Graphic not showing on some occasions

[stepelu]

Consider the following code:

Options@FindRoots = Sort@Join[Options@FindRoot, {MaxRecursion -> Automatic, PerformanceGoal :> $PerformanceGoal, PlotPoints -> Automatic, Debug -> False, ZeroTolerance -> 10^-2}];

FindRoots[fun_, {var_, min_, max_}, opts:OptionsPattern[]] := Module[{PlotRules, RootRules, g, g2, pts, pts2, lpts, F, sol},
    (* Extract the Options *)
    PlotRules = Sequence @@ FilterRules[Join[{opts}, Options@FindRoots], Options@Plot];
    RootRules = Sequence @@ FilterRules[Join[{opts}, Options@FindRoots], Options@FindRoot];

    (* Plot the function and "mesh" the point with y-coordinate 0 *)
    g = Normal@Plot[fun, {var, min, max}, MeshFunctions -> (#2 &), Mesh -> {{0}}, Method -> Automatic, Evaluate@PlotRules];

    (* Get the meshes zeros *)
    pts = Cases[g, Point[p_] :> SetPrecision[p[[1]], OptionValue@WorkingPrecision], Infinity];
    (* Get all plot points *)
    lpts = Join@@Cases[g, Line[p_] :> SetPrecision[p, OptionValue@WorkingPrecision], Infinity];

    (* Derive the interpolated data to find other zeros *)
    F = Interpolation[lpts, InterpolationOrder->2];
    g2 = Normal@Plot[Evaluate@D[F@var, var], {var, min, max}, MeshFunctions -> (#2 &), Mesh -> {{0}}, Method -> Automatic, Evaluate@PlotRules];

    (* Get the meshes zeros and retain only small ones *)
    pts2 = Cases[g2, Point[p_] :> SetPrecision[p[[1]], OptionValue@WorkingPrecision], Infinity];
    pts2 = Select[pts2, Abs[F@#] < OptionValue@ZeroTolerance &];
    pts = Join[pts, pts2]; (* Join all zeros *)

    (* Refine zeros by passing each point through FindRoot *)
    If[Length@pts > 0,
       pts = Map[FindRoot[fun, {var, #}, Evaluate@RootRules]&, pts];
       sol = Union@Select[pts, min <= Last@Last@# <= max &];
       (* For debug purposes *)
       If[OptionValue@Debug, Print@Show[g, Graphics@{PointSize@0.02, Red, Point[{var, fun} /. sol]}]];
       sol
    ,
       If[OptionValue@Debug, Print@g];
       {}
    ]
]

f[x_?NumericQ] := Abs[x] Sin[Abs@x]^2
count = FindRoots[f[x*2], {x, -10, 10}
   , Debug -> True
   , ImageSize -> 300] // Quiet
Length[count]

Using this kernel (via wolframscript) fails to produce the desired graphical output, I just get -Graphics-:

On Wolfram Cloud the plot is correctly displayed:

Is this a known issue?

[kinchahoy]

I have the same issue in a different context. If I export the graph to PNG it works, so there has to be someway to get Jupyiter to show it.