; Date: Sun, 04 Oct 2009 13:14:59 -0400 ; From: Jim Muth ; Subject: [Fractint] FOTD 04-10-09 (No Discontinuities [No rating]) ; Id: <1.5.4.16.20091004131752.0dbf48b2@pop.mindspring.com> ; --------- ; ; FOTD -- October 04, 2009 (No Rating) ; ; Fractal visionaries and enthusiasts: ; ; Today's image shows a minibrot on the main stem of its parent ; fractal, which is a Mandelbrot set about 1000 times the size of ; the true M-set. Today's scene lies at -1749 on the stem, at a ; depth where the minibrots look like those of order 2.5. ; ; But unlike true Z^2.5 minibrots, there are no discontinuities ; around today's minibrot. Creating fractional minibrots without ; discontinuities is the main feature of the DivideBrot series of ; formulas. ; ; I could give no rating to today's image, especially since it ; takes a longer-than-usual 7-1/2 minutes to calculate. But the ; calculation may be avoided by viewing the finished image on the ; FOTD web site at: ; ; ; ; A perfect early Autumn day here at Fractal Central on Saturday ; was thoroughly enjoyed by the fractal cats, who spent several ; hours in the sun. The temperature of 72F 22C made the day ideal ; for humans as well. For me the day was near average, which is ; peaceful but un-interesting. ; ; The next FOTD is due to be posted in 24 hours. With only a ; little luck it will actually appear as planned. Until then, ; take care, and look up. ; ; ; Jim Muth ; jamth@mindspring.com ; jimmuth@aol.com ; ; ; START PARAMETER FILE======================================= No_Discontinuities { ; time=0:07:38.30-SF5 on P4-2000 reset=2004 type=formula formulafile=basicer.frm formulaname=DivideBrot6 center-mag=-1749.639999374\ 908/0/9.060976e+009/1 params=2/3/1000/10000000 float=y maxiter=12000 inside=0 logmap=-1850 symmetry=xaxis periodicity=10 mathtolerance=0.05/1 colors=000WJ4VK3VL2UM1UN1SO2RP2PQ2OQ2MR2LS3JS3IT3G\ U3FU3DV4CW4VM4YM47P46Y49X7CX9EXCHXEJWGMWJaQL`RNUSQ\ WVSZVV`VXcVZfVahQckUemUhpUjtWnrUllLkkQjmQilPhjOghK\ fgLeeKddIcbHb`G`_E_YDZXCYVAXT9WS8VQ6UP5TN4SM4RM3RK\ 9UJEXIJ_GPbFUeEZhE`jDckEejFgiFhiGjhGkgHmgHnfIpeGrf\ IqeJpeKodLndMndNmcOlcPkcQjbRjbSibThaUgaVfaWf`Xe`Yd\ `Zc__b_YZb`b_beYdhWfkUhnSjqQltOmqNmnNmlNmiMngMndMn\ bMn_LoYLoVLoTKoQKpOKpLKpJJpGJqEJqBIq9Iq6It2Kq4Po5U\ m7Zk8chAhfBmdDrbEv_GzYHzWJzUKzRMzPNzNPzLQzISzGTzEV\ zCWzAXz9Wz9Wz9Wz8Wz8Wz8WzKFyFFzBEz5DzYnzZpz_qz`rza\ tzbuzcvzdxzeyzfzz7zzzzAzzAzz9zz9zz9zz8zz8zz8zz7zz7\ zz7zz6zz6zz6zz5zz5zz2zz5zz8zzBzzEzzGzzJzzMzzPzzSzz\ UzzXzz_zzbzzezzvzzgzzUzz5zzGzzRizanzklzikzhjzfizeg\ zcfzbez`dz_czZczWczUczRAzcBzdBzdBzdCzdCzdCzdDzdDzd\ DzdEzdEzdEzdFzdFzdFzdGzdGzdGzdHzdHzdHzdJzaLzZNzWPz\ UQzTRzTSzSTzSUzRVzRWzQXzQ } frm:DivideBrot6 { ; Jim Muth z=(0,0), c=pixel, a=real(p1), b=imag(p1)-2, d=real(p2)+0.00000000000000000001, f=imag(p2)+16: z=z^(a)/(z^(-b)+d)+c |z| < f } ; END PARAMETER FILE========================================= ; ; ; ; _______________________________________________ ; Fractint mailing list ; Fractint@mailman.xmission.com ; http://mailman.xmission.com/cgi-bin/mailman/listinfo/fractint