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IEEE 754 Double Precision Floating Point Visualization

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![image](https://user-images.githubusercontent.com/42693551/149727807-8b2dffea-9bf4-487d-9f50-9d62db08c426.png)

Enter `18446744073709549568` and you get the correct bit representation: `0 10000111110 1111111111111111111111111111111111111111111111111111`. But then it shows `n = 18446744073709550000` and the input field also get updated to that value.

fp expansion that you give for 0.97 actually corresponds to ```0.96999999999999997335464740899624302983...``` Pari calculator computes the given series to the above number: ```2^-1 + 2^-2 + 2^-3 + 2^-4 + 2^-5...

For example, single precision floating point number? Maybe, keep the same rules, just allow the user to set different significand/exponent sizes? Very nice work, by the way! Thank you!

The sum on the page is displayed as: ![IEEE 754 sum](http://i.imgur.com/1Yry8km.png) However, when you set the 52'nd bit to 1 you should add 2^(-1) not 2^(-0), so there is probably...