Algodoo

In case you didn't know, Algodoo has an intrinsic (built-in) Linear Interpolation function called "lerp". Its syntax is as follows:


Lerp = (a,b,t) => { (1-t) * a + t * b }

Where, a = min value, b = max value, t = interpolation point

This is how it works:
The Lerp calculation returns a value from a known range, which is specified using a minimum and maximum value (a & b). For example, a range of 0-100.
The value that’s returned is defined by a third value, the interpolation point (t) which returns a point on the scale between a and b.
The interpolation point that’s passed in is a float value between 0 and 1. Essentially, acting as a percentage between a and b.
For example…
An interpolation point of 0 (0%) would return the minimum value (in this case also 0) while an interpolation point of 0.5 (50%) would return a value halfway between the minimum and maximum value (in this case, 50).

Amazing scene!!!

math is my favorite subject, and all these scripts were really creative! I forgot about the (min .. max) syntax or indexing a list by a list...

@Xray I kinda forgot about Lerp() when making the List Interpolation... List Interpolation expands lists with interpolation(in an inefficient way)(if you didn't know)

Also, that doesn't mean I didn't use lerp(). For creating the graph objects, I used lerp().

@42flowermaster - Thanks!