Construct the "double precision" (64-bit) floating point number d from the mantissa m, the exponent e and the sign flag s (true means the sign is negative).
import math
sign = -1 if s else 1 d = math.ldexp(sign*m,e)
d = (s?-1:1) * m * double.Exp10(e);
if (s) then d = -m * radix(d)**e else d = m * radix(d)**e end if
import "math"
if s { m = -m } d := math.Ldexp(m, e)
uses SysUtils;
d.buildup(s, m, e);
$d = ($s?-1:1) * "${m}e${e}";
d = (s ? -1 : 1) * Math::ldexp(m, e)
let d = if s { -1.0 } else { 1.0 } * m as f64 * 2.0f64.powf(e as f64);
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