I want to create a graphics grid as in this example below, but for the manipulate example below and store that as a playable gif file. Is this possible (I would like to see each grid location running it's particular animation in unison)?
GraphicsGrid[
Table[GraphPlot[Table[i -> Mod[i^p, m], {i, m}]], {m, 30, 33}, {p, 2,
5}], Frame -> All]
Using the following (or any method that works), I want to step through each value of $\lambda$ (that is, set $\lambda = 10$, run the steps for $\mu \in (-5, 5)$ in the first grid location, then, $\lambda = 9$, run all the $\mu$ values again and put that in the second grid location, et. al. Note, the grid is likely $2~ by~ n$ so that it is easily viewable
A user can then view the changes in the system for varying the parameters and hopefully get a sense for any bifurcations that might be occurring in the system.
Manipulate[
StreamPlot[{1, -(x^3/(1 + x^2)) + \[Lambda] x^2 + \[Mu]}, {x, -8,
8}, {y, -8, 8}], {\[Lambda], -5, 5}, {\[Mu], -5, 5}]