357622160033502e-015
|
|
.double 1.8632812500000000e+000
|
|
.double 5.3668763102725370e-001
|
|
.double 2.7027841372819239e-001
|
|
.double 7.1968104770021779e-014
|
|
.double 1.8710937500000000e+000
|
|
.double 5.3444676409185798e-001
|
|
.double 2.7209554810269765e-001
|
|
.double 1.6009813385998178e-014
|
|
.double 1.8789062500000000e+000 // row 224
|
|
.double 5.3222453222453225e-001
|
|
.double 2.7390511106204940e-001
|
|
.double -6.7195756324252579e-014
|
|
.double 1.8867187500000000e+000
|
|
.double 5.3002070393374745e-001
|
|
.double 2.7570716543959861e-001
|
|
.double 6.3973609116559328e-014
|
|
.double 1.8945312500000000e+000
|
|
.double 5.2783505154639176e-001
|
|
.double 2.7750177329039616e-001
|
|
.double 1.7936160834199008e-014
|
|
.double 1.9023437500000000e+000
|
|
.double 5.2566735112936347e-001
|
|
.double 2.7928899590278888e-001
|
|
.double -4.1127874854455486e-015
|
|
.double 1.9101562500000000e+000
|
|
.double 5.2351738241308798e-001
|
|
.double 2.8106889381183464e-001
|
|
.double -6.3958157821339126e-014
|
|
.double 1.9179687500000000e+000
|
|
.double 5.2138492871690423e-001
|
|
.double 2.8284152681112573e-001
|
|
.double -6.8208667990807859e-015
|
|
.double 1.9257812500000000e+000
|
|
.double 5.1926977687626774e-001
|
|
.double 2.8460695396529445e-001
|
|
.double 8.6002826729130499e-014
|
|
.double 1.9335937500000000e+000
|
|
.double 5.1717171717171717e-001
|
|
.double 2.8636523362160915e-001
|
|
.double 1.1000856663210625e-013
|
|
.double 1.9414062500000000e+000
|
|
.double 5.1509054325955739e-001
|
|
.double 2.8811642342157029e-001
|
|
.double -8.7733969995519119e-014
|
|
.double 1.9492187500000000e+000
|
|
.double 5.1302605210420837e-001
|
|
.double 2.8986058031159700e-001
|
|
.double -5.6652309650791293e-014
|
|
.double 1.9570312500000000e+000
|
|
.double 5.1097804391217561e-001
|
|
.double 2.9159776055530529e-001
|
|
.double 9.0870189902074631e-014
|
|
.double 1.9648437500000000e+000
|
|
.double 5.0894632206759438e-001
|
|
.double 2.9332801974396716e-001
|
|
.double 1.1067434010922574e-013
|
|
.double 1.9726562500000000e+000
|
|
.double 5.0693069306930694e-001
|
|
.double 2.9505141280674252e-001
|
|
.double 6.9298327709917256e-014
|
|
.double 1.9804687500000000e+000
|
|
.double 5.0493096646942803e-001
|
|
.double 2.9676799402159304e-001
|
|
.double -1.0662609006456711e-013
|
|
.double 1.9882812500000000e+000
|
|
.double 5.0294695481335949e-001
|
|
.double 2.9847781702483189e-001
|
|
.double 7.7291935644916260e-014
|
|
.double 1.9960937500000000e+000
|
|
.double 5.0097847358121328e-001
|
|
.double 3.0018093482294717e-001
|
|
.double -8.3995153597100334e-014
|
|
|
|
//
|
|
// End of table.
|
|
//
|