Question: Question command "implicitplot" inside a procedure

Hi,

The procedure below returns the plots of 3 matrices whose eigenvalues are given and fixed (but chosen randomly). Plots are returned simultaneously via the command display. When I run the procedure 2-3 times, I realize that the drawings are not directly comparable. I have to say that I have naively used the command (three times, i.e. for each plot):

implicitplot("function", -2 .. 2, -2 .. 2, axes = boxed, color = blue, gridrefine = 3, scaling = constrained, resolution = 1000); 

Is there a way to "force" maple to return -- each time I run the procedure -- plots of the same size, same scaling and so on ? I would like also to put names on the axis with consistent writings and fonts. Is it possible ?

Many thanks,

Best,

Rachid

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with(plots);
with(LinearAlgebra);
P0 := proc(n, epsilon)
local m, N, D1, Modu, fs, f1, f2, f, q, s, r, t, eps, pp, k;
eps := epsilon;
m := n;
N := eval(RandomMatrix(m, m));
N := N/evalf(Norm(evalf(N), 2));
D1 := DiagonalMatrix(Eigenvalues(N));
pp := pointplot({seq([Re(D1[k, k]), Im(D1[k, k])], k = 1 .. m)});
f := (i, j) -> if i = j then D1[i, i]; elif i = j + 1 then (1 - abs(D1[i, i])^2)^(1/2)*(1 - abs(D1[j, j])^2)^(1/2); elif j + 1 < i then (1 - abs(D1[i, i])^2)^(1/2)*(1 - abs(D1[j, j])^2)^(1/2)*mul(-conjugate(D1[t, t]), t = j + 1 .. i - 1); else 0; end if;
Modu := Matrix(m, (i, j) -> f(i, j)); fs := (x, y) -> Norm(1/((x + y*I)*IdentityMatrix(m) - N), 2) - 1/eps;
f1 := (x, y) -> Norm(1/((x + y*I)*IdentityMatrix(m) - D1), 2) - 1/eps;
f2 := (x, y) -> Norm(1/((x + y*I)*IdentityMatrix(m) - Modu), 2) - 1/eps;
s := implicitplot(fs, -2 .. 2, -2 .. 2, axes = boxed, color = blue, gridrefine = 3, scaling = constrained, resolution = 1000);
q := implicitplot(f1, -2 .. 2, -2 .. 2, axes = boxed, gridrefine = 3, scaling = constrained, resolution = 1000);
r := implicitplot(f2, -2 .. 2, -2 .. 2, axes = boxed, color = green, gridrefine = 3, scaling = constrained, resolution = 1000); RETURN(display({q, s, r, pp}));
end proc;