Εγώ, ο κάτοχος των πνευματικών δικαιωμάτων αυτού του έργου, δημοσιεύω αυτό το έργο ως κοινό κτήμα. Αυτό ισχύει σε παγκόσμια κλίμακα. Σε ορισμένες χώρες αυτό μπορεί να μην είναι νομικά εφικτό. Αν ναι: Παραχωρώ σε οποιονδήποτε το δικαίωμα να χρησιμοποιήσει αυτό το έργο "για οποιονδήποτε σκοπό", χωρίς κανέναν όρο, εκτός και αν τέτοιοι όροι τίθενται από την νομοθεσία

(* Source code written in Mathematica 6.0, by Steve Byrnes, 2010. I release this code into the public domain. *)

SeedRandom[1]

NumBalls = 500;

(*Build list of point coordinates and radii*)

BuildCoordList[LeftX_, RightX_, BotY_, TopY_, Cols_, Rows_] := 
 Flatten[Table[{i, j}, {j, BotY, TopY, (TopY - BotY)/(Rows - 1)}, {i, LeftX, RightX, (RightX - LeftX)/(Cols - 1)}], 1];

BlueCoordsList = BuildCoordList[.15, .85, .15, 4.75, 5, 24];
RedCoordsList = BuildCoordList[1.15, 1.85, .15, 4.75, 5, 24];
radius = .05;

(*Draw borders*)

lines = {Line[{{0, 0}, {0, 5}}], Line[{{1, 0}, {1, 5}}], 
   Line[{{2, 0}, {2, 5}}], Line[{{0, 0}, {2, 0}}]};

(*Draw pie chart*)

DrawPie[CenterX_, CenterY_, Radius_, 
   FracRed_] := {{Red, 
    Disk[{CenterX, CenterY}, Radius, {-FracRed \[Pi], FracRed \[Pi]}]}, {Blue,
     Disk[{CenterX, CenterY}, 
     Radius, {FracRed \[Pi], 2 \[Pi] - FracRed \[Pi]}]}};

(* Randomly generate order that red and blue appear *)

AppearOrder = Table[RandomInteger[{0, 1}], {i, 1, NumBalls}];

(* Calculate number of red and blue balls at any given time, and their proportions. *)

NumAppeared[time_] := Floor[time];
NumRed[time_] := Total[AppearOrder[[1 ;; NumAppeared[time]]]];
NumBlue[time_] := NumAppeared[time] - NumRed[time];
FracRed[time_] := NumRed[time]/NumAppeared[time];

(* Put everything together! *)

Video = {};
NumFrames = 220;
For[frame = 1, frame <= NumFrames, frame++,
  t = frame;
  ImageGraphicsList = lines;
  For[pt = 1, pt <= NumBlue[t], pt++,
   ImageGraphicsList = Append[ImageGraphicsList, {Blue, Disk[BlueCoordsList[[pt]], radius]}]];
  For[pt = 1, pt <= NumRed[t], pt++,
   ImageGraphicsList = Append[ImageGraphicsList, {Red, Disk[RedCoordsList[[pt]], radius]}]];
  ImageGraphicsList = Append[ImageGraphicsList, DrawPie[2.5, 2.5, .4, FracRed[t]]];
  Video = Append[Video, Graphics[ImageGraphicsList, ImageSize -> 100]];];

(* Slow the movie down at the beginning and end to make it easier to see *)
Video = Join[
   Table[Video[[1]], {i, 1, 3}], Table[Video[[2]], {i, 1, 3}], Table[Video[[3]], {i, 1, 3}], 
   Table[Video[[4]], {i, 1, 3}], Table[Video[[5]], {i, 1, 3}], Table[Video[[6]], {i, 1, 2}],
   Table[Video[[7]], {i, 1, 2}], Table[Video[[8]], {i, 1, 2}], Table[Video[[9]], {i, 1, 2}], 
   Table[Video[[10]], {i, 1, 2}], Video[[11 ;;]], Table[Video[[NumFrames]], {i, 1, 5}]];

(* Export *)
Export["test.gif", Video, "DisplayDurations" -> {14}, "AnimationRepititions" -> Infinity]