What makes P=NP so important? P=NP and it's the relationship with computer simulations. People think that P=NP cannot be true because solving mathematical problems more complicated than inspecting them. As I wrote in the last writing, the inspection of the calculations is like calculating all used calculations backward. But every single mathematical problem is different, and even the formula is the same the numbers can be different, and the difference in numbers is making the difference in calculations. ----------------------------------------------------- In this simple example, we can use one of the simplest known mathematical formulas. Here you see, how the little thing makes difference in calculations. A+B=C 1+2=3 But 1,1+2,1=3,2 1,1+2,1=3,2 ≠ 1+2=3 1,01+2,01=3,02 1,01+2,01=3,02 ≠ 1,1+2,1=3,2 ≠ 1+2+3 -------------------------------------------- As you can see the small difference in numbers means a different answer, and that means every single