; Date: Fri, 30 Sep 2011 22:19:14 -0400 ; From: Jim Muth ; Subject: [Fractint] FOTD 30-09-11 (My Name Is Fractal [8.5]) ; Id: <1.5.4.16.20110930221916.18f7a70a@pop.earthlink.net> ; --------- ; ; FOTD -- September 30, 2011 (Rating 8.5) ; ; Fractal visionaries and enthusiasts: ; ; Today's image is a scene deep in Seahorse Valley, where the ; elements are of extremely high iteration. Even today's maxiter ; of 600,000,000 leaves some open areas outside the central ; minibrot. This extreme maxiter also makes the calculation ; frequently appear to hesitate. This is normal. ; ; With iteration counts and maxiters like today's, the logmap ; options are basically useless, producing nothing but flat areas ; of color. Shutting off the logmap results in an image with too ; much trashy chaos. The 'tdis' option would probably do better, ; but it does not use the fireball-fast machine language of the ; type=mandel formula, and would require many hours to finish. ; ; I compromised by rendering the image with the outside set to ; 'real', which adds enough detail to make things interesting, ; cuts the trashy chaos a bit, and still uses the fireball-fast ; math. ; ; The rating of an 8-1/2 includes the standard half-point for the ; coloring. ; ; The name "My Name Is Fractal" refers to the image, not myself. ; ; The calculation time of 21 minutes is on the slow side, but the ; time will seem to pass quicker once the brilliant colors appear ; at the top of the screen. ; ; The official FOTD web site is at: ; ; ; ; The high-definition image may be found at: ; ; ; ; The classic web site is at: ; ; ; ; A mix of clouds and sun, and a temperature of 68F 20C made today ; an acceptable one here at Fractal Central. At least, the ; fractal cats thought so. They spent a lot of time in the window ; that serves as their TV, watching for stray cats passing by and ; squirrels gathering nuts. ; ; FL and I, the local humans, spent the day doing what needed to ; be done. The next FOTD will be posted in 24 hours, most likely ; a trip into the 4-dimensional Julibrot. Until then, take care, ; and there are 4 regular concave polyhedrons in 3-dimensional ; space in addition to the five well-known convex Platonic solids, ; for a total of 9 regular 3-dimensional polyhedrons. ; ; ; Jim Muth ; jimmuth@earthlink.net ; ; ; START PARAMETER FILE======================================= My_Name_Is_Fractal { ; time=0:21:09.60-SF5 on P4-2000 reset=2004 type=mandel passes=1 center-mag=-0.7499\ 9999734953670/+0.00010000004597996/1.381434e+012/1\ /-20/0 params=0/0 float=y maxiter=600000000 bailout=9 inside=0 outside=real periodicity=6 colors=0009WH9_F8bC7fA6i76l57iA8gE9eJAbNB`RCZWDW_E\ UdFShFQlgv7dvAavC_vEXvGVvISvKPvMNvPKvRIvTFvVCvXAvZ\ 7v`5vb6r`7n_7jY8fX8cW9_U9WTASRAOQBLPBHNCDMC9KD5JD2\ IK1MR1PY1Sd0Vk0Yr0`y0cw3au6_s8ZqBXoDWmFXkHYiJZgL_f\ N`PJQMJRKJRGMQCOQ8QQ4SQ1UQ8SNFQLMOISNGZLDeJBkI9lLA\ mOAnRAoTApWAqZAr`BscBtfBuhBvkBwnBwpBrlAmhAie9da9_Y\ 8WV8RR7MN7IK6DG68C54955C65E75H75J85M95O95QA5TB5VB5\ YC5_D5bD5dE5fEQbRiZbiVhiYih`khclgfnghofkpfnreqsetu\ dwvdywcuubrsaoqalo`in_flZcjZ`hYYfXUeWRcWOaVL_UIYTF\ XTCVS9TR6RR3QT9RVESXJTYPT_UUaZVccWdiWfnXhsYixYiyZf\ t_dp`ala_hbXdcV_dSWeQSfNOgLKhJGiIEiPCaWAVb8Nl2Cj4E\ h6Gf8HdAJbBL`DM_FOYHPWIRUKTSMUQOWKNZPPXUQVZSTcTRhU\ PmWNrXLiukizkeuhbqe_mcXi`UeZR`WOXULTRIPPFLMCGK9CH6\ 8F34C00A16C2CD2HF3NG3TI4YJ4cL5iM5nN9mNCmNFmNIlNjoj\ XJdZKa`L_aMYcMWdNUfOShOQiPOkQMlQKnRIoSGqSEsTCtUAvU\ 8wV6yW4zW2vU5sS8CMPBPMATK } ; END PARAMETER FILE========================================= ; ; ; ; _______________________________________________ ; Fractint mailing list ; Fractint@mailman.xmission.com ; http://mailman.xmission.com/cgi-bin/mailman/listinfo/fractint ;