comment { DOS burps at this first line, unless you @echo off REM hav a program called "comment" in your path. REM It _could_ work _neatly_ if FRACTINT ignored words REM that were neither enclosed in braces nor REM immediately before such an enclosure. REM REM On 2004-April-14, Jim Muth put his name to REM the e-word in the superlative sense, saying: REM (...) REM "The most efficient way of viewing the image is to REM download it from Paul's FOTD web site at:" REM (...) REM (I hav no idea why a remark can be piped in DOS.) cd \fractint\fotd REM _THAT_ shouldn't be necessary. It is so, REM because fractint is ignoring the pathnames. ..\fractint @\fractint\fotd\20040414.bat/Inter-Dimensional GOTO END } ; I'm not sure why this doesn't need a right brace. Inter-Dimensional { ; time=(7*60+33.19)/(4*60+51.49)=1.554736 [passes=1] ; [350Mhz is only 55% faster than 200Mhz, here.] ; 3:13.88 with passes=b. Output identical. reset=2003 type=formula formulafile=20040414.bat formulaname=mandelbrotmix4 function=recip passes=b center-mag=-1.31630130595552000/+0.07548403972747152/9.709769e+009/1/-\ 17.4999896201137091/-0.00197772758561522155 params=-4.5/3/-3.375/4/0/0 float=y maxiter=2000 inside=bof61 logmap=114 periodicity=10 colors=0000N_<3>0VT0XR2_P<2>8hJAkGEoAGs6Ju0Nw0Pz0T60T60ZR0`M0eG0iPUmZ0\ shcvqmzqmzh0ziczA0zbUz60z6Kz60u60u80qG0oM0kT0g`0eh2bo4`u4Xd0zm0R80zz00\ z00z00z06z0Ey0No0Vf0dX0kN0RXCRdPRj`PfdNdeNbgLZkJXmJVoHRsGPuGNvEKzCIzCG\ zACz8Az88zGAzLCuRCmXEebEXgGPmGHsIAxI2qXGkkTeye`zsVzz0zm0zo4zoCuoHkoPdo\ XVobNoZKkVIiRGgNEeJAdG8bC6`86Z46V06T<4>06J06H06T0Ad0Mo0Xz6hzuz0sy4swAs\ sGsqLsoRqkXqjbqfeqdkqbqoZvoXzoTzoRzoPzgMz`KzVIzNGzHEzAAx48u06q06o06k06\ i06g0Cg0Ge0Me0Rd0Vd4`b6dbAjbEo`Hs`LyZPzZTzXXzXZzX<2>6zx0zz2zz8zzEzzJuz\ Poz<2>eTzkMzqGzv8zz6z<4>z6zz6zz6zv6zu6zs6zo6zm6zk6zg6ze6zd6ze6zg6ziAzi\ GzkMzmRzmVzo`xqfxqkxsqvuwvuzvszuqzsozqmzqkzokzmizmgzkezidzidzgbze`zeZz\ dXzbXzbbwZekXkZVoNTsCRuIJuNEvT6vZ0<2>4z00z00z00z80yL0uX0qg0mu0jz0fz6bz\ GZzNXxXTseRmmNgvMbzIXzGRVjZLZgCPq2Gz06z } MandelbrotMix4 {; Jim Muth a=real(p1), b=imag(p1), d=real(p2), f=imag(p2), g=1/f, h=1/d, j=1/(f-b), z=(-a*b*g*h)^j, k=real(p3)+1, l=imag(p3)+100, c=fn1(pixel): z=k*((a*(z^b))+(d*(z^f)))+c, |z| < l } :END
