**1 bit = IDs 1/2 of all results** When you have a sample population to make a random selection from, 1 bit of information is enough to cut that population in half. ![[assets/8C7EFB63-626F-4F8A-BE5F-3E5C0DAEEB75.png]] 2 bits cuts your possibilities in half _twice_. 3 bits cuts your possibilities in half 3 times. The general formula for bits of information is: $ (\frac{1}{2})^I=p $ Where “I” is information, measured in bits, and “p” is the probability of a random selection being identifiable. ![[assets/D2B4C7A6-F158-494B-A835-14FB567452B8.jpeg]] **** # More ## Source - ![Solving Wordle using information theory](https://youtu.be/v68zYyaEmEA) - [[3Blue1Brown YouTube Channel]] ## Related - [[Information Types]] - [[Relativity & Quantum Mechanics Contradiction]]