Audio Analysis Is Most Consistent Two Shooters At Trump Rally

[kincses-zsolt]

I have found these:

So It's Back To First Principles

Let me give you an example. The train went from A town to B town with constant velocity 80, but it can go back slower, only with velocity 60. What is the average velocity? (The average of two velocities is 70, but it is not the average velocity.) As I remember: v=1/(1/v1+1/v2) but maybe 2/… Our problem is the following: we need a lot of small distances, equaly small length. v = 1/∑(1/v) Please someone check.

So It's Back To First Principles

When the total distance is L and we divide it into N equally length segments, then the average velocity is: [average] (The not equally distributed case is complicated.) So the velocity should be calculated at every foot for example and multiplicative inverse (1/v) added up.

So It's Back To First Principles

The average of two constant velocities was middle school example. But the changing velocity needs some calculus. Numerical approximation: [N0015] [N0150] [N1500] Not easy to calculate the limit. I guess 2528. Edit: [N15000]

So It's Back To First Principles

@daniloraf [averages A] [averages B] I increased the accuracy of average speed, 2.5 million segments looks good enough. average speed for 150y ID 0 100 150 200 300 N25 N250 N2500 N25000 N250000 N2500000 1 2945 2414 2170,7 1943 1537 2511,7450 2525,6205 2527,0125 2527,1517 2527,1656 2527,1670 2 3240 2823 2628,8 2443 2093 2904,3378 2915,2963 2916,3947 2916,5046 2916,5156 2916,5167 3 3240 2836 2647,6 2467 2126 2915,1361 2925,7596 2926,8243 2926,9308 2926,9415 2926,…