Thanks for all the reply's!
<snipped>
And of course I could do another experiment using just dots mode, as far as I understand, when using dot's mode, there's no interpolation involved.
Correct, dots are the acquisition sample points and if you worked with just enough to form a continuous trace you could accurately compare results against vector traces and sin(x)/x interpolation.
Beware, not in the Rigol DS1000Z series. Dots are, confusingly, post interpolation as well.
Really? That would be seriously annoying.
I hate "helpful" instruments that prevent me observing what they are measuring. One example is the fuel gauge in a car.
It used to be that the displayed value varied according to the angle the sender was at relative to the car's body. OK, that showed a different value when I was on a hill, but when I was on the flat it returned to the standard value. I could interpret it and know what it was (and wasn't) telling me.[1]
Now the displayed value is processesd by a computer, and some software implementor or marketeer decided that wasn't good enough. Now, when I park on a hill and return, about 1/8 of a tank of fuel has apparently evaporated - and it doesn't reappear when I'm back on a horizontal road. It
does reappear after I've been parked on the flat for more than
about an hour.
I can interpret and understand reality. I can't double guess what a software engineer wants me to think reality is.
[1] even when, after I finally got around to adding a fuel gauge to one car, there was no smoothing so it wobbled violently between quarter and half full - and the meter was calibrated in roentgens/hour.