I am trying to perform something that is brain-dead simple in any other language but not javascript: get the bits out of float (and the other way around).
In C/C++ i
double (IEEE 754) to represent all numbersdouble consists of [sign, exponent(11bit), mantissa(52bit)] fields.
Value of number is computed using formula (-1)^sign * (1.mantissa) * 2^(exponent - 1023). (1.mantissa - means that we take bits of mantissa add 1 at the beginning and tread that value as number, e.g. if mantissa = 101 we get number 1.101 (bin) = 1 + 1/2 + 1/8 (dec) = 1.625 (dec).sign bit testing if number is greater than zero. There is a small issue with 0 here because double have +0 and -0 values, but we can distinguish these two by computing 1/value and checking if value is +Inf or -Inf.1 <= 1.mantissa < 2 we can get value of exponent using Math.log2 e.g. Math.floor(Math.log2(666.0)) = 9 so exponent is exponent - 1023 = 9 and exponent = 1032, which in binary is (1032).toString(2) = "10000001000"value = value / Math.pow(2, Math.floor(Math.log2(666.0))), now value represents number (-1)^sign * (1.mantissa). If we ignore sign and multiply that by 2^52 we get integer value that have same bits as 1.mantissa: ((666 / Math.pow(2, Math.floor(Math.log2(666)))) * Math.pow(2, 52)).toString(2) = "10100110100000000000000000000000000000000000000000000" (we must ignore leading 1).This is only proof of concept, we didn't discuss denormalized numbers or special values such as NaN - but I think it can be expanded to account for these cases too.
@bensiu answers is fine, but if find yourself using some old JS interpreter you can use this approach.