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ronaldhordijk
2005-04-09 06:50:05 +00:00
parent 74075fe151
commit 22a79569e1
1 changed files with 411 additions and 0 deletions
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2.10/Source/RndFlame.pas Normal file
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{
Flame screensaver Copyright (C) 2002 Ronald Hordijk
Apophysis Copyright (C) 2001-2004 Mark Townsend
This program is free software; you can redistribute it and/or modify
it under the terms of the GNU General Public License as published by
the Free Software Foundation; either version 2 of the License, or
(at your option) any later version.
This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
GNU General Public License for more details.
You should have received a copy of the GNU General Public License
along with this program; if not, write to the Free Software
Foundation, Inc., 675 Mass Ave, Cambridge, MA 02139, USA.
}
unit RndFlame;
interface
uses
ControlPoint;
function RandomFlame(SourceCP: TControlPoint= nil; algorithm: integer = 0): TControlPoint;
implementation
uses
SysUtils, Global, cmap, MyTypes, GradientHlpr;
///////////////////////////////////////////////////////////////////////////////
procedure RandomGradient(SourceCP, DestCP: TControlPoint);
begin
case randGradient of
0:
begin
cmap_index := Random(NRCMAPS);
GetCMap(cmap_index, 1, DestCP.cmap);
cmap_index := DestCP.cmapindex;
DestCP.cmapIndex := cmap_index;
end;
1:
begin
DestCP.cmap := DefaultPalette;
DestCP.cmapIndex := cmap_index;
end;
2:
if assigned(SourceCP) then begin
DestCP.cmap := SourceCP.cmap;
DestCP.cmapIndex := SourceCP.cmapIndex;
end else begin
cmap_index := Random(NRCMAPS);
GetCMap(cmap_index, 1, DestCP.cmap);
DestCP.cmapIndex := cmap_index;
end;
3:
DestCP.cmap := GradientHelper.RandomGradient;
end;
end;
///////////////////////////////////////////////////////////////////////////////
function NumXForms(const cp: TControlPoint): integer;
var
i: integer;
begin
Result := NXFORMS;
for i := 0 to NXFORMS - 1 do begin
if cp.xform[i].density = 0 then
begin
Result := i;
Break;
end;
end;
end;
///////////////////////////////////////////////////////////////////////////////
procedure RandomVariation(cp: TControlPoint);
{ Randomise variation parameters }
var
a, b, i, j: integer;
begin
inc(MainSeed);
RandSeed := MainSeed;
for i := 0 to NumXForms(cp) - 1 do begin
for j := 0 to NVARS - 1 do
cp.xform[i].vars[j] := 0;
repeat
a := random(NVARS);
until Variations[a];
repeat
b := random(NVARS);
until Variations[b];
if (a = b) then begin
cp.xform[i].vars[a] := 1;
end else begin
cp.xform[i].vars[a] := random;
cp.xform[i].vars[b] := 1 - cp.xform[i].vars[a];
end;
end;
end;
///////////////////////////////////////////////////////////////////////////////
procedure SetVariation(cp: TControlPoint);
{ Set the current Variation }
var
i, j: integer;
begin
if Variation = vRandom then begin
RandomVariation(cp);
end else
for i := 0 to NumXForms(cp) - 1 do begin
for j := 0 to NVARS - 1 do
cp.xform[i].vars[j] := 0;
cp.xform[i].vars[integer(Variation)] := 1;
end;
end;
///////////////////////////////////////////////////////////////////////////////
function TrianglesFromCP(const cp1: TControlPoint; var Triangles: TTriangles): integer;
{ Sets up the triangles from the IFS code }
var
xforms: integer;
i, j: integer;
temp_x, temp_y, xset, yset: double;
left, top, bottom, right: double;
a, b, c, d, e, f: double;
begin
top := 0; bottom := 0; right := 0; left := 0;
xforms := NumXForms(cp1);
Result := xforms;
if not FixedReference then
begin
for i := 0 to xforms - 1 do
begin
a := cp1.xform[i].c[0][0];
b := cp1.xform[i].c[0][1];
c := cp1.xform[i].c[1][0];
d := cp1.xform[i].c[1][1];
e := cp1.xform[i].c[2][0];
f := cp1.xform[i].c[2][1];
xset := 1.0;
yset := 1.0;
for j := 0 to 5 do
begin
temp_x := xset * a + yset * c + e;
temp_y := xset * b + yset * d + f;
xset := temp_x;
yset := temp_y;
end;
if (i = 0) then
begin
left := xset;
right := xset;
top := yset;
bottom := yset;
end
else
begin
if (xset < left) then left := xset;
if (xset > right) then right := xset;
if (yset < top) then top := yset;
if (yset > bottom) then bottom := yset;
end;
end;
Triangles[-1].x[0] := left;
Triangles[-1].x[1] := right;
Triangles[-1].x[2] := right;
Triangles[-1].y[0] := bottom;
Triangles[-1].y[1] := bottom;
Triangles[-1].y[2] := top;
end
else
begin
Triangles[-1].x[0] := 0; Triangles[-1].y[0] := 0;
Triangles[-1].x[1] := 1; Triangles[-1].y[1] := 0;
Triangles[-1].x[2] := 1; Triangles[-1].y[2] := 1.5;
end;
for j := 0 to xforms - 1 do
begin
a := cp1.xform[j].c[0][0];
b := cp1.xform[j].c[0][1];
c := cp1.xform[j].c[1][0];
d := cp1.xform[j].c[1][1];
e := cp1.xform[j].c[2][0];
f := cp1.xform[j].c[2][1];
for i := 0 to 2 do
begin
triangles[j].x[i] := Triangles[-1].x[i] * a + Triangles[-1].y[i] *
c + e;
triangles[j].y[i] := Triangles[-1].x[i] * b + Triangles[-1].y[i] *
d + f;
end;
end;
for i := -1 to xforms - 1 do
for j := 0 to 2 do
triangles[i].y[j] := -triangles[i].y[j];
end;
///////////////////////////////////////////////////////////////////////////////
procedure EqualizeWeights(var cp: TControlPoint);
var
t, i: integer;
begin
t := NumXForms(cp);
for i := 0 to t - 1 do
cp.xform[i].density := 1.0 / t;
end;
///////////////////////////////////////////////////////////////////////////////
procedure NormalizeWeights(var cp: TControlPoint);
var
i: integer;
td: double;
begin
td := 0.0;
for i := 0 to NumXForms(cp) - 1 do
td := td + cp.xform[i].Density;
if (td < 0.001) then
EqualizeWeights(cp)
else
for i := 0 to NumXForms(cp) - 1 do
cp.xform[i].Density := cp.xform[i].Density / td;
end;
///////////////////////////////////////////////////////////////////////////////
procedure ComputeWeights(var cp1: TControlPoint; Triangles: TTriangles; t: integer);
{ Caclulates transform weight from triangles }
var
i: integer;
total_area: double;
begin
total_area := 0.0;
for i := 0 to t - 1 do
begin
cp1.xform[i].Density := triangle_area(Triangles[i]);
total_area := total_area + cp1.xform[i].Density;
end;
for i := 0 to t - 1 do
begin
cp1.xform[i].Density := cp1.xform[i].Density / total_area;
end;
NormalizeWeights(cp1);
end;
///////////////////////////////////////////////////////////////////////////////
procedure RandomWeights(var cp1: TControlPoint);
{ Randomizes xform weights }
var
i: integer;
begin
for i := 0 to Transforms - 1 do
cp1.xform[i].Density := random;
NormalizeWeights(cp1);
end;
///////////////////////////////////////////////////////////////////////////////
function RandomFlame(SourceCP: TControlPoint; algorithm: integer): TControlPoint;
var
Min, Max, i, j, rnd: integer;
Triangles: TTriangles;
r, s, theta, phi: double;
skip: boolean;
begin
Result := TControlPoint.Create;
RandomGradient(SourceCP, Result);
Min := randMinTransforms;
Max := randMaxTransforms;
inc(MainSeed);
RandSeed := MainSeed;
transforms := random(Max - (Min - 1)) + Min;
repeat
try
inc(MainSeed);
RandSeed := MainSeed;
Result.clear;
Result.RandomCP(transforms, transforms, false);
Result.SetVariation(Variation);
inc(MainSeed);
RandSeed := MainSeed;
case algorithm of
1: rnd := 0;
2: rnd := 7;
3: rnd := 9;
else
if (Variation = vLinear) or (Variation = vRandom) then
rnd := random(10)
else
rnd := 9;
end;
case rnd of
0..6:
begin
for i := 0 to Transforms - 1 do
begin
if Random(10) < 9 then
Result.xform[i].c[0, 0] := 1
else
Result.xform[i].c[0, 0] := -1;
Result.xform[i].c[0, 1] := 0;
Result.xform[i].c[1, 0] := 0;
Result.xform[i].c[1, 1] := 1;
Result.xform[i].c[2, 0] := 0;
Result.xform[i].c[2, 1] := 0;
Result.xform[i].color := 0;
Result.xform[i].symmetry := 0;
Result.xform[i].vars[0] := 1;
for j := 1 to NVARS - 1 do
Result.xform[i].vars[j] := 0;
Result.xform[i].Translate(random * 2 - 1, random * 2 - 1);
Result.xform[i].Rotate(random * 360);
if i > 0 then
Result.xform[i].Scale(random * 0.8 + 0.2)
else
Result.xform[i].Scale(random * 0.4 + 0.6);
if Random(2) = 0 then
Result.xform[i].Multiply(1, random - 0.5, random - 0.5, 1);
end;
SetVariation(Result);
end;
7, 8:
begin
{ From the source to Chaos: The Software }
for i := 0 to Transforms - 1 do begin
r := random * 2 - 1;
if ((0 <= r) and (r < 0.2)) then
r := r + 0.2;
if ((r > -0.2) and (r <= 0)) then
r := r - 0.2;
s := random * 2 - 1;
if ((0 <= s) and (s < 0.2)) then
s := s + 0.2;
if ((s > -0.2) and (s <= 0)) then
s := s - -0.2;
theta := PI * random;
phi := (2 + random) * PI / 4;
Result.xform[i].c[0][0] := r * cos(theta);
Result.xform[i].c[1][0] := s * (cos(theta) * cos(phi) - sin(theta));
Result.xform[i].c[0][1] := r * sin(theta);
Result.xform[i].c[1][1] := s * (sin(theta) * cos(phi) + cos(theta));
{ the next bit didn't translate so well, so I fudge it}
Result.xform[i].c[2][0] := random * 2 - 1;
Result.xform[i].c[2][1] := random * 2 - 1;
end;
for i := 0 to NXFORMS - 1 do
Result.xform[i].density := 0;
for i := 0 to Transforms - 1 do
Result.xform[i].density := 1 / Transforms;
SetVariation(Result);
end;
9: begin
for i := 0 to NXFORMS - 1 do
Result.xform[i].density := 0;
for i := 0 to Transforms - 1 do
Result.xform[i].density := 1 / Transforms;
end;
end; // case
TrianglesFromCp(Result, Triangles);
if Random(2) > 0 then
ComputeWeights(Result, Triangles, transforms)
else
EqualizeWeights(Result);
except on E: EmathError do
begin
Continue;
end;
end;
for i := 0 to Transforms - 1 do
Result.xform[i].color := i / (transforms - 1);
if Result.xform[0].density = 1 then
Continue;
case SymmetryType of
{ Bilateral }
1: add_symmetry_to_control_point(Result, -1);
{ Rotational }
2: add_symmetry_to_control_point(Result, SymmetryOrder);
{ Rotational and Reflective }
3: add_symmetry_to_control_point(Result, -SymmetryOrder);
end;
{ elimate flames with transforms that aren't affine }
skip := false;
for i := 0 to Transforms - 1 do begin
if not transform_affine(Triangles[i], Triangles) then
skip := True;
end;
if skip then
continue;
until not Result.BlowsUP(5000) and (Result.xform[0].density <> 0);
Result.brightness := defBrightness;
Result.gamma := defGamma;
Result.vibrancy := defVibrancy;
Result.sample_density := defSampleDensity;
Result.spatial_oversample := defOversample;
Result.spatial_filter_radius := defFilterRadius;
if not KeepBackground then begin
Result.background[0] := 0;
Result.background[1] := 0;
Result.background[2] := 0;
end;
Result.zoom := 0;
Result.Nick := SheepNick;
Result.URl := SheepURL;
end;
end.