####################################################################################################################################### # # # I T E R A T I O N D ' U N P O L Y N O M E D U P R E M I E R D E G R E : # # # # # # Author of '$xiirc/.POLY.M2.3.$U' : # # # # Jean-Francois Colonna (LACTAMME, 20150306111119). # # # ####################################################################################################################################### $Z SETParam _____POJ -1.085 $Z SETParam _____PEJ +1.120 $Z SETParam _____PAR -0.5815147625160462 $Z SETParam _____PAI +0.6358885017421603 $Z SETParam _____PRotationX +0.7 $Z SETParam _____PRotationY 0.0 $Z SETParam _____PRotationZ 0.0 $Z SETParam _____PIterations 8 $Z SETParam _____PJulia 1.0 $Z SETParam _____PMandelbrot 0.0 $c #include <stdio.h> $c $c #define N0 cPremiere $c #define N cDerniere $c $c #define OJ _____POJ $c #define EJ _____PEJ $c $c #define OK 0.0 $c #define EK 0.0 $c $c #define OS 0.0 $c #define ES 0.0 $c $c #define OT 0.0 $c #define ET 0.0 $c $c #define OU 0.0 $c #define EU 0.0 $c $c #define OV 0.0 $c #define EV 0.0 $c $c int main() $c { $c int n; $c $c for (n=N0 ; n<=N ; n++) $c { $c double J=((EJ*(n-N0))+(OJ*(N-n)))/(N-N0); $c double K=((EK*(n-N0))+(OK*(N-n)))/(N-N0); $c double S=((ES*(n-N0))+(OS*(N-n)))/(N-N0); $c double T=((ET*(n-N0))+(OT*(N-n)))/(N-N0); $c double U=((EU*(n-N0))+(OU*(N-n)))/(N-N0); $c double V=((EV*(n-N0))+(OV*(N-n)))/(N-N0); $c $c printf("echo %c$xrc/polynome.81$X $c images=1 $c A=$_____ImageP. $c premiereA=0 $c Zmin=0 Zmax=1 $c ValiderAxes=FAUX $c xbg=-1 ybg=-1 $c xhd=+1 yhd=+1 $c r=%.16f i=%.16f j=0 k=0 $c s=0 t=0 u=0 v=0 $c ROTATION_OX=%f $c ROTATION_OY=%f $c ROTATION_OZ=%f $c PJulia=%f $c PMandelbrot=%f $c fdai=VRAI $c pnt=VRAI $c AeRho=$_____ImageF.%04d $c ApA1=$_____ImageF.%04d $c ApA2=$_____ImageF.%04d $c ApA3=$_____ImageF.%04d $c ApA4=$_____ImageF.%04d $c ApA5=$_____ImageF.%04d $c ApA6=$_____ImageF.%04d $c ApA7=$_____ImageF.%04d $c J=%+f $c K=%+f $c S=%+f $c T=%+f $c U=%+f $c V=%+f $c appartenance=VRAI $c iterations=%d $c R=$_____ImageT1.%04d $c chiffresR=0 $c $formatI%c $c >> $FPoLyNoMe\n" $c ,'\'' $c ,_____PAR,_____PAI $c ,_____PRotationX,_____PRotationY,_____PRotationZ $c ,_____PJulia,_____PMandelbrot $c ,n $c ,n $c ,n $c ,n $c ,n $c ,n $c ,n $c ,n $c ,J $c ,K $c ,S $c ,T $c ,U $c ,V $c ,_____PIterations $c ,n $c ,'\'' $c ); $c } $c }