In Wolfram's tutorial on Advanced Manipulate Functionality, a nice example of a continually evaluating Manipulate
cell is presented:
Manipulate[
f[x_] := x^3;
Graphics[{Thickness[0.01], Line[{{0, 0}, {n, f[n]}}]},
PlotRange -> 1],
{n, -1, 1}]
If I wrap Timing[]
around this example I get list of 0.
along with the continually evaluating Manipulate
cell.
Now can anybody make a clock that will show increasing time of evaluation of such a Manipulate
cell? In case the Manipulate
cell has finite execution time, the clock would show time elapsed for this execution. The motivation behind is to have measure of slow Manipulate
cell execution.