Had some trouble compiling kmandel 0.61 for debian etch. Should anyone
have interest, here's the diffies:
---------------schnip--schnap------------------------------------
diff -u -r --new-file kmandel-0.61-orig/kmandel/insel.cpp
kmandel-0.61-for-etch/kmandel/insel.cpp
--- kmandel-0.61-orig/kmandel/insel.cpp 2001-07-07 13:26:13.000000000
+0300
+++ kmandel-0.61-for-etch/kmandel/insel.cpp 2006-11-04 00:34:21.000000000
+0200
@[EMAIL PROTECTED]
-7,7 +7,7 @[EMAIL PROTECTED]
#define InselNr l[0]
#define WasserStand l[1]
#define InselFaktor l[2]
-#define Flags l[3]
+#define Insel_Flags l[3]
#include <stdio.h>
#include <stdlib.h>
@[EMAIL PROTECTED]
-33,7 +33,7 @[EMAIL PROTECTED]
InselNr = 5;
WasserStand = 60;
InselFaktor = 256;
- Flags = 3;
+ Insel_Flags = 3;
ReInit();
}
@[EMAIL PROTECTED]
-139,8 +139,8 @[EMAIL PROTECTED]
for (m=0;m<129;m++) // Mirror
for (n=0;n<129;n++) {
- if (Flags & 1) m2=128-m; else m2=m;
- if (Flags & 2) n2=128-n; else n2=n;
+ if (Insel_Flags & 1) m2=128-m; else m2=m;
+ if (Insel_Flags & 2) n2=128-n; else n2=n;
Feld2[m][n]=Feld1[m2][n2];
}
//Feld1=Feld2;
@[EMAIL PROTECTED]
-272,11 +272,11 @[EMAIL PROTECTED]
HorCheck = new QCheckBox(i18n("Mirror horizontal"), this, "HorCheck");
HorCheck->setGeometry(20,135,150,18);
- HorCheck->setChecked(Fractal->Flags & 1);
+ HorCheck->setChecked(Fractal->Insel_Flags & 1);
VertCheck = new QCheckBox(i18n("Mirror vertical"), this, "VertCheck");
VertCheck->setGeometry(20,155,150,18);
- VertCheck->setChecked(Fractal->Flags & 2);
+ VertCheck->setChecked(Fractal->Insel_Flags & 2);
QLabel *Label1 = new QLabel(i18n("Islandnumber:"), this, "Label1");
Label1->setGeometry(20,35,90,20);
diff -u -r --new-file kmandel-0.61-orig/kmandel/mand4b.cpp
kmandel-0.61-for-etch/kmandel/mand4b.cpp
--- kmandel-0.61-orig/kmandel/mand4b.cpp 2001-07-05 23:18:48.000000000
+0300
+++ kmandel-0.61-for-etch/kmandel/mand4b.cpp 2006-11-04 00:34:34.000000000
+0200
@[EMAIL PROTECTED]
-52,8 +52,10 @[EMAIL PROTECTED]
h=eins/d;
j=eins/(f-b);
z=pow((-a*b*g*h),j);
- k=complex<double>(p[4],0)+1;
- l=complex<double>(p[5],0)+100;
+ complex<double> addition(1,0) ;
+ k=complex<double>(p[4],0)+addition ;
+ addition = complex<double>(100,0) ;
+ l=complex<double>(p[5],0)+addition ;
do {
z=k*((a*pow(z,b))+(d*pow(z,f)))+c;
iter++;
---------------schnip--schnap------------------------------------
most likely that "addition" with real part 1 and imaginary part 0 is a
royal mistake but I don't know anything about algebra in complex numbers ;
was I supposed to add 1 to real part or the imaginary part or both???
screwup or not, I was able to plot a mandelbrot :-)
--
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