Hi, Just a small diversion... Please keep in mind the parameters chosen are only meant to be used as a starting pattern (monitor resolution was 1024x768), not to create any artistic images per se - that's what you'll have to accomplish yourself :-) So...zoom out!!! Regards, Gerald START PARAMETER FILE================================================= My_Circle {;Own implementation of Fractint type "Circle" ; reset=2004 type=formula formulafile=archiv.frm formulaname=Circle passes=1 corners=-2/2/-1.5/1.5 params=100/0 float=y maxiter=2 decomp=256 colors=@chroma.map } Hyperbola {;Same principle as in "Circle", for hyperbola x^2 - y^2 ; reset=2004 type=formula formulafile=archiv.frm formulaname=Hyperbola passes=1 corners=-2/2/-1.5/1.5 params=100/0 float=y maxiter=2 decomp=256 colors=@chroma.map } Parabola {;Same principle as in "Circle", for parabola x^2 - y ; reset=2004 type=formula formulafile=archiv.frm formulaname=Parabola passes=1 center-mag=0/0/0.6666667 params=300/0 float=y maxiter=2 decomp=256 colors=@chroma.map } frm:Circle {;Own implementation of Fractint type "Circle" ;decomp=256 ;------------------ ;p1r: Magnification ;------------------ z = |pixel|*real(p1): z = exp(flip(z-floor(z))*2*pi) z != z } frm:Hyperbola {;Same principle as in "Circle", for hyperbola x^2 - y^2 ;decomp=256 ;--------------------- ;p1r: Magnification ;--------------------- z = real(sqr(pixel))*real(p1): z = exp(flip(z-floor(z))*2*pi) z != z } frm:Parabola {;Same principle as in "Circle", for parabola x^2 - y ;decomp=256 ;-------------------- ;p1r: Magnification ;-------------------- z = (sqr(real(pixel))-imag(pixel))*real(p1): z = exp(flip(z-floor(z))*2*pi) z != z } END PARAMETER FILE===================================================